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console.error(err); throw err; };\n\n \tvar jsonpArray = window[\"webpackJsonp\"] = window[\"webpackJsonp\"] || [];\n \tvar oldJsonpFunction = jsonpArray.push.bind(jsonpArray);\n \tjsonpArray.push = webpackJsonpCallback;\n \tjsonpArray = jsonpArray.slice();\n \tfor(var i = 0; i < jsonpArray.length; i++) webpackJsonpCallback(jsonpArray[i]);\n \tvar parentJsonpFunction = oldJsonpFunction;\n\n\n \t// Load entry module and return exports\n \treturn __webpack_require__(__webpack_require__.s = 340);\n","'use strict';\n\nif (process.env.NODE_ENV === 'production') {\n module.exports = require('./cjs/react.production.min.js');\n} else {\n module.exports = require('./cjs/react.development.js');\n}","module.exports = require(\"regenerator-runtime\");\n","/* NAVIGATIONS */\r\nexport const CHANGE_NAVIGATION = 'CHANGE_NAVIGATION';\r\n\r\n/* WORKSPACES */\r\n\r\n/* WORKSPACES LIST */\r\nexport const GET_WORKSPACES = 'GET_WORKSPACES';\r\nexport const UPDATE_WORKSPACES = 'UPDATE_WORKSPACES';\r\nexport const CLEAR_WORKSPACES = 'CLEAR_WORKSPACES';\r\nexport const GET_WORKSPACES_PAGINATION = 'GET_WORKSPACES_PAGINATION';\r\nexport const CLEAR_WORKSPACES_PAGINATION = 'CLEAR_WORKSPACES_PAGINATION';\r\nexport const LOADING_WORKSPACES = 'LOADING_WORKSPACES';\r\nexport const GET_WORKSPACES_SORTING = 'GET_WORKSPACES_SORTING';\r\nexport const UPDATE_STICKY_WORKSPACES = 'UPDATE_STICKY_WORKSPACES';\r\n\r\n/* WORKSPACE DETAIL */\r\nexport const GET_WORKSPACE = 'GET_WORKSPACE';\r\nexport const UPDATE_WORKSPACE = 'UPDATE_WORKSPACE';\r\nexport const UPDATE_DIALOG_WORKSPACES = 'UPDATE_DIALOG_WORKSPACES';\r\nexport const UPDATE_DIALOG_WORKSPACES_CONNECTIONS = 'UPDATE_DIALOG_WORKSPACES_CONNECTIONS';\r\nexport const CLEAR_WORKSPACE = 'CLEAR_WORKSPACE';\r\nexport const LOADING_WORKSPACE_DETAIL = 'LOADING_WORKSPACE_DETAIL';\r\nexport const GET_WORKSPACE_AVAILABLE_APPLICATIONS = 'GET_WORKSPACE_AVAILABLE_APPLICATIONS';\r\nexport const CLEAR_WORKSPACE_AVAILABLE_APPLICATIONS = 'CLEAR_WORKSPACE_AVAILABLE_APPLICATIONS';\r\nexport const GET_WORKSPACE_FOCUS_AREA_CONNECTIONS = 'GET_WORKSPACE_FOCUS_AREA_CONNECTIONS';\r\nexport const CLEAR_WORKSPACE_FOCUS_AREA_CONNECTIONS = 'CLEAR_WORKSPACE_FOCUS_AREA_CONNECTIONS';\r\nexport const LOADING_WORKSPACE_FOCUS_AREA_CONNECTIONS = 'LOADING_WORKSPACE_FOCUS_AREA_CONNECTIONS';\r\nexport const UPDATE_WORKSPACE_FOCUS_AREA_CONNECTIONS = 'UPDATE_WORKSPACE_FOCUS_AREA_CONNECTIONS';\r\n\r\n/* CREATE WORKSPACE */\r\nexport const CREATE_WORKSPACE = 'CREATE_WORKSPACE';\r\nexport const SETUP_NEW_WORKSPACE = 'SETUP_NEW_WORKSPACE';\r\nexport const CLEAR_SETUP_NEW_WORKSPACE = 'CLEAR_SETUP_NEW_WORKSPACE';\r\nexport const LOADING_CREATE_WORKSPACE = 'LOADING_CREATE_WORKSPACE';\r\nexport const UPDATE_DIALOG_WORKSPACES_CREATION_ERROR = 'UPDATE_DIALOG_WORKSPACES_CREATION_ERROR';\r\nexport const GET_WORKSPACES_SEARCH = 'GET_WORKSPACES_SEARCH';\r\n\r\n/* DELETE WORKSPACE */\r\nexport const DELETE_WORKSPACE = 'DELETE_WORKSPACE';\r\n\r\n/* WORKSPACES APPLICATIONS */\r\nexport const GET_WORKSPACES_APPLICATIONS = 'GET_WORKSPACES_APPLICATIONS';\r\nexport const CLEAR_WORKSPACES_APPLICATIONS = 'CLEAR_WORKSPACES_APPLICATIONS';\r\nexport const CLEAR_WORKSPACE_APPLICATION = 'CLEAR_WORKSPACE_APPLICATION';\r\nexport const LOADING_WORKSPACES_APPLICATIONS = 'LOADING_WORKSPACES_APPLICATIONS';\r\nexport const UPDATE_DIALOG_WORKSPACES_LANDING_APPLICATION = 'UPDATE_DIALOG_WORKSPACES_LANDING_APPLICATION';\r\nexport const UPDATE_DIALOG_WORKSPACES_APPLICATIONS = 'UPDATE_DIALOG_WORKSPACES_APPLICATIONS';\r\nexport const UPDATE_DIALOG_WORKSPACES_APPLICATIONS_CONNECTION = 'UPDATE_DIALOG_WORKSPACES_APPLICATIONS_CONNECTION';\r\nexport const UPDATE_DIALOG_WORKSPACES_APPLICATIONS_UPDATE_ERROR = 'UPDATE_DIALOG_WORKSPACES_APPLICATIONS_UPDATE_ERROR';\r\nexport const GET_APPLICATIONS_SEARCH = 'GET_APPLICATIONS_SEARCH';\r\n\r\n/* WORKSPACES MEMBERS */\r\nexport const GET_WORKSPACES_MEMBERS = 'GET_WORKSPACES_MEMBERS';\r\nexport const UPDATE_WORKSPACES_MEMBERS = 'UPDATE_WORKSPACES_MEMBERS';\r\nexport const CLEAR_WORKSPACES_MEMBERS = 'CLEAR_WORKSPACES_MEMBERS';\r\nexport const GET_WORKSPACES_MEMBERS_PAGINATION = 'GET_WORKSPACES_MEMBERS_PAGINATION';\r\nexport const CLEAR_WORKSPACES_MEMBERS_PAGINATION = 'CLEAR_WORKSPACES_MEMBERS_PAGINATION';\r\nexport const LOADING_WORKSPACES_MEMBERS = 'LOADING_WORKSPACES_MEMBERS';\r\nexport const GET_WORKSPACES_MEMBERS_SORTING = 'GET_WORKSPACES_MEMBERS_SORTING';\r\nexport const UPDATE_STICKY_WORKSPACES_MEMBERS = 'UPDATE_STICKY_WORKSPACES_MEMBERS';\r\nexport const ROUTE_BACK_CREATE_USER = 'ROUTE_BACK_CREATE_USER';\r\nexport const UPDATE_DIALOG_WORKSPACES_MEMBERS = 'UPDATE_DIALOG_WORKSPACES_MEMBERS';\r\nexport const GET_WORKSPACES_MEMBERS_SEARCH = 'GET_WORKSPACES_MEMBERS_SEARCH';\r\n\r\n/* WORKSPACES MEMBERS SHARE*/\r\nexport const GET_WORKSPACES_MEMBERS_SHARE = 'GET_WORKSPACES_MEMBERS_SHARE';\r\nexport const CLEAR_WORKSPACES_MEMBERS_SHARE = 'CLEAR_WORKSPACES_MEMBERS_SHARE';\r\nexport const UPDATE_WORKSPACES_MEMBERS_SHARE = 'UPDATE_WORKSPACES_MEMBERS_SHARE';\r\nexport const UPDATE_DIALOG_WORKSPACES_MEMBERS_SHARE = 'UPDATE_DIALOG_WORKSPACES_MEMBERS_SHARE';\r\nexport const GET_WORKSPACES_SHARE_LIST = 'GET_WORKSPACES_SHARE_LIST';\r\nexport const CLEAR_WORKSPACES_SHARE_LIST = 'CLEAR_WORKSPACES_SHARE_LIST';\r\nexport const UPDATE_WORKSPACES_SHARE_LIST = 'UPDATE_WORKSPACES_SHARE_LIST';\r\nexport const GET_WORKSPACES_SHARE_LIST_PAGINATION = 'GET_WORKSPACES_SHARE_LIST_PAGINATION';\r\nexport const CLEAR_WORKSPACES_SHARE_LIST_PAGINATION = 'CLEAR_WORKSPACES_SHARE_LIST_PAGINATION';\r\nexport const LOADING_WORKSPACES_SHARE_LIST = 'LOADING_WORKSPACES_SHARE_LIST';\r\nexport const UPDATE_DIALOG_SHARING_MEMBERS_ERROR = 'UPDATE_DIALOG_SHARING_MEMBERS_ERROR';\r\n\r\n/* GLOBAL WORKSPACES MEMBERS */\r\nexport const GET_GLOBAL_WORKSPACES_MEMBERS = 'GET_GLOBAL_WORKSPACES_MEMBERS';\r\nexport const CLEAR_GLOBAL_WORKSPACES_MEMBERS = 'CLEAR_GLOBAL_WORKSPACES_MEMBERS';\r\n\r\n/* WORKSPACES FOCUS AREAS */\r\nexport const GET_WORKSPACES_FOCUS_AREAS = 'GET_WORKSPACES_FOCUS_AREAS';\r\nexport const CLEAR_WORKSPACES_FOCUS_AREAS = 'CLEAR_WORKSPACES_FOCUS_AREAS';\r\nexport const GET_WORKSPACES_FOCUS_AREAS_PAGINATION = 'GET_WORKSPACES_FOCUS_AREAS_PAGINATION';\r\nexport const CLEAR_WORKSPACES_FOCUS_AREAS_PAGINATION = 'CLEAR_WORKSPACES_FOCUS_AREAS_PAGINATION';\r\nexport const LOADING_WORKSPACES_FOCUS_AREAS = 'LOADING_WORKSPACES_FOCUS_AREAS';\r\nexport const GET_WORKSPACES_FOCUS_AREAS_SORTING = 'GET_WORKSPACES_FOCUS_AREAS_SORTING';\r\nexport const UPDATE_STICKY_WORKSPACES_FOCUS_AREAS = 'UPDATE_STICKY_WORKSPACES_FOCUS_AREAS';\r\nexport const UPDATE_DIALOG_WORKSPACES_FOCUS_AREAS = 'UPDATE_DIALOG_WORKSPACES_FOCUS_AREAS';\r\nexport const UPDATE_DIALOG_WORKSPACES_SET_GEO = 'UPDATE_DIALOG_WORKSPACES_SET_GEO';\r\nexport const SETUP_NEW_WORKSPACE_FOCUS_AREAS = 'SETUP_NEW_WORKSPACE_FOCUS_AREAS';\r\nexport const UPDATE_WORKSPACES_FOCUS_AREAS = 'UPDATE_WORKSPACES_FOCUS_AREAS';\r\nexport const UPDATE_WORKSPACES_FOCUS_AREAS_ALL = 'UPDATE_WORKSPACES_FOCUS_AREAS_ALL';\r\nexport const LOADING_WORKSPACES_GET_GEOMETRY = 'LOADING_WORKSPACES_GET_GEOMETRY';\r\nexport const GET_WORKSPACES_FOCUS_AREAS_SHAPE = 'GET_WORKSPACES_FOCUS_AREAS_SHAPE';\r\nexport const UPDATE_WORKSPACES_FOCUS_AREAS_SHAPE = 'UPDATE_WORKSPACES_FOCUS_AREAS_SHAPE';\r\nexport const CLEAR_WORKSPACES_FOCUS_AREAS_SHAPE = 'CLEAR_WORKSPACES_FOCUS_AREAS_SHAPE';\r\nexport const UPDATE_WORKSPACES_FOCUS_AREAS_SHAPE_HEADER = 'UPDATE_WORKSPACES_FOCUS_AREAS_SHAPE_HEADER';\r\nexport const UPDATE_DIALOG_FOCUS_AREAS_SHAPE_ERROR = 'UPDATE_DIALOG_FOCUS_AREAS_SHAPE_ERROR';\r\nexport const UPDATE_DIALOG_FOCUS_AREAS_SHAPE_FILE = 'UPDATE_DIALOG_FOCUS_AREAS_SHAPE_FILE';\r\nexport const UPDATE_DIALOG_FOCUS_AREAS_SETGEO_ERROR = 'UPDATE_DIALOG_FOCUS_AREAS_SETGEO_ERROR';\r\n\r\n/* WORKSPACES FOCUS AREAS MAP */\r\nexport const GET_FOCUS_AREA_MAP = 'GET_FOCUS_AREA_MAP';\r\nexport const CLEAR_FOCUS_AREA_MAP = 'CLEAR_FOCUS_AREA_MAP';\r\nexport const UPDATE_FOCUS_AREA_MAP = 'UPDATE_FOCUS_AREA_MAP';\r\nexport const UPDATE_FOCUS_AREA_GEOMETRY = 'UPDATE_FOCUS_AREA_GEOMETRY';\r\nexport const UPDATE_FOCUS_AREA_LIST_GEOMETRY = 'UPDATE_FOCUS_AREA_LIST_GEOMETRY';\r\nexport const UPDATE_SELECTED_ITEM_GEOMETRY = 'UPDATE_SELECTED_ITEM_GEOMETRY';\r\nexport const UPDATE_MAP_GEOMETRY = 'UPDATE_MAP_GEOMETRY';\r\n\r\n/* WORKSPACES SETTINGS */\r\nexport const GET_WORKSPACE_SETTING = 'GET_WORKSPACE_SETTING';\r\nexport const CLEAR_WORKSPACE_SETTING = 'CLEAR_WORKSPACE_SETTING';\r\nexport const LOADING_WORKSPACE_SETTING = 'LOADING_WORKSPACE_SETTING';\r\nexport const UPDATE_WORKSPACE_SETTING = 'UPDATE_WORKSPACE_SETTING';\r\nexport const GET_WORKSPACE_LOGIN_SETTING = 'GET_WORKSPACE_LOGIN_SETTING';\r\nexport const CLEAR_WORKSPACE_LOGIN_SETTING = 'CLEAR_WORKSPACE_LOGIN_SETTING';\r\nexport const UPDATE_WORKSPACE_LOGIN_SETTING = 'UPDATE_WORKSPACE_LOGIN_SETTING';\r\nexport const GET_WORKSPACE_EMAIL_SETTING = 'GET_WORKSPACE_EMAIL_SETTING';\r\nexport const CLEAR_WORKSPACE_EMAIL_SETTING = 'CLEAR_WORKSPACE_EMAIL_SETTING';\r\nexport const UPDATE_WORKSPACE_EMAIL_SETTING = 'UPDATE_WORKSPACE_EMAIL_SETTING';\r\nexport const GET_WORKSPACE_THEME_SETTING = 'GET_WORKSPACE_THEME_SETTING';\r\nexport const CLEAR_WORKSPACE_THEME_SETTING = 'CLEAR_WORKSPACE_THEME_SETTING';\r\nexport const UPDATE_WORKSPACE_THEME_SETTING = 'UPDATE_WORKSPACE_THEME_SETTING';\r\nexport const UPDATE_DIALOG_WORKSPACE_SETTINGS_ERROR = 'UPDATE_DIALOG_WORKSPACE_SETTINGS_ERROR';\r\n\r\n/* WORKSPACES APPLICATIONS SETTINGS */\r\nexport const GET_WORKSPACES_APPLICATIONS_SETTINGS = 'GET_WORKSPACES_APPLICATIONS_SETTINGS';\r\nexport const CLEAR_WORKSPACES_APPLICATIONS_SETTINGS = 'CLEAR_WORKSPACES_APPLICATIONS_SETTINGS';\r\nexport const UPDATE_WORKSPACES_APPLICATIONS_SETTINGS = 'UPDATE_WORKSPACES_APPLICATIONS_SETTINGS';\r\nexport const LOADING_WORKSPACES_APPLICATIONS_SETTINGS = 'LOADING_WORKSPACES_APPLICATIONS_SETTINGS';\r\nexport const GET_WORKSPACES_APPLICATIONS_USERS_SETTINGS = 'GET_WORKSPACES_APPLICATIONS_USERS_SETTINGS';\r\nexport const CLEAR_WORKSPACES_APPLICATIONS_USERS_SETTINGS = 'CLEAR_WORKSPACES_APPLICATIONS_USERS_SETTINGS';\r\nexport const UPDATE_WORKSPACES_APPLICATIONS_USERS_SETTINGS = 'UPDATE_WORKSPACES_APPLICATIONS_USERS_SETTINGS';\r\nexport const LOADING_WORKSPACES_APPLICATIONS_USERS_SETTINGS = 'LOADING_WORKSPACES_APPLICATIONS_USERS_SETTINGS';\r\n\r\nexport const GET_DEFAULT_APPLICATIONS_SETTINGS = 'GET_DEFAULT_APPLICATIONS_SETTINGS';\r\nexport const CLEAR_DEFAULT_APPLICATIONS_SETTINGS = 'CLEAR_DEFAULT_APPLICATIONS_SETTINGS';\r\n\r\n/* WORKSPACES CATEGORIES */\r\nexport const SETUP_NEW_WORKSPACE_CATEGORY = 'SETUP_NEW_WORKSPACE_CATEGORY';\r\nexport const CLEAR_SETUP_NEW_WORKSPACE_CATEGORY = 'CLEAR_SETUP_NEW_WORKSPACE_CATEGORY';\r\nexport const LOADING_WORKSPACE_CATEGORY = 'LOADING_WORKSPACE_CATEGORY';\r\nexport const LOADING_CREATE_WORKSPACE_CATEGORY = 'LOADING_CREATE_WORKSPACE_CATEGORY';\r\nexport const UPDATE_DIALOG_WORKSPACES_CATEGORIES_CREATION_ERROR = 'UPDATE_DIALOG_WORKSPACES_CATEGORIES_CREATION_ERROR';\r\nexport const GET_WORKSPACES_CATEGORIES = 'GET_WORKSPACES_CATEGORIES';\r\nexport const UPDATE_WORKSPACES_CATEGORIES = 'UPDATE_WORKSPACES_CATEGORIES';\r\nexport const CLEAR_WORKSPACES_CATEGORIES = 'CLEAR_WORKSPACES_CATEGORIES'; \r\nexport const GET_WORKSPACE_CATEGORY = 'GET_WORKSPACE_CATEGORY';\r\nexport const UPDATE_WORKSPACE_CATEGORY = 'UPDATE_WORKSPACE_CATEGORY';\r\nexport const CLEAR_WORKSPACE_CATEGORY = 'CLEAR_WORKSPACE_CATEGORY'; \r\n\r\n/* APPLICATIONS */\r\n\r\n/* APPLICATIONS LIST */\r\nexport const GET_APPLICATIONS = 'GET_APPLICATIONS';\r\nexport const CLEAR_APPLICATIONS = 'CLEAR_APPLICATIONS';\r\nexport const GET_APPLICATIONS_PAGINATION = 'GET_APPLICATIONS_PAGINATION';\r\nexport const CLEAR_APPLICATIONS_PAGINATION = 'CLEAR_APPLICATIONS_PAGINATION';\r\nexport const LOADING_APPLICATIONS = \"LOADING_APPLICATIONS\";\r\n\r\n/* APPLICATION DETAIL */\r\nexport const GET_APPLICATION = 'GET_APPLICATION';\r\nexport const UPDATE_APPLICATION = 'UPDATE_APPLICATION';\r\nexport const UPDATE_DIALOG_APPLICATIONS = 'UPDATE_DIALOG_APPLICATIONS';\r\nexport const CLEAR_APPLICATION = 'CLEAR_APPLICATION';\r\nexport const LOADING_APPLICATION = \"LOADING_APPLICATION\";\r\nexport const GET_WORKSPACE_APPLICATION_CONNECTIONS = 'GET_WORKSPACE_APPLICATION_CONNECTIONS';\r\nexport const CLEAR_WORKSPACE_APPLICATION_CONNECTIONS = 'CLEAR_WORKSPACE_APPLICATION_CONNECTIONS';\r\nexport const LOADING_WORKSPACE_APPLICATION_CONNECTIONS = 'LOADING_WORKSPACE_APPLICATION_CONNECTIONS';\r\nexport const UPDATE_WORKSPACE_APPLICATION_CONNECTIONS = 'UPDATE_WORKSPACE_APPLICATION_CONNECTIONS';\r\n\r\n/* CREATE APPLICATION */\r\nexport const CREATE_APPLICATION = 'CREATE_APPLICATION';\r\nexport const SETUP_NEW_APPLICATION = 'SETUP_NEW_APPLICATION';\r\nexport const CLEAR_SETUP_NEW_APPLICATION = 'CLEAR_SETUP_NEW_APPLICATION';\r\nexport const LOADING_CREATE_APPLICATION = 'LOADING_CREATE_APPLICATION';\r\nexport const GET_WORKSPACE_APPLICATION = 'GET_WORKSPACE_APPLICATION';\r\nexport const UPDATE_WORKSPACE_APPLICATION = 'UPDATE_WORKSPACE_APPLICATION';\r\nexport const LOADING_WORKSPACE_APPLICATION_DETAIL = 'LOADING_WORKSPACE_APPLICATION_DETAIL';\r\nexport const UPDATE_DIALOG_APPLICATIONS_CREATION_ERROR = 'UPDATE_DIALOG_APPLICATIONS_CREATION_ERROR';\r\n\r\n/* APPLICATIONS SETTINGS */\r\nexport const GET_APPLICATIONS_SETTINGS = 'GET_APPLICATIONS_SETTINGS';\r\nexport const CLEAR_APPLICATIONS_SETTINGS = 'CLEAR_APPLICATIONS_SETTINGS';\r\nexport const LOADING_APPLICATIONS_SETTINGS = 'LOADING_APPLICATIONS_SETTINGS';\r\nexport const SETUP_NEW_APPLICATIONS_SETTINGS = 'SETUP_NEW_APPLICATIONS_SETTINGS';\r\nexport const UPDATE_APPLICATIONS_SETTINGS = 'UPDATE_APPLICATIONS_SETTINGS';\r\nexport const UPDATE_STICKY_APPLICATIONS_SETTINGS = 'UPDATE_STICKY_APPLICATIONS_SETTINGS';\r\nexport const UPDATE_DIALOG_APPLICATIONS_SETTINGS = 'UPDATE_DIALOG_APPLICATIONS_SETTINGS';\r\n\r\n/* CATEGORIES */\r\nexport const SETUP_NEW_CATEGORY = 'SETUP_NEW_CATEGORY';\r\nexport const CLEAR_SETUP_NEW_CATEGORY = 'CLEAR_SETUP_NEW_CATEGORY';\r\nexport const LOADING_CATEGORY = 'LOADING_CATEGORY';\r\nexport const LOADING_CREATE_CATEGORY = 'LOADING_CREATE_CATEGORY';\r\nexport const UPDATE_DIALOG_CATEGORIES_CREATION_ERROR = 'UPDATE_DIALOG_CATEGORIES_CREATION_ERROR';\r\nexport const GET_CATEGORIES = 'GET_CATEGORIES';\r\nexport const UPDATE_CATEGORIES = 'UPDATE_CATEGORIES';\r\nexport const CLEAR_CATEGORIES = 'CLEAR_CATEGORIES';\r\nexport const GET_CATEGORY = 'GET_CATEGORY';\r\nexport const UPDATE_CATEGORY = 'UPDATE_CATEGORY';\r\nexport const CLEAR_CATEGORY = 'CLEAR_CATEGORY'; \r\n\r\n/* USERS */\r\nexport const GET_USERS = 'GET_USERS';\r\nexport const UPDATE_USERS = 'UPDATE_USERS';\r\nexport const CLEAR_USERS = 'CLEAR_USERS';\r\nexport const LOADING_USERS = 'LOADING_USERS';\r\nexport const GET_USERS_PAGINATION = 'GET_USERS_PAGINATION';\r\nexport const CLEAR_USERS_PAGINATION = 'CLEAR_USERS_PAGINATION';\r\nexport const GET_USERS_SORTING = 'GET_USERS_SORTING';\r\nexport const UPDATE_STICKY_USERS = 'UPDATE_STICKY_USERS';\r\nexport const GET_USERS_SEARCH = 'GET_USERS_SEARCH';\r\n\r\n/* USER DETAIL */\r\nexport const GET_USER = 'GET_USER';\r\nexport const UPDATE_USER = 'UPDATE_USER';\r\nexport const UPDATE_DIALOG_USERS = 'UPDATE_DIALOG_USERS';\r\nexport const CLEAR_USER = 'CLEAR_USER';\r\nexport const LOADING_USER = 'LOADING_USER';\r\nexport const GET_USER_ACCESS = 'GET_USER_ACCESS';\r\nexport const CLEAR_USER_ACCESS = 'CLEAR_USER_ACCESS';\r\nexport const GET_USER_ACCESS_CONTACT_OWNERS = 'GET_USER_ACCESS_CONTACT_OWNERS';\r\nexport const UPDATE_USER_ACCESS = 'UPDATE_USER_ACCESS';\r\nexport const LOADING_USER_ACCESS = 'LOADING_USER_ACCESS';\r\nexport const SETUP_NEW_USER = 'SETUP_NEW_USER';\r\nexport const CLEAR_SETUP_NEW_USER = 'CLEAR_SETUP_NEW_USER';\r\nexport const LOADING_CREATE_USER = 'LOADING_CREATE_USER';\r\nexport const CREATE_USER = 'CREATE_USER';\r\nexport const UPDATE_DIALOG_USERS_CREATION_ERROR = 'UPDATE_DIALOG_USERS_CREATION_ERROR';\r\n\r\n/* ACCOUNT */\r\nexport const GET_ACCOUNT = 'GET_ACCOUNT';\r\nexport const UPDATE_ACCOUNT = 'UPDATE_ACCOUNT';\r\nexport const UPDATE_DIALOG_ACCOUNT = 'UPDATE_DIALOG_ACCOUNT';\r\nexport const CLEAR_ACCOUNT = 'CLEAR_ACCOUNT';\r\nexport const LOADING_ACCOUNT = 'LOADING_ACCOUNT';\r\n\r\n/* ROLE */\r\nexport const UPDATE_ROLE = 'UPDATE_ROLE';\r\nexport const CLEAR_ROLE = 'CLEAR_ROLE';\r\n\r\n/* GLOBAL USERS */\r\nexport const LOADING_GLOBAL_USERS = 'LOADING_GLOBAL_USERS';\r\nexport const ROUTE_BACK_GLOBAL_USERS = 'ROUTE_BACK_GLOBAL_USERS';\r\nexport const GET_GLOBAL_USERS = 'GET_GLOBAL_USERS';\r\nexport const DELETE_GLOBAL_USER = 'DELETE_GLOBAL_USER';\r\nexport const CREATE_GLOBAL_USER = 'CREATE_GLOBAL_USER';\r\nexport const CLEAR_GLOBAL_USERS = 'CLEAR_GLOBAL_USERS';\r\n\r\n/* PORTAL LOGO */\r\nexport const GET_PORTAL_LOGO = 'GET_PORTAL_LOGO';\r\nexport const UPDATE_PORTAL_LOGO = 'UPDATE_PORTAL_LOGO';\r\nexport const CLEAR_PORTAL_LOGO = 'CLEAR_PORTAL_LOGO';\r\nexport const LOADING_PORTAL_LOGO = 'LOADING_PORTAL_LOGO';\r\n\r\n/* USER AVAILABLE WORKSPACES */\r\nexport const GET_USER_AVAILABLE_WORKSPACES_PAGINATION = 'GET_USER_AVAILABLE_WORKSPACES_PAGINATION';\r\nexport const CLEAR_USER_AVAILABLE_WORKSPACES_PAGINATION = 'CLEAR_USER_AVAILABLE_WORKSPACES_PAGINATION';\r\nexport const GET_USER_AVAILABLE_WORKSPACES_SEARCH = 'GET_USER_AVAILABLE_WORKSPACES_SEARCH';\r\nexport const CLEAR_USER_AVAILABLE_WORKSPACES_SEARCH = 'CLEAR_USER_AVAILABLE_WORKSPACES_SEARCH';\r\nexport const GET_USER_AVAILABLE_WORKSPACES = 'GET_USER_AVAILABLE_WORKSPACES';\r\nexport const CLEAR_USER_AVAILABLE_WORKSPACES = 'CLEAR_USER_AVAILABLE_WORKSPACES';\r\nexport const LOADING_USER_AVAILABLE_WORKSPACES = 'LOADING_USER_AVAILABLE_WORKSPACES';\r\n\r\n/* PORTAL LANDING */\r\nexport const GET_PORTAL_LANDING_BLOG = 'GET_PORTAL_LANDING_BLOG';\r\nexport const GET_PORTAL_LANDING_BANNER = 'GET_PORTAL_LANDING_BANNER';\r\nexport const CLEAR_PORTAL_LANDING_BANNER = 'CLEAR_PORTAL_LANDING_BANNER';\r\nexport const LOADING_PORTAL_LANDING_BANNER = 'LOADING_PORTAL_LANDING_BANNER';\r\nexport const GET_PORTAL_LANDING_FEATURE = 'GET_PORTAL_LANDING_FEATURE';\r\nexport const LOADING_PORTAL_LANDING_FEATURE = 'LOADING_PORTAL_LANDING_FEATURE';\r\nexport const GET_PORTAL_LANDING_NEWS = 'GET_PORTAL_LANDING_NEWS';\r\nexport const LOADING_PORTAL_LANDING_NEWS = 'LOADING_PORTAL_LANDING_NEWS';\r\nexport const UPDATE_DIALOG_PORTALS = 'UPDATE_DIALOG_PORTALS';\r\n\r\n/* PORTAL SETTING */\r\nexport const GET_PORTAL_SETTING_BANNER = 'GET_PORTAL_SETTING_BANNER';\r\nexport const CLEAR_PORTAL_SETTING_BANNER = 'CLEAR_PORTAL_SETTING_BANNER';\r\nexport const UPDATE_PORTAL_SETTING_BANNER = 'UPDATE_PORTAL_SETTING_BANNER';\r\nexport const LOADING_PORTAL_SETTING_BANNER = 'LOADING_PORTAL_SETTING_BANNER';\r\nexport const GET_PORTAL_SETTING_FEATURE = 'GET_PORTAL_SETTING_FEATURE';\r\nexport const CLEAR_PORTAL_SETTING_FEATURE = 'CLEAR_PORTAL_SETTING_FEATURE';\r\nexport const UPDATE_PORTAL_SETTING_FEATURE = 'UPDATE_PORTAL_SETTING_FEATURE';\r\nexport const LOADING_PORTAL_SETTING_FEATURE = 'LOADING_PORTAL_SETTING_FEATURE';\r\nexport const GET_PORTAL_SETTING_NEWS = 'GET_PORTAL_SETTING_NEWS';\r\nexport const CLEAR_PORTAL_SETTING_NEWS = 'CLEAR_PORTAL_SETTING_NEWS';\r\nexport const UPDATE_PORTAL_SETTING_NEWS = 'UPDATE_PORTAL_SETTING_NEWS';\r\nexport const LOADING_PORTAL_SETTING_NEWS = 'LOADING_PORTAL_SETTING_NEWS';\r\nexport const GET_PORTAL_SETTING_LOGIN = 'GET_PORTAL_SETTING_LOGIN';\r\nexport const CLEAR_PORTAL_SETTING_LOGIN = 'CLEAR_PORTAL_SETTING_LOGIN';\r\nexport const UPDATE_PORTAL_SETTING_LOGIN = 'UPDATE_PORTAL_SETTING_LOGIN';\r\nexport const LOADING_PORTAL_SETTING_LOGIN = 'LOADING_PORTAL_SETTING_LOGIN';\r\nexport const GET_PORTAL_SETTING_EMAIL = 'GET_PORTAL_SETTING_EMAIL';\r\nexport const CLEAR_PORTAL_SETTING_EMAIL = 'CLEAR_PORTAL_SETTING_EMAIL';\r\nexport const UPDATE_PORTAL_SETTING_EMAIL = 'UPDATE_PORTAL_SETTING_EMAIL';\r\nexport const LOADING_PORTAL_SETTING_EMAIL = 'LOADING_PORTAL_SETTING_EMAIL';\r\nexport const GET_PORTAL_SETTING_THEME = 'GET_PORTAL_SETTING_THEME';\r\nexport const CLEAR_PORTAL_SETTING_THEME = 'CLEAR_PORTAL_SETTING_THEME';\r\nexport const UPDATE_PORTAL_SETTING_THEME = 'UPDATE_PORTAL_SETTING_THEME';\r\nexport const LOADING_PORTAL_SETTING_THEME = 'LOADING_PORTAL_SETTING_THEME';\r\nexport const UPDATE_PORTAL_SETTING_TAB = 'UPDATE_PORTAL_SETTING_TAB';\r\nexport const UPDATE_DIALOG_PORTAL_SETTINGS_ERROR = \"UPDATE_DIALOG_PORTAL_SETTINGS_ERROR\";\r\n\r\n/* PORTAL LOGIN */\r\nexport const GET_PORTAL_LOGIN = 'GET_PORTAL_LOGIN';\r\nexport const CLEAR_PORTAL_LOGIN = 'CLEAR_PORTAL_LOGIN';\r\nexport const LOADING_PORTAL_LOGIN = 'LOADING_PORTAL_LOGIN';\r\n\r\n/* LOGIN */\r\nexport const GET_LOGIN = 'GET_LOGIN';\r\nexport const UPDATE_LOGIN = 'UPDATE_LOGIN';\r\nexport const CLEAR_LOGIN = 'CLEAR_LOGIN';\r\nexport const LOADING_LOGIN = \"LOADING_LOGIN\";\r\nexport const UPDATE_DIALOG_USERS_LOGIN_ERROR = 'UPDATE_DIALOG_USERS_LOGIN_ERROR';\r\n\r\n/* CHANGE PASSWORD */\r\nexport const GET_CHANGE_PASSWORD = 'GET_CHANGE_PASSWORD';\r\nexport const UPDATE_CHANGE_PASSWORD = 'UPDATE_CHANGE_PASSWORD';\r\nexport const CLEAR_CHANGE_PASSWORD = 'CLEAR_CHANGE_PASSWORD';\r\nexport const LOADING_CHANGE_PASSWORD = \"LOADING_CHANGE_PASSWORD\";\r\n\r\n/* RESET PASSWORD */\r\nexport const GET_RESET_PASSWORD = 'GET_RESET_PASSWORD';\r\nexport const UPDATE_RESET_PASSWORD = 'UPDATE_RESET_PASSWORD';\r\nexport const CLEAR_RESET_PASSWORD = 'CLEAR_RESET_PASSWORD';\r\nexport const LOADING_RESET_PASSWORD = \"LOADING_RESET_PASSWORD\";\r\nexport const UPDATE_DIALOG_RESET_PASSWORD_ERROR = \"UPDATE_DIALOG_RESET_PASSWORD_ERROR\";\r\n\r\n/* RESET PASSWORD */\r\nexport const UPDATE_DIALOG_REGISTRATION_REMINDER_ERROR = \"UPDATE_DIALOG_REGISTRATION_REMINDER_ERROR\";\r\n\r\n/* REDIRECT URL */\r\nexport const UPDATE_REDIRECT_URL = 'UPDATE_REDIRECT_URL';\r\nexport const CLEAR_REDIRECT_URL = 'CLEAR_REDIRECT_URL';\r\n\r\n/* UNAVAILABLE CONTEXT */\r\nexport const UPDATE_UNAVAILABLE_CONTEXT = 'UPDATE_UNAVAILABLE_CONTEXT';\r\n\r\n/* PAGE REDIRECTION */\r\nexport const LOADING_PAGE_REDIRECTION = 'LOADING_PAGE_REDIRECTION';\r\n\r\n/* THEME */\r\nexport const LOADING_THEME = 'LOADING_THEME';\r\n\r\n/* CONTACT ADMINISTRATORS */\r\nexport const UPDATE_CONTACT_ADMINISTRATORS = 'UPDATE_CONTACT_ADMINISTRATORS';\r\nexport const CLEAR_CONTACT_ADMINISTRATORS = 'CLEAR_CONTACT_ADMINISTRATORS';\r\nexport const LOADING_CONTACT_ADMINISTRATORS = \"LOADING_CONTACT_ADMINISTRATORS\";\r\nexport const UPDATE_DIALOG_CONTACT_ADMINISTRATORS_ERROR = \"UPDATE_DIALOG_CONTACT_ADMINISTRATORS_ERROR\";\r\n\r\n/* CONTACT OWNERS */\r\nexport const GET_CONTACTS_OWNERS = 'GET_CONTACTS_OWNERS';\r\nexport const UPDATE_CONTACTS_OWNERS = 'UPDATE_CONTACTS_OWNERS';\r\nexport const CLEAR_CONTACTS_OWNERS= 'CLEAR_CONTACTS_OWNERS';\r\nexport const LOADING_CONTACTS_OWNERS = \"LOADING_CONTACTS_OWNERS\";\r\nexport const SEND_EMAIL_CONTACTS_OWNERS = 'UPDATE_CONTACTS_OWNERS';\r\n\r\n/* TOASTER */\r\nexport const UPDATE_TOASTER = 'UPDATE_TOASTER';\r\n\r\n/* PORTAL NAVIGATIONS */\r\nexport const CHANGE_ROUTE = 'CHANGE_ROUTE';\r\n\r\n/* BASE LOADING */\r\nexport const LOADING = \"LOADING\";\r\n\r\n/* IP ADDRESSES */\r\nexport const GET_CLIENT_IP = \"GET_CLIENT_IP\";\r\n\r\n/* WORKSPACE APPLICATIONS LANDING */\r\nexport const GET_WORKSPACE_APPLICATION_LANDING = 'GET_WORKSPACE_APPLICATION_LANDING';\r\nexport const CLEAR_WORKSPACE_APPLICATION_LANDING = 'CLEAR_WORKSPACE_APPLICATION_LANDING';\r\nexport const GET_APPLICATIONS_LANDING = 'GET_APPLICATIONS_LANDING';\r\nexport const GET_APPLICATIONS_LANDING_THEME = 'GET_APPLICATIONS_LANDING_THEME';","import defineProperty from \"./defineProperty\";\nexport default function _objectSpread(target) {\n for (var i = 1; i < arguments.length; i++) {\n var source = arguments[i] != null ? arguments[i] : {};\n var ownKeys = Object.keys(source);\n\n if (typeof Object.getOwnPropertySymbols === 'function') {\n ownKeys = ownKeys.concat(Object.getOwnPropertySymbols(source).filter(function (sym) {\n return Object.getOwnPropertyDescriptor(source, sym).enumerable;\n }));\n }\n\n ownKeys.forEach(function (key) {\n defineProperty(target, key, source[key]);\n });\n }\n\n return target;\n}","function asyncGeneratorStep(gen, resolve, reject, _next, _throw, key, arg) {\n try {\n var info = gen[key](arg);\n var value = info.value;\n } catch (error) {\n reject(error);\n return;\n }\n\n if (info.done) {\n resolve(value);\n } else {\n Promise.resolve(value).then(_next, _throw);\n }\n}\n\nexport default function _asyncToGenerator(fn) {\n return function () {\n var self = this,\n args = arguments;\n return new Promise(function (resolve, reject) {\n var gen = fn.apply(self, args);\n\n function _next(value) {\n asyncGeneratorStep(gen, resolve, reject, _next, _throw, \"next\", value);\n }\n\n function _throw(err) {\n asyncGeneratorStep(gen, resolve, reject, _next, _throw, \"throw\", err);\n }\n\n _next(undefined);\n });\n };\n}","/**\n * Copyright (c) 2013-present, Facebook, Inc.\n *\n * This source code is licensed under the MIT license found in the\n * LICENSE file in the root directory of this source tree.\n */\nif (process.env.NODE_ENV !== 'production') {\n var ReactIs = require('react-is'); // By explicitly using `prop-types` you are opting into new development behavior.\n // http://fb.me/prop-types-in-prod\n\n\n var throwOnDirectAccess = true;\n module.exports = require('./factoryWithTypeCheckers')(ReactIs.isElement, throwOnDirectAccess);\n} else {\n // By explicitly using `prop-types` you are opting into new production behavior.\n // http://fb.me/prop-types-in-prod\n module.exports = require('./factoryWithThrowingShims')();\n}","exports.defaultWorkspacesPageSize=20;\r\nexports.defaultWorkspacesSortingBy=\"Name\";\r\nexports.defaultWorkspacesSortingType=\"Ascending\";\r\nexports.defaultApplicationsPageSize=20;\r\nexports.defaultApplicationsSortingBy=\"Name\";\r\nexports.defaultApplicationsSortingType=\"Ascending\";\r\nexports.defaultApplicationsSettingsPageSize=1000;\r\nexports.defaultApplicationsSettingsSortingBy=\"Name\";\r\nexports.defaultApplicationsSettingsSortingType=\"Ascending\";\r\nexports.defaultWorkspacesMembersPageSize=20;\r\nexports.defaultWorkspacesMembersSortingBy=\"UserName\";\r\nexports.defaultWorkspacesMembersSortingType=\"Ascending\";\r\nexports.defaultWorkspacesFocusAreasPageSize=100;\r\nexports.defaultWorkspacesFocusAreasSortingBy=\"focusAreaName\";\r\nexports.defaultWorkspacesFocusAreasSortingType=\"Ascending\";\r\nexports.defaultUsersPageSize=20;\r\nexports.defaultUsersSortingBy=\"UserName\";\r\nexports.defaultUsersSortingType=\"Ascending\";\r\nexports.defaultUsersSearchType=\"Contains\";\r\nexports.defaultUsersSearchFor=\"UserName\";\r\nexports.defaultUsersSearchSortType=\"Ascending\";\r\nexports.defaultAvailableWorkspacesPageIndex=1;\r\nexports.defaultAvailableWorkspacesPageSize=5;\r\nexports.defaultUsersSortingType=\"Ascending\";\r\nexports.defaultUsersSearchType=\"Contains\";\r\nexports.defaultUsersSearchFor=\"UserName\";\r\nexports.defaultUsersSearchSortType=\"Ascending\";\r\nexports.showSwitchButton=false; \r\nexports.sessionExpiresTime=172800;\r\nexports.anonymousUserId=\"00000000-0000-0000-0000-000000000000\";\r\nexports.anonymousUserName=\"Anonymous\";\r\nexports.anonymousUserRole=\"User\";\r\nexports.head=170;\r\nexports.itemHeight=100;\r\nexports.tHead=42;\r\nexports.ghead=330;\r\nexports.appItemHeight=185;\r\nexports.maximumApplications=10000;\r\nexports.maximumWorkspaces=10000;\r\nexports.appFolder=\"portal\";\r\nexports.routeFolder=\"portal\";","module.exports = require('./dist/index');","export const saveSessionStorage = async (key, value) => {\r\n sessionStorage.setItem(key, value);\r\n}\r\n\r\nexport const getSessionStorage = (key) => {\r\n const result = sessionStorage.getItem(key); \r\n return (result !== null) ? result : \"\";\r\n}\r\n\r\nexport const removeSessionStorage = (key) => {\r\n sessionStorage.removeItem(key);\r\n}","function _interopRequireDefault(obj) {\n return obj && obj.__esModule ? obj : {\n \"default\": obj\n };\n}\n\nmodule.exports = _interopRequireDefault;","\"use strict\";\n\nObject.defineProperty(exports, \"__esModule\", {\n value: true\n});\n\nvar _Modal = require(\"./components/Modal\");\n\nvar _Modal2 = _interopRequireDefault(_Modal);\n\nfunction _interopRequireDefault(obj) {\n return obj && obj.__esModule ? obj : {\n default: obj\n };\n}\n\nexports.default = _Modal2.default;\nmodule.exports = exports[\"default\"];","import { GET_GLOBAL_WORKSPACES_MEMBERS } from './index';\r\n\r\nexport const getGlobalWorkspacesMembersAction = (globalWorkspacesMembers) => ({\r\n type: GET_GLOBAL_WORKSPACES_MEMBERS,\r\n globalWorkspacesMembers\r\n});","const jwt = require('jsonwebtoken');\r\n\r\nexport async function decode(token) {\r\n var decoded = jwt.decode(token);\r\n\r\n return decoded;\r\n}","import environment from 'environment';\r\nimport { getImageSize } from '../../utils/snapshot';\r\nimport { getDefaultPersonImage, getThumbnailDefaultImage, getDefaultPhotoPicture } from '../../utils/image';\r\nimport { saveSessionStorage } from '../../utils/sessionStorage';\r\nimport { getGlobalWorkspacesMembersAction } from '../../actions/getGlobalWorkspacesMembersAction';\r\nimport { decode } from '../../utils/jwtToken';\r\nimport { store } from '../../index';\r\n\r\nconst usersApi = require('../api/users');\r\nconst workspacesApi = require('../api/workspaces');\r\nconst workspacesMembers = require('./workspacesMembers');\r\nconst moment = require('moment');\r\nconst sort = require('fast-sort');\r\nconst config = require('../../environments/' + environment.settings);\r\n\r\nexport async function getUserNameByIdApi(userId) {\r\n try {\r\n const user = await usersApi.getUserById(userId);\r\n return mapUserNameFrontend(user.data, userId);\r\n }\r\n catch (err) {\r\n if (err.response !== undefined) {\r\n return mapToEmptyUserFrontend(err.response.status.toString());\r\n }\r\n return mapToEmptyUserFrontend(\"500\");\r\n }\r\n}\r\n\r\nexport async function getUserIdByNameApi(userName) {\r\n try {\r\n const user = await usersApi.getUserByName(userName);\r\n return mapUserIdFrontend(user.data, userName);\r\n }\r\n catch (err) {\r\n if (err.response !== undefined) {\r\n return mapToEmptyUserFrontend(err.response.status.toString());\r\n }\r\n return mapToEmptyUserFrontend(\"500\");\r\n }\r\n}\r\n\r\nexport async function getUsersApi(pageIndex, pageSize, sortingBy, sortingType) {\r\n try {\r\n const results = await usersApi.getUserHeaderList(pageIndex, pageSize, sortingBy, sortingType);\r\n return mapToUsersFrontend(results.data);\r\n }\r\n catch (err) {\r\n if (err.response.status === 404) {\r\n return mapToEmptyUsersFrontend();\r\n }\r\n }\r\n}\r\n\r\nexport async function getUsersSearchApi(pageIndex, pageSize, SearchKeyword, sortingBy, sortingType) {\r\n try {\r\n const results = await usersApi.getUserSearchList(pageIndex, pageSize, SearchKeyword, sortingBy, sortingType);\r\n return mapToUsersFrontend(results.data);\r\n }\r\n catch (err) {\r\n if (err.response.status === 404) {\r\n return mapToEmptyUsersFrontend();\r\n }\r\n }\r\n}\r\n\r\nexport async function getUserByIdApi(userId, withPicture, width, height) {\r\n const results = await usersApi.getUserById(userId);\r\n return mapToUserFrontend(userId, results.data, withPicture, width, height);\r\n}\r\n\r\nexport async function getUserAccessByIdApi(userId, withPicture, width, height) {\r\n const results = await usersApi.getUserAccessById(userId);\r\n return mapToUserAccessByIdFrontend(userId, results.data, withPicture, width, height);\r\n}\r\n\r\nexport async function getUserAvailableWorkspacesAllApi(userId) {\r\n try {\r\n const wsIds = await usersApi.getUserAvailabeWorkspaces(userId);\r\n const results = await usersApi.getUserAvailabeWorkspacesDetail(wsIds.data);\r\n return mapToUserWorkspacesAllFrontend(userId, wsIds.data, results);\r\n }\r\n catch (err) {\r\n if (err.response.status === 404) {\r\n return mapToEmptyUserWorkspacesAllFrontend(userId);\r\n }\r\n }\r\n}\r\n\r\nexport async function getUserAvailableWorkspacesApi(userId, userRole, pageIndex, pageSize) {\r\n if (userRole === 'Admin') {\r\n const results = await workspacesApi.getWorkspaceList(pageIndex, pageSize, 'Name', 'Ascending');\r\n return mapToUserWorkspacesFrontendAdminMode(userId, results.data);\r\n }\r\n else {\r\n try {\r\n const wsIds = await usersApi.getUserAvailabeWorkspaces(userId);\r\n const results = await usersApi.getUserAvailabeWorkspacesDetail(wsIds.data, pageIndex, pageSize);\r\n let availableWorkspaces = mapToUserWorkspacesFrontend(userId, wsIds.data, results);\r\n\r\n const availableWorkspacesJson = JSON.stringify(availableWorkspaces);\r\n await saveSessionStorage(\"allAvailableWorkspaces\", availableWorkspacesJson);\r\n\r\n return availableWorkspaces;\r\n }\r\n catch (err) {\r\n if (err.response.status === 404) {\r\n return mapToEmptyUserWorkspacesFrontend(userId);\r\n }\r\n }\r\n }\r\n}\r\n\r\nexport async function getUserAvailableWorkspacesSearchApi(userId, userRole, pageIndex, pageSize, keyword) {\r\n if (userRole === 'Admin') {\r\n const results = await workspacesApi.getWorkspaceSearchList(keyword, pageIndex, pageSize, 'Name', 'Ascending');\r\n return mapToUserWorkspacesFrontendAdminMode(userId, results.data);\r\n } else {\r\n const wsIds = await usersApi.getUserAvailabeWorkspaces(userId);\r\n const results = await usersApi.getUserAvailabeWorkspacesDetail(wsIds.data, pageIndex, pageSize, keyword);\r\n return mapToUserWorkspacesFrontend(userId, wsIds.data, results);\r\n }\r\n}\r\n\r\nexport async function checkUserAvailableApplicationApi(userId, workspaceId, appId) {\r\n let appAccess = false;\r\n const userApplications = await usersApi.getUserAccessWorkspaceApplications(workspaceId, userId);\r\n if (userApplications.status === 200 && userApplications.data.length > 0) {\r\n let userApps = userApplications.data.filter(x => x.applicationId === appId);\r\n if (userApps.length > 0) {\r\n appAccess = true;\r\n }\r\n }\r\n return appAccess;\r\n}\r\n\r\nexport async function getUserInitialApi(userId, width, height) {\r\n let user;\r\n let picture = await usersApi.getUserPhoto(userId, width, height);\r\n if (picture === undefined) {\r\n let results = await usersApi.getUserNameById(userId);\r\n if (results.data !== undefined) {\r\n user = {\r\n picture: (results.data.fullName !== undefined && results.data.fullName === \"\") ? getDefaultPhotoPicture() : \"\",\r\n initial: (results.data.fullName !== undefined && results.data.fullName !== \"\") ? getInitials(results.data.fullName) : \"\"\r\n }\r\n }\r\n }\r\n else {\r\n user = {\r\n picture,\r\n initial:''\r\n }\r\n }\r\n\r\n return user;\r\n}\r\n\r\nexport async function getGlobalUsersApi(workspaceId, pageIndex, pageSize, sortingBy, sortingType) {\r\n const dataUsers = await getUsersApi(pageIndex, pageSize, sortingBy, sortingType);\r\n\r\n const globalWorkspacesMembers = store.getState().globalWorkspacesMembers;\r\n let dataWorkspaceMembers = (globalWorkspacesMembers.length === 0) ? await workspacesMembers.getGlobalWorkspaceMemberListApi(workspaceId) : globalWorkspacesMembers;\r\n\r\n let members = [];\r\n if (globalWorkspacesMembers.length === 0) {\r\n members = dataWorkspaceMembers.members;\r\n store.dispatch(getGlobalWorkspacesMembersAction(dataWorkspaceMembers.members));\r\n }\r\n else {\r\n members = dataWorkspaceMembers;\r\n }\r\n\r\n return getUsers(dataUsers.users, members, dataUsers.pagination);\r\n}\r\n\r\nexport async function getGlobalUsersSearchApi(workspaceId, pageIndex, pageSize, SearchKeyword, sortingBy, sortingType) {\r\n const dataUsers = await getUsersSearchApi(pageIndex, pageSize, SearchKeyword, sortingBy, sortingType);\r\n\r\n const globalWorkspacesMembers = store.getState().globalWorkspacesMembers;\r\n let dataWorkspaceMembers = (globalWorkspacesMembers.length === 0) ? await workspacesMembers.getGlobalWorkspaceMemberListApi(workspaceId) : globalWorkspacesMembers;\r\n\r\n let members = [];\r\n if (globalWorkspacesMembers.length === 0) {\r\n members = dataWorkspaceMembers.members;\r\n store.dispatch(getGlobalWorkspacesMembersAction(dataWorkspaceMembers.members));\r\n }\r\n else {\r\n members = dataWorkspaceMembers;\r\n }\r\n\r\n return getUsers(dataUsers.users, members, dataUsers.pagination);\r\n}\r\n\r\nexport async function createUserApi(user) {\r\n const mappingUser = mapToUserBackendForCreate(user);\r\n const results = await usersApi.createUser(mappingUser, true);\r\n\r\n let id = '';\r\n let error_messages = '';\r\n if (results.status === 200) {\r\n if (results.data !== undefined) {\r\n let resultsArray = results.data.split(\"/\");\r\n const id = resultsArray[0].replace(\"id:\", \"\");\r\n if (user.is_admin) {\r\n await updateUserRoleApi(id, \"Administrator\");\r\n }\r\n await updateUserPhotoApi(id, user.picture);\r\n }\r\n id = results.data\r\n }\r\n else if (results.status === 500) {\r\n error_messages = 'Internal server error, Please contact administrator.';\r\n }\r\n else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n const data = {\r\n id: id,\r\n status: results.status,\r\n error_messages: error_messages\r\n }\r\n\r\n return data;\r\n}\r\n\r\nexport async function addGlobalUsersApi(accessToken, workspaceId, users) {\r\n let members = {\r\n users\r\n };\r\n const results = await workspacesMembers.addWorkspaceMembersApi(accessToken, workspaceId, members);\r\n\r\n const data = {\r\n id: workspaceId,\r\n data: results.data\r\n }\r\n\r\n return data;\r\n}\r\n\r\nexport async function updateUserApi(user) {\r\n const mappingUser = mapToUserBackendForUpdate(user);\r\n const results = await usersApi.updateUser(mappingUser);\r\n\r\n let id = '';\r\n let error_messages = '';\r\n if (results.status === 200) {\r\n if (results.data !== undefined) {\r\n if (user.is_picture_changed) {\r\n await updateUserPhotoApi(user.uid, user.picture);\r\n }\r\n }\r\n id = results.data\r\n }\r\n else if (results.status === 500) {\r\n error_messages = results.data;\r\n }\r\n else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n const data = {\r\n id: id,\r\n status: results.status,\r\n error_messages: error_messages\r\n }\r\n\r\n return data;\r\n}\r\n\r\nexport async function updateUserPhotoApi(userId, content) {\r\n return await usersApi.updatePhoto(userId, content);\r\n}\r\n\r\nexport async function updateUserChangePasswordApi(userId, passwords) {\r\n let mappingAccount = await mapToChangePasswordBackendForUpdate(passwords);\r\n const results = await usersApi.updateUserChangePassword(userId, mappingAccount);\r\n let error_messages = '';\r\n\r\n if (results.status !== 200) {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n\r\n const data = {\r\n status: results.status,\r\n message: error_messages\r\n }\r\n\r\n return data;\r\n}\r\n\r\nexport async function removeUserAccesApis(id, dataRemove) {\r\n const results = await usersApi.removeUserAccess(id, dataRemove.workspaceId);\r\n return results;\r\n}\r\n\r\nexport async function updateUserStatusApi(id, status) {\r\n const results = await usersApi.updateUserStatus(id, mapUserStatusBackend(status));\r\n const data = {\r\n status: results.data\r\n }\r\n return data;\r\n}\r\n\r\nexport async function updateUserRoleApi(id, role) {\r\n const results = await usersApi.updateUserRole(id, mapUserRoleBackend(role));\r\n const data = {\r\n role: results.data\r\n }\r\n return data;\r\n}\r\n\r\nexport async function removeUserApi(id) {\r\n const results = await usersApi.removeUser(id);\r\n const data = {\r\n id: results.data\r\n }\r\n return data;\r\n}\r\n\r\nexport async function userLoginConfirmationApi(userId, userToken, actionType, userPayload) {\r\n let token = {};\r\n let user = {};\r\n let workspaces = {};\r\n let isLoggedIn = false;\r\n let isProcessingLogin = false;\r\n let mappingUserPayload = await mapToUserLoginBackendForCreate(userPayload);\r\n let error_messages = \"\";\r\n let results = {};\r\n\r\n if (actionType === 'ResetPassword') {\r\n results = await usersApi.resetConfirmation(userId, userToken, mappingUserPayload);\r\n }\r\n else {\r\n results = await usersApi.loginConfirmation(userId, userToken, mappingUserPayload);\r\n }\r\n\r\n if (results.status === 200) {\r\n let loginPayload = {\r\n userName: mappingUserPayload.userName,\r\n password: mappingUserPayload.newPassword\r\n };\r\n\r\n const login = await usersApi.login(loginPayload);\r\n token.accessToken = login.data;\r\n isLoggedIn = true;\r\n isProcessingLogin = true;\r\n\r\n const tokenDecode = await decode(token.accessToken.accessToken);\r\n user = {\r\n uid: tokenDecode.nameid,\r\n id: tokenDecode.unique_name,\r\n user_role: (tokenDecode.role === \"Administrator\") ? \"Admin\" : \"User\"\r\n }\r\n }\r\n else if (results.status === 500) {\r\n error_messages = results.data;\r\n }\r\n else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n\r\n const data = {\r\n user_id: userId,\r\n user_name: (user.id !== undefined) ? user.id : \"\",\r\n user_role: (user.user_role !== undefined) ? user.user_role : \"\",\r\n full_name: (user.full_name !== undefined) ? user.full_name : \"\",\r\n token: token.accessToken,\r\n is_logged_in: isLoggedIn,\r\n is_processing_login: isProcessingLogin,\r\n workspaces: workspaces,\r\n error: error_messages\r\n }\r\n\r\n return data;\r\n}\r\n\r\nexport async function userLoginApi(userPayload) {\r\n let token = {};\r\n let user = {};\r\n let isLoggedIn = false;\r\n let isProcessingLogin = false;\r\n let mappingUserPayload = await mapToUserLoginBackendForCreate(userPayload);\r\n let error_messages = \"\";\r\n let results = {};\r\n\r\n results = await usersApi.login(mappingUserPayload);\r\n if (results.status >= 400) {\r\n const data = {\r\n user_id: '',\r\n user_name: '',\r\n user_role: '',\r\n full_name: '',\r\n token: '',\r\n is_logged_in: false,\r\n is_processing_login: false,\r\n workspaces: '',\r\n status: results.status,\r\n error: (results.status <= 500) ? results.data : \"Application service is currently unavailable. Please try again later.\"\r\n }\r\n\r\n return data;\r\n }\r\n else {\r\n token.accessToken = results.data;\r\n isLoggedIn = true;\r\n isProcessingLogin = true;\r\n }\r\n\r\n const tokenDecode = await decode(token.accessToken.accessToken);\r\n user = {\r\n uid: tokenDecode.nameid,\r\n id: tokenDecode.unique_name,\r\n user_role: (tokenDecode.role === \"Administrator\") ? \"Admin\" : \"User\"\r\n }\r\n \r\n const data = {\r\n user_id: user.uid,\r\n user_name: (user.id !== undefined) ? user.id : \"\",\r\n user_role: (user.user_role !== undefined) ? user.user_role : \"\",\r\n full_name: (user.full_name !== undefined) ? user.full_name : \"\",\r\n token: token.accessToken,\r\n is_logged_in: isLoggedIn,\r\n is_processing_login: isProcessingLogin,\r\n error: error_messages\r\n }\r\n\r\n return data;\r\n}\r\n\r\nexport async function userResetPasswordApi(reset) {\r\n const confirmationUrl = config.protocol + config.frontendServer + \"/\" + config.emailConfirmationPage;\r\n let mappingResetPassword = await mapToResetPasswordBackendForUpdate(reset, confirmationUrl);\r\n let results = {};\r\n if (reset.workspaceId !== '' && reset.workspaceId !== undefined) {\r\n if (reset.admin) {\r\n results = await usersApi.resetPasswordWorkspaceAdmin(reset.username, reset.workspaceId, mappingResetPassword);\r\n }\r\n else {\r\n let dataParam = {\r\n userName: reset.username,\r\n email: reset.email\r\n }\r\n let idResults = await usersApi.getUserIdByEmailName(dataParam);\r\n if (idResults.status === 200) {\r\n results = await usersApi.resetPasswordWorkspace(idResults.data, reset.workspaceId, mappingResetPassword);\r\n }\r\n else {\r\n return {\r\n id: reset.username,\r\n status: 404,\r\n error_messages: \"Username or Email not found\"\r\n }\r\n }\r\n }\r\n }\r\n else {\r\n if (reset.admin) {\r\n results = await usersApi.resetPasswordPortalAdmin(reset.username, mappingResetPassword);\r\n }\r\n else {\r\n results = await usersApi.resetPasswordPortal(mappingResetPassword);\r\n }\r\n }\r\n\r\n let id = '';\r\n let error_messages = '';\r\n if (results.status === 200) {\r\n id = results.data\r\n }\r\n else if (results.status === 500) {\r\n error_messages = 'Internal server error, Please contact administrator.';\r\n }\r\n else if (results.status === 400) {\r\n if (reset.workspaceId !== '' && reset.workspaceId !== undefined) {\r\n error_messages = 'The user is not member of this workspace';\r\n }\r\n else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n }\r\n else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n\r\n const data = {\r\n id: id,\r\n status: results.status,\r\n error_messages: error_messages\r\n }\r\n\r\n return data;\r\n}\r\n\r\nexport async function userResendConfirmationApi(userId, workspaceId) {\r\n const confirmationUrl = config.protocol + config.frontendServer + \"/\" + config.emailConfirmationPage;\r\n\r\n let results = {};\r\n if (workspaceId !== undefined && workspaceId !== '' && workspaceId !== null) {\r\n const urlParam = {\r\n confirmationUrl: confirmationUrl + \"/workspace\"\r\n }\r\n results = await usersApi.resendConfirmationWorkspace(userId, workspaceId, urlParam);\r\n }\r\n else {\r\n const urlParam = {\r\n confirmationUrl: confirmationUrl + \"/global\"\r\n }\r\n results = await usersApi.resendConfirmation(userId, urlParam);\r\n }\r\n\r\n let error_messages = '';\r\n if (results.status === 500) {\r\n error_messages = 'Internal server error, Please contact administrator.';\r\n }\r\n else if (results.status === 404) {\r\n error_messages = results.data;\r\n }\r\n else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n\r\n const data = {\r\n id: userId,\r\n status: results.status,\r\n error_messages: error_messages\r\n }\r\n\r\n return data;\r\n}\r\n\r\nexport async function sendContactAdministratorsApi(userId, contactAdministrators) {\r\n const bodyData = {\r\n subject: contactAdministrators.subject,\r\n body: contactAdministrators.emailContent\r\n }\r\n let results = await usersApi.sendContactAdministrators(userId, bodyData);\r\n\r\n let id = '';\r\n let error_messages = '';\r\n if (results.status === 200) {\r\n id = userId\r\n }\r\n else if (results.status === 500) {\r\n error_messages = 'Internal server error, Please contact administrator.';\r\n }\r\n else if (results.status === 404) {\r\n error_messages = results.data;\r\n }\r\n else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n\r\n const data = {\r\n id: id,\r\n status: results.status,\r\n error_messages: error_messages\r\n }\r\n\r\n return data;\r\n}\r\n\r\nexport async function getUserAccessApi(targetId, width, height) {\r\n const results = await getUserAccessByIdApi(targetId, true, width, height);\r\n return results;\r\n}\r\n\r\nexport async function getProfileAccessApi(userId, width, height) {\r\n const results = await getUserAccessByIdApi(userId, true, width, height);\r\n return results;\r\n}\r\n\r\nexport async function updateUserAccessApi(userAccess) {\r\n const mappingAccess = mapToUserAccessBackendForUpdate(userAccess);\r\n\r\n let results = {};\r\n let id = '';\r\n let error_messages = '';\r\n\r\n if (mappingAccess.workspaces.length > 0) {\r\n let data = mappingAccess.workspaces;\r\n results = await usersApi.updateUserAccess(userAccess.user.uid, data);\r\n\r\n if (results.status === 200) {\r\n id = userAccess.user.uid\r\n await usersApi.updateUserApplicationAccess(userAccess.user.uid, data);\r\n }\r\n else if (results.status === 500) {\r\n error_messages = 'Internal server error, Please contact administrator.';\r\n }\r\n else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n }\r\n\r\n const data = {\r\n id: id,\r\n status: (results.status === undefined) ? 200 : results.status,\r\n error_messages: error_messages\r\n }\r\n\r\n return data;\r\n\r\n}\r\n\r\nexport async function updateUserWorkspaceAccessApi(userId, dataStatus) {\r\n const results = await usersApi.updateUserAccessStatus(userId, dataStatus.workspaceId, dataStatus.status);\r\n return results;\r\n}\r\n\r\nexport async function removeUserWorkspaceAccessApi(userId, dataRemove) {\r\n const results = await usersApi.removeUserAccess(userId, dataRemove.workspaceId);\r\n return results;\r\n}\r\n\r\nfunction getInitials(string) {\r\n var names = string.split(' '),\r\n initials = names[0].substring(0, 1).toUpperCase();\r\n\r\n if (names.length > 1) {\r\n initials += names[names.length - 1].substring(0, 1).toUpperCase();\r\n }\r\n return initials;\r\n};\r\n\r\nfunction mapUserNameFrontend(userData, userId) {\r\n let results = {};\r\n\r\n let a = userData;\r\n\r\n results.user = {\r\n id: userId,\r\n name: a.userName.toLowerCase()\r\n }\r\n\r\n if (userData === undefined) {\r\n results.error = \"User name is not found.\";\r\n }\r\n\r\n return results;\r\n}\r\n\r\nfunction mapUserIdFrontend(userData, userName) {\r\n let results = {};\r\n\r\n let a = userData;\r\n\r\n results.user = {\r\n id: a,\r\n name: userName\r\n }\r\n\r\n if (userData === undefined) {\r\n results.error = \"User id is not found.\";\r\n }\r\n\r\n return results;\r\n}\r\n\r\nfunction mapToEmptyUserFrontend(errorStatus) {\r\n let results = {};\r\n\r\n results.error = errorStatus;\r\n\r\n return results;\r\n}\r\n\r\nfunction mapUserStatusBackend(status) {\r\n let userStatus = status;\r\n\r\n switch (status) {\r\n case \"Enabled\":\r\n userStatus = \"Active\"\r\n break;\r\n case \"Disabled\":\r\n userStatus = \"Suspend\"\r\n break;\r\n default:\r\n break;\r\n }\r\n\r\n return userStatus;\r\n}\r\n\r\nfunction mapUserRoleBackend(role) {\r\n let userRole = role;\r\n\r\n switch (role) {\r\n case \"Admin\":\r\n userRole = \"Administrator\"\r\n break;\r\n case \"User\":\r\n userRole = \"User\"\r\n break;\r\n default:\r\n break;\r\n }\r\n\r\n return userRole;\r\n}\r\n\r\nfunction mapToUsersFrontend(data) {\r\n let results = {};\r\n let users = [];\r\n for (let i in data.results) {\r\n let u = data.results[i];\r\n let user = {\r\n uid: u.id,\r\n id: u.userName,\r\n picture: (u.photo === undefined) ? getDefaultPersonImage() : u.photo,\r\n full_name: u.fullName,\r\n registration_status: (u.accountConfirmed) ? \"Confirmed\" : \"Pending\",\r\n user_status: (u.userStatus === \"Active\") ? \"Enabled\" : \"Disabled\",\r\n user_role: (u.role !== undefined) ? ((u.role === \"Administrator\") ? \"Admin\" : \"User\") : \"User\",\r\n email_address: u.email,\r\n phone: u.phone,\r\n organization: u.organization\r\n }\r\n users.push(user);\r\n }\r\n let pagination = {\r\n current_page: data.currentPage,\r\n page_size: data.pageSize,\r\n page_count: data.pageCount,\r\n start_row_number: data.startRowNumber,\r\n end_row_number: data.endRowNumber,\r\n total_count: data.rowCount\r\n }\r\n results.users = users;\r\n results.pagination = pagination;\r\n\r\n return results;\r\n}\r\n\r\nfunction mapToEmptyUsersFrontend() {\r\n let results = {};\r\n\r\n const pagination = {\r\n current_page: 1,\r\n page_size: 0,\r\n page_count: 1,\r\n start_row_number: 1,\r\n end_row_number: 1,\r\n total_count: 1\r\n }\r\n results.users = [];\r\n results.pagination = pagination;\r\n\r\n return results;\r\n}\r\n\r\nasync function mapToUserFrontend(userId, data, withPicture, width, height) {\r\n let u = data;\r\n u.photo = (withPicture) ? await usersApi.getUserPhoto(userId, width, height) : null;\r\n let imageProps = (u.photo !== undefined && u.photo !== null) ? getImageSize(u.photo) : {\r\n 'width': 500,\r\n 'height': 500\r\n };\r\n\r\n let user = {\r\n uid: userId,\r\n id: u.userName,\r\n picture: (u.photo === undefined && u.photo !== null) ? getDefaultPersonImage() : u.photo,\r\n image_width: imageProps.width,\r\n image_height: imageProps.height,\r\n image_aspect_ratio: imageProps.width / imageProps.height,\r\n full_name: u.fullName,\r\n registration_status: (u.accountConfirmed) ? \"Confirmed\" : \"Pending\",\r\n user_status: (u.userStatus === \"Active\") ? \"Enabled\" : \"Disabled\",\r\n user_role: (u.role !== undefined) ? ((u.role === \"Administrator\") ? \"Admin\" : \"User\") : \"User\",\r\n use_personal: (u.defaultContact === 'Personal') ? true : false\r\n }\r\n\r\n let personal = {\r\n address_1: (u.personalInfo !== undefined) ? ((u.personalInfo.address !== undefined) ? u.personalInfo.address.address1 : \"\") : \"\",\r\n address_2: (u.personalInfo !== undefined) ? ((u.personalInfo.address !== undefined) ? u.personalInfo.address.address2 : \"\") : \"\",\r\n zip_code: (u.personalInfo !== undefined) ? ((u.personalInfo.address !== undefined) ? u.personalInfo.address.zipCode : \"\") : \"\",\r\n country: (u.personalInfo !== undefined) ? ((u.personalInfo.address !== undefined) ? u.personalInfo.address.country : \"\") : \"\",\r\n city: (u.personalInfo !== undefined) ? ((u.personalInfo.address !== undefined) ? u.personalInfo.address.city : \"\") : \"\",\r\n state: (u.personalInfo !== undefined) ? ((u.personalInfo.address !== undefined) ? u.personalInfo.address.state : \"\") : \"\",\r\n phone: (u.personalInfo !== undefined) ? u.personalInfo.phone : \"\",\r\n mobile_phone: (u.personalInfo !== undefined) ? u.personalInfo.mobile : \"\",\r\n email_address: (u.personalInfo !== undefined) ? u.personalInfo.email : \"\"\r\n }\r\n\r\n let publicUser = {\r\n organization: (u.businessInfo !== undefined) ? u.businessInfo.organization : \"\",\r\n att: (u.businessInfo !== undefined) ? u.businessInfo.att : \"\",\r\n address_1: (u.businessInfo !== undefined) ? ((u.businessInfo.address !== undefined) ? u.businessInfo.address.address1 : \"\") : \"\",\r\n address_2: (u.businessInfo !== undefined) ? ((u.businessInfo.address !== undefined) ? u.businessInfo.address.address2 : \"\") : \"\",\r\n zip_code: (u.businessInfo !== undefined) ? ((u.businessInfo.address !== undefined) ? u.businessInfo.address.zipCode : \"\") : \"\",\r\n country: (u.businessInfo !== undefined) ? ((u.businessInfo.address !== undefined) ? u.businessInfo.address.country : \"\") : \"\",\r\n city: (u.businessInfo !== undefined) ? ((u.businessInfo.address !== undefined) ? u.businessInfo.address.city : \"\") : \"\",\r\n state: (u.businessInfo !== undefined) ? ((u.businessInfo.address !== undefined) ? u.businessInfo.address.state : \"\") : \"\",\r\n phone: (u.businessInfo !== undefined) ? u.businessInfo.phone : \"\",\r\n mobile_phone: (u.businessInfo !== undefined) ? u.businessInfo.mobile : \"\",\r\n email_address: (u.businessInfo !== undefined) ? u.businessInfo.email : \"\"\r\n }\r\n\r\n user.personal = personal;\r\n user.public = publicUser;\r\n \r\n return user;\r\n}\r\n\r\nasync function mapToUserAccessByIdFrontend(userId, data, withPicture, width, height) {\r\n let u = data;\r\n u.photo = (withPicture) ? await usersApi.getUserPhoto(userId, width, height) : null;\r\n let imageProps = (u.photo !== undefined && u.photo !== null) ? getImageSize(u.photo) : {\r\n 'width': 500,\r\n 'height': 500\r\n };\r\n\r\n let user = {\r\n uid: userId,\r\n id: u.userName,\r\n picture: (u.photo === undefined && u.photo !== null) ? getDefaultPersonImage() : u.photo,\r\n image_width: imageProps.width,\r\n image_height: imageProps.height,\r\n image_aspect_ratio: imageProps.width / imageProps.height,\r\n full_name: u.fullName,\r\n registration_status: (u.accountConfirmed) ? \"Confirmed\" : \"Pending\",\r\n user_status: (u.userStatus === \"Active\") ? \"Enabled\" : \"Disabled\",\r\n user_role: (u.role !== undefined) ? ((u.role === \"Administrator\") ? \"Admin\" : \"User\") : \"User\",\r\n use_personal: (u.defaultContact === 'Personal') ? true : false\r\n }\r\n\r\n let workspaces = [];\r\n for (let i in data.access.workspaces) {\r\n let w = data.access.workspaces[i];\r\n\r\n let applications = [];\r\n for (let j in w.applications) {\r\n let a = w.applications[j];\r\n let application = {\r\n id: a.id,\r\n allow_access: a.access,\r\n application_image: a.logo,\r\n application_name: a.name,\r\n application_title: a.title,\r\n global_status: (a.portalEnabled) ? \"Enabled\" : \"Disabled\",\r\n keyword: a.keywords,\r\n status: (a.enabled) ? \"Enabled\" : \"Disabled\"\r\n }\r\n applications.push(application);\r\n }\r\n\r\n sort(applications).asc(['application_name']);\r\n\r\n let focusAreas = [];\r\n for (let j in w.focusAreas) {\r\n let f = w.focusAreas[j];\r\n let focusArea = {\r\n allow_access: f.access,\r\n id: f.focusAreaId,\r\n name: f.focusAreaName\r\n }\r\n focusAreas.push(focusArea);\r\n }\r\n\r\n sort(focusAreas).asc(['id']);\r\n\r\n let workspace = {\r\n id: w.id,\r\n name: w.name,\r\n title: w.title,\r\n status: w.status,\r\n enabled: w.enabled,\r\n owner: w.owner,\r\n suspend: w.suspend,\r\n edited: false,\r\n applications,\r\n focusAreas\r\n }\r\n workspaces.push(workspace);\r\n }\r\n\r\n sort(workspaces).asc(['name', 'id']);\r\n\r\n let result = {\r\n user,\r\n access: workspaces\r\n }\r\n\r\n return result;\r\n}\r\n\r\nfunction mapToUserWorkspacesAllFrontend(userId, wsIdsData, wsDetailRes) {\r\n let results = {};\r\n let workspaces = [];\r\n\r\n if (wsDetailRes.status !== 404) {\r\n let wsDetailData = wsDetailRes.data;\r\n let wsDetailArray = wsDetailData.results;\r\n\r\n for (let i in wsDetailArray) {\r\n let ws = wsDetailArray[i];\r\n let workspace = {\r\n id: ws.id,\r\n owner: wsIdsData.filter(item => ws.id === item.workspaceId)[0].owner,\r\n status: ws.status,\r\n enabled: ws.enabled,\r\n suspend: wsIdsData.filter(item => ws.id === item.workspaceId)[0].suspend\r\n };\r\n workspaces.push(workspace);\r\n }\r\n }\r\n results.uid = userId;\r\n results.workspaces = workspaces;\r\n\r\n return results;\r\n}\r\n\r\nfunction mapToEmptyUserWorkspacesFrontend(userId) {\r\n let results = {};\r\n\r\n const pagination = {\r\n current_page: 1,\r\n page_size: 0,\r\n page_count: 1,\r\n start_row_number: 1,\r\n end_row_number: 1,\r\n total_count: 1\r\n }\r\n results.uid = userId;\r\n results.workspaces = [];\r\n results.pagination = pagination;\r\n\r\n return results;\r\n}\r\n\r\nfunction mapToEmptyUserWorkspacesAllFrontend(userId) {\r\n let results = {};\r\n let workspaces = [];\r\n\r\n results.uid = userId;\r\n results.workspaces = workspaces;\r\n\r\n return results;\r\n}\r\n\r\nfunction mapToUserWorkspacesFrontendAdminMode(userId, data) {\r\n let results = {};\r\n let workspaces = [];\r\n\r\n for (let i in data.results) {\r\n let w = data.results[i];\r\n let workspace = {\r\n id: w.id,\r\n url_image: (w.logo === undefined) ? getThumbnailDefaultImage() : w.logo,\r\n workspace_name: w.name,\r\n workspace_title: w.title,\r\n created_date: moment(w.createdDate).format(\"MM-DD-YYYY\"),\r\n due_date: moment(w.dueDate).format(\"MM-DD-YYYY\"),\r\n status: w.status,\r\n enabled: w.enabled\r\n }\r\n workspaces.push(workspace);\r\n }\r\n let pagination = {\r\n current_page: data.currentPage,\r\n page_size: data.pageSize,\r\n page_count: data.pageCount,\r\n start_row_number: data.startRowNumber,\r\n end_row_number: data.endRowNumber,\r\n total_count: data.rowCount\r\n }\r\n results.uid = userId;\r\n results.workspaces = workspaces;\r\n results.pagination = pagination;\r\n\r\n return results;\r\n}\r\n\r\nfunction mapToUserWorkspacesFrontend(userId, wsIdsData, wsDetailRes) {\r\n let results = {};\r\n let workspaces = [];\r\n let pagination = {};\r\n\r\n if (wsDetailRes.status !== 404) {\r\n let wsDetailData = wsDetailRes.data;\r\n let wsDetailArray = wsDetailData.results;\r\n\r\n for (let i in wsDetailArray) {\r\n let ws = wsDetailArray[i];\r\n\r\n let imageProps = (ws.logo !== undefined) ? getImageSize(ws.logo) : {\r\n 'width': 1200,\r\n 'height': 900\r\n };\r\n let workspace = {\r\n id: ws.id,\r\n url_image: (ws.logo === undefined) ? getThumbnailDefaultImage() : ws.logo,\r\n image_width: imageProps.width,\r\n image_height: imageProps.height,\r\n image_aspect_ratio: imageProps.width / imageProps.height,\r\n workspace_name: ws.name,\r\n workspace_title: ws.title,\r\n status: ws.status,\r\n enabled: ws.enabled,\r\n owner: wsIdsData.filter(item => ws.id === item.workspaceId)[0].owner,\r\n suspend: wsIdsData.filter(item => ws.id === item.workspaceId)[0].suspend\r\n };\r\n workspaces.push(workspace);\r\n }\r\n\r\n sort(workspaces).asc(['workspace_name', 'id']);\r\n\r\n pagination = {\r\n current_page: wsDetailData.currentPage,\r\n page_size: wsDetailData.pageSize,\r\n page_count: wsDetailData.pageCount,\r\n start_row_number: wsDetailData.startRowNumber,\r\n end_row_number: wsDetailData.endRowNumber,\r\n total_count: wsDetailData.rowCount,\r\n has_more: ((wsDetailData.rowCount - (wsDetailData.pageSize * wsDetailData.currentPage)) > 0) ? true : false,\r\n next_page: wsDetailData.currentPage + 1\r\n };\r\n\r\n }\r\n results.uid = userId;\r\n results.workspaces = workspaces;\r\n results.pagination = pagination;\r\n\r\n return results;\r\n}\r\n\r\nfunction mapToUserAccessBackendForUpdate(data) {\r\n let result = {};\r\n let workspaces = [];\r\n\r\n for (let i in data.access) {\r\n let ws = data.access[i];\r\n if (ws.edited) {\r\n let focusAreaAccess = [];\r\n let applicationAccess = [];\r\n let workspace = {\r\n workspaceId: ws.id\r\n }\r\n for (let j in ws.focusAreas) {\r\n let ar = ws.focusAreas[j];\r\n let area = {\r\n focusAreaId: ar.id,\r\n access: ar.allow_access\r\n }\r\n focusAreaAccess.push(area);\r\n }\r\n for (let j in ws.applications) {\r\n let app = ws.applications[j];\r\n let application = {\r\n applicationId: app.id,\r\n access: app.allow_access\r\n }\r\n applicationAccess.push(application);\r\n }\r\n workspace.focusAreaAccess = focusAreaAccess;\r\n workspace.applicationAccess = applicationAccess;\r\n workspaces.push(workspace);\r\n }\r\n }\r\n result.workspaces = workspaces;\r\n\r\n return result;\r\n}\r\n\r\n\r\nfunction mapToUserBackendForCreate(data) {\r\n const profile = {\r\n fullName: data.full_name,\r\n email: data.personal.email_address,\r\n phone: data.personal.phone,\r\n mobile: data.personal.mobile_phone,\r\n defaultContact: (data.use_personal) ? 'Personal' : 'Business',\r\n userStatus: 'Active',\r\n address: {\r\n address1: data.personal.address_1,\r\n address2: data.personal.address_2,\r\n zipCode: data.personal.zip_code,\r\n city: data.personal.city,\r\n country: data.personal.country,\r\n state: data.personal.state\r\n },\r\n businessInfo: {\r\n organization: data.public.organization,\r\n email: data.public.email_address,\r\n phone: data.public.phone,\r\n mobile: data.public.mobile_phone,\r\n att: data.public.att,\r\n address: {\r\n address1: data.public.address_1,\r\n address2: data.public.address_2,\r\n zipCode: data.public.zip_code,\r\n city: data.public.city,\r\n country: data.public.country,\r\n state: data.public.state\r\n }\r\n }\r\n };\r\n\r\n let user = {};\r\n user.userName = data.user_name;\r\n user.profile = profile;\r\n\r\n return user;\r\n}\r\n\r\nfunction mapToUserBackendForUpdate(data) {\r\n let user = {};\r\n\r\n user.id = data.uid;\r\n user.userName = data.id;\r\n user.email = data.personal.email_address;\r\n user.fullName = data.full_name;\r\n user.gender = 'Unspecified';\r\n user.phone = data.personal.phone;\r\n user.mobile = data.personal.mobile_phone;\r\n user.defaultContact = (data.use_personal === true) ? \"Personal\" : \"Business\";\r\n user.userStatus = (data.user_status === \"Enabled\") ? \"Active\" : \"Suspend\";\r\n user.role = (data.user_role === \"Admin\") ? \"Administrator\" : \"User\";\r\n\r\n let address = {}\r\n address.address1 = data.personal.address_1;\r\n address.address2 = data.personal.address_2;\r\n address.zipCode = data.personal.zip_code;\r\n address.country = data.personal.country;\r\n address.city = data.personal.city;\r\n address.state = data.personal.state;\r\n\r\n let businessAddress = {}\r\n businessAddress.address1 = data.public.address_1;\r\n businessAddress.address2 = data.public.address_2;\r\n businessAddress.zipCode = data.public.zip_code;\r\n businessAddress.country = data.public.country;\r\n businessAddress.city = data.public.city;\r\n businessAddress.state = data.public.state;\r\n\r\n let businessInfo = {}\r\n businessInfo.organization = data.public.organization;\r\n businessInfo.email = data.public.email_address;\r\n businessInfo.phone = data.public.phone;\r\n businessInfo.mobile = data.public.mobile_phone;\r\n businessInfo.att = data.public.att;\r\n businessInfo.address = businessAddress;\r\n\r\n user.address = address;\r\n user.businessInfo = businessInfo;\r\n\r\n return user;\r\n}\r\n\r\nfunction mapToChangePasswordBackendForUpdate(data) {\r\n let passwords = {};\r\n\r\n passwords.oldPassword = data.current_password;\r\n passwords.newPassword = data.new_password;\r\n passwords.confirmNewPassword = data.confirmation_new_password;\r\n\r\n return passwords;\r\n}\r\n\r\nasync function mapToUserLoginBackendForCreate(data) {\r\n let payload = data;\r\n let userPayload = {\r\n userName: payload.user_name,\r\n password: payload.password\r\n };\r\n\r\n if (payload.new_password !== undefined &&\r\n payload.new_password !== null &&\r\n payload.new_password !== \"\") {\r\n\r\n const password = payload.password;\r\n const newPassword = payload.new_password;\r\n\r\n userPayload.oldPassword = password;\r\n userPayload.newPassword = newPassword;\r\n userPayload.confirmNewPassword = newPassword;\r\n }\r\n\r\n return userPayload;\r\n}\r\n\r\nfunction mapToResetPasswordBackendForUpdate(data, confirmUrl) {\r\n let reset = {};\r\n\r\n reset.username = data.username;\r\n reset.email = data.email;\r\n reset.resetUrl = (data.workspaceId !== \"\") ? confirmUrl + \"/workspace\" : confirmUrl + \"/global\";\r\n\r\n return reset;\r\n}\r\n\r\nfunction getUsers(users, members, pagination) {\r\n const dataUsers = users.filter((u) => !members.find(({ uid }) => u.uid === uid));\r\n\r\n pagination.total_count = dataUsers.length;\r\n\r\n let results = {};\r\n results.users = dataUsers;\r\n results.pagination = pagination;\r\n\r\n return results;\r\n}","if (typeof Object.create === 'function') {\n // implementation from standard node.js 'util' module\n module.exports = function inherits(ctor, superCtor) {\n if (superCtor) {\n ctor.super_ = superCtor;\n ctor.prototype = Object.create(superCtor.prototype, {\n constructor: {\n value: ctor,\n enumerable: false,\n writable: true,\n configurable: true\n }\n });\n }\n };\n} else {\n // old school shim for old browsers\n module.exports = function inherits(ctor, superCtor) {\n if (superCtor) {\n ctor.super_ = superCtor;\n\n var TempCtor = function TempCtor() {};\n\n TempCtor.prototype = superCtor.prototype;\n ctor.prototype = new TempCtor();\n ctor.prototype.constructor = ctor;\n }\n };\n}","import { v1 as uuidv1 } from 'uuid';\r\n\r\nconst axios = require('axios');\r\nconst FormData = require('form-data');\r\n\r\nexport async function createImage(content, url) {\r\n let filePathName = generateFilePathName();\r\n\r\n if (content) {\r\n const blob64 = b64toBlob(content, 'image/png');\r\n const form = new FormData();\r\n form.append('image', blob64, {\r\n filepath: filePathName,\r\n contentType: 'image/png'\r\n });\r\n\r\n const results = await postImage(url, form);\r\n if (results.data !== undefined) {\r\n return results.data;\r\n }\r\n }\r\n}\r\n\r\nexport async function updateImage(content, url) {\r\n let filePathName = generateFilePathName();\r\n\r\n if (content) {\r\n const blob64 = b64toBlob(content, 'image/png');\r\n const form = new FormData();\r\n\r\n form.append('image', blob64, {\r\n filepath: filePathName,\r\n contentType: 'image/png',\r\n });\r\n\r\n const results = await putImage(url, form);\r\n if (results.data !== undefined) {\r\n return results.data;\r\n }\r\n }\r\n}\r\n\r\nexport function generateFilePathName() {\r\n let filePathName = uuidv1() + \".png\";\r\n return filePathName;\r\n};\r\n\r\nasync function postImage(url, form) {\r\n return await axios.post(url, form, {\r\n headers: { \"Content-Type\": \"multipart/form-data\" }\r\n });\r\n}\r\n\r\nasync function putImage(url, form) {\r\n let result = await axios.put(url, form, {\r\n headers: { \"Content-Type\": \"multipart/form-data\" },\r\n maxContentLength: Infinity,\r\n maxBodyLength: Infinity\r\n });\r\n\r\n return result;\r\n}\r\n\r\nexport function getImageSize(base64Image) {\r\n let buffer = Buffer.from(base64Image, 'base64');\r\n if (buffer.toString('ascii', 12, 16) === 'CgBI') {\r\n return {\r\n 'width': buffer.readUInt32BE(32),\r\n 'height': buffer.readUInt32BE(36)\r\n };\r\n }\r\n return {\r\n 'width': buffer.readUInt32BE(16),\r\n 'height': buffer.readUInt32BE(20)\r\n };\r\n}\r\n\r\nexport function b64toBlob(b64Data, contentType = '', sliceSize = 512) {\r\n const byteCharacters = atob(b64Data);\r\n const byteArrays = [];\r\n\r\n for (let offset = 0; offset < byteCharacters.length; offset += sliceSize) {\r\n const slice = byteCharacters.slice(offset, offset + sliceSize);\r\n\r\n const byteNumbers = new Array(slice.length);\r\n for (let i = 0; i < slice.length; i++) {\r\n byteNumbers[i] = slice.charCodeAt(i);\r\n }\r\n\r\n const byteArray = new Uint8Array(byteNumbers);\r\n byteArrays.push(byteArray);\r\n }\r\n\r\n const blob = new Blob(byteArrays, { type: contentType });\r\n return blob;\r\n}","/*! safe-buffer. MIT License. Feross Aboukhadijeh */\n\n/* eslint-disable node/no-deprecated-api */\nvar buffer = require('buffer');\n\nvar Buffer = buffer.Buffer; // alternative to using Object.keys for old browsers\n\nfunction copyProps(src, dst) {\n for (var key in src) {\n dst[key] = src[key];\n }\n}\n\nif (Buffer.from && Buffer.alloc && Buffer.allocUnsafe && Buffer.allocUnsafeSlow) {\n module.exports = buffer;\n} else {\n // Copy properties from require('buffer')\n copyProps(buffer, exports);\n exports.Buffer = SafeBuffer;\n}\n\nfunction SafeBuffer(arg, encodingOrOffset, length) {\n return Buffer(arg, encodingOrOffset, length);\n}\n\nSafeBuffer.prototype = Object.create(Buffer.prototype); // Copy static methods from Buffer\n\ncopyProps(Buffer, SafeBuffer);\n\nSafeBuffer.from = function (arg, encodingOrOffset, length) {\n if (typeof arg === 'number') {\n throw new TypeError('Argument must not be a number');\n }\n\n return Buffer(arg, encodingOrOffset, length);\n};\n\nSafeBuffer.alloc = function (size, fill, encoding) {\n if (typeof size !== 'number') {\n throw new TypeError('Argument must be a number');\n }\n\n var buf = Buffer(size);\n\n if (fill !== undefined) {\n if (typeof encoding === 'string') {\n buf.fill(fill, encoding);\n } else {\n buf.fill(fill);\n }\n } else {\n buf.fill(0);\n }\n\n return buf;\n};\n\nSafeBuffer.allocUnsafe = function (size) {\n if (typeof size !== 'number') {\n throw new TypeError('Argument must be a number');\n }\n\n return Buffer(size);\n};\n\nSafeBuffer.allocUnsafeSlow = function (size) {\n if (typeof size !== 'number') {\n throw new TypeError('Argument must be a number');\n }\n\n return buffer.SlowBuffer(size);\n};","function getThumbnailDefaultImage() {\r\n let image = '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';\r\n return image;\r\n}\r\n\r\nfunction getDefaultImage() {\r\n let image = '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';\r\n return image;\r\n}\r\n\r\nfunction getDefaultLogo() {\r\n let image = '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';\r\n return image;\r\n}\r\n\r\nfunction getDefaultWelcomeImage() {\r\n let image = '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';\r\n return image;\r\n}\r\n\r\nfunction getDefaultLoginImage() {\r\n let image = 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';\r\n return image;\r\n}\r\n\r\nfunction getDefaultWorkspaceBanner() {\r\n let image = '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';\r\n return image;\r\n}\r\n\r\nfunction getDefaultPersonImage() {\r\n let image = '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';\r\n return image;\r\n}\r\n\r\nfunction getDefaultNoImage() {\r\n let image = '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';\r\n return image;\r\n}\r\n\r\nfunction getWorkspaceLandingBackgroundImage() {\r\n let image = 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\";\r\n return image;\r\n}\r\n\r\nfunction getDHILogoTransparentImage() {\r\n let image = \"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\";\r\n return image;\r\n}\r\n\r\nfunction getDefaultPhotoPicture() {\r\n let image = \"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\";\r\n return image;\r\n}\r\n\r\nmodule.exports = {\r\n getDefaultImage,\r\n getDefaultLogo,\r\n getThumbnailDefaultImage,\r\n getDefaultPersonImage,\r\n getDefaultWorkspaceBanner,\r\n getDefaultWelcomeImage,\r\n getDefaultLoginImage,\r\n getDefaultNoImage,\r\n getWorkspaceLandingBackgroundImage,\r\n getDHILogoTransparentImage,\r\n getDefaultPhotoPicture\r\n}","function _extends() {\n module.exports = _extends = Object.assign || function (target) {\n for (var i = 1; i < arguments.length; i++) {\n var source = arguments[i];\n\n for (var key in source) {\n if (Object.prototype.hasOwnProperty.call(source, key)) {\n target[key] = source[key];\n }\n }\n }\n\n return target;\n };\n\n return _extends.apply(this, arguments);\n}\n\nmodule.exports = _extends;","import { getImageSize } from '../../utils/snapshot';\r\nimport { getDefaultImage, getThumbnailDefaultImage, getDefaultLogo } from '../../utils/image';\r\nimport { normalizeTextDescription } from '../../utils/text';\r\nimport { pingApplication } from './applications';\r\n\r\nconst sort = require('fast-sort');\r\n\r\nconst applicationsApi = require('../api/applications');\r\nconst workspacesApi = require('../api/workspaces');\r\nconst workspacesApplicationsApi = require('../api/workspacesApplications');\r\nconst workspacesSettingsApi = require('../api/workspacesSettings');\r\n\r\nexport async function getWorkspaceApplicationPropertiesByIdApi(workspaceId, applicationId) {\r\n const workspaceApplication = await workspacesApplicationsApi.getWorkspaceApplicationById(workspaceId, applicationId, false);\r\n const application = await applicationsApi.getApplicationById(applicationId);\r\n return mapToWorkspaceApplicationsFrontend(workspaceApplication.data, application.data);\r\n}\r\n\r\nexport async function getWorkspaceApplicationIdByNameApi(workspaceId, workspaceApplicationName) {\r\n try {\r\n const workspaceApplication = await workspacesApplicationsApi.getWorkspaceApplicationIdByName(workspaceId, workspaceApplicationName);\r\n return mapWorkspaceApplicationIdFrontend(workspaceApplication.data, workspaceApplicationName);\r\n }\r\n catch (err) {\r\n if (err.response !== undefined) {\r\n return mapToEmptyWorkspaceApplicationFrontend(err.response.status.toString());\r\n }\r\n return mapToEmptyWorkspaceApplicationFrontend(\"500\");\r\n }\r\n}\r\n\r\nexport async function getWorkspaceApplicationByIdApi(workspaceId, applicationId) {\r\n let usedOriginal = true;\r\n let connections = [];\r\n const workspaceApps = await workspacesApplicationsApi.getWorkspaceApplicationPropertiesById(workspaceId, applicationId, true);\r\n const workspaceDetail = await workspacesApi.getWorkspaceById(workspaceId, false);\r\n const workspaceSettingLogo = await workspacesSettingsApi.getWorkspaceSettingLogoById(workspaceId);\r\n const workspaceSettingTheme = await workspacesSettingsApi.getWorkspaceThemeSettings(workspaceId);\r\n try {\r\n const resultConnections = await workspacesApplicationsApi.getWorkspaceApplicationConnections(workspaceId, applicationId, usedOriginal);\r\n const { data: focusAreas } = await workspacesApplicationsApi.getWorkspaceFocusAreas(workspaceId, applicationId);\r\n let shortConnString = []\r\n for (let i = 0; i < focusAreas.length; i++) {\r\n let { data: connection } = await workspacesApplicationsApi.getWorkspaceFocusAreaShortConnString(workspaceId, applicationId, focusAreas[i].id);\r\n if (connection) shortConnString.push(connection);\r\n }\r\n\r\n const completeConnString = resultConnections.data.map(dt => {\r\n const sConnection = shortConnString.find(sc => sc.id === dt.id)\r\n return {\r\n ...dt,\r\n shortConnectionString: sConnection ? sConnection.connectionstring : ''\r\n }\r\n })\r\n connections = await mapToWorkspacesApplicationConnectionsFrontend(completeConnString, workspaceApps.data);\r\n }\r\n catch (err) {\r\n connections = await mapToEmptyWorkspacesApplicationConnectionsFrontend();\r\n }\r\n\r\n let results = await mapToWorkspaceApplicationFrontend(workspaceApps.data, workspaceDetail.data, workspaceSettingLogo.data, workspaceSettingTheme.data);\r\n if (results !== undefined) {\r\n results.connections = connections;\r\n }\r\n\r\n return results;\r\n}\r\n\r\nexport async function getWorkspaceApplicationConnectionUsageVerificatonApi(workspaceId, applicationId, connectionIds, hasDomainServicesConnections) {\r\n try {\r\n if (hasDomainServicesConnections) {\r\n const workspaceApplication = await workspacesApplicationsApi.getWorkspaceApplicationConnectionUsageVerificaton(workspaceId, applicationId, connectionIds);\r\n return mapWorkspaceApplicationConnectionUsageVerificatonFrontend(workspaceApplication.data);\r\n }\r\n else {\r\n let results = {};\r\n results.workspaceApplication = {\r\n usage_across_applications: false,\r\n usage_across_workspaces: false\r\n }\r\n return results;\r\n }\r\n }\r\n catch (err) {\r\n if (err.response !== undefined) {\r\n return mapToEmptyWorkspaceApplicationFrontend(err.response.status.toString());\r\n }\r\n return mapToEmptyWorkspaceApplicationFrontend(\"500\");\r\n }\r\n}\r\n\r\nexport async function getWorkspaceApplicationHeaderByIdApi(workspaceId, applicationId) {\r\n const workspaceApps = await workspacesApplicationsApi.getWorkspaceApplicationById(workspaceId, applicationId, false);\r\n const application = await applicationsApi.getApplicationById(applicationId);\r\n\r\n let results = mapToWorkspaceApplicationHeaderFrontend(workspaceApps.data, application.data);\r\n\r\n return results;\r\n}\r\n\r\nexport async function getWorkspaceApplicationListApi(workspaceId, isAdmin) {\r\n if (isAdmin) {\r\n return await getWorkspaceApplicationListForAdmin(workspaceId);\r\n }\r\n else {\r\n return await getWorkspaceApplicationListForWorkspaceOwner(workspaceId);\r\n }\r\n}\r\n\r\nexport async function getWorkspaceApplicationTokenApi(workspaceId, applicationId, userId) {\r\n let params = {\r\n workspaceId,\r\n applicationId,\r\n userId\r\n }\r\n let results = {\r\n appToken: \"\"\r\n };\r\n\r\n const token = await workspacesApplicationsApi.getWorkspaceApplicationToken(params);\r\n if (token !== undefined) {\r\n results.appToken = token.data;\r\n }\r\n\r\n return results;\r\n}\r\n\r\nasync function getWorkspaceApplicationListForAdmin(workspaceId) {\r\n const appList = await applicationsApi.getAvailableApplicationList(true);\r\n const workspaceAppList = await workspacesApplicationsApi.getWorkspaceApplicationList(workspaceId, true);\r\n\r\n let apps = [];\r\n for (let i in workspaceAppList.data) {\r\n let a = workspaceAppList.data[i];\r\n let application = {\r\n name: a.name,\r\n title: a.title,\r\n logo: a.logo,\r\n keywords: (a.keywords === undefined) ? \"\" : a.keywords,\r\n category: a.category\r\n };\r\n let app = {\r\n application: application,\r\n applicationId: a.applicationId,\r\n index: a.index,\r\n workspaceApplicationEnabled: a.enabled,\r\n applicationEnabled: true,\r\n assigned: true\r\n };\r\n apps.push(app);\r\n }\r\n\r\n for (let i in appList.data.results) {\r\n let a = appList.data.results[i];\r\n let inApps = false;\r\n\r\n for (let j in apps) {\r\n let aps = apps[j];\r\n if (aps.applicationId === a.id) {\r\n inApps = true;\r\n break;\r\n }\r\n }\r\n\r\n if (!inApps) {\r\n let application = {\r\n logo: a.logo,\r\n name: a.name,\r\n title: a.title,\r\n keywords: (a.keywords === undefined) ? \"\" : a.keywords,\r\n category: a.category\r\n };\r\n let app = {\r\n application: application,\r\n applicationId: a.id,\r\n workspaceApplicationEnabled: false,\r\n applicationEnabled: a.enabled,\r\n assigned: false\r\n };\r\n apps.push(app);\r\n }\r\n }\r\n return mapToWorkspacesApplicationsFrontend(workspaceId, apps);\r\n}\r\n\r\nasync function getWorkspaceApplicationListForWorkspaceOwner(workspaceId) {\r\n const workspaceAppList = await workspacesApplicationsApi.getWorkspaceApplicationList(workspaceId, true);\r\n\r\n let apps = [];\r\n for (let i in workspaceAppList.data) {\r\n let a = workspaceAppList.data[i];\r\n let application = {\r\n name: a.name,\r\n title: a.title,\r\n logo: a.logo,\r\n keywords: a.keywords,\r\n category: a.category\r\n };\r\n let app = {\r\n application: application,\r\n applicationId: a.applicationId,\r\n index: a.index,\r\n workspaceApplicationEnabled: a.enabled,\r\n applicationEnabled: true,\r\n assigned: true\r\n };\r\n apps.push(app);\r\n }\r\n\r\n return mapToWorkspacesApplicationsFrontend(workspaceId, apps);\r\n}\r\n\r\nexport async function getWorkspaceAvailableApplicationsApi(workspaceId) {\r\n const results = await workspacesApplicationsApi.getWorkspaceApplicationList(workspaceId, true);\r\n return await mapToWorkspaceAvailableApplicationsFrontend(workspaceId, results.data);\r\n}\r\n\r\nexport async function getWorkspaceLandingApplicationListApi(workspaceId, snapshotWidth, snapshotHeight, categories) {\r\n const results = await workspacesApplicationsApi.getWorkspaceLandingApplicationList(workspaceId, false, true, snapshotWidth, snapshotHeight);\r\n return await mapToWorkspaceLandingApplicationListFrontend(workspaceId, results.data, categories);\r\n}\r\n\r\nexport async function getWorkspaceApplicationSnapshotApi(workspaceId, applicationId, width, height, snapshotType) {\r\n let snapshotImage = \"\";\r\n\r\n if (snapshotType === 1) {\r\n snapshotImage = await applicationsApi.getApplicationSnapshot(applicationId, width, height);\r\n }\r\n else if (snapshotType === 2) {\r\n snapshotImage = await workspacesApplicationsApi.getWorkspaceApplicationSnapshot(workspaceId, applicationId, width, height);\r\n }\r\n\r\n return snapshotImage\r\n}\r\n\r\nexport async function getWorkspacesApplicationsSettingsApi(workspaceId, applicationId) {\r\n try {\r\n const results = await workspacesApplicationsApi.getWorkspacesApplicationsSettings(workspaceId, applicationId);\r\n return mapToWorkspacesApplicationsSettingsFrontend(results.data);\r\n }\r\n catch (err) {\r\n if (err.response.status === 404) {\r\n return mapToEmptyWorkspacesApplicationsSettingsFrontend();\r\n }\r\n }\r\n}\r\n\r\nexport async function getWorkspacesApplicationsUsersSettingsApi(workspaceId, applicationId, userId) {\r\n try {\r\n const userSetting = await workspacesApplicationsApi.getWorkspacesApplicationsUsersSettings(workspaceId, applicationId, userId);\r\n return userSetting;\r\n }\r\n catch (err) {\r\n if (err.response.status === 404) {\r\n return mapToEmptyWorkspacesApplicationsSettingsFrontend();\r\n }\r\n }\r\n}\r\n\r\nexport async function updateWorkspaceApplicationApi(workspaceApplication, bypassCheckUrl) {\r\n let data = {};\r\n let id = '';\r\n let error_messages = '';\r\n\r\n let result = await pingApplication(workspaceApplication.application_id);\r\n let appAvailable = result.data;\r\n let bypassUrl = (workspaceApplication.application_name === '' || workspaceApplication.url === '' || bypassCheckUrl) ? true : appAvailable;\r\n\r\n if (bypassUrl) {\r\n let mappingWorkspaceApplication = mapToWorkspaceApplicationBackendForUpdate(workspaceApplication);\r\n const results = await workspacesApplicationsApi.updateWorkspaceApplication(workspaceApplication.workspace_id, workspaceApplication.application_id, mappingWorkspaceApplication);\r\n\r\n if (results.status === 200) {\r\n if (results.data !== undefined) {\r\n let workspacesApplicationConnectionsMapping = mapToWorkspacesApplicationConnectionsBackendForUpdate(workspaceApplication.connections);\r\n\r\n await workspacesApplicationsApi.updateWorkspaceApplicationConnections(workspaceApplication.workspace_id, workspaceApplication.application_id, workspacesApplicationConnectionsMapping);\r\n if (workspaceApplication.is_logo_changed) {\r\n await workspacesApplicationsApi.updateWorkspaceApplicationLogo(workspaceApplication.workspace_id, workspaceApplication.application_id, workspaceApplication.url_image);\r\n }\r\n if (workspaceApplication.is_snapshot_changed) {\r\n await workspacesApplicationsApi.updateWorkspaceApplicationSnapshot(workspaceApplication.workspace_id, workspaceApplication.application_id, workspaceApplication.snapshot_custom_url_image);\r\n }\r\n }\r\n id = results.data\r\n }\r\n else if (results.status === 500) {\r\n error_messages = results.data;\r\n }\r\n else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n data = {\r\n id: id,\r\n status: results.status,\r\n error_messages: error_messages\r\n }\r\n }\r\n else {\r\n data = {\r\n id: id,\r\n status: 404,\r\n error_messages: 'The URL is currently not accessible. Are you sure you want to proceed?'\r\n }\r\n }\r\n\r\n return data;\r\n}\r\n\r\nexport async function updateWorkspaceApplicationCategoryApi(workspaceId, applicationId, categoryId) {\r\n let results = await workspacesApplicationsApi.updateWorkspacesApplicationCategory(workspaceId, applicationId, categoryId);\r\n return results;\r\n}\r\n\r\nexport async function updateWorkspaceApplicationStatusApi(workspaceId, applicationId, status, isFromList) {\r\n let results = {};\r\n let data = {};\r\n switch (status) {\r\n case 'Enabled':\r\n results = await workspacesApplicationsApi.updateWorkspacesApplicationsStatus(workspaceId, applicationId, true);\r\n break;\r\n case 'Disabled':\r\n results = await workspacesApplicationsApi.updateWorkspacesApplicationsStatus(workspaceId, applicationId, false);\r\n break;\r\n case 'enable':\r\n results = await workspacesApplicationsApi.updateWorkspacesApplicationsStatus(workspaceId, applicationId, true);\r\n break;\r\n case 'disable':\r\n results = await workspacesApplicationsApi.updateWorkspacesApplicationsStatus(workspaceId, applicationId, false);\r\n break;\r\n case 'link':\r\n results = await workspacesApplicationsApi.linkWorkspacesApplications(workspaceId, applicationId);\r\n break;\r\n case 'unlink':\r\n results = await workspacesApplicationsApi.removeLinkWorkspacesApplications(workspaceId, applicationId);\r\n break;\r\n default:\r\n break;\r\n }\r\n\r\n if (results !== undefined && !isFromList) {\r\n data = await workspacesApplicationsApi.getWorkspaceAvailableApplications(workspaceId);\r\n }\r\n\r\n return data;\r\n}\r\n\r\nexport async function updateOrderApplicationApi(workspaceId, apps) {\r\n const res = await workspacesApplicationsApi.updateOrderWorkspacesApplications(workspaceId, apps);\r\n return res;\r\n}\r\n\r\nexport async function updateWorkspacesApplicationsSettingsApi(workspaceId, applicationId, settings) {\r\n let data = {};\r\n const mappingSettings = mapToWorkspacesApplicationsSettingsBackendForUpdate(settings);\r\n const results = await workspacesApplicationsApi.updateWorkspacesApplicationsSettings(workspaceId, applicationId, mappingSettings);\r\n\r\n if (results.data !== undefined) {\r\n data = {\r\n workspace_id: workspaceId,\r\n application_id: applicationId,\r\n status: results.status,\r\n message: results.data\r\n };\r\n }\r\n\r\n return data;\r\n}\r\n\r\nexport async function updateWorkspacesApplicationsUsersSettingsApi(workspaceId, applicationId, userId, settings) {\r\n let data = {};\r\n const mappingSettings = mapToWorkspacesApplicationsUsersSettingsBackendForUpdate(settings);\r\n const results = await workspacesApplicationsApi.updateWorkspacesApplicationsUsersSettings(workspaceId, applicationId, userId, mappingSettings);\r\n if (results.data !== undefined) {\r\n data = {\r\n workspace_id: workspaceId,\r\n application_id: applicationId,\r\n status: results.status,\r\n message: results.data\r\n };\r\n }\r\n\r\n return data;\r\n}\r\n\r\nfunction mapToWorkspaceApplicationsFrontend(workspaceApplicationData, applicationData) {\r\n let results = {};\r\n\r\n let w = workspaceApplicationData;\r\n let a = applicationData;\r\n\r\n let application = {\r\n application_id: w.applicationId,\r\n workspace_id: w.workspaceId,\r\n application_name: w.name,\r\n application_title: w.title,\r\n url: w.url,\r\n status: (w.enabled) ? \"Enabled\" : \"Disabled\",\r\n keywords: w.keywords,\r\n allow_public_access: w.publicAccess,\r\n global_status: (a.enabled) ? \"Enabled\" : \"Disabled\"\r\n };\r\n\r\n results.workspace_application_landing = {\r\n application\r\n }\r\n\r\n if (workspaceApplicationData === undefined) {\r\n results.error = \"Workspace application is not found.\";\r\n }\r\n\r\n return results;\r\n}\r\n\r\nfunction mapWorkspaceApplicationIdFrontend(workspaceApplicationData, workspaceApplicationName) {\r\n let results = {};\r\n\r\n let w = workspaceApplicationData;\r\n\r\n results.workspaceApplication = {\r\n id: w.applicationId,\r\n name: workspaceApplicationName\r\n }\r\n\r\n if (workspaceApplicationData === undefined) {\r\n results.error = \"Workspace Application id is not found.\";\r\n }\r\n\r\n return results;\r\n}\r\n\r\nfunction mapWorkspaceApplicationConnectionUsageVerificatonFrontend(workspaceApplicationData) {\r\n let results = {};\r\n\r\n let w = workspaceApplicationData;\r\n\r\n results.workspaceApplication = {\r\n usage_across_applications: w.internalUsage,\r\n usage_across_workspaces: w.externalUsage\r\n }\r\n\r\n return results;\r\n}\r\n\r\nfunction mapToEmptyWorkspaceApplicationFrontend(errorStatus) {\r\n let results = {};\r\n\r\n results.error = errorStatus;\r\n\r\n return results;\r\n}\r\n\r\nasync function mapToWorkspaceApplicationFrontend(data, wsdata, wssetlogo, wssettheme) {\r\n let w = data;\r\n let workspaceApplication = {};\r\n\r\n if (w !== undefined) {\r\n w.logo = await workspacesApplicationsApi.getWorkspaceApplicationLogo(w.workspaceId, w.applicationId, 305, 237);\r\n let imageProps = (w.logo !== undefined) ? getImageSize(w.logo) : {\r\n 'width': 1200,\r\n 'height': 900\r\n };\r\n\r\n workspaceApplication = {\r\n application_id: w.applicationId,\r\n workspace_id: w.workspaceId,\r\n workspace_name: wsdata.name,\r\n workspace_logo: (wssetlogo.id === undefined) ? '' :\r\n (wssetlogo.id !== undefined && wssetlogo.image === undefined) ? '' :\r\n (wssetlogo.id !== undefined && wssetlogo.image !== undefined) ? wssetlogo.image : getDefaultLogo(),\r\n workspace_theme: wssettheme.themeSelection,\r\n url_image: w.logo,\r\n image_width: imageProps.width,\r\n image_height: imageProps.height,\r\n image_aspect_ratio: imageProps.width / imageProps.height,\r\n application_name: w.name,\r\n application_title: w.title,\r\n application_desc: w.description,\r\n url: w.url,\r\n status: (w.enabled) ? \"Enabled\" : \"Disabled\",\r\n snapshot_type: (w.snapshotType.toLowerCase() === \"nosnapshot\") ? 0 : (w.snapshotType.toLowerCase() === \"default\") ? 1 : 2,\r\n keywords: w.keywords,\r\n is_new: true,\r\n allow_public_access: w.publicAccess,\r\n application_desc_locked: (w.lockProperties !== undefined) ? w.lockProperties.filter(x => x.propertyName === 'Application.Description').map(x => x.locked)[0] : true,\r\n url_locked: (w.lockProperties !== undefined) ? w.lockProperties.filter(x => x.propertyName === 'Application.Url').map(x => x.locked)[0] : true,\r\n application_name_locked: (w.lockProperties !== undefined) ? w.lockProperties.filter(x => x.propertyName === 'Application.Name').map(x => x.locked)[0] : true,\r\n application_title_locked: (w.lockProperties !== undefined) ? w.lockProperties.filter(x => x.propertyName === 'Application.Title').map(x => x.locked)[0] : true,\r\n logo_locked: (w.lockProperties !== undefined) ? w.lockProperties.filter(x => x.propertyName === 'Application.Logo').map(x => x.locked)[0] : true,\r\n snapshot_locked: (w.lockProperties !== undefined) ? w.lockProperties.filter(x => x.propertyName === 'Application.Snapshot').map(x => x.locked)[0] : true,\r\n keywords_locked: (w.lockProperties !== undefined) ? w.lockProperties.filter(x => x.propertyName === 'Application.Tags').map(x => x.locked)[0] : true,\r\n connections_locked: (w.lockProperties !== undefined) ? w.lockProperties.filter(x => x.propertyName === 'Application.Connections').map(x => x.locked)[0] : true,\r\n allow_public_access_locked: (w.lockProperties !== undefined) ? w.lockProperties.filter(x => x.propertyName === 'Application.AllowPublicAccess').map(x => x.locked)[0] : true\r\n };\r\n workspaceApplication.snapshot_custom_url_image = await workspacesApplicationsApi.getWorkspaceApplicationSnapshot(w.workspaceId, w.applicationId, 281, 129);\r\n workspaceApplication.snapshot_default_url_image = await applicationsApi.getApplicationSnapshot(w.applicationId, 281, 129);\r\n }\r\n return workspaceApplication;\r\n}\r\n\r\nfunction mapToWorkspacesApplicationConnectionsFrontend(connectionData, workspaceData) {\r\n let connections = [];\r\n for (let i in connectionData) {\r\n let a = connectionData[i];\r\n let connectionStringLocked = workspaceData.lockProperties.filter((x) => x.propertyName === 'Application.Connections.' + a.id).map(x => x.locked)[0];\r\n\r\n let connection = {\r\n id: a.id,\r\n focus_area_name: a.focusAreaName,\r\n connection_string: (a.connectionstring !== undefined) ? a.connectionstring : \"\",\r\n shortConnectionString: a.shortConnectionString,\r\n locked: (connectionStringLocked !== undefined) ? connectionStringLocked : false,\r\n edit: false,\r\n }\r\n connections.push(connection);\r\n }\r\n\r\n return connections;\r\n}\r\n\r\nfunction mapToEmptyWorkspacesApplicationConnectionsFrontend() {\r\n let connections = [];\r\n return connections;\r\n}\r\n\r\nasync function mapToWorkspaceApplicationHeaderFrontend(wsAppData, appData) {\r\n let w = wsAppData;\r\n let a = appData;\r\n let workspaceApplication = {};\r\n\r\n if (w !== undefined) {\r\n w.logo = await workspacesApplicationsApi.getWorkspaceApplicationLogo(w.workspaceId, w.applicationId, 40, 40);\r\n workspaceApplication = {\r\n application_id: w.applicationId,\r\n workspace_id: w.workspaceId,\r\n application_name: w.name,\r\n application_image: w.logo,\r\n application_title: w.title,\r\n url: w.url,\r\n status: (w.enabled) ? \"Enabled\" : \"Disabled\",\r\n keywords: w.keywords,\r\n is_new: true,\r\n allow_public_access: w.publicAccess,\r\n global_status: (a.enabled) ? \"Enabled\" : \"Disabled\"\r\n };\r\n }\r\n return workspaceApplication;\r\n}\r\n\r\nfunction mapToWorkspacesApplicationsFrontend(workspaceId, data) {\r\n let results = {};\r\n let applications = [];\r\n let applicationsLinked = [];\r\n let applicationsNotLinked = [];\r\n\r\n for (let i in data) {\r\n let app = data[i];\r\n let application = {\r\n id: app.applicationId,\r\n index: app.index,\r\n workspace_id: workspaceId,\r\n url_image: (app.application.logo === undefined) ? getDefaultImage() : app.application.logo,\r\n application_name: app.application.name,\r\n application_title: app.application.title,\r\n keywords: app.application.keywords,\r\n category_title: app.application.category,\r\n is_enabled: app.workspaceApplicationEnabled,\r\n is_enabled_global: app.applicationEnabled,\r\n is_linked: app.assigned\r\n };\r\n if (app.assigned) {\r\n applicationsLinked.push(application);\r\n } else {\r\n applicationsNotLinked.push(application);\r\n }\r\n }\r\n\r\n sort(applicationsLinked).asc(['index', 'application_name']);\r\n sort(applicationsNotLinked).asc(['application_name']);\r\n applications = applicationsLinked.concat(applicationsNotLinked);\r\n results.applications = applications;\r\n\r\n return results;\r\n}\r\n\r\nfunction mapToWorkspaceApplicationBackendForUpdate(data) {\r\n const setting = [{\r\n propertyName: 'Application.Name',\r\n locked: data.application_name_locked\r\n },\r\n {\r\n propertyName: 'Application.Description',\r\n locked: data.application_desc_locked\r\n },\r\n {\r\n propertyName: 'Application.Title',\r\n locked: data.application_title_locked\r\n },\r\n {\r\n propertyName: 'Application.Logo',\r\n locked: data.logo_locked\r\n },\r\n {\r\n propertyName: 'Application.Url',\r\n locked: data.url_locked\r\n },\r\n {\r\n propertyName: 'Application.Snapshot',\r\n locked: data.snapshot_locked\r\n },\r\n {\r\n propertyName: 'Application.Tags',\r\n locked: data.keywords_locked\r\n },\r\n {\r\n propertyName: 'Application.Connections',\r\n locked: data.connections_locked\r\n },\r\n {\r\n propertyName: 'Application.AllowPublicAccess',\r\n locked: data.allow_public_access_locked\r\n }];\r\n\r\n let connectionsData = data.connections;\r\n for (let i in connectionsData) {\r\n let a = connectionsData[i];\r\n let connection = {\r\n propertyName: 'Application.Connections.' + a.id,\r\n locked: a.locked\r\n }\r\n setting.push(connection);\r\n }\r\n\r\n let application = {};\r\n\r\n application.url = data.url;\r\n application.allowPublicAccess = data.allow_public_access;\r\n application.description = data.application_desc;\r\n application.name = data.application_name;\r\n application.title = data.application_title;\r\n application.snapshotType = (data.snapshot_type === 0) ? \"NoSnapshot\" : (data.snapshot_type === 1) ? \"Default\" : \"UserDefined\";\r\n application.keywords = data.keywords;\r\n application.lockProperties = setting;\r\n\r\n return application;\r\n}\r\n\r\nfunction mapToWorkspacesApplicationConnectionsBackendForUpdate(data) {\r\n let connections = [];\r\n\r\n for (let i in data) {\r\n let a = data[i];\r\n let connection = {\r\n focusAreaId: a.id,\r\n connectionString: a.connection_string\r\n };\r\n connections.push(connection);\r\n }\r\n return connections;\r\n}\r\n\r\nfunction mapToWorkspaceAvailableApplicationsFrontend(workspaceId, apps) {\r\n let availableApplications = {};\r\n let applications = [];\r\n\r\n for (let i in apps) {\r\n let app = apps[i];\r\n let imageProps = (app.logo !== undefined) ? getImageSize(app.logo) : {\r\n 'width': 1200,\r\n 'height': 900\r\n };\r\n\r\n let application = {\r\n id: app.applicationId,\r\n workspace_id: workspaceId,\r\n index: app.index,\r\n url_image: (app.logo === undefined) ? getThumbnailDefaultImage() : app.logo,\r\n image_width: imageProps.width,\r\n image_height: imageProps.height,\r\n image_aspect_ratio: imageProps.width / imageProps.height,\r\n application_name: app.name,\r\n application_title: app.title,\r\n application_description: normalizeTextDescription(app.description),\r\n application_url: app.url,\r\n status: (app.enabled) ? \"Enabled\" : \"Disabled\",\r\n snapshot_type: (app.snapshotType.toLowerCase() === \"nosnapshot\") ? 0 : (app.snapshotType.toLowerCase() === \"default\") ? 1 : 2,\r\n keywords: app.keywords,\r\n is_new: true,\r\n allow_public_access: app.publicAccess\r\n }\r\n application.snapshot_url_image = (app.snapshot !== undefined) ? app.snapshot : \"\";\r\n applications.push(application);\r\n }\r\n sort(applications).asc(['index', 'application_name']);\r\n\r\n availableApplications.id = workspaceId;\r\n availableApplications.applications = applications;\r\n\r\n return availableApplications;\r\n}\r\n\r\nfunction mapToWorkspaceLandingApplicationListFrontend(workspaceId, apps, categories) {\r\n let availableApplications = {};\r\n let applications = [];\r\n\r\n for (let i in apps) {\r\n let app = apps[i];\r\n let imageProps = (app.logo !== undefined) ? getImageSize(app.logo) : {\r\n 'width': 1200,\r\n 'height': 900\r\n };\r\n\r\n let category = {};\r\n let categ = categories.filter((item) => item.category_title === app.category);\r\n if (categ.length > 0) {\r\n category.category_id = categ[0].category_id;\r\n category.category_title = categ[0].category_title;\r\n category.category_description = categ[0].category_description;\r\n }\r\n else {\r\n category.category_id = \"\";\r\n category.category_title = \"\";\r\n category.category_description = \"\";\r\n }\r\n\r\n let application = {\r\n id: app.applicationId,\r\n workspace_id: workspaceId,\r\n category_id: category.category_id,\r\n category_title: category.category_title,\r\n category_description: normalizeTextDescription(category.category_description),\r\n index: app.index,\r\n url_image: (app.logo === undefined) ? getThumbnailDefaultImage() : app.logo,\r\n image_width: imageProps.width,\r\n image_height: imageProps.height,\r\n image_aspect_ratio: imageProps.width / imageProps.height,\r\n application_name: app.name,\r\n application_title: app.title,\r\n application_description: normalizeTextDescription(app.description),\r\n application_url: app.url,\r\n status: (app.enabled) ? \"Enabled\" : \"Disabled\",\r\n snapshot_type: (app.snapshotType.toLowerCase() === \"nosnapshot\") ? 0 : (app.snapshotType.toLowerCase() === \"default\") ? 1 : 2,\r\n keywords: app.keywords,\r\n is_new: true,\r\n allow_public_access: app.publicAccess\r\n }\r\n application.snapshot_url_image = (app.snapshot !== undefined) ? app.snapshot : \"\";\r\n applications.push(application);\r\n }\r\n sort(applications).asc(['index', 'application_name']);\r\n\r\n availableApplications.id = workspaceId;\r\n availableApplications.applications = applications;\r\n\r\n return availableApplications;\r\n}\r\n\r\nfunction mapToWorkspacesApplicationsSettingsFrontend(data) {\r\n let results = {};\r\n let settings = [];\r\n\r\n let index = 0;\r\n for (let i in data) {\r\n let s = data[i];\r\n let setting = {\r\n id: s.id,\r\n group_name: s.groupName,\r\n title: s.title,\r\n component_type: s.componentType,\r\n component_type_value: s.componentTypeValue,\r\n component_property: (s.componentProperty !== undefined) ? s.componentProperty : null,\r\n value: s.value,\r\n locked: s.locked,\r\n index\r\n }\r\n settings.push(setting);\r\n index += 1;\r\n }\r\n\r\n sort(settings).asc(['group_name', 'index']);\r\n results.settings = settings;\r\n\r\n return results;\r\n}\r\n\r\nfunction mapToEmptyWorkspacesApplicationsSettingsFrontend() {\r\n let results = {};\r\n results.settings = [];\r\n\r\n return results;\r\n}\r\n\r\nfunction mapToWorkspacesApplicationsSettingsBackendForUpdate(settings) {\r\n let results = [];\r\n\r\n for (let i in settings) {\r\n let s = settings[i];\r\n let setting = {\r\n id: s.id,\r\n value: s.value,\r\n locked: s.locked\r\n }\r\n results.push(setting);\r\n }\r\n\r\n return results;\r\n}\r\n\r\n\r\nfunction mapToWorkspacesApplicationsUsersSettingsBackendForUpdate(settings) {\r\n let results = [];\r\n\r\n for (let i in settings) {\r\n let s = settings[i];\r\n let setting = {\r\n settingId: s.id,\r\n settingValue: s.value\r\n }\r\n results.push(setting);\r\n }\r\n\r\n return results;\r\n}","var objectWithoutPropertiesLoose = require(\"./objectWithoutPropertiesLoose\");\n\nfunction _objectWithoutProperties(source, excluded) {\n if (source == null) return {};\n var target = objectWithoutPropertiesLoose(source, excluded);\n var key, i;\n\n if (Object.getOwnPropertySymbols) {\n var sourceSymbolKeys = Object.getOwnPropertySymbols(source);\n\n for (i = 0; i < sourceSymbolKeys.length; i++) {\n key = sourceSymbolKeys[i];\n if (excluded.indexOf(key) >= 0) continue;\n if (!Object.prototype.propertyIsEnumerable.call(source, key)) continue;\n target[key] = source[key];\n }\n }\n\n return target;\n}\n\nmodule.exports = _objectWithoutProperties;","exports.settings=\"cloud\";\r\nexports.server=\"watertools-portal-server.azurewebsites.net\";\r\nexports.domain=\"watertools-portal.azurewebsites.net\";\r\nexports.port=80;\r\nexports.portalServer =\"watertools-portal.azurewebsites.net\";\r\nexports.portalPort=80;\r\nexports.protocol=\"https://\";\r\nexports.useContainer=true;\r\nexports.anonymous=\"00000000-0000-0000-0000-000000000000\";\r\nexports.emptyConnectionString=\"_$$_\";\r\nexports.spatialServer=\"epsg.io\";\r\nexports.protocol=\"https://\";\r\nexports.gatewayServerQuery=\"watertools-gateway-api.azurewebsites.net\";\r\nexports.gatewayPortQuery=\"80\";\r\nexports.gatewayAPiVersionQuery=\"v1\";\r\nexports.gatewayAPiVersionQueryV2=\"v2\";\r\nexports.gatewayServerCommand=\"watertools-gateway-api.azurewebsites.net\";\r\nexports.gatewayPortCommand=\"80\";\r\nexports.gatewayAPiVersionCommand=\"v1\";\r\nexports.gatewayAPiVersionCommandV2=\"v2\";\r\nexports.frontendServer=\"watertools-portal.azurewebsites.net\";\r\nexports.emailConfirmationPage=\"portal/login/users/confirmation\";\r\nexports.resetPasswordLoginPage = \"portal/login/users\";\r\nexports.portalServerAppFolder=\"\";\r\n","import { v1 as uuidv1 } from 'uuid';\r\nimport { getImageSize, b64toBlob } from '../../utils/snapshot';\r\nimport { getDefaultImage, getDefaultNoImage, getDefaultWorkspaceBanner } from '../../utils/image';\r\nimport { store } from '../../index';\r\n\r\nconst configImage = require('../../configurations/images');\r\nconst workspacesApi = require('../api/workspaces');\r\nconst workspacesSettingsApi = require('../api/workspacesSettings');\r\nconst portalSettingsApi = require('../api/portal');\r\nconst sort = require('fast-sort');\r\n\r\nexport async function getWorkspaceSettingByIdApi(workspaceId) {\r\n const includeOnly = \"WorkspaceName;Banner;LockProperties;BannerSelected;GoogleAnalytic;ShowWorkspaceName;ShowPortalLogo;ShowWorkspaceLogo\";\r\n const workspaceSetting = await workspacesSettingsApi.getWorkspaceSettingIncludeById(workspaceId, includeOnly);\r\n\r\n let results = mapToWorkspaceSettingIncludeFrontend(workspaceId, workspaceSetting.data, true);\r\n return results;\r\n}\r\n\r\nexport async function getWorkspaceThemeSettingImplementationByIdApi(workspaceId) {\r\n const theme = await workspacesSettingsApi.getWorkspaceThemeSettingImplementationById(workspaceId);\r\n return theme;\r\n}\r\n\r\nexport async function getWorkspaceSettingBannerByIdApi(workspaceId) {\r\n const workspaceSetting = await workspacesSettingsApi.getWorkspaceSettingBannerById(workspaceId);\r\n let results = mapToWorkspaceSettingBannerFrontend(workspaceId, workspaceSetting.data);\r\n return results;\r\n}\r\n\r\nexport async function getWorkspaceSettingIncludeByIdApi(workspaceId, includeOnly) {\r\n let isGetWorkspaceLogo = false;\r\n if (includeOnly.includes(\";WorkspaceLogo\")) {\r\n isGetWorkspaceLogo = true;\r\n includeOnly = includeOnly.replace(\";WorkspaceLogo\", \"\").replace(\"WorkspaceLogo;\", \"\");\r\n }\r\n const workspaceSetting = await workspacesSettingsApi.getWorkspaceSettingIncludeById(workspaceId, includeOnly);\r\n\r\n let results = mapToWorkspaceSettingIncludeFrontend(workspaceId, workspaceSetting.data, isGetWorkspaceLogo);\r\n return results;\r\n}\r\n\r\nexport async function getWorkspaceLoginSettingByIdApi(workspaceId) {\r\n let backgroundMapping = {};\r\n let welcomeBackgroundMapping = {};\r\n let results = {};\r\n\r\n try {\r\n const workspaceSetting = await workspacesSettingsApi.getWorkspaceLoginSettingById(workspaceId);\r\n\r\n const background = await workspacesSettingsApi.getWorkspaceLoginBackgroundSettingById(workspaceId);\r\n backgroundMapping = mapToBackgroundMappingFrontend(background.data);\r\n\r\n const welcomeBackground = await workspacesSettingsApi.getWorkspaceLoginWelcomeBackgroundSettingById(workspaceId);\r\n welcomeBackgroundMapping = mapToBackgroundMappingFrontend(welcomeBackground.data);\r\n\r\n results = mapToWorkspaceLoginSettingFrontend(workspaceId, workspaceSetting.data, backgroundMapping, welcomeBackgroundMapping);\r\n } catch (ex) {\r\n results = mapToEmptyWorkspaceLoginSettingFrontend(workspaceId);\r\n }\r\n\r\n return results;\r\n}\r\n\r\nexport async function getWorkspaceEmailSettingByIdApi(workspaceId) {\r\n const workspaceSetting = await workspacesSettingsApi.getWorkspaceEmailSettingById(workspaceId);\r\n const portalSetting = await portalSettingsApi.getPortalEmail();\r\n let results = mapToWorkspaceEmailSettingFrontend(workspaceId, workspaceSetting.data, portalSetting.data);\r\n\r\n return results;\r\n}\r\n\r\nexport async function getWorkspaceThemeSettingByIdApi(workspaceId, width, height) {\r\n const portalSetting = await portalSettingsApi.getPortalThemeSetting(width, height);\r\n let workspaceData = {};\r\n\r\n const includeOnly = \"Theme;LockProperties\";\r\n const workspaceSetting = await workspacesSettingsApi.getWorkspaceSettingIncludeById(workspaceId, includeOnly);\r\n if (workspaceSetting.status === 200) {\r\n workspaceData = workspaceSetting.data.theme;\r\n }\r\n\r\n let results = mapToWorkspaceThemeSettingFrontend(workspaceId, portalSetting.data, workspaceData);\r\n return results;\r\n}\r\n\r\nexport async function getWorkspaceSettingLogoByIdApi(workspaceId) {\r\n let results = mapToWorkspaceSettingLogoFrontend(workspaceId, \"Workspace\");\r\n return results;\r\n}\r\n\r\nexport async function updateWorkspaceSettingApi(workspaceSetting) {\r\n const mappingWorkspaceSetting = mapToWorkspaceSettingBackendForUpdate(workspaceSetting);\r\n const results = await workspacesSettingsApi.updateWorkspaceSetting(mappingWorkspaceSetting);\r\n\r\n let id = '';\r\n let error_messages = '';\r\n if (results.status === 200) {\r\n if (results.data !== undefined) {\r\n await workspacesSettingsApi.updateWorkspaceSettingLogo(workspaceSetting.id, workspaceSetting.new_url_image);\r\n await workspacesSettingsApi.updateWorkspaceSettingBanner(workspaceSetting.id, workspaceSetting.custom_url_banner);\r\n }\r\n id = results.data\r\n } else if (results.status === 500) {\r\n error_messages = 'Internal server error, Please contact administrator.';\r\n } else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n const data = {\r\n id: id,\r\n status: results.status,\r\n error_messages: error_messages\r\n };\r\n\r\n return data;\r\n}\r\n\r\nexport async function updateWorkspaceLoginSettingApi(workspaceSetting) {\r\n const mappingWorkspaceLoginSetting = mapToWorkspaceLoginSettingBackendForUpdate(workspaceSetting);\r\n const results = await workspacesSettingsApi.updateWorkspaceLoginSetting(workspaceSetting.id, mappingWorkspaceLoginSetting);\r\n\r\n let id = '';\r\n let error_messages = '';\r\n if (results.status === 200) {\r\n if (results.data !== undefined) {\r\n if (workspaceSetting.login_background_custom_image !== '') {\r\n await workspacesSettingsApi.updateWorkspaceLoginSettingBackground(workspaceSetting.id, workspaceSetting.login_background_custom_image);\r\n }\r\n if (workspaceSetting.welcome_background_custom_image !== '') {\r\n await workspacesSettingsApi.updateWorkspaceWelcomeSettingBackground(workspaceSetting.id, workspaceSetting.welcome_background_custom_image);\r\n }\r\n }\r\n id = results.data\r\n } else if (results.status === 500 || results.status === 404) {\r\n error_messages = 'Internal server error, Please contact administrator.';\r\n } else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n const data = {\r\n id: id,\r\n status: results.status,\r\n error_messages: error_messages\r\n };\r\n\r\n return data;\r\n}\r\n\r\nexport async function updateWorkspaceEmailSettingApi(workspaceSetting) {\r\n const mappingWorkspaceEmailSetting = mapToWorkspaceEmailSettingBackendForUpdate(workspaceSetting);\r\n const results = await workspacesSettingsApi.updateWorkspaceEmailSetting(workspaceSetting.id, mappingWorkspaceEmailSetting);\r\n\r\n let id = '';\r\n let error_messages = '';\r\n if (results.status === 200) {\r\n id = results.data;\r\n } else if (results.status === 500) {\r\n error_messages = 'Internal server error, Please contact administrator.';\r\n } else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n const data = {\r\n id: id,\r\n status: results.status,\r\n error_messages: error_messages\r\n };\r\n\r\n return data;\r\n}\r\n\r\nexport async function updateWorkspaceThemeSettingApi(workspaceSetting) {\r\n const mappingWorkspaceThemeSetting = mapToWorkspaceThemeSettingBackendForUpdate(workspaceSetting);\r\n const results = await workspacesSettingsApi.updateWorkspaceThemeSetting(workspaceSetting.id, mappingWorkspaceThemeSetting);\r\n let id = '';\r\n let error_messages = '';\r\n if (results.status === 200) {\r\n id = results.data;\r\n if (workspaceSetting.custom_theme_css) {\r\n let filePath = uuidv1() + \".css\";\r\n const blob64 = b64toBlob(workspaceSetting.custom_theme_css.replace('data:text/css;base64,', ''), 'text/css');\r\n await processPutCss(blob64, filePath, workspaceSetting.id);\r\n }\r\n }\r\n else if (results.status === 500 || results.status === 404) {\r\n error_messages = 'Internal server error, Please contact administrator.';\r\n }\r\n else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n const data = {\r\n id: id,\r\n status: results.status,\r\n error_messages: error_messages\r\n };\r\n\r\n return data;\r\n}\r\n\r\nasync function processPutCss(blob64, filePath, id) {\r\n const form = new FormData();\r\n form.append('styleFile', blob64, {\r\n filepath: filePath,\r\n contentType: 'text/css',\r\n });\r\n\r\n const results = await workspacesSettingsApi.addWorkspaceCustomThemeFile(id, form);\r\n if (results.data !== undefined) {\r\n return results.data;\r\n }\r\n}\r\n\r\nasync function mapToWorkspaceSettingIncludeFrontend(wid, workspaceSettingData, isGetWorkspaceLogo) {\r\n const wsData = workspaceSettingData;\r\n const currentWorkspaceSetting = store.getState().detail.workspace_setting;\r\n\r\n let workspaceSetting = {};\r\n if (wsData !== undefined) {\r\n workspaceSetting = {\r\n ...currentWorkspaceSetting,\r\n id: wid\r\n };\r\n\r\n if (wsData.workspaceName !== undefined) {\r\n workspaceSetting.workspace_name = wsData.workspaceName;\r\n }\r\n\r\n if (wsData.showPortalLogo !== undefined) {\r\n workspaceSetting.showPortalLogo = wsData.showPortalLogo;\r\n }\r\n\r\n if (wsData.googleAnalytic !== undefined) {\r\n workspaceSetting.useGoogleAnalytics = wsData.googleAnalytic.enabled;\r\n workspaceSetting.googleAnalyticsTrackingId = (wsData.googleAnalytic.trackId === undefined || wsData.googleAnalytic.trackId === null) ? '' : wsData.googleAnalytic.trackId\r\n }\r\n\r\n if (wsData.showWorkspaceLogo !== undefined) {\r\n workspaceSetting.showWorkspaceLogo = wsData.showWorkspaceLogo;\r\n }\r\n\r\n if (wsData.showWorkspaceName !== undefined) {\r\n workspaceSetting.showWorkspaceName = wsData.showWorkspaceName;\r\n }\r\n\r\n if (wsData.theme !== undefined) {\r\n workspaceSetting.themeSelection = wsData.theme.themeSelection;\r\n }\r\n\r\n if (wsData.banner !== undefined) {\r\n let customBannerProps = (wsData.banner !== '') ? getImageSize(wsData.banner) : getImageSize(getDefaultWorkspaceBanner());\r\n\r\n workspaceSetting.custom_url_banner = (wsData.banner !== '') ? wsData.banner : getDefaultWorkspaceBanner(); \r\n workspaceSetting.custom_banner_aspect_ratio = customBannerProps.width / customBannerProps.height;\r\n }\r\n\r\n if (wsData.customLogo !== undefined) {\r\n let customImageProps = (wsData.customLogo !== '') ? getImageSize(wsData.customLogo) : {\r\n 'width': 1200,\r\n 'height': 900\r\n };\r\n\r\n workspaceSetting.new_url_image = (wsData.customLogo !== '') ? wsData.customLogo : getDefaultImage()\r\n workspaceSetting.new_image_aspect_ratio = customImageProps.width / customImageProps.height;\r\n }\r\n\r\n if (wsData.lockProperties !== undefined) {\r\n workspaceSetting.themes_locked = wsData.lockProperties.filter(x => x.propertyName === 'Theme').map(x => x.locked)[0];\r\n workspaceSetting.banner_locked = wsData.lockProperties.filter(x => x.propertyName === 'BannerSelected').map(x => x.locked)[0];\r\n workspaceSetting.PortalProperties = wsData.lockProperties.filter(x => x.propertyName === 'PortalProperties').map(x => x.locked)[0];\r\n workspaceSetting.PortalAnalytics = wsData.lockProperties.filter(x => x.propertyName === 'PortalAnalytics').map(x => x.locked)[0];\r\n }\r\n\r\n if (wsData.theme !== undefined) {\r\n workspaceSetting.chosen_themes = wsData.theme;\r\n }\r\n\r\n if (wsData.bannerSelected !== undefined) {\r\n workspaceSetting.chosen_banner = wsData.bannerSelected;\r\n }\r\n\r\n if (isGetWorkspaceLogo) {\r\n let workspaceLogo = await workspacesApi.getWorkspaceLogo(wid, 143, 108);\r\n let workspaceImageProps = (workspaceLogo !== undefined) ? getImageSize(workspaceLogo) : {\r\n 'width': 1200,\r\n 'height': 900\r\n };\r\n\r\n workspaceSetting.workspace_image_aspect_ratio = workspaceImageProps.width / workspaceImageProps.height;\r\n workspaceSetting.workspace_url_image = (workspaceLogo === undefined) ? getDefaultImage() : workspaceLogo;\r\n }\r\n }\r\n\r\n return workspaceSetting;\r\n}\r\n\r\nfunction mapToWorkspaceThemeSettingFrontend(id, portalData, workspaceData) {\r\n let wsData = workspaceData;\r\n let workspaceSetting = {};\r\n let themes = [];\r\n for (let i in portalData) {\r\n let p = portalData[i];\r\n let theme = {\r\n id: p.id,\r\n name: p.name,\r\n image: p.image\r\n };\r\n themes.push(theme);\r\n }\r\n\r\n if (wsData.themeSelection !== undefined) {\r\n workspaceSetting = {\r\n id: id,\r\n theme_selected: wsData.themeSelection,\r\n portal_theme_id: (wsData.portalThemeId !== undefined) ? wsData.portalThemeId : '',\r\n custom_theme_name: (wsData.customTheme !== undefined) ? wsData.customTheme.name : '',\r\n custom_theme_css_name: (wsData.customTheme !== undefined && wsData.customTheme.filePath !== undefined) ? wsData.customTheme.filePath.split('/').pop() : '',\r\n custom_theme_css_filepath: (wsData.customTheme !== undefined) ? wsData.customTheme.filePath : '',\r\n custom_theme_image: (wsData.customTheme !== undefined) ? wsData.customTheme.preview : getDefaultNoImage(),\r\n is_locked: (wsData.lockProperties !== undefined && wsData.lockProperties.length > 0) ? wsData.lockProperties.filter(x => x.propertyName === 'ThemeSetting').map(x => x.locked)[0] : false\r\n };\r\n }\r\n else {\r\n workspaceSetting = {\r\n id: id,\r\n theme_selected: 'Default'\r\n };\r\n }\r\n\r\n workspaceSetting.themes = themes;\r\n return workspaceSetting;\r\n}\r\n\r\nfunction mapToWorkspaceSettingBackendForUpdate(data) {\r\n let workspaceSetting = {};\r\n\r\n const setting = [{\r\n propertyName: 'Theme',\r\n locked: data.themes_locked\r\n },\r\n {\r\n propertyName: 'PortalProperties',\r\n locked: data.PortalProperties\r\n },\r\n {\r\n propertyName: 'PortalAnalytics',\r\n locked: data.PortalAnalytics\r\n },\r\n {\r\n propertyName: 'BannerSelected',\r\n locked: data.banner_locked\r\n }];\r\n\r\n const googleAnalytics = {\r\n enabled: data.useGoogleAnalytics,\r\n trackId: data.googleAnalyticsTrackingId\r\n }\r\n\r\n workspaceSetting.id = data.id;\r\n workspaceSetting.bannerSelected = data.chosen_banner;\r\n workspaceSetting.theme = data.chosen_themes;\r\n workspaceSetting.lockProperties = setting;\r\n workspaceSetting.showPortalLogo = data.showPortalLogo\r\n workspaceSetting.showWorkspaceLogo = data.showWorkspaceLogo\r\n workspaceSetting.showWorkspaceName = data.showWorkspaceName\r\n workspaceSetting.googleAnalytic = googleAnalytics;\r\n\r\n return workspaceSetting;\r\n}\r\n\r\nfunction mapToWorkspaceLoginSettingBackendForUpdate(data) {\r\n let workspaceSetting = {};\r\n const setting = [{\r\n propertyName: 'WelcomeText',\r\n locked: data.welcome_text_locked\r\n },\r\n {\r\n propertyName: 'WelcomeBackground',\r\n locked: data.welcome_background_locked\r\n },\r\n {\r\n propertyName: 'LoginBackground',\r\n locked: data.login_background_locked\r\n }];\r\n\r\n workspaceSetting.welcomeText = data.welcome_text;\r\n workspaceSetting.welcomeTextSelected = data.welcome_text_selected;\r\n workspaceSetting.welcomeBackgroundSelected = data.welcome_background_selected;\r\n workspaceSetting.welcomeBackgroundColor = data.welcome_background_color;\r\n workspaceSetting.loginBackgroundSelected = data.login_background_selected;\r\n workspaceSetting.loginBackgroundColor = data.login_background_color;\r\n workspaceSetting.lockProperties = setting;\r\n\r\n return workspaceSetting;\r\n}\r\n\r\nfunction mapToWorkspaceEmailSettingBackendForUpdate(data) {\r\n let emails = [];\r\n for (let i in data.emails) {\r\n let w = data.emails[i];\r\n let email = {};\r\n if (w.email_selected === 'Default') {\r\n email = {\r\n emailType: w.email_type,\r\n emailSelection: w.email_selected,\r\n lockProperties: [{\r\n propertyName: w.email_type,\r\n locked: w.is_locked\r\n }]\r\n };\r\n }\r\n else {\r\n email = {\r\n emailType: w.email_type,\r\n emailSelection: w.email_selected,\r\n from: w.sender_from,\r\n subject: w.email_subject,\r\n content: w.email_content,\r\n lockProperties: [{\r\n propertyName: w.email_type,\r\n locked: w.is_locked\r\n }]\r\n }\r\n }\r\n emails.push(email);\r\n }\r\n\r\n return emails;\r\n}\r\n\r\nfunction mapToWorkspaceThemeSettingBackendForUpdate(data) {\r\n let workspaceSetting = {};\r\n let ImageProps = (data.custom_theme_image !== undefined && data.custom_theme_image !== '') ? getImageSize(data.custom_theme_image) : {\r\n 'width': 1200,\r\n 'height': 900\r\n };\r\n const setting = [{\r\n propertyName: 'ThemeSetting',\r\n locked: data.is_locked\r\n }];\r\n\r\n const customTheme = {\r\n name: data.custom_theme_name,\r\n filePath: data.custom_theme_css_name,\r\n themePreview: {\r\n image: data.custom_theme_image,\r\n imageSize: {\r\n width: ImageProps.width,\r\n height: ImageProps.height\r\n },\r\n thumbnailSize: {\r\n width: ImageProps.width / 1,\r\n height: ImageProps.height / 1\r\n },\r\n resultFormat: configImage.resultFormat\r\n }\r\n };\r\n\r\n workspaceSetting.themeSelection = data.theme_selected;\r\n if (data.theme_selected === 'Portal' && data.portal_theme_id !== undefined) {\r\n workspaceSetting.portalThemeId = data.portal_theme_id;\r\n }\r\n workspaceSetting.customTheme = customTheme;\r\n workspaceSetting.lockProperties = setting;\r\n\r\n return workspaceSetting;\r\n}\r\n\r\nfunction mapToWorkspaceSettingBannerFrontend(wid, workspaceSettingData) {\r\n let wsData = workspaceSettingData;\r\n let ImageProps = (wsData !== null && wsData !== \"\") ? getImageSize(wsData) : getImageSize(getDefaultWorkspaceBanner());\r\n\r\n let workspaceSetting = {};\r\n\r\n if (wsData !== undefined) {\r\n workspaceSetting = {\r\n id: wid,\r\n image: (wsData !== null && wsData !== \"\") ? wsData : '',\r\n image_aspect_ratio: ImageProps.width / ImageProps.height\r\n };\r\n }\r\n\r\n return workspaceSetting;\r\n}\r\n\r\nfunction mapToBackgroundMappingFrontend(background) {\r\n let bgi = background;\r\n let loginBackground = {};\r\n if (bgi !== undefined && bgi !== null) {\r\n if (bgi.image !== undefined && bgi.image !== '') {\r\n let ImageProps = getImageSize(bgi.image);\r\n loginBackground = {\r\n image: bgi.image,\r\n image_aspect_ratio: ImageProps.width / ImageProps.height\r\n };\r\n }\r\n }\r\n\r\n return loginBackground;\r\n}\r\n\r\nfunction mapToWorkspaceLoginSettingFrontend(wid, workspaceSettingData, background, welcomeBackground) {\r\n let wsData = workspaceSettingData;\r\n\r\n let workspaceSetting = {};\r\n\r\n if (wsData !== undefined) {\r\n workspaceSetting = {\r\n id: wid,\r\n welcome_text_selected: (wsData.welcomeTextSelected !== undefined) ? wsData.welcomeTextSelected : 'Default',\r\n welcome_text: wsData.welcomeText,\r\n welcome_background_selected: wsData.welcomeBackgroundSelected,\r\n welcome_background_color: (wsData.welcomeBackgroundColor !== '') ? wsData.welcomeBackgroundColor : '#8891be',\r\n welcome_background_custom_image: (welcomeBackground.image !== undefined) ? welcomeBackground.image : '',\r\n welcome_background_custom_image_aspect_ratio: (welcomeBackground.image_aspect_ratio !== undefined) ? welcomeBackground.image_aspect_ratio : '',\r\n login_background_selected: wsData.loginBackgroundSelected,\r\n login_background_color: (wsData.loginBackgroundColor !== '') ? wsData.loginBackgroundColor : '#8891be',\r\n login_background_custom_image: (background.image !== undefined) ? background.image : '',\r\n login_background_custom_image_aspect_ratio: (background.image_aspect_ratio !== undefined) ? background.image_aspect_ratio : '',\r\n welcome_text_locked: (wsData.lockProperties !== undefined) ? wsData.lockProperties.filter(x => x.propertyName === 'WelcomeText').map(x => x.locked)[0] : false,\r\n welcome_background_locked: (wsData.lockProperties !== undefined) ? wsData.lockProperties.filter(x => x.propertyName === 'WelcomeBackground').map(x => x.locked)[0] : false,\r\n login_background_locked: (wsData.lockProperties !== undefined) ? wsData.lockProperties.filter(x => x.propertyName === 'LoginBackground').map(x => x.locked)[0] : false\r\n };\r\n }\r\n\r\n return workspaceSetting;\r\n}\r\n\r\nasync function mapToWorkspaceSettingLogoFrontend(wid, logoSelected) {\r\n let workspaceSetting = {};\r\n\r\n if (logoSelected === \"Workspace\") {\r\n let workspaceLogo = await workspacesApi.getWorkspaceLogo(wid, 128, 107);\r\n let ImageProps = (workspaceLogo !== undefined) ? getImageSize(workspaceLogo) : {\r\n 'width': 1200,\r\n 'height': 900\r\n };\r\n\r\n workspaceSetting = {\r\n id: wid,\r\n image: (workspaceLogo !== undefined) ? workspaceLogo : 'Default',\r\n image_aspect_ratio: ImageProps.width / ImageProps.height,\r\n isLoaded: true\r\n };\r\n }\r\n else {\r\n let ImageProps = { 'width': 1200, 'height': 900 };\r\n\r\n workspaceSetting = {\r\n id: wid,\r\n image: logoSelected,\r\n image_aspect_ratio: ImageProps.width / ImageProps.height,\r\n isLoaded: true\r\n };\r\n }\r\n\r\n return workspaceSetting;\r\n}\r\n\r\nfunction mapToEmptyWorkspaceLoginSettingFrontend(wid) {\r\n let workspaceSetting = {\r\n id: wid,\r\n welcome_text_selected: 'Default',\r\n welcome_text: '',\r\n welcome_background_selected: 'Default',\r\n welcome_background_color: '#8891be',\r\n welcome_background_custom_image: '',\r\n welcome_background_custom_image_aspect_ratio: '',\r\n login_background_selected: 'Default',\r\n login_background_color: '#8891be',\r\n login_background_custom_image: '',\r\n login_background_custom_image_aspect_ratio: '',\r\n welcome_text_locked: false,\r\n welcome_background_locked: false,\r\n login_background_locked: false\r\n };\r\n\r\n return workspaceSetting;\r\n}\r\n\r\nfunction mapToWorkspaceEmailSettingFrontend(wid, workspaceSettingData, portalSettingData) {\r\n let wsData = workspaceSettingData;\r\n let workspaceSetting = {};\r\n let emails = [];\r\n for (let i in wsData) {\r\n let w = wsData[i];\r\n let email = {\r\n id: (w.emailType === 'Registration' ? 0 : w.emailType === 'RegistrationReminder' ? 1 : w.emailType === 'ResetPassword' ? 2 : w.emailType === 'ForgotPassword' ? 3 : w.emailType === 'GrantWorkspace' ? 4 : null),\r\n email_selected: w.emailSelection,\r\n email_type: w.emailType,\r\n sender_from: (w.from !== undefined) ? w.from : '',\r\n email_subject: (w.subject !== undefined) ? w.subject : '',\r\n email_content: (w.content !== undefined) ? w.content : '',\r\n sender_from_default: portalSettingData.filter(x => x.type === w.emailType).map(x => x.from)[0],\r\n email_subject_default: portalSettingData.filter(x => x.type === w.emailType).map(x => x.subject)[0],\r\n email_content_default: portalSettingData.filter(x => x.type === w.emailType).map(x => x.content)[0],\r\n is_locked: (w.lockProperties !== undefined && w.lockProperties.length > 0) ? w.lockProperties.filter(x => x.propertyName === w.emailType).map(x => x.locked)[0] : false\r\n }\r\n emails.push(email);\r\n }\r\n\r\n sort(emails).asc(['id']);\r\n\r\n if (wsData !== undefined) {\r\n workspaceSetting = {\r\n id: wid\r\n };\r\n }\r\n\r\n workspaceSetting.emails = emails;\r\n return workspaceSetting;\r\n}","import environment from 'environment';\r\nimport { v1 as uuidv1 } from 'uuid';\r\nimport { getImageSize, b64toBlob } from '../../utils/snapshot';\r\nimport { getDefaultImage, getDefaultWelcomeImage, getDefaultLoginImage} from '../../utils/image';\r\nimport { getDefaultWelcomeText } from '../../utils/text';\r\n\r\nconst config = require('../../environments/' + environment.settings);\r\nconst configImage = require('../../configurations/images');\r\nconst portalApi = require('../api/portal');\r\nconst workspaceSettings = require('../domain/workspacesSettings');\r\nconst sort = require('fast-sort');\r\n\r\nexport async function pingServer(url) {\r\n let paths = getPathArray(url, '/');\r\n let server = \"\";\r\n let port = 80;\r\n\r\n if (paths.length >= 3) {\r\n let domains = getPathArray(paths[2], ':');\r\n\r\n if (domains.length >= 2) {\r\n server = domains[0];\r\n port = parseInt(domains[1], 10);\r\n }\r\n else {\r\n server = paths[2];\r\n }\r\n\r\n if (server.includes(config.portalServer)) {\r\n server = paths[3];\r\n if (parseInt(port, 10) > 13000) {\r\n server = server + '-staging';\r\n }\r\n }\r\n }\r\n\r\n if (server.includes(\"?\")) {\r\n let servers = getPathArray(server, '?');\r\n if (servers.length > 0) {\r\n server = servers[0];\r\n }\r\n }\r\n\r\n return portalApi.getApplicationAvailability(server, port);\r\n}\r\n\r\nfunction getPathArray(pathName, splitChar) {\r\n let pathArray = [];\r\n let paths = pathName.split(splitChar);\r\n\r\n if (paths.length >= 1) {\r\n pathArray = paths;\r\n }\r\n\r\n return pathArray;\r\n}\r\n\r\n/* Banner */\r\nexport async function getPortalSettingBannerApi() {\r\n const results = await portalApi.getPortalBanner(false, false);\r\n return await mapToPortalBanner(results.data);\r\n}\r\n\r\nexport async function getPortalLandingBannerApi() {\r\n const results = await portalApi.getPortalBanner(true, false);\r\n return await mapToPortalBanner(results.data);\r\n}\r\n\r\nexport async function addPortalSettingBannerApi(bannerSetting) {\r\n let dataMapping = await mapToPortalBannerForCreate(bannerSetting);\r\n const results = await portalApi.addPortalBanner(dataMapping);\r\n\r\n let id = '';\r\n let error_messages = '';\r\n if (results.status === 200) {\r\n id = results.data.replace(\"banner:\", \"\");\r\n }\r\n else if (results.status === 500) {\r\n error_messages = 'Internal server error, Please contact administrator.';\r\n }\r\n else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n const data = {\r\n id: id,\r\n status: results.status,\r\n error_messages: error_messages\r\n }\r\n\r\n return data;\r\n}\r\n\r\nexport async function updatePortalSettingBannerApi(bannerSetting) {\r\n let dataMapping = await mapToPortalBannerForUpdate(bannerSetting);\r\n const results = await portalApi.updatePortalBanner(bannerSetting.id, dataMapping);\r\n\r\n let id = '';\r\n let error_messages = '';\r\n if (results.status === 200) {\r\n id = results.data;\r\n }\r\n else if (results.status === 500) {\r\n error_messages = 'Internal server error, Please contact administrator.';\r\n }\r\n else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n const data = {\r\n id: id,\r\n status: results.status,\r\n error_messages: error_messages\r\n }\r\n\r\n return data;\r\n}\r\n\r\nexport async function removePortalSettingBannerApi(bannerId) {\r\n const results = await portalApi.removePortalBanner(bannerId);\r\n\r\n let id = '';\r\n let error_messages = '';\r\n if (results.status === 200) {\r\n id = results.data;\r\n }\r\n else if (results.status === 500) {\r\n error_messages = 'Internal server error, Please contact administrator.';\r\n }\r\n else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n const data = {\r\n id: id,\r\n status: results.status,\r\n error_messages: error_messages\r\n };\r\n\r\n return data;\r\n}\r\n\r\n/* Feature */\r\nexport async function getPortalSettingSingleFeatureApi(id) {\r\n const results = await portalApi.getPortalSingleFeature(id);\r\n return results;\r\n}\r\n\r\nexport async function getPortalSettingFeatureApi() {\r\n const results = await portalApi.getPortalFeature(false, false);\r\n return await mapToPortalFeature(results.data);\r\n}\r\n\r\nexport async function getPortalLandingFeatureApi() {\r\n const results = await portalApi.getPortalFeature(true, false);\r\n return await mapToPortalFeature(results.data);\r\n}\r\n\r\nexport async function getPortalSingleFeatureApi(id) {\r\n const results = await portalApi.getPortalSingleFeature(id);\r\n return results;\r\n}\r\n\r\nexport async function addPortalSettingFeatureApi(featureSetting) {\r\n let dataMapping = await mapToPortalFeatureForCreate(featureSetting);\r\n const results = await portalApi.addPortalFeature(dataMapping);\r\n\r\n let id = '';\r\n let error_messages = '';\r\n if (results.status === 200) {\r\n id = results.data.replace(\"feature:\", \"\");\r\n }\r\n else if (results.status === 500) {\r\n error_messages = 'Internal server error, Please contact administrator.';\r\n }\r\n else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n const data = {\r\n id: id,\r\n status: results.status,\r\n error_messages: error_messages\r\n }\r\n\r\n return data;\r\n}\r\n\r\nexport async function updatePortalSettingFeatureApi(featureSetting) {\r\n let dataMapping = await mapToPortalFeatureForUpdate(featureSetting);\r\n const results = await portalApi.updatePortalFeature(featureSetting.id, dataMapping);\r\n\r\n let id = '';\r\n let error_messages = '';\r\n if (results.status === 200) {\r\n id = results.data;\r\n }\r\n else if (results.status === 500) {\r\n error_messages = 'Internal server error, Please contact administrator.';\r\n }\r\n else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n const data = {\r\n id: id,\r\n status: results.status,\r\n error_messages: error_messages\r\n }\r\n\r\n return data;\r\n}\r\n\r\nexport async function removePortalSettingFeatureApi(featureId) {\r\n const results = await portalApi.removePortalFeature(featureId);\r\n\r\n let id = '';\r\n let error_messages = '';\r\n if (results.status === 200) {\r\n id = results.data;\r\n }\r\n else if (results.status === 500) {\r\n error_messages = 'Internal server error, Please contact administrator.';\r\n }\r\n else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n const data = {\r\n id: id,\r\n status: results.status,\r\n error_messages: error_messages\r\n };\r\n\r\n return data;\r\n}\r\n\r\n/* News */\r\nexport async function getPortalSettingSingeNewsApi(id) {\r\n const results = await portalApi.getPortalSingleNews(id);\r\n return results;\r\n}\r\n\r\nexport async function getPortalSettingNewsApi() {\r\n const results = await portalApi.getPortalNews(false, false);\r\n return await mapToPortalNews(results.data);\r\n}\r\n\r\nexport async function getPortalLandingNewsApi() {\r\n const results = await portalApi.getPortalNews(true, false);\r\n return await mapToPortalNews(results.data);\r\n}\r\n\r\nexport async function getPortalSingleNewsApi(id) {\r\n const results = await portalApi.getPortalSingleNews(id);\r\n return results;\r\n}\r\n\r\nexport async function addPortalSettingNewsApi(newsSetting) {\r\n let dataMapping = await mapToPortalNewsForCreate(newsSetting);\r\n const results = await portalApi.addPortalNews(dataMapping);\r\n\r\n let id = '';\r\n let error_messages = '';\r\n if (results.status === 200) {\r\n id = results.data.replace(\"news:\", \"\");\r\n }\r\n else if (results.status === 500) {\r\n error_messages = 'Internal server error, Please contact administrator.';\r\n }\r\n else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n const data = {\r\n id: id,\r\n status: results.status,\r\n error_messages: error_messages\r\n }\r\n\r\n return data;\r\n}\r\n\r\nexport async function updatePortalSettingNewsApi(newsSetting) {\r\n let dataMapping = await mapToPortalNewsForUpdate(newsSetting);\r\n const results = await portalApi.updatePortalNews(newsSetting.id, dataMapping);\r\n\r\n let id = '';\r\n let error_messages = '';\r\n if (results.status === 200) {\r\n id = results.data;\r\n }\r\n else if (results.status === 500) {\r\n error_messages = 'Internal server error, Please contact administrator.';\r\n }\r\n else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n const data = {\r\n id: id,\r\n status: results.status,\r\n error_messages: error_messages\r\n }\r\n\r\n return data;\r\n}\r\n\r\nexport async function removePortalSettingNewsApi(newsId) {\r\n const results = await portalApi.removePortalNews(newsId);\r\n\r\n let id = '';\r\n let error_messages = '';\r\n if (results.status === 200) {\r\n id = results.data;\r\n }\r\n else if (results.status === 500) {\r\n error_messages = 'Internal server error, Please contact administrator.';\r\n }\r\n else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n const data = {\r\n id: id,\r\n status: results.status,\r\n error_messages: error_messages\r\n };\r\n\r\n return data;\r\n}\r\n\r\n/* Login */\r\nexport async function getPortalSettingLoginApi() {\r\n const results = await portalApi.getPortalLogin(false);\r\n let resultsMapping = await mapToPortalLogin(results.data);\r\n return resultsMapping;\r\n}\r\n\r\nexport async function getPortalLoginApi(id) {\r\n let wsSetting = {};\r\n let portalResults = await portalApi.getPortalLogin(false);\r\n let portalSetting = await mapToPortalLogin(portalResults.data);\r\n\r\n if (id !== '') {\r\n wsSetting = await workspaceSettings.getWorkspaceLoginSettingByIdApi(id);\r\n }\r\n\r\n let results = await mapToPortalLoginImplement(wsSetting, portalSetting);\r\n return results;\r\n}\r\n\r\nexport async function updatePortalSettingLoginApi(loginSetting) {\r\n let dataMapping = await mapToPortalLoginForUpdate(loginSetting);\r\n const results = await portalApi.updatePortalLogin(dataMapping);\r\n\r\n let id = '';\r\n let error_messages = '';\r\n if (results.status === 200) {\r\n id = results.data;\r\n }\r\n else if (results.status === 500) {\r\n error_messages = 'Internal server error, Please contact administrator.';\r\n }\r\n else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n const data = {\r\n id: id,\r\n status: results.status,\r\n error_messages: error_messages\r\n }\r\n\r\n return data;\r\n}\r\n\r\n/* Email */\r\nexport async function getPortalSettingEmailApi() {\r\n const results = await portalApi.getPortalEmail();\r\n let resultsMapping = await mapToPortalEmailSetting(results.data);\r\n return resultsMapping;\r\n}\r\n\r\nexport async function updatePortalSettingEmailApi(emailSetting) {\r\n let dataMapping = await mapToPortalEmailSettingBackendForUpdate(emailSetting);\r\n const results = await portalApi.updatePortalEmail(dataMapping);\r\n\r\n let id = '';\r\n let error_messages = '';\r\n if (results.status === 200) {\r\n id = results.data;\r\n }\r\n else if (results.status === 500) {\r\n error_messages = 'Internal server error, Please contact administrator.';\r\n }\r\n else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n const data = {\r\n id: id,\r\n status: results.status,\r\n error_messages: error_messages\r\n };\r\n\r\n return data;\r\n}\r\n\r\n/* Theme */\r\nexport async function getPortalSettingThemeApi() {\r\n const results = await portalApi.getPortalTheme(false);\r\n return await mapToPortalTheme(results.data);\r\n}\r\n\r\nexport async function addPortalSettingThemeApi(themeSetting) {\r\n let dataMapping = await mapToPortalThemeForCreate(themeSetting);\r\n const results = await portalApi.addPortalTheme(dataMapping);\r\n\r\n let id = '';\r\n let error_messages = '';\r\n if (results.status === 200) {\r\n id = results.data.replace(\"theme:\", \"\");\r\n if (themeSetting.theme_css) {\r\n let filePath = uuidv1() + \".css\";\r\n const blob64 = b64toBlob(themeSetting.theme_css.replace('data:text/css;base64,', ''), 'text/css');\r\n await processPutCss(blob64, filePath, id);\r\n }\r\n }\r\n else if (results.status === 500) {\r\n error_messages = 'Internal server error, Please contact administrator.';\r\n }\r\n else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n const data = {\r\n id: id,\r\n status: results.status,\r\n error_messages: error_messages\r\n }\r\n\r\n return data;\r\n}\r\n\r\nexport async function updatePortalSettingThemeApi(themeSetting) {\r\n let dataMapping = await mapToPortalThemeForUpdate(themeSetting);\r\n const results = await portalApi.updatePortalTheme(themeSetting.id, dataMapping);\r\n\r\n let id = '';\r\n let error_messages = '';\r\n if (results.status === 200) {\r\n id = results.data.replace(\"theme:\", \"\");\r\n if (themeSetting.theme_css) {\r\n let filePath = uuidv1() + \".css\";\r\n const blob64 = b64toBlob(themeSetting.theme_css.replace('data:text/css;base64,', ''), 'text/css');\r\n await processPutCss(blob64, filePath, id);\r\n }\r\n }\r\n else if (results.status === 500) {\r\n error_messages = 'Internal server error, Please contact administrator.';\r\n }\r\n else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n const data = {\r\n id: id,\r\n status: results.status,\r\n error_messages: error_messages\r\n }\r\n\r\n return data;\r\n}\r\n\r\nasync function processPutCss(blob64, filePath, id) {\r\n const form = new FormData();\r\n form.append('styleFile', blob64, {\r\n filepath: filePath,\r\n contentType: 'text/css',\r\n });\r\n\r\n const results = await portalApi.addPortalThemeFile(id, form);\r\n if (results.data !== undefined) {\r\n return results.data;\r\n }\r\n}\r\n\r\nexport async function removePortalSettingThemeApi(themeId) {\r\n const results = await portalApi.removePortalTheme(themeId);\r\n\r\n let id = '';\r\n let error_messages = '';\r\n if (results.status === 200) {\r\n id = results.data;\r\n }\r\n else if (results.status === 500) {\r\n error_messages = 'Internal server error, Please contact administrator.';\r\n }\r\n else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[0];\r\n }\r\n i += 1;\r\n }\r\n }\r\n const data = {\r\n id: id,\r\n status: results.status,\r\n error_messages: error_messages\r\n };\r\n\r\n return data;\r\n}\r\n\r\nasync function mapToPortalBanner(data) {\r\n let results = {};\r\n let banners = [];\r\n if (data !== undefined) {\r\n sort(data).desc(['id']);\r\n for (let i in data) {\r\n let ban = data[i];\r\n\r\n let imageProps = (ban.image !== undefined) ? getImageSize(ban.image) : {\r\n 'width': 1200,\r\n 'height': 900\r\n };\r\n let banner = {\r\n id: ban.id.toString(),\r\n image: (ban.image === undefined) ? getDefaultImage() : ban.image,\r\n image_width: imageProps.width,\r\n image_height: imageProps.height,\r\n image_aspect_ratio: imageProps.width / imageProps.height,\r\n banner_title: ban.title,\r\n banner_caption: ban.caption,\r\n status: (ban.enabled) ? 'Enabled' : 'Disabled'\r\n };\r\n banners.push(banner);\r\n }\r\n }\r\n results.banners = banners;\r\n\r\n return results;\r\n}\r\n\r\nasync function mapToPortalBannerForCreate(data) {\r\n let imageDimension = getImageDimension(data.image);\r\n\r\n let results = {\r\n title: data.banner_title,\r\n caption: data.banner_caption,\r\n enabled: true,\r\n bannerImage: {\r\n image: data.image,\r\n imageSize: {\r\n width: imageDimension.width,\r\n height: imageDimension.height\r\n },\r\n thumbnailSize: {\r\n width: Math.ceil(imageDimension.width / 10),\r\n height: Math.ceil(imageDimension.height / 10)\r\n },\r\n resultFormat: configImage.resultFormat\r\n }\r\n };\r\n\r\n return results;\r\n}\r\n\r\nasync function mapToPortalBannerForUpdate(data) {\r\n let imageDimension = getImageDimension(data.image);\r\n\r\n let results = {\r\n title: data.banner_title,\r\n caption: data.banner_caption,\r\n enabled: (data.status === 'Enabled') ? true : false,\r\n bannerImage: {\r\n image: data.image,\r\n imageSize: {\r\n width: imageDimension.width,\r\n height: imageDimension.height\r\n },\r\n thumbnailSize: {\r\n width: Math.ceil(imageDimension.width / 10),\r\n height: Math.ceil(imageDimension.height / 10)\r\n },\r\n resultFormat: configImage.resultFormat\r\n }\r\n };\r\n\r\n return results;\r\n}\r\n\r\nasync function mapToPortalFeature(data) {\r\n let results = {};\r\n let features = [];\r\n if (data !== undefined) {\r\n sort(data.results).desc(['id']);\r\n for (let i in data.results) {\r\n let feat = data.results[i];\r\n\r\n let imageProps = (feat.image !== undefined) ? getImageSize(feat.image) : {\r\n 'width': 1200,\r\n 'height': 900\r\n };\r\n let feature = {\r\n id: feat.id.toString(),\r\n image: (feat.image === undefined) ? getDefaultImage() : feat.image,\r\n image_width: imageProps.width,\r\n image_height: imageProps.height,\r\n image_aspect_ratio: imageProps.width / imageProps.height,\r\n feature_title: feat.title,\r\n feature_description: feat.description,\r\n status: (feat.enabled) ? 'Enabled' : 'Disabled'\r\n };\r\n features.push(feature);\r\n }\r\n }\r\n results.features = features;\r\n\r\n return results;\r\n}\r\n\r\nasync function mapToPortalFeatureForCreate(data) {\r\n let imageDimension = getImageDimension(data.image);\r\n\r\n let results = {\r\n title: data.feature_title,\r\n description: data.feature_description,\r\n enabled: true,\r\n featureImage: {\r\n image: data.image,\r\n imageSize: {\r\n width: imageDimension.width,\r\n height: imageDimension.height\r\n },\r\n thumbnailSize: {\r\n width: Math.ceil(imageDimension.width / 10),\r\n height: Math.ceil(imageDimension.height / 10)\r\n },\r\n resultFormat: configImage.resultFormat\r\n }\r\n };\r\n\r\n return results;\r\n}\r\n\r\nasync function mapToPortalFeatureForUpdate(data) {\r\n let imageDimension = getImageDimension(data.image);\r\n\r\n let results = {\r\n title: data.feature_title,\r\n description: data.feature_description,\r\n enabled: (data.status === 'Enabled') ? true : false,\r\n featureImage: {\r\n image: data.image,\r\n imageSize: {\r\n width: imageDimension.width,\r\n height: imageDimension.height\r\n },\r\n thumbnailSize: {\r\n width: Math.ceil(imageDimension.width / 10),\r\n height: Math.ceil(imageDimension.height / 10)\r\n },\r\n resultFormat: configImage.resultFormat\r\n }\r\n };\r\n\r\n return results;\r\n}\r\n\r\nasync function mapToPortalNews(data) {\r\n let results = {};\r\n let newsObjectArray = [];\r\n if (data !== undefined) {\r\n sort(data.results).desc(['id']);\r\n for (let i in data.results) {\r\n let news = data.results[i];\r\n\r\n let imageProps = (news.image !== undefined) ? getImageSize(news.image) : {\r\n 'width': 1200,\r\n 'height': 900\r\n };\r\n let newsObject = {\r\n id: news.id.toString(),\r\n image: (news.image === undefined) ? getDefaultImage() : news.image,\r\n image_width: imageProps.width,\r\n image_height: imageProps.height,\r\n image_aspect_ratio: imageProps.width / imageProps.height,\r\n news_title: news.title,\r\n news_description: news.content,\r\n status: (news.enabled) ? 'Enabled' : 'Disabled'\r\n };\r\n newsObjectArray.push(newsObject);\r\n }\r\n }\r\n results.news = newsObjectArray;\r\n\r\n return results;\r\n}\r\n\r\nasync function mapToPortalNewsForCreate(data) {\r\n let imageDimension = getImageDimension(data.image);\r\n\r\n let results = {\r\n title: data.news_title,\r\n content: data.news_description,\r\n enabled: true,\r\n newsImage: {\r\n image: data.image,\r\n imageSize: {\r\n width: imageDimension.width,\r\n height: imageDimension.height\r\n },\r\n thumbnailSize: {\r\n width: Math.ceil(imageDimension.width / 10),\r\n height: Math.ceil(imageDimension.height / 10)\r\n },\r\n resultFormat: configImage.resultFormat\r\n }\r\n };\r\n\r\n return results;\r\n}\r\n\r\nasync function mapToPortalNewsForUpdate(data) {\r\n let imageDimension = getImageDimension(data.image);\r\n\r\n let results = {\r\n title: data.news_title,\r\n content: data.news_description,\r\n enabled: (data.status === 'Enabled') ? true : false,\r\n newsImage: {\r\n image: data.image,\r\n imageSize: {\r\n width: imageDimension.width,\r\n height: imageDimension.height\r\n },\r\n thumbnailSize: {\r\n width: Math.ceil(imageDimension.width / 10),\r\n height: Math.ceil(imageDimension.height / 10)\r\n },\r\n resultFormat: configImage.resultFormat\r\n }\r\n };\r\n\r\n return results;\r\n}\r\n\r\nasync function mapToPortalLogin(portalData) {\r\n let results = {\r\n welcome_text_selected: portalData.welcomeTextSelected,\r\n welcome_text: (portalData.welcomeText !== undefined) ? portalData.welcomeText : getDefaultWelcomeText(),\r\n welcome_background_selected: portalData.welcomeBackgroundSelected,\r\n welcome_background_color: (portalData.welcomeBackgroundColor !== undefined) ? portalData.welcomeBackgroundColor : '#EEEEEE',\r\n welcome_background_custom_image: (portalData.welcomeBackgroundImage !== undefined) ? portalData.welcomeBackgroundImage : getDefaultWelcomeImage(),\r\n welcome_background_custom_image_aspect_ratio: (portalData.welcomeBackgroundImage !== undefined) ? await getImageAspecRatio(portalData.welcomeBackgroundImage) : await getImageAspecRatio(getDefaultWelcomeImage()),\r\n login_background_selected: portalData.loginBackgroundSelected,\r\n login_background_color: (portalData.loginBackgroundColor !== undefined) ? portalData.loginBackgroundColor : '#373B56',\r\n login_background_custom_image: (portalData.loginBackgroundImage !== undefined) ? portalData.loginBackgroundImage : getDefaultLoginImage(),\r\n login_background_custom_image_aspect_ratio: (portalData.loginBackgroundImage !== undefined) ? await getImageAspecRatio(portalData.loginBackgroundImage) : await getImageAspecRatio(getDefaultLoginImage())\r\n };\r\n\r\n return results;\r\n}\r\n\r\nasync function mapToPortalLoginForUpdate(portalData) {\r\n let welcomeDimension = getImageDimension(portalData.welcome_background_custom_image);\r\n let loginDimension = getImageDimension(portalData.login_background_custom_image);\r\n\r\n let results = {\r\n welcomeTextSelected: portalData.welcome_text_selected,\r\n welcomeText: portalData.welcome_text,\r\n welcomeBackgroundSelected: portalData.welcome_background_selected,\r\n welcomeBackgroundColor: portalData.welcome_background_color,\r\n welcomeBackgroudImage: {\r\n image: portalData.welcome_background_custom_image,\r\n imageSize: {\r\n width: welcomeDimension.width,\r\n height: welcomeDimension.height\r\n },\r\n thumbnailSize: {\r\n width: Math.ceil(welcomeDimension.width / 10),\r\n height: Math.ceil(welcomeDimension.height / 10)\r\n },\r\n resultFormat: configImage.resultFormat\r\n },\r\n loginBackgroundSelected: portalData.login_background_selected,\r\n loginBackgroundColor: portalData.login_background_color,\r\n loginBackgroundImage: {\r\n image: portalData.login_background_custom_image,\r\n imageSize: {\r\n width: loginDimension.width,\r\n height: loginDimension.height\r\n },\r\n thumbnailSize: {\r\n width: Math.ceil(loginDimension.width / 10),\r\n height: Math.ceil(loginDimension.height / 10)\r\n },\r\n resultFormat: configImage.resultFormat\r\n }\r\n };\r\n\r\n return results;\r\n}\r\n\r\nasync function mapToPortalEmailSetting(portalSettingData) {\r\n let portalData = portalSettingData;\r\n let results = {};\r\n let emails = [];\r\n for (let i in portalData) {\r\n let p = portalData[i];\r\n let email = {\r\n id: (p.type === 'Registration' ? 0 : p.type === 'RegistrationReminder' ? 1 : p.type === 'ResetPassword' ? 2 : p.type === 'ForgotPassword' ? 3 : p.type === 'GrantWorkspace' ? 4 : null),\r\n email_type: p.type,\r\n sender_from: (p.from !== undefined) ? p.from : '',\r\n email_subject: (p.subject !== undefined) ? p.subject : '',\r\n email_content: (p.content !== undefined) ? p.content : ''\r\n };\r\n emails.push(email);\r\n }\r\n\r\n sort(emails).asc(['id']);\r\n\r\n results.emails = emails;\r\n\r\n return results;\r\n}\r\n\r\nasync function mapToPortalEmailSettingBackendForUpdate(data) {\r\n let emails = [];\r\n for (let i in data.emails) {\r\n let p = data.emails[i];\r\n let email = {};\r\n email = {\r\n type: p.email_type,\r\n from: p.sender_from,\r\n subject: p.email_subject,\r\n content: p.email_content\r\n };\r\n\r\n emails.push(email);\r\n }\r\n\r\n return emails;\r\n}\r\n\r\nasync function mapToPortalTheme(data) {\r\n let results = {};\r\n let themes = [];\r\n if (data !== undefined) {\r\n sort(data).desc(['id']);\r\n for (let i in data) {\r\n let a = data[i];\r\n\r\n let imageProps = (a.image !== undefined) ? getImageSize(a.image) : {\r\n 'width': 1200,\r\n 'height': 900\r\n };\r\n let theme = {\r\n id: a.id.toString(),\r\n image: (a.image === undefined) ? getDefaultImage() : a.image,\r\n image_width: imageProps.width,\r\n image_height: imageProps.height,\r\n image_aspect_ratio: imageProps.width / imageProps.height,\r\n theme_name: a.name,\r\n theme_css_file: (a.filePath !== undefined) ? a.filePath : '',\r\n status: (a.enabled) ? 'Enabled' : 'Disabled'\r\n };\r\n themes.push(theme);\r\n }\r\n }\r\n results.themes = themes;\r\n\r\n return results;\r\n}\r\n\r\nasync function mapToPortalThemeForCreate(data) {\r\n let imageDimension = getImageDimension(data.image);\r\n\r\n let results = {\r\n name: data.theme_name,\r\n filePath: data.theme_css_file,\r\n enabled: true,\r\n themeImage: {\r\n image: data.image,\r\n imageSize: {\r\n width: imageDimension.width,\r\n height: imageDimension.height\r\n },\r\n thumbnailSize: {\r\n width: Math.ceil(imageDimension.width / 1),\r\n height: Math.ceil(imageDimension.height / 1)\r\n },\r\n resultFormat: configImage.resultFormat\r\n }\r\n };\r\n\r\n return results;\r\n}\r\n\r\nasync function mapToPortalThemeForUpdate(data) {\r\n let imageDimension = getImageDimension(data.image);\r\n\r\n let results = {\r\n name: data.theme_name,\r\n filePath: data.theme_css_file,\r\n enabled: (data.status === 'Enabled') ? true : false,\r\n themeImage: {\r\n image: data.image,\r\n imageSize: {\r\n width: imageDimension.width,\r\n height: imageDimension.height\r\n },\r\n thumbnailSize: {\r\n width: Math.ceil(imageDimension.width / 1),\r\n height: Math.ceil(imageDimension.height / 1)\r\n },\r\n resultFormat: configImage.resultFormat\r\n }\r\n };\r\n\r\n return results;\r\n}\r\n\r\nasync function mapToPortalLoginImplement(wsData, portalData) {\r\n let results = {};\r\n if (wsData.id !== undefined) {\r\n results = {\r\n id: wsData.id,\r\n welcome_text_selected: (wsData.welcome_text_selected === 'Default') ? portalData.welcome_text_selected : wsData.welcome_text_selected,\r\n welcome_text: (wsData.welcome_text_selected === 'Default') ? portalData.welcome_text : wsData.welcome_text,\r\n welcome_background_selected: (wsData.welcome_background_selected === 'Default') ? portalData.welcome_background_selected : wsData.welcome_background_selected,\r\n welcome_background_color: (wsData.welcome_text_selected === 'Default') ? portalData.welcome_background_color : wsData.welcome_background_color,\r\n welcome_background_image: (wsData.welcome_background_selected === 'Default') ? portalData.welcome_background_custom_image : wsData.welcome_background_custom_image,\r\n welcome_background_image_aspect_ratio: (wsData.welcome_background_selected === 'Default') ? portalData.welcome_background_image_aspect_ratio : wsData.welcome_background_image_aspect_ratio,\r\n login_background_selected: (wsData.login_background_selected === 'Default') ? portalData.login_background_selected : wsData.login_background_selected,\r\n login_background_color: (wsData.login_background_selected === 'Default') ? portalData.login_background_color : wsData.login_background_color,\r\n login_background_image: (wsData.login_background_selected === 'Default') ? portalData.login_background_custom_image : wsData.login_background_custom_image,\r\n login_background_image_aspect_ratio: (wsData.login_background_selected === 'Default') ? portalData.login_background_image_aspect_ratio : wsData.login_background_image_aspect_ratio\r\n };\r\n } else {\r\n results = {\r\n id: '',\r\n welcome_text_selected: portalData.welcome_text_selected,\r\n welcome_text: portalData.welcome_text,\r\n welcome_background_selected: portalData.welcome_background_selected,\r\n welcome_background_color: portalData.welcome_background_color,\r\n welcome_background_image: portalData.welcome_background_custom_image,\r\n welcome_background_image_aspect_ratio: portalData.welcome_background_custom_image_aspect_ratio,\r\n login_background_selected: portalData.login_background_selected,\r\n login_background_color: portalData.login_background_color,\r\n login_background_image: portalData.login_background_custom_image,\r\n login_background_image_aspect_ratio: portalData.login_background_custom_image_aspect_ratio\r\n };\r\n }\r\n\r\n return results;\r\n}\r\n\r\nasync function getImageAspecRatio(image) {\r\n let imageProps = (image !== undefined && image !== '') ?\r\n getImageSize(image) : {\r\n 'width': 0,\r\n 'height': 0\r\n };\r\n\r\n return imageProps.width / imageProps.height;\r\n}\r\n\r\nfunction getImageDimension(image) {\r\n let imageProps = (image !== undefined && image !== '') ?\r\n getImageSize(image) : {\r\n 'width': 0,\r\n 'height': 0\r\n };\r\n\r\n return imageProps;\r\n}","/**\n * Copyright (c) 2014-present, Facebook, Inc.\n *\n * This source code is licensed under the MIT license found in the\n * LICENSE file in the root directory of this source tree.\n */\n'use strict';\n/**\n * Similar to invariant but only logs a warning if the condition is not met.\n * This can be used to log issues in development environments in critical\n * paths. Removing the logging code for production environments will keep the\n * same logic and follow the same code paths.\n */\n\nvar __DEV__ = process.env.NODE_ENV !== 'production';\n\nvar warning = function warning() {};\n\nif (__DEV__) {\n var printWarning = function printWarning(format, args) {\n var len = arguments.length;\n args = new Array(len > 1 ? len - 1 : 0);\n\n for (var key = 1; key < len; key++) {\n args[key - 1] = arguments[key];\n }\n\n var argIndex = 0;\n var message = 'Warning: ' + format.replace(/%s/g, function () {\n return args[argIndex++];\n });\n\n if (typeof console !== 'undefined') {\n console.error(message);\n }\n\n try {\n // --- Welcome to debugging React ---\n // This error was thrown as a convenience so that you can use this stack\n // to find the callsite that caused this warning to fire.\n throw new Error(message);\n } catch (x) {}\n };\n\n warning = function warning(condition, format, args) {\n var len = arguments.length;\n args = new Array(len > 2 ? len - 2 : 0);\n\n for (var key = 2; key < len; key++) {\n args[key - 2] = arguments[key];\n }\n\n if (format === undefined) {\n throw new Error('`warning(condition, format, ...args)` requires a warning ' + 'message argument');\n }\n\n if (!condition) {\n printWarning.apply(null, [format].concat(args));\n }\n };\n}\n\nmodule.exports = warning;","/*!\n * The buffer module from node.js, for the browser.\n *\n * @author Feross Aboukhadijeh \n * @license MIT\n */\n\n/* eslint-disable no-proto */\n'use strict';\n\nvar base64 = require('base64-js');\n\nvar ieee754 = require('ieee754');\n\nvar isArray = require('isarray');\n\nexports.Buffer = Buffer;\nexports.SlowBuffer = SlowBuffer;\nexports.INSPECT_MAX_BYTES = 50;\n/**\n * If `Buffer.TYPED_ARRAY_SUPPORT`:\n * === true Use Uint8Array implementation (fastest)\n * === false Use Object implementation (most compatible, even IE6)\n *\n * Browsers that support typed arrays are IE 10+, Firefox 4+, Chrome 7+, Safari 5.1+,\n * Opera 11.6+, iOS 4.2+.\n *\n * Due to various browser bugs, sometimes the Object implementation will be used even\n * when the browser supports typed arrays.\n *\n * Note:\n *\n * - Firefox 4-29 lacks support for adding new properties to `Uint8Array` instances,\n * See: https://bugzilla.mozilla.org/show_bug.cgi?id=695438.\n *\n * - Chrome 9-10 is missing the `TypedArray.prototype.subarray` function.\n *\n * - IE10 has a broken `TypedArray.prototype.subarray` function which returns arrays of\n * incorrect length in some situations.\n\n * We detect these buggy browsers and set `Buffer.TYPED_ARRAY_SUPPORT` to `false` so they\n * get the Object implementation, which is slower but behaves correctly.\n */\n\nBuffer.TYPED_ARRAY_SUPPORT = global.TYPED_ARRAY_SUPPORT !== undefined ? global.TYPED_ARRAY_SUPPORT : typedArraySupport();\n/*\n * Export kMaxLength after typed array support is determined.\n */\n\nexports.kMaxLength = kMaxLength();\n\nfunction typedArraySupport() {\n try {\n var arr = new Uint8Array(1);\n arr.__proto__ = {\n __proto__: Uint8Array.prototype,\n foo: function foo() {\n return 42;\n }\n };\n return arr.foo() === 42 && // typed array instances can be augmented\n typeof arr.subarray === 'function' && // chrome 9-10 lack `subarray`\n arr.subarray(1, 1).byteLength === 0; // ie10 has broken `subarray`\n } catch (e) {\n return false;\n }\n}\n\nfunction kMaxLength() {\n return Buffer.TYPED_ARRAY_SUPPORT ? 0x7fffffff : 0x3fffffff;\n}\n\nfunction createBuffer(that, length) {\n if (kMaxLength() < length) {\n throw new RangeError('Invalid typed array length');\n }\n\n if (Buffer.TYPED_ARRAY_SUPPORT) {\n // Return an augmented `Uint8Array` instance, for best performance\n that = new Uint8Array(length);\n that.__proto__ = Buffer.prototype;\n } else {\n // Fallback: Return an object instance of the Buffer class\n if (that === null) {\n that = new Buffer(length);\n }\n\n that.length = length;\n }\n\n return that;\n}\n/**\n * The Buffer constructor returns instances of `Uint8Array` that have their\n * prototype changed to `Buffer.prototype`. Furthermore, `Buffer` is a subclass of\n * `Uint8Array`, so the returned instances will have all the node `Buffer` methods\n * and the `Uint8Array` methods. Square bracket notation works as expected -- it\n * returns a single octet.\n *\n * The `Uint8Array` prototype remains unmodified.\n */\n\n\nfunction Buffer(arg, encodingOrOffset, length) {\n if (!Buffer.TYPED_ARRAY_SUPPORT && !(this instanceof Buffer)) {\n return new Buffer(arg, encodingOrOffset, length);\n } // Common case.\n\n\n if (typeof arg === 'number') {\n if (typeof encodingOrOffset === 'string') {\n throw new Error('If encoding is specified then the first argument must be a string');\n }\n\n return allocUnsafe(this, arg);\n }\n\n return from(this, arg, encodingOrOffset, length);\n}\n\nBuffer.poolSize = 8192; // not used by this implementation\n// TODO: Legacy, not needed anymore. Remove in next major version.\n\nBuffer._augment = function (arr) {\n arr.__proto__ = Buffer.prototype;\n return arr;\n};\n\nfunction from(that, value, encodingOrOffset, length) {\n if (typeof value === 'number') {\n throw new TypeError('\"value\" argument must not be a number');\n }\n\n if (typeof ArrayBuffer !== 'undefined' && value instanceof ArrayBuffer) {\n return fromArrayBuffer(that, value, encodingOrOffset, length);\n }\n\n if (typeof value === 'string') {\n return fromString(that, value, encodingOrOffset);\n }\n\n return fromObject(that, value);\n}\n/**\n * Functionally equivalent to Buffer(arg, encoding) but throws a TypeError\n * if value is a number.\n * Buffer.from(str[, encoding])\n * Buffer.from(array)\n * Buffer.from(buffer)\n * Buffer.from(arrayBuffer[, byteOffset[, length]])\n **/\n\n\nBuffer.from = function (value, encodingOrOffset, length) {\n return from(null, value, encodingOrOffset, length);\n};\n\nif (Buffer.TYPED_ARRAY_SUPPORT) {\n Buffer.prototype.__proto__ = Uint8Array.prototype;\n Buffer.__proto__ = Uint8Array;\n\n if (typeof Symbol !== 'undefined' && Symbol.species && Buffer[Symbol.species] === Buffer) {\n // Fix subarray() in ES2016. See: https://github.com/feross/buffer/pull/97\n Object.defineProperty(Buffer, Symbol.species, {\n value: null,\n configurable: true\n });\n }\n}\n\nfunction assertSize(size) {\n if (typeof size !== 'number') {\n throw new TypeError('\"size\" argument must be a number');\n } else if (size < 0) {\n throw new RangeError('\"size\" argument must not be negative');\n }\n}\n\nfunction alloc(that, size, fill, encoding) {\n assertSize(size);\n\n if (size <= 0) {\n return createBuffer(that, size);\n }\n\n if (fill !== undefined) {\n // Only pay attention to encoding if it's a string. This\n // prevents accidentally sending in a number that would\n // be interpretted as a start offset.\n return typeof encoding === 'string' ? createBuffer(that, size).fill(fill, encoding) : createBuffer(that, size).fill(fill);\n }\n\n return createBuffer(that, size);\n}\n/**\n * Creates a new filled Buffer instance.\n * alloc(size[, fill[, encoding]])\n **/\n\n\nBuffer.alloc = function (size, fill, encoding) {\n return alloc(null, size, fill, encoding);\n};\n\nfunction allocUnsafe(that, size) {\n assertSize(size);\n that = createBuffer(that, size < 0 ? 0 : checked(size) | 0);\n\n if (!Buffer.TYPED_ARRAY_SUPPORT) {\n for (var i = 0; i < size; ++i) {\n that[i] = 0;\n }\n }\n\n return that;\n}\n/**\n * Equivalent to Buffer(num), by default creates a non-zero-filled Buffer instance.\n * */\n\n\nBuffer.allocUnsafe = function (size) {\n return allocUnsafe(null, size);\n};\n/**\n * Equivalent to SlowBuffer(num), by default creates a non-zero-filled Buffer instance.\n */\n\n\nBuffer.allocUnsafeSlow = function (size) {\n return allocUnsafe(null, size);\n};\n\nfunction fromString(that, string, encoding) {\n if (typeof encoding !== 'string' || encoding === '') {\n encoding = 'utf8';\n }\n\n if (!Buffer.isEncoding(encoding)) {\n throw new TypeError('\"encoding\" must be a valid string encoding');\n }\n\n var length = byteLength(string, encoding) | 0;\n that = createBuffer(that, length);\n var actual = that.write(string, encoding);\n\n if (actual !== length) {\n // Writing a hex string, for example, that contains invalid characters will\n // cause everything after the first invalid character to be ignored. (e.g.\n // 'abxxcd' will be treated as 'ab')\n that = that.slice(0, actual);\n }\n\n return that;\n}\n\nfunction fromArrayLike(that, array) {\n var length = array.length < 0 ? 0 : checked(array.length) | 0;\n that = createBuffer(that, length);\n\n for (var i = 0; i < length; i += 1) {\n that[i] = array[i] & 255;\n }\n\n return that;\n}\n\nfunction fromArrayBuffer(that, array, byteOffset, length) {\n array.byteLength; // this throws if `array` is not a valid ArrayBuffer\n\n if (byteOffset < 0 || array.byteLength < byteOffset) {\n throw new RangeError('\\'offset\\' is out of bounds');\n }\n\n if (array.byteLength < byteOffset + (length || 0)) {\n throw new RangeError('\\'length\\' is out of bounds');\n }\n\n if (byteOffset === undefined && length === undefined) {\n array = new Uint8Array(array);\n } else if (length === undefined) {\n array = new Uint8Array(array, byteOffset);\n } else {\n array = new Uint8Array(array, byteOffset, length);\n }\n\n if (Buffer.TYPED_ARRAY_SUPPORT) {\n // Return an augmented `Uint8Array` instance, for best performance\n that = array;\n that.__proto__ = Buffer.prototype;\n } else {\n // Fallback: Return an object instance of the Buffer class\n that = fromArrayLike(that, array);\n }\n\n return that;\n}\n\nfunction fromObject(that, obj) {\n if (Buffer.isBuffer(obj)) {\n var len = checked(obj.length) | 0;\n that = createBuffer(that, len);\n\n if (that.length === 0) {\n return that;\n }\n\n obj.copy(that, 0, 0, len);\n return that;\n }\n\n if (obj) {\n if (typeof ArrayBuffer !== 'undefined' && obj.buffer instanceof ArrayBuffer || 'length' in obj) {\n if (typeof obj.length !== 'number' || isnan(obj.length)) {\n return createBuffer(that, 0);\n }\n\n return fromArrayLike(that, obj);\n }\n\n if (obj.type === 'Buffer' && isArray(obj.data)) {\n return fromArrayLike(that, obj.data);\n }\n }\n\n throw new TypeError('First argument must be a string, Buffer, ArrayBuffer, Array, or array-like object.');\n}\n\nfunction checked(length) {\n // Note: cannot use `length < kMaxLength()` here because that fails when\n // length is NaN (which is otherwise coerced to zero.)\n if (length >= kMaxLength()) {\n throw new RangeError('Attempt to allocate Buffer larger than maximum ' + 'size: 0x' + kMaxLength().toString(16) + ' bytes');\n }\n\n return length | 0;\n}\n\nfunction SlowBuffer(length) {\n if (+length != length) {\n // eslint-disable-line eqeqeq\n length = 0;\n }\n\n return Buffer.alloc(+length);\n}\n\nBuffer.isBuffer = function isBuffer(b) {\n return !!(b != null && b._isBuffer);\n};\n\nBuffer.compare = function compare(a, b) {\n if (!Buffer.isBuffer(a) || !Buffer.isBuffer(b)) {\n throw new TypeError('Arguments must be Buffers');\n }\n\n if (a === b) return 0;\n var x = a.length;\n var y = b.length;\n\n for (var i = 0, len = Math.min(x, y); i < len; ++i) {\n if (a[i] !== b[i]) {\n x = a[i];\n y = b[i];\n break;\n }\n }\n\n if (x < y) return -1;\n if (y < x) return 1;\n return 0;\n};\n\nBuffer.isEncoding = function isEncoding(encoding) {\n switch (String(encoding).toLowerCase()) {\n case 'hex':\n case 'utf8':\n case 'utf-8':\n case 'ascii':\n case 'latin1':\n case 'binary':\n case 'base64':\n case 'ucs2':\n case 'ucs-2':\n case 'utf16le':\n case 'utf-16le':\n return true;\n\n default:\n return false;\n }\n};\n\nBuffer.concat = function concat(list, length) {\n if (!isArray(list)) {\n throw new TypeError('\"list\" argument must be an Array of Buffers');\n }\n\n if (list.length === 0) {\n return Buffer.alloc(0);\n }\n\n var i;\n\n if (length === undefined) {\n length = 0;\n\n for (i = 0; i < list.length; ++i) {\n length += list[i].length;\n }\n }\n\n var buffer = Buffer.allocUnsafe(length);\n var pos = 0;\n\n for (i = 0; i < list.length; ++i) {\n var buf = list[i];\n\n if (!Buffer.isBuffer(buf)) {\n throw new TypeError('\"list\" argument must be an Array of Buffers');\n }\n\n buf.copy(buffer, pos);\n pos += buf.length;\n }\n\n return buffer;\n};\n\nfunction byteLength(string, encoding) {\n if (Buffer.isBuffer(string)) {\n return string.length;\n }\n\n if (typeof ArrayBuffer !== 'undefined' && typeof ArrayBuffer.isView === 'function' && (ArrayBuffer.isView(string) || string instanceof ArrayBuffer)) {\n return string.byteLength;\n }\n\n if (typeof string !== 'string') {\n string = '' + string;\n }\n\n var len = string.length;\n if (len === 0) return 0; // Use a for loop to avoid recursion\n\n var loweredCase = false;\n\n for (;;) {\n switch (encoding) {\n case 'ascii':\n case 'latin1':\n case 'binary':\n return len;\n\n case 'utf8':\n case 'utf-8':\n case undefined:\n return utf8ToBytes(string).length;\n\n case 'ucs2':\n case 'ucs-2':\n case 'utf16le':\n case 'utf-16le':\n return len * 2;\n\n case 'hex':\n return len >>> 1;\n\n case 'base64':\n return base64ToBytes(string).length;\n\n default:\n if (loweredCase) return utf8ToBytes(string).length; // assume utf8\n\n encoding = ('' + encoding).toLowerCase();\n loweredCase = true;\n }\n }\n}\n\nBuffer.byteLength = byteLength;\n\nfunction slowToString(encoding, start, end) {\n var loweredCase = false; // No need to verify that \"this.length <= MAX_UINT32\" since it's a read-only\n // property of a typed array.\n // This behaves neither like String nor Uint8Array in that we set start/end\n // to their upper/lower bounds if the value passed is out of range.\n // undefined is handled specially as per ECMA-262 6th Edition,\n // Section 13.3.3.7 Runtime Semantics: KeyedBindingInitialization.\n\n if (start === undefined || start < 0) {\n start = 0;\n } // Return early if start > this.length. Done here to prevent potential uint32\n // coercion fail below.\n\n\n if (start > this.length) {\n return '';\n }\n\n if (end === undefined || end > this.length) {\n end = this.length;\n }\n\n if (end <= 0) {\n return '';\n } // Force coersion to uint32. This will also coerce falsey/NaN values to 0.\n\n\n end >>>= 0;\n start >>>= 0;\n\n if (end <= start) {\n return '';\n }\n\n if (!encoding) encoding = 'utf8';\n\n while (true) {\n switch (encoding) {\n case 'hex':\n return hexSlice(this, start, end);\n\n case 'utf8':\n case 'utf-8':\n return utf8Slice(this, start, end);\n\n case 'ascii':\n return asciiSlice(this, start, end);\n\n case 'latin1':\n case 'binary':\n return latin1Slice(this, start, end);\n\n case 'base64':\n return base64Slice(this, start, end);\n\n case 'ucs2':\n case 'ucs-2':\n case 'utf16le':\n case 'utf-16le':\n return utf16leSlice(this, start, end);\n\n default:\n if (loweredCase) throw new TypeError('Unknown encoding: ' + encoding);\n encoding = (encoding + '').toLowerCase();\n loweredCase = true;\n }\n }\n} // The property is used by `Buffer.isBuffer` and `is-buffer` (in Safari 5-7) to detect\n// Buffer instances.\n\n\nBuffer.prototype._isBuffer = true;\n\nfunction swap(b, n, m) {\n var i = b[n];\n b[n] = b[m];\n b[m] = i;\n}\n\nBuffer.prototype.swap16 = function swap16() {\n var len = this.length;\n\n if (len % 2 !== 0) {\n throw new RangeError('Buffer size must be a multiple of 16-bits');\n }\n\n for (var i = 0; i < len; i += 2) {\n swap(this, i, i + 1);\n }\n\n return this;\n};\n\nBuffer.prototype.swap32 = function swap32() {\n var len = this.length;\n\n if (len % 4 !== 0) {\n throw new RangeError('Buffer size must be a multiple of 32-bits');\n }\n\n for (var i = 0; i < len; i += 4) {\n swap(this, i, i + 3);\n swap(this, i + 1, i + 2);\n }\n\n return this;\n};\n\nBuffer.prototype.swap64 = function swap64() {\n var len = this.length;\n\n if (len % 8 !== 0) {\n throw new RangeError('Buffer size must be a multiple of 64-bits');\n }\n\n for (var i = 0; i < len; i += 8) {\n swap(this, i, i + 7);\n swap(this, i + 1, i + 6);\n swap(this, i + 2, i + 5);\n swap(this, i + 3, i + 4);\n }\n\n return this;\n};\n\nBuffer.prototype.toString = function toString() {\n var length = this.length | 0;\n if (length === 0) return '';\n if (arguments.length === 0) return utf8Slice(this, 0, length);\n return slowToString.apply(this, arguments);\n};\n\nBuffer.prototype.equals = function equals(b) {\n if (!Buffer.isBuffer(b)) throw new TypeError('Argument must be a Buffer');\n if (this === b) return true;\n return Buffer.compare(this, b) === 0;\n};\n\nBuffer.prototype.inspect = function inspect() {\n var str = '';\n var max = exports.INSPECT_MAX_BYTES;\n\n if (this.length > 0) {\n str = this.toString('hex', 0, max).match(/.{2}/g).join(' ');\n if (this.length > max) str += ' ... ';\n }\n\n return '';\n};\n\nBuffer.prototype.compare = function compare(target, start, end, thisStart, thisEnd) {\n if (!Buffer.isBuffer(target)) {\n throw new TypeError('Argument must be a Buffer');\n }\n\n if (start === undefined) {\n start = 0;\n }\n\n if (end === undefined) {\n end = target ? target.length : 0;\n }\n\n if (thisStart === undefined) {\n thisStart = 0;\n }\n\n if (thisEnd === undefined) {\n thisEnd = this.length;\n }\n\n if (start < 0 || end > target.length || thisStart < 0 || thisEnd > this.length) {\n throw new RangeError('out of range index');\n }\n\n if (thisStart >= thisEnd && start >= end) {\n return 0;\n }\n\n if (thisStart >= thisEnd) {\n return -1;\n }\n\n if (start >= end) {\n return 1;\n }\n\n start >>>= 0;\n end >>>= 0;\n thisStart >>>= 0;\n thisEnd >>>= 0;\n if (this === target) return 0;\n var x = thisEnd - thisStart;\n var y = end - start;\n var len = Math.min(x, y);\n var thisCopy = this.slice(thisStart, thisEnd);\n var targetCopy = target.slice(start, end);\n\n for (var i = 0; i < len; ++i) {\n if (thisCopy[i] !== targetCopy[i]) {\n x = thisCopy[i];\n y = targetCopy[i];\n break;\n }\n }\n\n if (x < y) return -1;\n if (y < x) return 1;\n return 0;\n}; // Finds either the first index of `val` in `buffer` at offset >= `byteOffset`,\n// OR the last index of `val` in `buffer` at offset <= `byteOffset`.\n//\n// Arguments:\n// - buffer - a Buffer to search\n// - val - a string, Buffer, or number\n// - byteOffset - an index into `buffer`; will be clamped to an int32\n// - encoding - an optional encoding, relevant is val is a string\n// - dir - true for indexOf, false for lastIndexOf\n\n\nfunction bidirectionalIndexOf(buffer, val, byteOffset, encoding, dir) {\n // Empty buffer means no match\n if (buffer.length === 0) return -1; // Normalize byteOffset\n\n if (typeof byteOffset === 'string') {\n encoding = byteOffset;\n byteOffset = 0;\n } else if (byteOffset > 0x7fffffff) {\n byteOffset = 0x7fffffff;\n } else if (byteOffset < -0x80000000) {\n byteOffset = -0x80000000;\n }\n\n byteOffset = +byteOffset; // Coerce to Number.\n\n if (isNaN(byteOffset)) {\n // byteOffset: it it's undefined, null, NaN, \"foo\", etc, search whole buffer\n byteOffset = dir ? 0 : buffer.length - 1;\n } // Normalize byteOffset: negative offsets start from the end of the buffer\n\n\n if (byteOffset < 0) byteOffset = buffer.length + byteOffset;\n\n if (byteOffset >= buffer.length) {\n if (dir) return -1;else byteOffset = buffer.length - 1;\n } else if (byteOffset < 0) {\n if (dir) byteOffset = 0;else return -1;\n } // Normalize val\n\n\n if (typeof val === 'string') {\n val = Buffer.from(val, encoding);\n } // Finally, search either indexOf (if dir is true) or lastIndexOf\n\n\n if (Buffer.isBuffer(val)) {\n // Special case: looking for empty string/buffer always fails\n if (val.length === 0) {\n return -1;\n }\n\n return arrayIndexOf(buffer, val, byteOffset, encoding, dir);\n } else if (typeof val === 'number') {\n val = val & 0xFF; // Search for a byte value [0-255]\n\n if (Buffer.TYPED_ARRAY_SUPPORT && typeof Uint8Array.prototype.indexOf === 'function') {\n if (dir) {\n return Uint8Array.prototype.indexOf.call(buffer, val, byteOffset);\n } else {\n return Uint8Array.prototype.lastIndexOf.call(buffer, val, byteOffset);\n }\n }\n\n return arrayIndexOf(buffer, [val], byteOffset, encoding, dir);\n }\n\n throw new TypeError('val must be string, number or Buffer');\n}\n\nfunction arrayIndexOf(arr, val, byteOffset, encoding, dir) {\n var indexSize = 1;\n var arrLength = arr.length;\n var valLength = val.length;\n\n if (encoding !== undefined) {\n encoding = String(encoding).toLowerCase();\n\n if (encoding === 'ucs2' || encoding === 'ucs-2' || encoding === 'utf16le' || encoding === 'utf-16le') {\n if (arr.length < 2 || val.length < 2) {\n return -1;\n }\n\n indexSize = 2;\n arrLength /= 2;\n valLength /= 2;\n byteOffset /= 2;\n }\n }\n\n function read(buf, i) {\n if (indexSize === 1) {\n return buf[i];\n } else {\n return buf.readUInt16BE(i * indexSize);\n }\n }\n\n var i;\n\n if (dir) {\n var foundIndex = -1;\n\n for (i = byteOffset; i < arrLength; i++) {\n if (read(arr, i) === read(val, foundIndex === -1 ? 0 : i - foundIndex)) {\n if (foundIndex === -1) foundIndex = i;\n if (i - foundIndex + 1 === valLength) return foundIndex * indexSize;\n } else {\n if (foundIndex !== -1) i -= i - foundIndex;\n foundIndex = -1;\n }\n }\n } else {\n if (byteOffset + valLength > arrLength) byteOffset = arrLength - valLength;\n\n for (i = byteOffset; i >= 0; i--) {\n var found = true;\n\n for (var j = 0; j < valLength; j++) {\n if (read(arr, i + j) !== read(val, j)) {\n found = false;\n break;\n }\n }\n\n if (found) return i;\n }\n }\n\n return -1;\n}\n\nBuffer.prototype.includes = function includes(val, byteOffset, encoding) {\n return this.indexOf(val, byteOffset, encoding) !== -1;\n};\n\nBuffer.prototype.indexOf = function indexOf(val, byteOffset, encoding) {\n return bidirectionalIndexOf(this, val, byteOffset, encoding, true);\n};\n\nBuffer.prototype.lastIndexOf = function lastIndexOf(val, byteOffset, encoding) {\n return bidirectionalIndexOf(this, val, byteOffset, encoding, false);\n};\n\nfunction hexWrite(buf, string, offset, length) {\n offset = Number(offset) || 0;\n var remaining = buf.length - offset;\n\n if (!length) {\n length = remaining;\n } else {\n length = Number(length);\n\n if (length > remaining) {\n length = remaining;\n }\n } // must be an even number of digits\n\n\n var strLen = string.length;\n if (strLen % 2 !== 0) throw new TypeError('Invalid hex string');\n\n if (length > strLen / 2) {\n length = strLen / 2;\n }\n\n for (var i = 0; i < length; ++i) {\n var parsed = parseInt(string.substr(i * 2, 2), 16);\n if (isNaN(parsed)) return i;\n buf[offset + i] = parsed;\n }\n\n return i;\n}\n\nfunction utf8Write(buf, string, offset, length) {\n return blitBuffer(utf8ToBytes(string, buf.length - offset), buf, offset, length);\n}\n\nfunction asciiWrite(buf, string, offset, length) {\n return blitBuffer(asciiToBytes(string), buf, offset, length);\n}\n\nfunction latin1Write(buf, string, offset, length) {\n return asciiWrite(buf, string, offset, length);\n}\n\nfunction base64Write(buf, string, offset, length) {\n return blitBuffer(base64ToBytes(string), buf, offset, length);\n}\n\nfunction ucs2Write(buf, string, offset, length) {\n return blitBuffer(utf16leToBytes(string, buf.length - offset), buf, offset, length);\n}\n\nBuffer.prototype.write = function write(string, offset, length, encoding) {\n // Buffer#write(string)\n if (offset === undefined) {\n encoding = 'utf8';\n length = this.length;\n offset = 0; // Buffer#write(string, encoding)\n } else if (length === undefined && typeof offset === 'string') {\n encoding = offset;\n length = this.length;\n offset = 0; // Buffer#write(string, offset[, length][, encoding])\n } else if (isFinite(offset)) {\n offset = offset | 0;\n\n if (isFinite(length)) {\n length = length | 0;\n if (encoding === undefined) encoding = 'utf8';\n } else {\n encoding = length;\n length = undefined;\n } // legacy write(string, encoding, offset, length) - remove in v0.13\n\n } else {\n throw new Error('Buffer.write(string, encoding, offset[, length]) is no longer supported');\n }\n\n var remaining = this.length - offset;\n if (length === undefined || length > remaining) length = remaining;\n\n if (string.length > 0 && (length < 0 || offset < 0) || offset > this.length) {\n throw new RangeError('Attempt to write outside buffer bounds');\n }\n\n if (!encoding) encoding = 'utf8';\n var loweredCase = false;\n\n for (;;) {\n switch (encoding) {\n case 'hex':\n return hexWrite(this, string, offset, length);\n\n case 'utf8':\n case 'utf-8':\n return utf8Write(this, string, offset, length);\n\n case 'ascii':\n return asciiWrite(this, string, offset, length);\n\n case 'latin1':\n case 'binary':\n return latin1Write(this, string, offset, length);\n\n case 'base64':\n // Warning: maxLength not taken into account in base64Write\n return base64Write(this, string, offset, length);\n\n case 'ucs2':\n case 'ucs-2':\n case 'utf16le':\n case 'utf-16le':\n return ucs2Write(this, string, offset, length);\n\n default:\n if (loweredCase) throw new TypeError('Unknown encoding: ' + encoding);\n encoding = ('' + encoding).toLowerCase();\n loweredCase = true;\n }\n }\n};\n\nBuffer.prototype.toJSON = function toJSON() {\n return {\n type: 'Buffer',\n data: Array.prototype.slice.call(this._arr || this, 0)\n };\n};\n\nfunction base64Slice(buf, start, end) {\n if (start === 0 && end === buf.length) {\n return base64.fromByteArray(buf);\n } else {\n return base64.fromByteArray(buf.slice(start, end));\n }\n}\n\nfunction utf8Slice(buf, start, end) {\n end = Math.min(buf.length, end);\n var res = [];\n var i = start;\n\n while (i < end) {\n var firstByte = buf[i];\n var codePoint = null;\n var bytesPerSequence = firstByte > 0xEF ? 4 : firstByte > 0xDF ? 3 : firstByte > 0xBF ? 2 : 1;\n\n if (i + bytesPerSequence <= end) {\n var secondByte, thirdByte, fourthByte, tempCodePoint;\n\n switch (bytesPerSequence) {\n case 1:\n if (firstByte < 0x80) {\n codePoint = firstByte;\n }\n\n break;\n\n case 2:\n secondByte = buf[i + 1];\n\n if ((secondByte & 0xC0) === 0x80) {\n tempCodePoint = (firstByte & 0x1F) << 0x6 | secondByte & 0x3F;\n\n if (tempCodePoint > 0x7F) {\n codePoint = tempCodePoint;\n }\n }\n\n break;\n\n case 3:\n secondByte = buf[i + 1];\n thirdByte = buf[i + 2];\n\n if ((secondByte & 0xC0) === 0x80 && (thirdByte & 0xC0) === 0x80) {\n tempCodePoint = (firstByte & 0xF) << 0xC | (secondByte & 0x3F) << 0x6 | thirdByte & 0x3F;\n\n if (tempCodePoint > 0x7FF && (tempCodePoint < 0xD800 || tempCodePoint > 0xDFFF)) {\n codePoint = tempCodePoint;\n }\n }\n\n break;\n\n case 4:\n secondByte = buf[i + 1];\n thirdByte = buf[i + 2];\n fourthByte = buf[i + 3];\n\n if ((secondByte & 0xC0) === 0x80 && (thirdByte & 0xC0) === 0x80 && (fourthByte & 0xC0) === 0x80) {\n tempCodePoint = (firstByte & 0xF) << 0x12 | (secondByte & 0x3F) << 0xC | (thirdByte & 0x3F) << 0x6 | fourthByte & 0x3F;\n\n if (tempCodePoint > 0xFFFF && tempCodePoint < 0x110000) {\n codePoint = tempCodePoint;\n }\n }\n\n }\n }\n\n if (codePoint === null) {\n // we did not generate a valid codePoint so insert a\n // replacement char (U+FFFD) and advance only 1 byte\n codePoint = 0xFFFD;\n bytesPerSequence = 1;\n } else if (codePoint > 0xFFFF) {\n // encode to utf16 (surrogate pair dance)\n codePoint -= 0x10000;\n res.push(codePoint >>> 10 & 0x3FF | 0xD800);\n codePoint = 0xDC00 | codePoint & 0x3FF;\n }\n\n res.push(codePoint);\n i += bytesPerSequence;\n }\n\n return decodeCodePointsArray(res);\n} // Based on http://stackoverflow.com/a/22747272/680742, the browser with\n// the lowest limit is Chrome, with 0x10000 args.\n// We go 1 magnitude less, for safety\n\n\nvar MAX_ARGUMENTS_LENGTH = 0x1000;\n\nfunction decodeCodePointsArray(codePoints) {\n var len = codePoints.length;\n\n if (len <= MAX_ARGUMENTS_LENGTH) {\n return String.fromCharCode.apply(String, codePoints); // avoid extra slice()\n } // Decode in chunks to avoid \"call stack size exceeded\".\n\n\n var res = '';\n var i = 0;\n\n while (i < len) {\n res += String.fromCharCode.apply(String, codePoints.slice(i, i += MAX_ARGUMENTS_LENGTH));\n }\n\n return res;\n}\n\nfunction asciiSlice(buf, start, end) {\n var ret = '';\n end = Math.min(buf.length, end);\n\n for (var i = start; i < end; ++i) {\n ret += String.fromCharCode(buf[i] & 0x7F);\n }\n\n return ret;\n}\n\nfunction latin1Slice(buf, start, end) {\n var ret = '';\n end = Math.min(buf.length, end);\n\n for (var i = start; i < end; ++i) {\n ret += String.fromCharCode(buf[i]);\n }\n\n return ret;\n}\n\nfunction hexSlice(buf, start, end) {\n var len = buf.length;\n if (!start || start < 0) start = 0;\n if (!end || end < 0 || end > len) end = len;\n var out = '';\n\n for (var i = start; i < end; ++i) {\n out += toHex(buf[i]);\n }\n\n return out;\n}\n\nfunction utf16leSlice(buf, start, end) {\n var bytes = buf.slice(start, end);\n var res = '';\n\n for (var i = 0; i < bytes.length; i += 2) {\n res += String.fromCharCode(bytes[i] + bytes[i + 1] * 256);\n }\n\n return res;\n}\n\nBuffer.prototype.slice = function slice(start, end) {\n var len = this.length;\n start = ~~start;\n end = end === undefined ? len : ~~end;\n\n if (start < 0) {\n start += len;\n if (start < 0) start = 0;\n } else if (start > len) {\n start = len;\n }\n\n if (end < 0) {\n end += len;\n if (end < 0) end = 0;\n } else if (end > len) {\n end = len;\n }\n\n if (end < start) end = start;\n var newBuf;\n\n if (Buffer.TYPED_ARRAY_SUPPORT) {\n newBuf = this.subarray(start, end);\n newBuf.__proto__ = Buffer.prototype;\n } else {\n var sliceLen = end - start;\n newBuf = new Buffer(sliceLen, undefined);\n\n for (var i = 0; i < sliceLen; ++i) {\n newBuf[i] = this[i + start];\n }\n }\n\n return newBuf;\n};\n/*\n * Need to make sure that buffer isn't trying to write out of bounds.\n */\n\n\nfunction checkOffset(offset, ext, length) {\n if (offset % 1 !== 0 || offset < 0) throw new RangeError('offset is not uint');\n if (offset + ext > length) throw new RangeError('Trying to access beyond buffer length');\n}\n\nBuffer.prototype.readUIntLE = function readUIntLE(offset, byteLength, noAssert) {\n offset = offset | 0;\n byteLength = byteLength | 0;\n if (!noAssert) checkOffset(offset, byteLength, this.length);\n var val = this[offset];\n var mul = 1;\n var i = 0;\n\n while (++i < byteLength && (mul *= 0x100)) {\n val += this[offset + i] * mul;\n }\n\n return val;\n};\n\nBuffer.prototype.readUIntBE = function readUIntBE(offset, byteLength, noAssert) {\n offset = offset | 0;\n byteLength = byteLength | 0;\n\n if (!noAssert) {\n checkOffset(offset, byteLength, this.length);\n }\n\n var val = this[offset + --byteLength];\n var mul = 1;\n\n while (byteLength > 0 && (mul *= 0x100)) {\n val += this[offset + --byteLength] * mul;\n }\n\n return val;\n};\n\nBuffer.prototype.readUInt8 = function readUInt8(offset, noAssert) {\n if (!noAssert) checkOffset(offset, 1, this.length);\n return this[offset];\n};\n\nBuffer.prototype.readUInt16LE = function readUInt16LE(offset, noAssert) {\n if (!noAssert) checkOffset(offset, 2, this.length);\n return this[offset] | this[offset + 1] << 8;\n};\n\nBuffer.prototype.readUInt16BE = function readUInt16BE(offset, noAssert) {\n if (!noAssert) checkOffset(offset, 2, this.length);\n return this[offset] << 8 | this[offset + 1];\n};\n\nBuffer.prototype.readUInt32LE = function readUInt32LE(offset, noAssert) {\n if (!noAssert) checkOffset(offset, 4, this.length);\n return (this[offset] | this[offset + 1] << 8 | this[offset + 2] << 16) + this[offset + 3] * 0x1000000;\n};\n\nBuffer.prototype.readUInt32BE = function readUInt32BE(offset, noAssert) {\n if (!noAssert) checkOffset(offset, 4, this.length);\n return this[offset] * 0x1000000 + (this[offset + 1] << 16 | this[offset + 2] << 8 | this[offset + 3]);\n};\n\nBuffer.prototype.readIntLE = function readIntLE(offset, byteLength, noAssert) {\n offset = offset | 0;\n byteLength = byteLength | 0;\n if (!noAssert) checkOffset(offset, byteLength, this.length);\n var val = this[offset];\n var mul = 1;\n var i = 0;\n\n while (++i < byteLength && (mul *= 0x100)) {\n val += this[offset + i] * mul;\n }\n\n mul *= 0x80;\n if (val >= mul) val -= Math.pow(2, 8 * byteLength);\n return val;\n};\n\nBuffer.prototype.readIntBE = function readIntBE(offset, byteLength, noAssert) {\n offset = offset | 0;\n byteLength = byteLength | 0;\n if (!noAssert) checkOffset(offset, byteLength, this.length);\n var i = byteLength;\n var mul = 1;\n var val = this[offset + --i];\n\n while (i > 0 && (mul *= 0x100)) {\n val += this[offset + --i] * mul;\n }\n\n mul *= 0x80;\n if (val >= mul) val -= Math.pow(2, 8 * byteLength);\n return val;\n};\n\nBuffer.prototype.readInt8 = function readInt8(offset, noAssert) {\n if (!noAssert) checkOffset(offset, 1, this.length);\n if (!(this[offset] & 0x80)) return this[offset];\n return (0xff - this[offset] + 1) * -1;\n};\n\nBuffer.prototype.readInt16LE = function readInt16LE(offset, noAssert) {\n if (!noAssert) checkOffset(offset, 2, this.length);\n var val = this[offset] | this[offset + 1] << 8;\n return val & 0x8000 ? val | 0xFFFF0000 : val;\n};\n\nBuffer.prototype.readInt16BE = function readInt16BE(offset, noAssert) {\n if (!noAssert) checkOffset(offset, 2, this.length);\n var val = this[offset + 1] | this[offset] << 8;\n return val & 0x8000 ? val | 0xFFFF0000 : val;\n};\n\nBuffer.prototype.readInt32LE = function readInt32LE(offset, noAssert) {\n if (!noAssert) checkOffset(offset, 4, this.length);\n return this[offset] | this[offset + 1] << 8 | this[offset + 2] << 16 | this[offset + 3] << 24;\n};\n\nBuffer.prototype.readInt32BE = function readInt32BE(offset, noAssert) {\n if (!noAssert) checkOffset(offset, 4, this.length);\n return this[offset] << 24 | this[offset + 1] << 16 | this[offset + 2] << 8 | this[offset + 3];\n};\n\nBuffer.prototype.readFloatLE = function readFloatLE(offset, noAssert) {\n if (!noAssert) checkOffset(offset, 4, this.length);\n return ieee754.read(this, offset, true, 23, 4);\n};\n\nBuffer.prototype.readFloatBE = function readFloatBE(offset, noAssert) {\n if (!noAssert) checkOffset(offset, 4, this.length);\n return ieee754.read(this, offset, false, 23, 4);\n};\n\nBuffer.prototype.readDoubleLE = function readDoubleLE(offset, noAssert) {\n if (!noAssert) checkOffset(offset, 8, this.length);\n return ieee754.read(this, offset, true, 52, 8);\n};\n\nBuffer.prototype.readDoubleBE = function readDoubleBE(offset, noAssert) {\n if (!noAssert) checkOffset(offset, 8, this.length);\n return ieee754.read(this, offset, false, 52, 8);\n};\n\nfunction checkInt(buf, value, offset, ext, max, min) {\n if (!Buffer.isBuffer(buf)) throw new TypeError('\"buffer\" argument must be a Buffer instance');\n if (value > max || value < min) throw new RangeError('\"value\" argument is out of bounds');\n if (offset + ext > buf.length) throw new RangeError('Index out of range');\n}\n\nBuffer.prototype.writeUIntLE = function writeUIntLE(value, offset, byteLength, noAssert) {\n value = +value;\n offset = offset | 0;\n byteLength = byteLength | 0;\n\n if (!noAssert) {\n var maxBytes = Math.pow(2, 8 * byteLength) - 1;\n checkInt(this, value, offset, byteLength, maxBytes, 0);\n }\n\n var mul = 1;\n var i = 0;\n this[offset] = value & 0xFF;\n\n while (++i < byteLength && (mul *= 0x100)) {\n this[offset + i] = value / mul & 0xFF;\n }\n\n return offset + byteLength;\n};\n\nBuffer.prototype.writeUIntBE = function writeUIntBE(value, offset, byteLength, noAssert) {\n value = +value;\n offset = offset | 0;\n byteLength = byteLength | 0;\n\n if (!noAssert) {\n var maxBytes = Math.pow(2, 8 * byteLength) - 1;\n checkInt(this, value, offset, byteLength, maxBytes, 0);\n }\n\n var i = byteLength - 1;\n var mul = 1;\n this[offset + i] = value & 0xFF;\n\n while (--i >= 0 && (mul *= 0x100)) {\n this[offset + i] = value / mul & 0xFF;\n }\n\n return offset + byteLength;\n};\n\nBuffer.prototype.writeUInt8 = function writeUInt8(value, offset, noAssert) {\n value = +value;\n offset = offset | 0;\n if (!noAssert) checkInt(this, value, offset, 1, 0xff, 0);\n if (!Buffer.TYPED_ARRAY_SUPPORT) value = Math.floor(value);\n this[offset] = value & 0xff;\n return offset + 1;\n};\n\nfunction objectWriteUInt16(buf, value, offset, littleEndian) {\n if (value < 0) value = 0xffff + value + 1;\n\n for (var i = 0, j = Math.min(buf.length - offset, 2); i < j; ++i) {\n buf[offset + i] = (value & 0xff << 8 * (littleEndian ? i : 1 - i)) >>> (littleEndian ? i : 1 - i) * 8;\n }\n}\n\nBuffer.prototype.writeUInt16LE = function writeUInt16LE(value, offset, noAssert) {\n value = +value;\n offset = offset | 0;\n if (!noAssert) checkInt(this, value, offset, 2, 0xffff, 0);\n\n if (Buffer.TYPED_ARRAY_SUPPORT) {\n this[offset] = value & 0xff;\n this[offset + 1] = value >>> 8;\n } else {\n objectWriteUInt16(this, value, offset, true);\n }\n\n return offset + 2;\n};\n\nBuffer.prototype.writeUInt16BE = function writeUInt16BE(value, offset, noAssert) {\n value = +value;\n offset = offset | 0;\n if (!noAssert) checkInt(this, value, offset, 2, 0xffff, 0);\n\n if (Buffer.TYPED_ARRAY_SUPPORT) {\n this[offset] = value >>> 8;\n this[offset + 1] = value & 0xff;\n } else {\n objectWriteUInt16(this, value, offset, false);\n }\n\n return offset + 2;\n};\n\nfunction objectWriteUInt32(buf, value, offset, littleEndian) {\n if (value < 0) value = 0xffffffff + value + 1;\n\n for (var i = 0, j = Math.min(buf.length - offset, 4); i < j; ++i) {\n buf[offset + i] = value >>> (littleEndian ? i : 3 - i) * 8 & 0xff;\n }\n}\n\nBuffer.prototype.writeUInt32LE = function writeUInt32LE(value, offset, noAssert) {\n value = +value;\n offset = offset | 0;\n if (!noAssert) checkInt(this, value, offset, 4, 0xffffffff, 0);\n\n if (Buffer.TYPED_ARRAY_SUPPORT) {\n this[offset + 3] = value >>> 24;\n this[offset + 2] = value >>> 16;\n this[offset + 1] = value >>> 8;\n this[offset] = value & 0xff;\n } else {\n objectWriteUInt32(this, value, offset, true);\n }\n\n return offset + 4;\n};\n\nBuffer.prototype.writeUInt32BE = function writeUInt32BE(value, offset, noAssert) {\n value = +value;\n offset = offset | 0;\n if (!noAssert) checkInt(this, value, offset, 4, 0xffffffff, 0);\n\n if (Buffer.TYPED_ARRAY_SUPPORT) {\n this[offset] = value >>> 24;\n this[offset + 1] = value >>> 16;\n this[offset + 2] = value >>> 8;\n this[offset + 3] = value & 0xff;\n } else {\n objectWriteUInt32(this, value, offset, false);\n }\n\n return offset + 4;\n};\n\nBuffer.prototype.writeIntLE = function writeIntLE(value, offset, byteLength, noAssert) {\n value = +value;\n offset = offset | 0;\n\n if (!noAssert) {\n var limit = Math.pow(2, 8 * byteLength - 1);\n checkInt(this, value, offset, byteLength, limit - 1, -limit);\n }\n\n var i = 0;\n var mul = 1;\n var sub = 0;\n this[offset] = value & 0xFF;\n\n while (++i < byteLength && (mul *= 0x100)) {\n if (value < 0 && sub === 0 && this[offset + i - 1] !== 0) {\n sub = 1;\n }\n\n this[offset + i] = (value / mul >> 0) - sub & 0xFF;\n }\n\n return offset + byteLength;\n};\n\nBuffer.prototype.writeIntBE = function writeIntBE(value, offset, byteLength, noAssert) {\n value = +value;\n offset = offset | 0;\n\n if (!noAssert) {\n var limit = Math.pow(2, 8 * byteLength - 1);\n checkInt(this, value, offset, byteLength, limit - 1, -limit);\n }\n\n var i = byteLength - 1;\n var mul = 1;\n var sub = 0;\n this[offset + i] = value & 0xFF;\n\n while (--i >= 0 && (mul *= 0x100)) {\n if (value < 0 && sub === 0 && this[offset + i + 1] !== 0) {\n sub = 1;\n }\n\n this[offset + i] = (value / mul >> 0) - sub & 0xFF;\n }\n\n return offset + byteLength;\n};\n\nBuffer.prototype.writeInt8 = function writeInt8(value, offset, noAssert) {\n value = +value;\n offset = offset | 0;\n if (!noAssert) checkInt(this, value, offset, 1, 0x7f, -0x80);\n if (!Buffer.TYPED_ARRAY_SUPPORT) value = Math.floor(value);\n if (value < 0) value = 0xff + value + 1;\n this[offset] = value & 0xff;\n return offset + 1;\n};\n\nBuffer.prototype.writeInt16LE = function writeInt16LE(value, offset, noAssert) {\n value = +value;\n offset = offset | 0;\n if (!noAssert) checkInt(this, value, offset, 2, 0x7fff, -0x8000);\n\n if (Buffer.TYPED_ARRAY_SUPPORT) {\n this[offset] = value & 0xff;\n this[offset + 1] = value >>> 8;\n } else {\n objectWriteUInt16(this, value, offset, true);\n }\n\n return offset + 2;\n};\n\nBuffer.prototype.writeInt16BE = function writeInt16BE(value, offset, noAssert) {\n value = +value;\n offset = offset | 0;\n if (!noAssert) checkInt(this, value, offset, 2, 0x7fff, -0x8000);\n\n if (Buffer.TYPED_ARRAY_SUPPORT) {\n this[offset] = value >>> 8;\n this[offset + 1] = value & 0xff;\n } else {\n objectWriteUInt16(this, value, offset, false);\n }\n\n return offset + 2;\n};\n\nBuffer.prototype.writeInt32LE = function writeInt32LE(value, offset, noAssert) {\n value = +value;\n offset = offset | 0;\n if (!noAssert) checkInt(this, value, offset, 4, 0x7fffffff, -0x80000000);\n\n if (Buffer.TYPED_ARRAY_SUPPORT) {\n this[offset] = value & 0xff;\n this[offset + 1] = value >>> 8;\n this[offset + 2] = value >>> 16;\n this[offset + 3] = value >>> 24;\n } else {\n objectWriteUInt32(this, value, offset, true);\n }\n\n return offset + 4;\n};\n\nBuffer.prototype.writeInt32BE = function writeInt32BE(value, offset, noAssert) {\n value = +value;\n offset = offset | 0;\n if (!noAssert) checkInt(this, value, offset, 4, 0x7fffffff, -0x80000000);\n if (value < 0) value = 0xffffffff + value + 1;\n\n if (Buffer.TYPED_ARRAY_SUPPORT) {\n this[offset] = value >>> 24;\n this[offset + 1] = value >>> 16;\n this[offset + 2] = value >>> 8;\n this[offset + 3] = value & 0xff;\n } else {\n objectWriteUInt32(this, value, offset, false);\n }\n\n return offset + 4;\n};\n\nfunction checkIEEE754(buf, value, offset, ext, max, min) {\n if (offset + ext > buf.length) throw new RangeError('Index out of range');\n if (offset < 0) throw new RangeError('Index out of range');\n}\n\nfunction writeFloat(buf, value, offset, littleEndian, noAssert) {\n if (!noAssert) {\n checkIEEE754(buf, value, offset, 4, 3.4028234663852886e+38, -3.4028234663852886e+38);\n }\n\n ieee754.write(buf, value, offset, littleEndian, 23, 4);\n return offset + 4;\n}\n\nBuffer.prototype.writeFloatLE = function writeFloatLE(value, offset, noAssert) {\n return writeFloat(this, value, offset, true, noAssert);\n};\n\nBuffer.prototype.writeFloatBE = function writeFloatBE(value, offset, noAssert) {\n return writeFloat(this, value, offset, false, noAssert);\n};\n\nfunction writeDouble(buf, value, offset, littleEndian, noAssert) {\n if (!noAssert) {\n checkIEEE754(buf, value, offset, 8, 1.7976931348623157E+308, -1.7976931348623157E+308);\n }\n\n ieee754.write(buf, value, offset, littleEndian, 52, 8);\n return offset + 8;\n}\n\nBuffer.prototype.writeDoubleLE = function writeDoubleLE(value, offset, noAssert) {\n return writeDouble(this, value, offset, true, noAssert);\n};\n\nBuffer.prototype.writeDoubleBE = function writeDoubleBE(value, offset, noAssert) {\n return writeDouble(this, value, offset, false, noAssert);\n}; // copy(targetBuffer, targetStart=0, sourceStart=0, sourceEnd=buffer.length)\n\n\nBuffer.prototype.copy = function copy(target, targetStart, start, end) {\n if (!start) start = 0;\n if (!end && end !== 0) end = this.length;\n if (targetStart >= target.length) targetStart = target.length;\n if (!targetStart) targetStart = 0;\n if (end > 0 && end < start) end = start; // Copy 0 bytes; we're done\n\n if (end === start) return 0;\n if (target.length === 0 || this.length === 0) return 0; // Fatal error conditions\n\n if (targetStart < 0) {\n throw new RangeError('targetStart out of bounds');\n }\n\n if (start < 0 || start >= this.length) throw new RangeError('sourceStart out of bounds');\n if (end < 0) throw new RangeError('sourceEnd out of bounds'); // Are we oob?\n\n if (end > this.length) end = this.length;\n\n if (target.length - targetStart < end - start) {\n end = target.length - targetStart + start;\n }\n\n var len = end - start;\n var i;\n\n if (this === target && start < targetStart && targetStart < end) {\n // descending copy from end\n for (i = len - 1; i >= 0; --i) {\n target[i + targetStart] = this[i + start];\n }\n } else if (len < 1000 || !Buffer.TYPED_ARRAY_SUPPORT) {\n // ascending copy from start\n for (i = 0; i < len; ++i) {\n target[i + targetStart] = this[i + start];\n }\n } else {\n Uint8Array.prototype.set.call(target, this.subarray(start, start + len), targetStart);\n }\n\n return len;\n}; // Usage:\n// buffer.fill(number[, offset[, end]])\n// buffer.fill(buffer[, offset[, end]])\n// buffer.fill(string[, offset[, end]][, encoding])\n\n\nBuffer.prototype.fill = function fill(val, start, end, encoding) {\n // Handle string cases:\n if (typeof val === 'string') {\n if (typeof start === 'string') {\n encoding = start;\n start = 0;\n end = this.length;\n } else if (typeof end === 'string') {\n encoding = end;\n end = this.length;\n }\n\n if (val.length === 1) {\n var code = val.charCodeAt(0);\n\n if (code < 256) {\n val = code;\n }\n }\n\n if (encoding !== undefined && typeof encoding !== 'string') {\n throw new TypeError('encoding must be a string');\n }\n\n if (typeof encoding === 'string' && !Buffer.isEncoding(encoding)) {\n throw new TypeError('Unknown encoding: ' + encoding);\n }\n } else if (typeof val === 'number') {\n val = val & 255;\n } // Invalid ranges are not set to a default, so can range check early.\n\n\n if (start < 0 || this.length < start || this.length < end) {\n throw new RangeError('Out of range index');\n }\n\n if (end <= start) {\n return this;\n }\n\n start = start >>> 0;\n end = end === undefined ? this.length : end >>> 0;\n if (!val) val = 0;\n var i;\n\n if (typeof val === 'number') {\n for (i = start; i < end; ++i) {\n this[i] = val;\n }\n } else {\n var bytes = Buffer.isBuffer(val) ? val : utf8ToBytes(new Buffer(val, encoding).toString());\n var len = bytes.length;\n\n for (i = 0; i < end - start; ++i) {\n this[i + start] = bytes[i % len];\n }\n }\n\n return this;\n}; // HELPER FUNCTIONS\n// ================\n\n\nvar INVALID_BASE64_RE = /[^+\\/0-9A-Za-z-_]/g;\n\nfunction base64clean(str) {\n // Node strips out invalid characters like \\n and \\t from the string, base64-js does not\n str = stringtrim(str).replace(INVALID_BASE64_RE, ''); // Node converts strings with length < 2 to ''\n\n if (str.length < 2) return ''; // Node allows for non-padded base64 strings (missing trailing ===), base64-js does not\n\n while (str.length % 4 !== 0) {\n str = str + '=';\n }\n\n return str;\n}\n\nfunction stringtrim(str) {\n if (str.trim) return str.trim();\n return str.replace(/^\\s+|\\s+$/g, '');\n}\n\nfunction toHex(n) {\n if (n < 16) return '0' + n.toString(16);\n return n.toString(16);\n}\n\nfunction utf8ToBytes(string, units) {\n units = units || Infinity;\n var codePoint;\n var length = string.length;\n var leadSurrogate = null;\n var bytes = [];\n\n for (var i = 0; i < length; ++i) {\n codePoint = string.charCodeAt(i); // is surrogate component\n\n if (codePoint > 0xD7FF && codePoint < 0xE000) {\n // last char was a lead\n if (!leadSurrogate) {\n // no lead yet\n if (codePoint > 0xDBFF) {\n // unexpected trail\n if ((units -= 3) > -1) bytes.push(0xEF, 0xBF, 0xBD);\n continue;\n } else if (i + 1 === length) {\n // unpaired lead\n if ((units -= 3) > -1) bytes.push(0xEF, 0xBF, 0xBD);\n continue;\n } // valid lead\n\n\n leadSurrogate = codePoint;\n continue;\n } // 2 leads in a row\n\n\n if (codePoint < 0xDC00) {\n if ((units -= 3) > -1) bytes.push(0xEF, 0xBF, 0xBD);\n leadSurrogate = codePoint;\n continue;\n } // valid surrogate pair\n\n\n codePoint = (leadSurrogate - 0xD800 << 10 | codePoint - 0xDC00) + 0x10000;\n } else if (leadSurrogate) {\n // valid bmp char, but last char was a lead\n if ((units -= 3) > -1) bytes.push(0xEF, 0xBF, 0xBD);\n }\n\n leadSurrogate = null; // encode utf8\n\n if (codePoint < 0x80) {\n if ((units -= 1) < 0) break;\n bytes.push(codePoint);\n } else if (codePoint < 0x800) {\n if ((units -= 2) < 0) break;\n bytes.push(codePoint >> 0x6 | 0xC0, codePoint & 0x3F | 0x80);\n } else if (codePoint < 0x10000) {\n if ((units -= 3) < 0) break;\n bytes.push(codePoint >> 0xC | 0xE0, codePoint >> 0x6 & 0x3F | 0x80, codePoint & 0x3F | 0x80);\n } else if (codePoint < 0x110000) {\n if ((units -= 4) < 0) break;\n bytes.push(codePoint >> 0x12 | 0xF0, codePoint >> 0xC & 0x3F | 0x80, codePoint >> 0x6 & 0x3F | 0x80, codePoint & 0x3F | 0x80);\n } else {\n throw new Error('Invalid code point');\n }\n }\n\n return bytes;\n}\n\nfunction asciiToBytes(str) {\n var byteArray = [];\n\n for (var i = 0; i < str.length; ++i) {\n // Node's code seems to be doing this and not & 0x7F..\n byteArray.push(str.charCodeAt(i) & 0xFF);\n }\n\n return byteArray;\n}\n\nfunction utf16leToBytes(str, units) {\n var c, hi, lo;\n var byteArray = [];\n\n for (var i = 0; i < str.length; ++i) {\n if ((units -= 2) < 0) break;\n c = str.charCodeAt(i);\n hi = c >> 8;\n lo = c % 256;\n byteArray.push(lo);\n byteArray.push(hi);\n }\n\n return byteArray;\n}\n\nfunction base64ToBytes(str) {\n return base64.toByteArray(base64clean(str));\n}\n\nfunction blitBuffer(src, dst, offset, length) {\n for (var i = 0; i < length; ++i) {\n if (i + offset >= dst.length || i >= src.length) break;\n dst[i + offset] = src[i];\n }\n\n return i;\n}\n\nfunction isnan(val) {\n return val !== val; // eslint-disable-line no-self-compare\n}","// shim for using process in browser\nvar process = module.exports = {}; // cached from whatever global is present so that test runners that stub it\n// don't break things. But we need to wrap it in a try catch in case it is\n// wrapped in strict mode code which doesn't define any globals. It's inside a\n// function because try/catches deoptimize in certain engines.\n\nvar cachedSetTimeout;\nvar cachedClearTimeout;\n\nfunction defaultSetTimout() {\n throw new Error('setTimeout has not been defined');\n}\n\nfunction defaultClearTimeout() {\n throw new Error('clearTimeout has not been defined');\n}\n\n(function () {\n try {\n if (typeof setTimeout === 'function') {\n cachedSetTimeout = setTimeout;\n } else {\n cachedSetTimeout = defaultSetTimout;\n }\n } catch (e) {\n cachedSetTimeout = defaultSetTimout;\n }\n\n try {\n if (typeof clearTimeout === 'function') {\n cachedClearTimeout = clearTimeout;\n } else {\n cachedClearTimeout = defaultClearTimeout;\n }\n } catch (e) {\n cachedClearTimeout = defaultClearTimeout;\n }\n})();\n\nfunction runTimeout(fun) {\n if (cachedSetTimeout === setTimeout) {\n //normal enviroments in sane situations\n return setTimeout(fun, 0);\n } // if setTimeout wasn't available but was latter defined\n\n\n if ((cachedSetTimeout === defaultSetTimout || !cachedSetTimeout) && setTimeout) {\n cachedSetTimeout = setTimeout;\n return setTimeout(fun, 0);\n }\n\n try {\n // when when somebody has screwed with setTimeout but no I.E. maddness\n return cachedSetTimeout(fun, 0);\n } catch (e) {\n try {\n // When we are in I.E. but the script has been evaled so I.E. doesn't trust the global object when called normally\n return cachedSetTimeout.call(null, fun, 0);\n } catch (e) {\n // same as above but when it's a version of I.E. that must have the global object for 'this', hopfully our context correct otherwise it will throw a global error\n return cachedSetTimeout.call(this, fun, 0);\n }\n }\n}\n\nfunction runClearTimeout(marker) {\n if (cachedClearTimeout === clearTimeout) {\n //normal enviroments in sane situations\n return clearTimeout(marker);\n } // if clearTimeout wasn't available but was latter defined\n\n\n if ((cachedClearTimeout === defaultClearTimeout || !cachedClearTimeout) && clearTimeout) {\n cachedClearTimeout = clearTimeout;\n return clearTimeout(marker);\n }\n\n try {\n // when when somebody has screwed with setTimeout but no I.E. maddness\n return cachedClearTimeout(marker);\n } catch (e) {\n try {\n // When we are in I.E. but the script has been evaled so I.E. doesn't trust the global object when called normally\n return cachedClearTimeout.call(null, marker);\n } catch (e) {\n // same as above but when it's a version of I.E. that must have the global object for 'this', hopfully our context correct otherwise it will throw a global error.\n // Some versions of I.E. have different rules for clearTimeout vs setTimeout\n return cachedClearTimeout.call(this, marker);\n }\n }\n}\n\nvar queue = [];\nvar draining = false;\nvar currentQueue;\nvar queueIndex = -1;\n\nfunction cleanUpNextTick() {\n if (!draining || !currentQueue) {\n return;\n }\n\n draining = false;\n\n if (currentQueue.length) {\n queue = currentQueue.concat(queue);\n } else {\n queueIndex = -1;\n }\n\n if (queue.length) {\n drainQueue();\n }\n}\n\nfunction drainQueue() {\n if (draining) {\n return;\n }\n\n var timeout = runTimeout(cleanUpNextTick);\n draining = true;\n var len = queue.length;\n\n while (len) {\n currentQueue = queue;\n queue = [];\n\n while (++queueIndex < len) {\n if (currentQueue) {\n currentQueue[queueIndex].run();\n }\n }\n\n queueIndex = -1;\n len = queue.length;\n }\n\n currentQueue = null;\n draining = false;\n runClearTimeout(timeout);\n}\n\nprocess.nextTick = function (fun) {\n var args = new Array(arguments.length - 1);\n\n if (arguments.length > 1) {\n for (var i = 1; i < arguments.length; i++) {\n args[i - 1] = arguments[i];\n }\n }\n\n queue.push(new Item(fun, args));\n\n if (queue.length === 1 && !draining) {\n runTimeout(drainQueue);\n }\n}; // v8 likes predictible objects\n\n\nfunction Item(fun, array) {\n this.fun = fun;\n this.array = array;\n}\n\nItem.prototype.run = function () {\n this.fun.apply(null, this.array);\n};\n\nprocess.title = 'browser';\nprocess.browser = true;\nprocess.env = {};\nprocess.argv = [];\nprocess.version = ''; // empty string to avoid regexp issues\n\nprocess.versions = {};\n\nfunction noop() {}\n\nprocess.on = noop;\nprocess.addListener = noop;\nprocess.once = noop;\nprocess.off = noop;\nprocess.removeListener = noop;\nprocess.removeAllListeners = noop;\nprocess.emit = noop;\nprocess.prependListener = noop;\nprocess.prependOnceListener = noop;\n\nprocess.listeners = function (name) {\n return [];\n};\n\nprocess.binding = function (name) {\n throw new Error('process.binding is not supported');\n};\n\nprocess.cwd = function () {\n return '/';\n};\n\nprocess.chdir = function (dir) {\n throw new Error('process.chdir is not supported');\n};\n\nprocess.umask = function () {\n return 0;\n};","/** @license Material-UI v3.0.0-alpha.3\n *\n * This source code is licensed under the MIT license found in the\n * LICENSE file in the root directory of this source tree.\n */\nexport { default as componentPropType } from './componentPropType';\nexport { default as chainPropTypes } from './chainPropTypes';\nexport { default as exactProp } from './exactProp';\nexport { default as getDisplayName } from './getDisplayName';\nexport { default as ponyfillGlobal } from './ponyfillGlobal';","import { getImageSize } from '../../utils/snapshot';\r\nimport { getDefaultImage } from '../../utils/image';\r\nimport { pingServer } from './portal';\r\n\r\nconst applicationsApi = require('../api/applications');\r\n\r\nexport async function getApplicationNameByIdApi(applicationId) {\r\n try {\r\n const application = await applicationsApi.getApplicationById(applicationId);\r\n return mapApplicationNameFrontend(application.data);\r\n }\r\n catch (err) {\r\n if (err.response !== undefined) {\r\n return mapToEmptyApplicationFrontend(err.response.status.toString());\r\n }\r\n return mapToEmptyApplicationFrontend(\"500\");\r\n }\r\n}\r\n\r\nexport async function getApplicationIdByNameApi(applicationName) {\r\n try {\r\n const application = await applicationsApi.getApplicationByName(applicationName);\r\n return mapApplicationIdFrontend(application.data, applicationName);\r\n }\r\n catch (err) {\r\n if (err.response !== undefined) {\r\n return mapToEmptyApplicationFrontend(err.response.status.toString());\r\n }\r\n return mapToEmptyApplicationFrontend(\"500\");\r\n }\r\n}\r\n\r\nexport async function getApplicationPropertiesByIdApi(applicationId) {\r\n try {\r\n const application = await applicationsApi.getApplicationById(applicationId);\r\n return mapApplicationPropertiesFrontend(application.data);\r\n }\r\n catch (err) {\r\n if (err.response !== undefined) {\r\n return mapToEmptyApplicationFrontend(err.response.status.toString());\r\n }\r\n return mapToEmptyApplicationFrontend(\"500\");\r\n }\r\n}\r\n\r\nexport async function updateApplicationPropertiesApi(application, bypassCheckUrl) {\r\n let data = {};\r\n let id = '';\r\n let error_messages = '';\r\n let bypassUrl = false;\r\n let appAvailable = false;\r\n\r\n if (application.application_url !== \"\") {\r\n if (!bypassCheckUrl) {\r\n let result = await pingApplication(application.id);\r\n appAvailable = result.data;\r\n bypassUrl = (application.application_name === '') ? true : appAvailable;\r\n }\r\n else {\r\n bypassUrl = true;\r\n }\r\n }\r\n else {\r\n bypassUrl = true;\r\n }\r\n\r\n if (bypassUrl) {\r\n const mappingApplication = await mapToApplicationBackendForUpdate(application, appAvailable);\r\n const results = await applicationsApi.updateApplication(mappingApplication);\r\n\r\n if (results.status === 200) {\r\n if (results.data !== undefined) {\r\n if (application.is_logo_changed) {\r\n await updateApplicationLogoApi(application.id, application.url_image);\r\n }\r\n if (application.is_snapshot_changed) {\r\n await updateApplicationSnapshotApi(application.id, application.snapshot_url_image);\r\n }\r\n }\r\n id = results.data\r\n }\r\n else if (results.status === 500) {\r\n error_messages = results.data;\r\n }\r\n else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n data = {\r\n id: id,\r\n status: results.status,\r\n error_messages: error_messages\r\n }\r\n }\r\n else {\r\n data = {\r\n id: id,\r\n status: 404,\r\n error_messages: 'The URL is currently not accessible. Are you sure you want to proceed?'\r\n }\r\n }\r\n return data;\r\n}\r\n\r\nexport async function updateApplicationCategoryApi(applicationId, categoryId) {\r\n let results = await applicationsApi.updateApplicationCategory(applicationId, categoryId);\r\n return results;\r\n}\r\n\r\nexport async function createApplicationApi(application, bypassCheckUrl) {\r\n let data = {};\r\n let id = '';\r\n let error_messages = '';\r\n let bypassUrl = false;\r\n let appAvailable = false;\r\n\r\n if (application.url !== \"\") {\r\n if (!bypassCheckUrl) {\r\n let result = await pingServer(application.url);\r\n appAvailable = result.data;\r\n bypassUrl = (application.application_name === '') ? true : appAvailable;\r\n }\r\n else {\r\n bypassUrl = true;\r\n }\r\n }\r\n else {\r\n bypassUrl = true;\r\n }\r\n\r\n if (bypassUrl) {\r\n const mappingApplication = mapToApplicationBackendForCreate(application);\r\n const results = await applicationsApi.createApplication(mappingApplication);\r\n\r\n if (results.status === 200) {\r\n if (results.data !== undefined && application.url_image !== undefined) {\r\n application.id = results.data;\r\n await updateApplicationLogoApi(application.id, application.url_image);\r\n await updateApplicationSnapshotApi(application.id, application.snapshot_url_image);\r\n }\r\n id = results.data\r\n }\r\n else if (results.status === 500) {\r\n error_messages = 'Internal server error, Please contact administrator.';\r\n }\r\n else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n data = {\r\n id: id,\r\n status: results.status,\r\n error_messages: error_messages\r\n }\r\n }\r\n else {\r\n data = {\r\n id: id,\r\n status: 404,\r\n error_messages: 'The URL is currently not accessible. Are you sure you want to proceed?'\r\n }\r\n }\r\n\r\n return data;\r\n}\r\n\r\nexport async function updateApplicationStatusApi(applicationId, status) {\r\n const results = await applicationsApi.updateApplicationStatus(applicationId, status);\r\n\r\n const data = {\r\n status: results.data\r\n }\r\n\r\n return data;\r\n}\r\n\r\nexport async function deleteApplicationApi(applicationId) {\r\n const results = await applicationsApi.deleteApplication(applicationId);\r\n\r\n const data = {\r\n status: results.data\r\n }\r\n\r\n return data;\r\n}\r\n\r\nexport async function updateApplicationSnapshotApi(applicationId, content) {\r\n const result = await applicationsApi.updateSnapshot(applicationId, content);\r\n return result;\r\n}\r\n\r\nexport async function createApplicationLogoApi(applicationId, content) {\r\n return await applicationsApi.createLogo(applicationId, content);\r\n}\r\n\r\nexport async function updateApplicationLogoApi(applicationId, content) {\r\n return await applicationsApi.updateLogo(applicationId, content);\r\n}\r\n\r\nexport async function getApplicationSearchListApi(keyword, pageIndex, pageSize, sortingBy, sortingType) {\r\n const results = await applicationsApi.getApplicationSearchList(keyword, pageIndex, pageSize, sortingBy, sortingType);\r\n return mapToApplicationsFrontend(results.data);\r\n}\r\n\r\nexport async function getApplicationListApi(pageIndex, pageSize, sortingBy, sortingType) {\r\n const results = await applicationsApi.getApplicationList(pageIndex, pageSize, sortingBy, sortingType);\r\n return mapToApplicationsFrontend(results.data);\r\n}\r\n\r\nexport async function pingApplication(applicationId) {\r\n return applicationsApi.getApplicationAvailability(applicationId);\r\n}\r\n\r\nfunction mapApplicationNameFrontend(applicationData) {\r\n let results = {};\r\n\r\n let a = applicationData;\r\n\r\n results.application = {\r\n id: a.id,\r\n name: a.name.toLowerCase().replaceAll(\" \", \"+\")\r\n }\r\n\r\n if (applicationData === undefined) {\r\n results.error = \"Application name is not found.\";\r\n }\r\n\r\n return results;\r\n}\r\n\r\nfunction mapApplicationIdFrontend(applicationData, applicationName) {\r\n let results = {};\r\n\r\n let a = applicationData;\r\n\r\n results.application = {\r\n id: a,\r\n name: applicationName\r\n }\r\n\r\n if (applicationData === undefined) {\r\n results.error = \"Application id is not found.\";\r\n }\r\n\r\n return results;\r\n}\r\n\r\nasync function mapApplicationPropertiesFrontend(applicationData) {\r\n let app = applicationData;\r\n\r\n app.logo = await applicationsApi.getApplicationLogo(app.id, 305, 237);\r\n let imageProps = (app.logo !== undefined) ? getImageSize(app.logo) : {\r\n 'width': 1200,\r\n 'height': 900\r\n };\r\n\r\n let application = {\r\n id: app.id,\r\n url_image: (app.logo === undefined) ? getDefaultImage() : app.logo,\r\n image_width: imageProps.width,\r\n image_height: imageProps.height,\r\n image_aspect_ratio: imageProps.width / imageProps.height,\r\n application_name: app.name,\r\n application_title: app.title,\r\n application_desc: app.description,\r\n application_url: app.url,\r\n status: (app.enabled) ? \"Enabled\" : \"Disabled\",\r\n snapshot_type: (app.snapshotType.toLowerCase() === \"nosnapshot\") ? 0 : 1,\r\n keywords: app.keywords,\r\n allow_public_access: app.publicAccess,\r\n is_new: true,\r\n is_deleted: false,\r\n is_logo_changed: false,\r\n is_snapshot_changed: false\r\n }\r\n\r\n application.snapshot_url_image = await applicationsApi.getApplicationSnapshot(app.id, 281, 129);\r\n return application;\r\n}\r\n\r\nfunction mapToApplicationBackendForCreate(data) {\r\n let application = {};\r\n\r\n application.name = data.application_name;\r\n application.title = data.application_title;\r\n application.description = data.application_desc;\r\n application.url = data.url;\r\n application.allowPublicAccess = data.allow_public_access;\r\n application.keywords = data.keywords;\r\n application.snapshotType = (data.snapshot_type === 0) ? \"NoSnapshot\" : \"Default\";\r\n\r\n return application;\r\n}\r\n\r\nasync function mapToApplicationBackendForUpdate(data, validUrl) {\r\n let application = {};\r\n\r\n application.id = data.id;\r\n application.name = data.application_name;\r\n application.title = data.application_title;\r\n application.description = data.application_desc;\r\n application.url = data.application_url;\r\n application.allowPublicAccess = data.allow_public_access;\r\n application.keywords = data.keywords;\r\n application.snapshotType = (data.snapshot_type === 0) ? \"NoSnapshot\" : \"Default\";\r\n return application;\r\n}\r\n\r\nfunction mapToEmptyApplicationFrontend(errorStatus) {\r\n let results = {};\r\n\r\n results.error = errorStatus;\r\n\r\n return results;\r\n}\r\n\r\nfunction mapToApplicationsFrontend(data) {\r\n let results = {};\r\n let applications = [];\r\n for (let i in data.results) {\r\n let app = data.results[i];\r\n let application = {\r\n id: app.id,\r\n url_image: (app.logo === undefined) ? getDefaultImage() : app.logo,\r\n application_name: app.name,\r\n application_title: app.title,\r\n status: (app.enabled) ? \"Enabled\" : \"Disabled\",\r\n category_title: app.category,\r\n keywords: app.keywords,\r\n is_new: app.new\r\n }\r\n applications.push(application);\r\n }\r\n let pagination = {\r\n current_page: data.currentPage,\r\n page_size: data.pageSize,\r\n page_count: data.pageCount,\r\n start_row_number: data.startRowNumber,\r\n end_row_number: data.endRowNumber,\r\n total_count: data.rowCount\r\n }\r\n results.applications = applications;\r\n results.pagination = pagination;\r\n\r\n return results;\r\n}","function _defineProperty(obj, key, value) {\n if (key in obj) {\n Object.defineProperty(obj, key, {\n value: value,\n enumerable: true,\n configurable: true,\n writable: true\n });\n } else {\n obj[key] = value;\n }\n\n return obj;\n}\n\nmodule.exports = _defineProperty;","/*!\n Copyright (c) 2017 Jed Watson.\n Licensed under the MIT License (MIT), see\n http://jedwatson.github.io/classnames\n*/\n\n/* global define */\n(function () {\n 'use strict';\n\n var hasOwn = {}.hasOwnProperty;\n\n function classNames() {\n var classes = [];\n\n for (var i = 0; i < arguments.length; i++) {\n var arg = arguments[i];\n if (!arg) continue;\n var argType = typeof arg;\n\n if (argType === 'string' || argType === 'number') {\n classes.push(arg);\n } else if (Array.isArray(arg) && arg.length) {\n var inner = classNames.apply(null, arg);\n\n if (inner) {\n classes.push(inner);\n }\n } else if (argType === 'object') {\n for (var key in arg) {\n if (hasOwn.call(arg, key) && arg[key]) {\n classes.push(key);\n }\n }\n }\n }\n\n return classes.join(' ');\n }\n\n if (typeof module !== 'undefined' && module.exports) {\n classNames.default = classNames;\n module.exports = classNames;\n } else if (typeof define === 'function' && typeof define.amd === 'object' && define.amd) {\n // register as 'classnames', consistent with npm package name\n define('classnames', [], function () {\n return classNames;\n });\n } else {\n window.classNames = classNames;\n }\n})();","var g; // This works in non-strict mode\n\ng = function () {\n return this;\n}();\n\ntry {\n // This works if eval is allowed (see CSP)\n g = g || new Function(\"return this\")();\n} catch (e) {\n // This works if the window reference is available\n if (typeof window === \"object\") g = window;\n} // g can still be undefined, but nothing to do about it...\n// We return undefined, instead of nothing here, so it's\n// easier to handle this case. if(!global) { ...}\n\n\nmodule.exports = g;","\"use strict\";\n\nvar _interopRequireDefault = require(\"@babel/runtime/helpers/interopRequireDefault\");\n\nObject.defineProperty(exports, \"__esModule\", {\n value: true\n});\nObject.defineProperty(exports, \"default\", {\n enumerable: true,\n get: function get() {\n return _MenuItem.default;\n }\n});\n\nvar _MenuItem = _interopRequireDefault(require(\"./MenuItem\"));","export default function _inheritsLoose(subClass, superClass) {\n subClass.prototype = Object.create(superClass.prototype);\n subClass.prototype.constructor = subClass;\n subClass.__proto__ = superClass;\n}","function _classCallCheck(instance, Constructor) {\n if (!(instance instanceof Constructor)) {\n throw new TypeError(\"Cannot call a class as a function\");\n }\n}\n\nmodule.exports = _classCallCheck;","function _defineProperties(target, props) {\n for (var i = 0; i < props.length; i++) {\n var descriptor = props[i];\n descriptor.enumerable = descriptor.enumerable || false;\n descriptor.configurable = true;\n if (\"value\" in descriptor) descriptor.writable = true;\n Object.defineProperty(target, descriptor.key, descriptor);\n }\n}\n\nfunction _createClass(Constructor, protoProps, staticProps) {\n if (protoProps) _defineProperties(Constructor.prototype, protoProps);\n if (staticProps) _defineProperties(Constructor, staticProps);\n return Constructor;\n}\n\nmodule.exports = _createClass;","var _typeof = require(\"@babel/runtime/helpers/typeof\");\n\nvar assertThisInitialized = require(\"./assertThisInitialized\");\n\nfunction _possibleConstructorReturn(self, call) {\n if (call && (_typeof(call) === \"object\" || typeof call === \"function\")) {\n return call;\n }\n\n return assertThisInitialized(self);\n}\n\nmodule.exports = _possibleConstructorReturn;","function _getPrototypeOf(o) {\n module.exports = _getPrototypeOf = Object.setPrototypeOf ? Object.getPrototypeOf : function _getPrototypeOf(o) {\n return o.__proto__ || Object.getPrototypeOf(o);\n };\n return _getPrototypeOf(o);\n}\n\nmodule.exports = _getPrototypeOf;","var setPrototypeOf = require(\"./setPrototypeOf\");\n\nfunction _inherits(subClass, superClass) {\n if (typeof superClass !== \"function\" && superClass !== null) {\n throw new TypeError(\"Super expression must either be null or a function\");\n }\n\n subClass.prototype = Object.create(superClass && superClass.prototype, {\n constructor: {\n value: subClass,\n writable: true,\n configurable: true\n }\n });\n if (superClass) setPrototypeOf(subClass, superClass);\n}\n\nmodule.exports = _inherits;","\"use strict\";\n\nvar _interopRequireDefault = require(\"@babel/runtime/helpers/interopRequireDefault\");\n\nObject.defineProperty(exports, \"__esModule\", {\n value: true\n});\nexports.default = exports.sheetsManager = void 0;\n\nvar _defineProperty2 = _interopRequireDefault(require(\"@babel/runtime/helpers/defineProperty\"));\n\nvar _extends3 = _interopRequireDefault(require(\"@babel/runtime/helpers/extends\"));\n\nvar _classCallCheck2 = _interopRequireDefault(require(\"@babel/runtime/helpers/classCallCheck\"));\n\nvar _createClass2 = _interopRequireDefault(require(\"@babel/runtime/helpers/createClass\"));\n\nvar _possibleConstructorReturn2 = _interopRequireDefault(require(\"@babel/runtime/helpers/possibleConstructorReturn\"));\n\nvar _getPrototypeOf2 = _interopRequireDefault(require(\"@babel/runtime/helpers/getPrototypeOf\"));\n\nvar _inherits2 = _interopRequireDefault(require(\"@babel/runtime/helpers/inherits\"));\n\nvar _objectWithoutProperties2 = _interopRequireDefault(require(\"@babel/runtime/helpers/objectWithoutProperties\"));\n\nvar _react = _interopRequireDefault(require(\"react\"));\n\nvar _propTypes = _interopRequireDefault(require(\"prop-types\"));\n\nvar _warning = _interopRequireDefault(require(\"warning\"));\n\nvar _hoistNonReactStatics = _interopRequireDefault(require(\"hoist-non-react-statics\"));\n\nvar _utils = require(\"@material-ui/utils\");\n\nvar _jss = require(\"jss\");\n\nvar _reactJssContext = _interopRequireDefault(require(\"./reactJssContext\"));\n\nvar _jssPreset = _interopRequireDefault(require(\"./jssPreset\"));\n\nvar _mergeClasses = _interopRequireDefault(require(\"./mergeClasses\"));\n\nvar _multiKeyStore = _interopRequireDefault(require(\"./multiKeyStore\"));\n\nvar _createMuiTheme = _interopRequireDefault(require(\"./createMuiTheme\"));\n\nvar _themeListener = _interopRequireDefault(require(\"./themeListener\"));\n\nvar _createGenerateClassName = _interopRequireDefault(require(\"./createGenerateClassName\"));\n\nvar _getStylesCreator = _interopRequireDefault(require(\"./getStylesCreator\"));\n\nvar _getThemeProps = _interopRequireDefault(require(\"./getThemeProps\"));\n/* eslint-disable no-underscore-dangle */\n// Default JSS instance.\n\n\nvar jss = (0, _jss.create)((0, _jssPreset.default)()); // Use a singleton or the provided one by the context.\n//\n// The counter-based approach doesn't tolerate any mistake.\n// It's much safer to use the same counter everywhere.\n\nvar generateClassName = (0, _createGenerateClassName.default)(); // Global index counter to preserve source order.\n// We create the style sheet during at the creation of the component,\n// children are handled after the parents, so the order of style elements would be parent->child.\n// It is a problem though when a parent passes a className\n// which needs to override any child's styles.\n// StyleSheet of the child has a higher specificity, because of the source order.\n// So our solution is to render sheets them in the reverse order child->sheet, so\n// that parent has a higher specificity.\n\nvar indexCounter = -10e10; // Exported for test purposes\n\nvar sheetsManager = new Map(); // We use the same empty object to ref count the styles that don't need a theme object.\n\nexports.sheetsManager = sheetsManager;\nvar noopTheme = {}; // In order to have self-supporting components, we rely on default theme when not provided.\n\nvar defaultTheme = (0, _createMuiTheme.default)({\n typography: {\n suppressWarning: true\n }\n}); // Link a style sheet with a component.\n// It does not modify the component passed to it;\n// instead, it returns a new component, with a `classes` property.\n\nvar withStylesOld = function withStylesOld(stylesOrCreator) {\n var options = arguments.length > 1 && arguments[1] !== undefined ? arguments[1] : {};\n return function (Component) {\n var _extends2;\n\n var _options$withTheme = options.withTheme,\n withTheme = _options$withTheme === void 0 ? false : _options$withTheme,\n _options$flip = options.flip,\n flip = _options$flip === void 0 ? null : _options$flip,\n name = options.name,\n styleSheetOptions = (0, _objectWithoutProperties2.default)(options, [\"withTheme\", \"flip\", \"name\"]);\n var stylesCreator = (0, _getStylesCreator.default)(stylesOrCreator);\n var listenToTheme = stylesCreator.themingEnabled || typeof name === 'string' || withTheme;\n indexCounter += 1;\n stylesCreator.options.index = indexCounter;\n process.env.NODE_ENV !== \"production\" ? (0, _warning.default)(indexCounter < 0, ['Material-UI: you might have a memory leak.', 'The indexCounter is not supposed to grow that much.'].join('\\n')) : void 0;\n\n var WithStyles = /*#__PURE__*/function (_React$Component) {\n (0, _inherits2.default)(WithStyles, _React$Component);\n\n function WithStyles(props, context) {\n var _this;\n\n (0, _classCallCheck2.default)(this, WithStyles);\n _this = (0, _possibleConstructorReturn2.default)(this, (0, _getPrototypeOf2.default)(WithStyles).call(this, props, context));\n _this.jss = context[_reactJssContext.default.jss] || jss;\n _this.sheetsManager = sheetsManager;\n _this.unsubscribeId = null;\n var muiThemeProviderOptions = context.muiThemeProviderOptions;\n\n if (muiThemeProviderOptions) {\n if (muiThemeProviderOptions.sheetsManager) {\n _this.sheetsManager = muiThemeProviderOptions.sheetsManager;\n }\n\n _this.sheetsCache = muiThemeProviderOptions.sheetsCache;\n _this.disableStylesGeneration = muiThemeProviderOptions.disableStylesGeneration;\n } // Attach the stylesCreator to the instance of the component as in the context\n // of react-hot-loader the hooks can be executed in a different closure context:\n // https://github.com/gaearon/react-hot-loader/blob/master/src/patch.dev.js#L107\n\n\n _this.stylesCreatorSaved = stylesCreator;\n _this.sheetOptions = (0, _extends3.default)({\n generateClassName: generateClassName\n }, context[_reactJssContext.default.sheetOptions]); // We use || as the function call is lazy evaluated.\n\n _this.theme = listenToTheme ? _themeListener.default.initial(context) || defaultTheme : noopTheme;\n\n _this.attach(_this.theme);\n\n _this.cacheClasses = {\n // Cache for the finalized classes value.\n value: null,\n // Cache for the last used classes prop pointer.\n lastProp: null,\n // Cache for the last used rendered classes pointer.\n lastJSS: {}\n };\n return _this;\n }\n\n (0, _createClass2.default)(WithStyles, [{\n key: \"componentDidMount\",\n value: function componentDidMount() {\n var _this2 = this;\n\n if (!listenToTheme) {\n return;\n }\n\n this.unsubscribeId = _themeListener.default.subscribe(this.context, function (theme) {\n var oldTheme = _this2.theme;\n _this2.theme = theme;\n\n _this2.attach(_this2.theme); // Rerender the component so the underlying component gets the theme update.\n // By theme update we mean receiving and applying the new class names.\n\n\n _this2.setState({}, function () {\n _this2.detach(oldTheme);\n });\n });\n }\n }, {\n key: \"componentDidUpdate\",\n value: function componentDidUpdate() {\n // react-hot-loader specific logic\n if (this.stylesCreatorSaved === stylesCreator || process.env.NODE_ENV === 'production') {\n return;\n }\n\n this.detach(this.theme);\n this.stylesCreatorSaved = stylesCreator;\n this.attach(this.theme);\n this.forceUpdate();\n }\n }, {\n key: \"componentWillUnmount\",\n value: function componentWillUnmount() {\n this.detach(this.theme);\n\n if (this.unsubscribeId !== null) {\n _themeListener.default.unsubscribe(this.context, this.unsubscribeId);\n }\n }\n }, {\n key: \"getClasses\",\n value: function getClasses() {\n if (this.disableStylesGeneration) {\n return this.props.classes || {};\n } // Tracks if either the rendered classes or classes prop has changed,\n // requiring the generation of a new finalized classes object.\n\n\n var generate = false;\n\n var sheetManager = _multiKeyStore.default.get(this.sheetsManager, this.stylesCreatorSaved, this.theme);\n\n if (sheetManager.sheet.classes !== this.cacheClasses.lastJSS) {\n this.cacheClasses.lastJSS = sheetManager.sheet.classes;\n generate = true;\n }\n\n if (this.props.classes !== this.cacheClasses.lastProp) {\n this.cacheClasses.lastProp = this.props.classes;\n generate = true;\n }\n\n if (generate) {\n this.cacheClasses.value = (0, _mergeClasses.default)({\n baseClasses: this.cacheClasses.lastJSS,\n newClasses: this.props.classes,\n Component: Component\n });\n }\n\n return this.cacheClasses.value;\n }\n }, {\n key: \"attach\",\n value: function attach(theme) {\n if (this.disableStylesGeneration) {\n return;\n }\n\n var stylesCreatorSaved = this.stylesCreatorSaved;\n\n var sheetManager = _multiKeyStore.default.get(this.sheetsManager, stylesCreatorSaved, theme);\n\n if (!sheetManager) {\n sheetManager = {\n refs: 0,\n sheet: null\n };\n\n _multiKeyStore.default.set(this.sheetsManager, stylesCreatorSaved, theme, sheetManager);\n }\n\n if (sheetManager.refs === 0) {\n var sheet;\n\n if (this.sheetsCache) {\n sheet = _multiKeyStore.default.get(this.sheetsCache, stylesCreatorSaved, theme);\n }\n\n if (!sheet) {\n sheet = this.createSheet(theme);\n sheet.attach();\n\n if (this.sheetsCache) {\n _multiKeyStore.default.set(this.sheetsCache, stylesCreatorSaved, theme, sheet);\n }\n }\n\n sheetManager.sheet = sheet;\n var sheetsRegistry = this.context[_reactJssContext.default.sheetsRegistry];\n\n if (sheetsRegistry) {\n sheetsRegistry.add(sheet);\n }\n }\n\n sheetManager.refs += 1;\n }\n }, {\n key: \"createSheet\",\n value: function createSheet(theme) {\n var styles = this.stylesCreatorSaved.create(theme, name);\n var meta = name;\n\n if (process.env.NODE_ENV !== 'production' && !meta) {\n // Provide a better DX outside production.\n meta = (0, _utils.getDisplayName)(Component);\n process.env.NODE_ENV !== \"production\" ? (0, _warning.default)(typeof meta === 'string', ['Material-UI: the component displayName is invalid. It needs to be a string.', \"Please fix the following component: \".concat(Component, \".\")].join('\\n')) : void 0;\n }\n\n var sheet = this.jss.createStyleSheet(styles, (0, _extends3.default)({\n meta: meta,\n classNamePrefix: meta,\n flip: typeof flip === 'boolean' ? flip : theme.direction === 'rtl',\n link: false\n }, this.sheetOptions, this.stylesCreatorSaved.options, {\n name: name || Component.displayName\n }, styleSheetOptions));\n return sheet;\n }\n }, {\n key: \"detach\",\n value: function detach(theme) {\n if (this.disableStylesGeneration) {\n return;\n }\n\n var sheetManager = _multiKeyStore.default.get(this.sheetsManager, this.stylesCreatorSaved, theme);\n\n sheetManager.refs -= 1;\n\n if (sheetManager.refs === 0) {\n _multiKeyStore.default.delete(this.sheetsManager, this.stylesCreatorSaved, theme);\n\n this.jss.removeStyleSheet(sheetManager.sheet);\n var sheetsRegistry = this.context[_reactJssContext.default.sheetsRegistry];\n\n if (sheetsRegistry) {\n sheetsRegistry.remove(sheetManager.sheet);\n }\n }\n }\n }, {\n key: \"render\",\n value: function render() {\n var _this$props = this.props,\n classes = _this$props.classes,\n innerRef = _this$props.innerRef,\n other = (0, _objectWithoutProperties2.default)(_this$props, [\"classes\", \"innerRef\"]);\n var more = (0, _getThemeProps.default)({\n theme: this.theme,\n name: name,\n props: other\n }); // Provide the theme to the wrapped component.\n // So we don't have to use the `withTheme()` Higher-order Component.\n\n if (withTheme && !more.theme) {\n more.theme = this.theme;\n }\n\n return _react.default.createElement(Component, (0, _extends3.default)({}, more, {\n classes: this.getClasses(),\n ref: innerRef\n }));\n }\n }]);\n return WithStyles;\n }(_react.default.Component);\n\n process.env.NODE_ENV !== \"production\" ? WithStyles.propTypes = {\n /**\n * Override or extend the styles applied to the component.\n */\n classes: _propTypes.default.object,\n\n /**\n * Use that property to pass a ref callback to the decorated component.\n */\n innerRef: _propTypes.default.oneOfType([_propTypes.default.func, _propTypes.default.object])\n } : void 0;\n WithStyles.contextTypes = (0, _extends3.default)((_extends2 = {\n muiThemeProviderOptions: _propTypes.default.object\n }, (0, _defineProperty2.default)(_extends2, _reactJssContext.default.jss, _propTypes.default.object), (0, _defineProperty2.default)(_extends2, _reactJssContext.default.sheetOptions, _propTypes.default.object), (0, _defineProperty2.default)(_extends2, _reactJssContext.default.sheetsRegistry, _propTypes.default.object), _extends2), listenToTheme ? _themeListener.default.contextTypes : {});\n\n if (process.env.NODE_ENV !== 'production') {\n WithStyles.displayName = \"WithStyles(\".concat((0, _utils.getDisplayName)(Component), \")\");\n }\n\n (0, _hoistNonReactStatics.default)(WithStyles, Component);\n\n if (process.env.NODE_ENV !== 'production') {\n // Exposed for test purposes.\n WithStyles.Naked = Component;\n WithStyles.options = options;\n }\n\n return WithStyles;\n };\n};\n/* istanbul ignore if */\n\n\nif (!_utils.ponyfillGlobal.__MUI_STYLES__) {\n _utils.ponyfillGlobal.__MUI_STYLES__ = {};\n}\n\nif (!_utils.ponyfillGlobal.__MUI_STYLES__.withStyles) {\n _utils.ponyfillGlobal.__MUI_STYLES__.withStyles = withStylesOld;\n}\n\nvar _default = function _default(styles, options) {\n return _utils.ponyfillGlobal.__MUI_STYLES__.withStyles(styles, (0, _extends3.default)({\n defaultTheme: defaultTheme\n }, options));\n};\n\nexports.default = _default;","(function (module, exports) {\n 'use strict'; // Utils\n\n function assert(val, msg) {\n if (!val) throw new Error(msg || 'Assertion failed');\n } // Could use `inherits` module, but don't want to move from single file\n // architecture yet.\n\n\n function inherits(ctor, superCtor) {\n ctor.super_ = superCtor;\n\n var TempCtor = function TempCtor() {};\n\n TempCtor.prototype = superCtor.prototype;\n ctor.prototype = new TempCtor();\n ctor.prototype.constructor = ctor;\n } // BN\n\n\n function BN(number, base, endian) {\n if (BN.isBN(number)) {\n return number;\n }\n\n this.negative = 0;\n this.words = null;\n this.length = 0; // Reduction context\n\n this.red = null;\n\n if (number !== null) {\n if (base === 'le' || base === 'be') {\n endian = base;\n base = 10;\n }\n\n this._init(number || 0, base || 10, endian || 'be');\n }\n }\n\n if (typeof module === 'object') {\n module.exports = BN;\n } else {\n exports.BN = BN;\n }\n\n BN.BN = BN;\n BN.wordSize = 26;\n var Buffer;\n\n try {\n Buffer = require('buffer').Buffer;\n } catch (e) {}\n\n BN.isBN = function isBN(num) {\n if (num instanceof BN) {\n return true;\n }\n\n return num !== null && typeof num === 'object' && num.constructor.wordSize === BN.wordSize && Array.isArray(num.words);\n };\n\n BN.max = function max(left, right) {\n if (left.cmp(right) > 0) return left;\n return right;\n };\n\n BN.min = function min(left, right) {\n if (left.cmp(right) < 0) return left;\n return right;\n };\n\n BN.prototype._init = function init(number, base, endian) {\n if (typeof number === 'number') {\n return this._initNumber(number, base, endian);\n }\n\n if (typeof number === 'object') {\n return this._initArray(number, base, endian);\n }\n\n if (base === 'hex') {\n base = 16;\n }\n\n assert(base === (base | 0) && base >= 2 && base <= 36);\n number = number.toString().replace(/\\s+/g, '');\n var start = 0;\n\n if (number[0] === '-') {\n start++;\n }\n\n if (base === 16) {\n this._parseHex(number, start);\n } else {\n this._parseBase(number, base, start);\n }\n\n if (number[0] === '-') {\n this.negative = 1;\n }\n\n this.strip();\n if (endian !== 'le') return;\n\n this._initArray(this.toArray(), base, endian);\n };\n\n BN.prototype._initNumber = function _initNumber(number, base, endian) {\n if (number < 0) {\n this.negative = 1;\n number = -number;\n }\n\n if (number < 0x4000000) {\n this.words = [number & 0x3ffffff];\n this.length = 1;\n } else if (number < 0x10000000000000) {\n this.words = [number & 0x3ffffff, number / 0x4000000 & 0x3ffffff];\n this.length = 2;\n } else {\n assert(number < 0x20000000000000); // 2 ^ 53 (unsafe)\n\n this.words = [number & 0x3ffffff, number / 0x4000000 & 0x3ffffff, 1];\n this.length = 3;\n }\n\n if (endian !== 'le') return; // Reverse the bytes\n\n this._initArray(this.toArray(), base, endian);\n };\n\n BN.prototype._initArray = function _initArray(number, base, endian) {\n // Perhaps a Uint8Array\n assert(typeof number.length === 'number');\n\n if (number.length <= 0) {\n this.words = [0];\n this.length = 1;\n return this;\n }\n\n this.length = Math.ceil(number.length / 3);\n this.words = new Array(this.length);\n\n for (var i = 0; i < this.length; i++) {\n this.words[i] = 0;\n }\n\n var j, w;\n var off = 0;\n\n if (endian === 'be') {\n for (i = number.length - 1, j = 0; i >= 0; i -= 3) {\n w = number[i] | number[i - 1] << 8 | number[i - 2] << 16;\n this.words[j] |= w << off & 0x3ffffff;\n this.words[j + 1] = w >>> 26 - off & 0x3ffffff;\n off += 24;\n\n if (off >= 26) {\n off -= 26;\n j++;\n }\n }\n } else if (endian === 'le') {\n for (i = 0, j = 0; i < number.length; i += 3) {\n w = number[i] | number[i + 1] << 8 | number[i + 2] << 16;\n this.words[j] |= w << off & 0x3ffffff;\n this.words[j + 1] = w >>> 26 - off & 0x3ffffff;\n off += 24;\n\n if (off >= 26) {\n off -= 26;\n j++;\n }\n }\n }\n\n return this.strip();\n };\n\n function parseHex(str, start, end) {\n var r = 0;\n var len = Math.min(str.length, end);\n\n for (var i = start; i < len; i++) {\n var c = str.charCodeAt(i) - 48;\n r <<= 4; // 'a' - 'f'\n\n if (c >= 49 && c <= 54) {\n r |= c - 49 + 0xa; // 'A' - 'F'\n } else if (c >= 17 && c <= 22) {\n r |= c - 17 + 0xa; // '0' - '9'\n } else {\n r |= c & 0xf;\n }\n }\n\n return r;\n }\n\n BN.prototype._parseHex = function _parseHex(number, start) {\n // Create possibly bigger array to ensure that it fits the number\n this.length = Math.ceil((number.length - start) / 6);\n this.words = new Array(this.length);\n\n for (var i = 0; i < this.length; i++) {\n this.words[i] = 0;\n }\n\n var j, w; // Scan 24-bit chunks and add them to the number\n\n var off = 0;\n\n for (i = number.length - 6, j = 0; i >= start; i -= 6) {\n w = parseHex(number, i, i + 6);\n this.words[j] |= w << off & 0x3ffffff; // NOTE: `0x3fffff` is intentional here, 26bits max shift + 24bit hex limb\n\n this.words[j + 1] |= w >>> 26 - off & 0x3fffff;\n off += 24;\n\n if (off >= 26) {\n off -= 26;\n j++;\n }\n }\n\n if (i + 6 !== start) {\n w = parseHex(number, start, i + 6);\n this.words[j] |= w << off & 0x3ffffff;\n this.words[j + 1] |= w >>> 26 - off & 0x3fffff;\n }\n\n this.strip();\n };\n\n function parseBase(str, start, end, mul) {\n var r = 0;\n var len = Math.min(str.length, end);\n\n for (var i = start; i < len; i++) {\n var c = str.charCodeAt(i) - 48;\n r *= mul; // 'a'\n\n if (c >= 49) {\n r += c - 49 + 0xa; // 'A'\n } else if (c >= 17) {\n r += c - 17 + 0xa; // '0' - '9'\n } else {\n r += c;\n }\n }\n\n return r;\n }\n\n BN.prototype._parseBase = function _parseBase(number, base, start) {\n // Initialize as zero\n this.words = [0];\n this.length = 1; // Find length of limb in base\n\n for (var limbLen = 0, limbPow = 1; limbPow <= 0x3ffffff; limbPow *= base) {\n limbLen++;\n }\n\n limbLen--;\n limbPow = limbPow / base | 0;\n var total = number.length - start;\n var mod = total % limbLen;\n var end = Math.min(total, total - mod) + start;\n var word = 0;\n\n for (var i = start; i < end; i += limbLen) {\n word = parseBase(number, i, i + limbLen, base);\n this.imuln(limbPow);\n\n if (this.words[0] + word < 0x4000000) {\n this.words[0] += word;\n } else {\n this._iaddn(word);\n }\n }\n\n if (mod !== 0) {\n var pow = 1;\n word = parseBase(number, i, number.length, base);\n\n for (i = 0; i < mod; i++) {\n pow *= base;\n }\n\n this.imuln(pow);\n\n if (this.words[0] + word < 0x4000000) {\n this.words[0] += word;\n } else {\n this._iaddn(word);\n }\n }\n };\n\n BN.prototype.copy = function copy(dest) {\n dest.words = new Array(this.length);\n\n for (var i = 0; i < this.length; i++) {\n dest.words[i] = this.words[i];\n }\n\n dest.length = this.length;\n dest.negative = this.negative;\n dest.red = this.red;\n };\n\n BN.prototype.clone = function clone() {\n var r = new BN(null);\n this.copy(r);\n return r;\n };\n\n BN.prototype._expand = function _expand(size) {\n while (this.length < size) {\n this.words[this.length++] = 0;\n }\n\n return this;\n }; // Remove leading `0` from `this`\n\n\n BN.prototype.strip = function strip() {\n while (this.length > 1 && this.words[this.length - 1] === 0) {\n this.length--;\n }\n\n return this._normSign();\n };\n\n BN.prototype._normSign = function _normSign() {\n // -0 = 0\n if (this.length === 1 && this.words[0] === 0) {\n this.negative = 0;\n }\n\n return this;\n };\n\n BN.prototype.inspect = function inspect() {\n return (this.red ? '';\n };\n /*\n var zeros = [];\n var groupSizes = [];\n var groupBases = [];\n var s = '';\n var i = -1;\n while (++i < BN.wordSize) {\n zeros[i] = s;\n s += '0';\n }\n groupSizes[0] = 0;\n groupSizes[1] = 0;\n groupBases[0] = 0;\n groupBases[1] = 0;\n var base = 2 - 1;\n while (++base < 36 + 1) {\n var groupSize = 0;\n var groupBase = 1;\n while (groupBase < (1 << BN.wordSize) / base) {\n groupBase *= base;\n groupSize += 1;\n }\n groupSizes[base] = groupSize;\n groupBases[base] = groupBase;\n }\n */\n\n\n var zeros = ['', '0', '00', '000', '0000', '00000', '000000', '0000000', '00000000', '000000000', '0000000000', '00000000000', '000000000000', '0000000000000', '00000000000000', '000000000000000', '0000000000000000', '00000000000000000', '000000000000000000', '0000000000000000000', '00000000000000000000', '000000000000000000000', '0000000000000000000000', '00000000000000000000000', '000000000000000000000000', '0000000000000000000000000'];\n var groupSizes = [0, 0, 25, 16, 12, 11, 10, 9, 8, 8, 7, 7, 7, 7, 6, 6, 6, 6, 6, 6, 6, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5];\n var groupBases = [0, 0, 33554432, 43046721, 16777216, 48828125, 60466176, 40353607, 16777216, 43046721, 10000000, 19487171, 35831808, 62748517, 7529536, 11390625, 16777216, 24137569, 34012224, 47045881, 64000000, 4084101, 5153632, 6436343, 7962624, 9765625, 11881376, 14348907, 17210368, 20511149, 24300000, 28629151, 33554432, 39135393, 45435424, 52521875, 60466176];\n\n BN.prototype.toString = function toString(base, padding) {\n base = base || 10;\n padding = padding | 0 || 1;\n var out;\n\n if (base === 16 || base === 'hex') {\n out = '';\n var off = 0;\n var carry = 0;\n\n for (var i = 0; i < this.length; i++) {\n var w = this.words[i];\n var word = ((w << off | carry) & 0xffffff).toString(16);\n carry = w >>> 24 - off & 0xffffff;\n\n if (carry !== 0 || i !== this.length - 1) {\n out = zeros[6 - word.length] + word + out;\n } else {\n out = word + out;\n }\n\n off += 2;\n\n if (off >= 26) {\n off -= 26;\n i--;\n }\n }\n\n if (carry !== 0) {\n out = carry.toString(16) + out;\n }\n\n while (out.length % padding !== 0) {\n out = '0' + out;\n }\n\n if (this.negative !== 0) {\n out = '-' + out;\n }\n\n return out;\n }\n\n if (base === (base | 0) && base >= 2 && base <= 36) {\n // var groupSize = Math.floor(BN.wordSize * Math.LN2 / Math.log(base));\n var groupSize = groupSizes[base]; // var groupBase = Math.pow(base, groupSize);\n\n var groupBase = groupBases[base];\n out = '';\n var c = this.clone();\n c.negative = 0;\n\n while (!c.isZero()) {\n var r = c.modn(groupBase).toString(base);\n c = c.idivn(groupBase);\n\n if (!c.isZero()) {\n out = zeros[groupSize - r.length] + r + out;\n } else {\n out = r + out;\n }\n }\n\n if (this.isZero()) {\n out = '0' + out;\n }\n\n while (out.length % padding !== 0) {\n out = '0' + out;\n }\n\n if (this.negative !== 0) {\n out = '-' + out;\n }\n\n return out;\n }\n\n assert(false, 'Base should be between 2 and 36');\n };\n\n BN.prototype.toNumber = function toNumber() {\n var ret = this.words[0];\n\n if (this.length === 2) {\n ret += this.words[1] * 0x4000000;\n } else if (this.length === 3 && this.words[2] === 0x01) {\n // NOTE: at this stage it is known that the top bit is set\n ret += 0x10000000000000 + this.words[1] * 0x4000000;\n } else if (this.length > 2) {\n assert(false, 'Number can only safely store up to 53 bits');\n }\n\n return this.negative !== 0 ? -ret : ret;\n };\n\n BN.prototype.toJSON = function toJSON() {\n return this.toString(16);\n };\n\n BN.prototype.toBuffer = function toBuffer(endian, length) {\n assert(typeof Buffer !== 'undefined');\n return this.toArrayLike(Buffer, endian, length);\n };\n\n BN.prototype.toArray = function toArray(endian, length) {\n return this.toArrayLike(Array, endian, length);\n };\n\n BN.prototype.toArrayLike = function toArrayLike(ArrayType, endian, length) {\n var byteLength = this.byteLength();\n var reqLength = length || Math.max(1, byteLength);\n assert(byteLength <= reqLength, 'byte array longer than desired length');\n assert(reqLength > 0, 'Requested array length <= 0');\n this.strip();\n var littleEndian = endian === 'le';\n var res = new ArrayType(reqLength);\n var b, i;\n var q = this.clone();\n\n if (!littleEndian) {\n // Assume big-endian\n for (i = 0; i < reqLength - byteLength; i++) {\n res[i] = 0;\n }\n\n for (i = 0; !q.isZero(); i++) {\n b = q.andln(0xff);\n q.iushrn(8);\n res[reqLength - i - 1] = b;\n }\n } else {\n for (i = 0; !q.isZero(); i++) {\n b = q.andln(0xff);\n q.iushrn(8);\n res[i] = b;\n }\n\n for (; i < reqLength; i++) {\n res[i] = 0;\n }\n }\n\n return res;\n };\n\n if (Math.clz32) {\n BN.prototype._countBits = function _countBits(w) {\n return 32 - Math.clz32(w);\n };\n } else {\n BN.prototype._countBits = function _countBits(w) {\n var t = w;\n var r = 0;\n\n if (t >= 0x1000) {\n r += 13;\n t >>>= 13;\n }\n\n if (t >= 0x40) {\n r += 7;\n t >>>= 7;\n }\n\n if (t >= 0x8) {\n r += 4;\n t >>>= 4;\n }\n\n if (t >= 0x02) {\n r += 2;\n t >>>= 2;\n }\n\n return r + t;\n };\n }\n\n BN.prototype._zeroBits = function _zeroBits(w) {\n // Short-cut\n if (w === 0) return 26;\n var t = w;\n var r = 0;\n\n if ((t & 0x1fff) === 0) {\n r += 13;\n t >>>= 13;\n }\n\n if ((t & 0x7f) === 0) {\n r += 7;\n t >>>= 7;\n }\n\n if ((t & 0xf) === 0) {\n r += 4;\n t >>>= 4;\n }\n\n if ((t & 0x3) === 0) {\n r += 2;\n t >>>= 2;\n }\n\n if ((t & 0x1) === 0) {\n r++;\n }\n\n return r;\n }; // Return number of used bits in a BN\n\n\n BN.prototype.bitLength = function bitLength() {\n var w = this.words[this.length - 1];\n\n var hi = this._countBits(w);\n\n return (this.length - 1) * 26 + hi;\n };\n\n function toBitArray(num) {\n var w = new Array(num.bitLength());\n\n for (var bit = 0; bit < w.length; bit++) {\n var off = bit / 26 | 0;\n var wbit = bit % 26;\n w[bit] = (num.words[off] & 1 << wbit) >>> wbit;\n }\n\n return w;\n } // Number of trailing zero bits\n\n\n BN.prototype.zeroBits = function zeroBits() {\n if (this.isZero()) return 0;\n var r = 0;\n\n for (var i = 0; i < this.length; i++) {\n var b = this._zeroBits(this.words[i]);\n\n r += b;\n if (b !== 26) break;\n }\n\n return r;\n };\n\n BN.prototype.byteLength = function byteLength() {\n return Math.ceil(this.bitLength() / 8);\n };\n\n BN.prototype.toTwos = function toTwos(width) {\n if (this.negative !== 0) {\n return this.abs().inotn(width).iaddn(1);\n }\n\n return this.clone();\n };\n\n BN.prototype.fromTwos = function fromTwos(width) {\n if (this.testn(width - 1)) {\n return this.notn(width).iaddn(1).ineg();\n }\n\n return this.clone();\n };\n\n BN.prototype.isNeg = function isNeg() {\n return this.negative !== 0;\n }; // Return negative clone of `this`\n\n\n BN.prototype.neg = function neg() {\n return this.clone().ineg();\n };\n\n BN.prototype.ineg = function ineg() {\n if (!this.isZero()) {\n this.negative ^= 1;\n }\n\n return this;\n }; // Or `num` with `this` in-place\n\n\n BN.prototype.iuor = function iuor(num) {\n while (this.length < num.length) {\n this.words[this.length++] = 0;\n }\n\n for (var i = 0; i < num.length; i++) {\n this.words[i] = this.words[i] | num.words[i];\n }\n\n return this.strip();\n };\n\n BN.prototype.ior = function ior(num) {\n assert((this.negative | num.negative) === 0);\n return this.iuor(num);\n }; // Or `num` with `this`\n\n\n BN.prototype.or = function or(num) {\n if (this.length > num.length) return this.clone().ior(num);\n return num.clone().ior(this);\n };\n\n BN.prototype.uor = function uor(num) {\n if (this.length > num.length) return this.clone().iuor(num);\n return num.clone().iuor(this);\n }; // And `num` with `this` in-place\n\n\n BN.prototype.iuand = function iuand(num) {\n // b = min-length(num, this)\n var b;\n\n if (this.length > num.length) {\n b = num;\n } else {\n b = this;\n }\n\n for (var i = 0; i < b.length; i++) {\n this.words[i] = this.words[i] & num.words[i];\n }\n\n this.length = b.length;\n return this.strip();\n };\n\n BN.prototype.iand = function iand(num) {\n assert((this.negative | num.negative) === 0);\n return this.iuand(num);\n }; // And `num` with `this`\n\n\n BN.prototype.and = function and(num) {\n if (this.length > num.length) return this.clone().iand(num);\n return num.clone().iand(this);\n };\n\n BN.prototype.uand = function uand(num) {\n if (this.length > num.length) return this.clone().iuand(num);\n return num.clone().iuand(this);\n }; // Xor `num` with `this` in-place\n\n\n BN.prototype.iuxor = function iuxor(num) {\n // a.length > b.length\n var a;\n var b;\n\n if (this.length > num.length) {\n a = this;\n b = num;\n } else {\n a = num;\n b = this;\n }\n\n for (var i = 0; i < b.length; i++) {\n this.words[i] = a.words[i] ^ b.words[i];\n }\n\n if (this !== a) {\n for (; i < a.length; i++) {\n this.words[i] = a.words[i];\n }\n }\n\n this.length = a.length;\n return this.strip();\n };\n\n BN.prototype.ixor = function ixor(num) {\n assert((this.negative | num.negative) === 0);\n return this.iuxor(num);\n }; // Xor `num` with `this`\n\n\n BN.prototype.xor = function xor(num) {\n if (this.length > num.length) return this.clone().ixor(num);\n return num.clone().ixor(this);\n };\n\n BN.prototype.uxor = function uxor(num) {\n if (this.length > num.length) return this.clone().iuxor(num);\n return num.clone().iuxor(this);\n }; // Not ``this`` with ``width`` bitwidth\n\n\n BN.prototype.inotn = function inotn(width) {\n assert(typeof width === 'number' && width >= 0);\n var bytesNeeded = Math.ceil(width / 26) | 0;\n var bitsLeft = width % 26; // Extend the buffer with leading zeroes\n\n this._expand(bytesNeeded);\n\n if (bitsLeft > 0) {\n bytesNeeded--;\n } // Handle complete words\n\n\n for (var i = 0; i < bytesNeeded; i++) {\n this.words[i] = ~this.words[i] & 0x3ffffff;\n } // Handle the residue\n\n\n if (bitsLeft > 0) {\n this.words[i] = ~this.words[i] & 0x3ffffff >> 26 - bitsLeft;\n } // And remove leading zeroes\n\n\n return this.strip();\n };\n\n BN.prototype.notn = function notn(width) {\n return this.clone().inotn(width);\n }; // Set `bit` of `this`\n\n\n BN.prototype.setn = function setn(bit, val) {\n assert(typeof bit === 'number' && bit >= 0);\n var off = bit / 26 | 0;\n var wbit = bit % 26;\n\n this._expand(off + 1);\n\n if (val) {\n this.words[off] = this.words[off] | 1 << wbit;\n } else {\n this.words[off] = this.words[off] & ~(1 << wbit);\n }\n\n return this.strip();\n }; // Add `num` to `this` in-place\n\n\n BN.prototype.iadd = function iadd(num) {\n var r; // negative + positive\n\n if (this.negative !== 0 && num.negative === 0) {\n this.negative = 0;\n r = this.isub(num);\n this.negative ^= 1;\n return this._normSign(); // positive + negative\n } else if (this.negative === 0 && num.negative !== 0) {\n num.negative = 0;\n r = this.isub(num);\n num.negative = 1;\n return r._normSign();\n } // a.length > b.length\n\n\n var a, b;\n\n if (this.length > num.length) {\n a = this;\n b = num;\n } else {\n a = num;\n b = this;\n }\n\n var carry = 0;\n\n for (var i = 0; i < b.length; i++) {\n r = (a.words[i] | 0) + (b.words[i] | 0) + carry;\n this.words[i] = r & 0x3ffffff;\n carry = r >>> 26;\n }\n\n for (; carry !== 0 && i < a.length; i++) {\n r = (a.words[i] | 0) + carry;\n this.words[i] = r & 0x3ffffff;\n carry = r >>> 26;\n }\n\n this.length = a.length;\n\n if (carry !== 0) {\n this.words[this.length] = carry;\n this.length++; // Copy the rest of the words\n } else if (a !== this) {\n for (; i < a.length; i++) {\n this.words[i] = a.words[i];\n }\n }\n\n return this;\n }; // Add `num` to `this`\n\n\n BN.prototype.add = function add(num) {\n var res;\n\n if (num.negative !== 0 && this.negative === 0) {\n num.negative = 0;\n res = this.sub(num);\n num.negative ^= 1;\n return res;\n } else if (num.negative === 0 && this.negative !== 0) {\n this.negative = 0;\n res = num.sub(this);\n this.negative = 1;\n return res;\n }\n\n if (this.length > num.length) return this.clone().iadd(num);\n return num.clone().iadd(this);\n }; // Subtract `num` from `this` in-place\n\n\n BN.prototype.isub = function isub(num) {\n // this - (-num) = this + num\n if (num.negative !== 0) {\n num.negative = 0;\n var r = this.iadd(num);\n num.negative = 1;\n return r._normSign(); // -this - num = -(this + num)\n } else if (this.negative !== 0) {\n this.negative = 0;\n this.iadd(num);\n this.negative = 1;\n return this._normSign();\n } // At this point both numbers are positive\n\n\n var cmp = this.cmp(num); // Optimization - zeroify\n\n if (cmp === 0) {\n this.negative = 0;\n this.length = 1;\n this.words[0] = 0;\n return this;\n } // a > b\n\n\n var a, b;\n\n if (cmp > 0) {\n a = this;\n b = num;\n } else {\n a = num;\n b = this;\n }\n\n var carry = 0;\n\n for (var i = 0; i < b.length; i++) {\n r = (a.words[i] | 0) - (b.words[i] | 0) + carry;\n carry = r >> 26;\n this.words[i] = r & 0x3ffffff;\n }\n\n for (; carry !== 0 && i < a.length; i++) {\n r = (a.words[i] | 0) + carry;\n carry = r >> 26;\n this.words[i] = r & 0x3ffffff;\n } // Copy rest of the words\n\n\n if (carry === 0 && i < a.length && a !== this) {\n for (; i < a.length; i++) {\n this.words[i] = a.words[i];\n }\n }\n\n this.length = Math.max(this.length, i);\n\n if (a !== this) {\n this.negative = 1;\n }\n\n return this.strip();\n }; // Subtract `num` from `this`\n\n\n BN.prototype.sub = function sub(num) {\n return this.clone().isub(num);\n };\n\n function smallMulTo(self, num, out) {\n out.negative = num.negative ^ self.negative;\n var len = self.length + num.length | 0;\n out.length = len;\n len = len - 1 | 0; // Peel one iteration (compiler can't do it, because of code complexity)\n\n var a = self.words[0] | 0;\n var b = num.words[0] | 0;\n var r = a * b;\n var lo = r & 0x3ffffff;\n var carry = r / 0x4000000 | 0;\n out.words[0] = lo;\n\n for (var k = 1; k < len; k++) {\n // Sum all words with the same `i + j = k` and accumulate `ncarry`,\n // note that ncarry could be >= 0x3ffffff\n var ncarry = carry >>> 26;\n var rword = carry & 0x3ffffff;\n var maxJ = Math.min(k, num.length - 1);\n\n for (var j = Math.max(0, k - self.length + 1); j <= maxJ; j++) {\n var i = k - j | 0;\n a = self.words[i] | 0;\n b = num.words[j] | 0;\n r = a * b + rword;\n ncarry += r / 0x4000000 | 0;\n rword = r & 0x3ffffff;\n }\n\n out.words[k] = rword | 0;\n carry = ncarry | 0;\n }\n\n if (carry !== 0) {\n out.words[k] = carry | 0;\n } else {\n out.length--;\n }\n\n return out.strip();\n } // TODO(indutny): it may be reasonable to omit it for users who don't need\n // to work with 256-bit numbers, otherwise it gives 20% improvement for 256-bit\n // multiplication (like elliptic secp256k1).\n\n\n var comb10MulTo = function comb10MulTo(self, num, out) {\n var a = self.words;\n var b = num.words;\n var o = out.words;\n var c = 0;\n var lo;\n var mid;\n var hi;\n var a0 = a[0] | 0;\n var al0 = a0 & 0x1fff;\n var ah0 = a0 >>> 13;\n var a1 = a[1] | 0;\n var al1 = a1 & 0x1fff;\n var ah1 = a1 >>> 13;\n var a2 = a[2] | 0;\n var al2 = a2 & 0x1fff;\n var ah2 = a2 >>> 13;\n var a3 = a[3] | 0;\n var al3 = a3 & 0x1fff;\n var ah3 = a3 >>> 13;\n var a4 = a[4] | 0;\n var al4 = a4 & 0x1fff;\n var ah4 = a4 >>> 13;\n var a5 = a[5] | 0;\n var al5 = a5 & 0x1fff;\n var ah5 = a5 >>> 13;\n var a6 = a[6] | 0;\n var al6 = a6 & 0x1fff;\n var ah6 = a6 >>> 13;\n var a7 = a[7] | 0;\n var al7 = a7 & 0x1fff;\n var ah7 = a7 >>> 13;\n var a8 = a[8] | 0;\n var al8 = a8 & 0x1fff;\n var ah8 = a8 >>> 13;\n var a9 = a[9] | 0;\n var al9 = a9 & 0x1fff;\n var ah9 = a9 >>> 13;\n var b0 = b[0] | 0;\n var bl0 = b0 & 0x1fff;\n var bh0 = b0 >>> 13;\n var b1 = b[1] | 0;\n var bl1 = b1 & 0x1fff;\n var bh1 = b1 >>> 13;\n var b2 = b[2] | 0;\n var bl2 = b2 & 0x1fff;\n var bh2 = b2 >>> 13;\n var b3 = b[3] | 0;\n var bl3 = b3 & 0x1fff;\n var bh3 = b3 >>> 13;\n var b4 = b[4] | 0;\n var bl4 = b4 & 0x1fff;\n var bh4 = b4 >>> 13;\n var b5 = b[5] | 0;\n var bl5 = b5 & 0x1fff;\n var bh5 = b5 >>> 13;\n var b6 = b[6] | 0;\n var bl6 = b6 & 0x1fff;\n var bh6 = b6 >>> 13;\n var b7 = b[7] | 0;\n var bl7 = b7 & 0x1fff;\n var bh7 = b7 >>> 13;\n var b8 = b[8] | 0;\n var bl8 = b8 & 0x1fff;\n var bh8 = b8 >>> 13;\n var b9 = b[9] | 0;\n var bl9 = b9 & 0x1fff;\n var bh9 = b9 >>> 13;\n out.negative = self.negative ^ num.negative;\n out.length = 19;\n /* k = 0 */\n\n lo = Math.imul(al0, bl0);\n mid = Math.imul(al0, bh0);\n mid = mid + Math.imul(ah0, bl0) | 0;\n hi = Math.imul(ah0, bh0);\n var w0 = (c + lo | 0) + ((mid & 0x1fff) << 13) | 0;\n c = (hi + (mid >>> 13) | 0) + (w0 >>> 26) | 0;\n w0 &= 0x3ffffff;\n /* k = 1 */\n\n lo = Math.imul(al1, bl0);\n mid = Math.imul(al1, bh0);\n mid = mid + Math.imul(ah1, bl0) | 0;\n hi = Math.imul(ah1, bh0);\n lo = lo + Math.imul(al0, bl1) | 0;\n mid = mid + Math.imul(al0, bh1) | 0;\n mid = mid + Math.imul(ah0, bl1) | 0;\n hi = hi + Math.imul(ah0, bh1) | 0;\n var w1 = (c + lo | 0) + ((mid & 0x1fff) << 13) | 0;\n c = (hi + (mid >>> 13) | 0) + (w1 >>> 26) | 0;\n w1 &= 0x3ffffff;\n /* k = 2 */\n\n lo = Math.imul(al2, bl0);\n mid = Math.imul(al2, bh0);\n mid = mid + Math.imul(ah2, bl0) | 0;\n hi = Math.imul(ah2, bh0);\n lo = lo + Math.imul(al1, bl1) | 0;\n mid = mid + Math.imul(al1, bh1) | 0;\n mid = mid + Math.imul(ah1, bl1) | 0;\n hi = hi + Math.imul(ah1, bh1) | 0;\n lo = lo + Math.imul(al0, bl2) | 0;\n mid = mid + Math.imul(al0, bh2) | 0;\n mid = mid + Math.imul(ah0, bl2) | 0;\n hi = hi + Math.imul(ah0, bh2) | 0;\n var w2 = (c + lo | 0) + ((mid & 0x1fff) << 13) | 0;\n c = (hi + (mid >>> 13) | 0) + (w2 >>> 26) | 0;\n w2 &= 0x3ffffff;\n /* k = 3 */\n\n lo = Math.imul(al3, bl0);\n mid = Math.imul(al3, bh0);\n mid = mid + Math.imul(ah3, bl0) | 0;\n hi = Math.imul(ah3, bh0);\n lo = lo + Math.imul(al2, bl1) | 0;\n mid = mid + Math.imul(al2, bh1) | 0;\n mid = mid + Math.imul(ah2, bl1) | 0;\n hi = hi + Math.imul(ah2, bh1) | 0;\n lo = lo + Math.imul(al1, bl2) | 0;\n mid = mid + Math.imul(al1, bh2) | 0;\n mid = mid + Math.imul(ah1, bl2) | 0;\n hi = hi + Math.imul(ah1, bh2) | 0;\n lo = lo + Math.imul(al0, bl3) | 0;\n mid = mid + Math.imul(al0, bh3) | 0;\n mid = mid + Math.imul(ah0, bl3) | 0;\n hi = hi + Math.imul(ah0, bh3) | 0;\n var w3 = (c + lo | 0) + ((mid & 0x1fff) << 13) | 0;\n c = (hi + (mid >>> 13) | 0) + (w3 >>> 26) | 0;\n w3 &= 0x3ffffff;\n /* k = 4 */\n\n lo = Math.imul(al4, bl0);\n mid = Math.imul(al4, bh0);\n mid = mid + Math.imul(ah4, bl0) | 0;\n hi = Math.imul(ah4, bh0);\n lo = lo + Math.imul(al3, bl1) | 0;\n mid = mid + Math.imul(al3, bh1) | 0;\n mid = mid + Math.imul(ah3, bl1) | 0;\n hi = hi + Math.imul(ah3, bh1) | 0;\n lo = lo + Math.imul(al2, bl2) | 0;\n mid = mid + Math.imul(al2, bh2) | 0;\n mid = mid + Math.imul(ah2, bl2) | 0;\n hi = hi + Math.imul(ah2, bh2) | 0;\n lo = lo + Math.imul(al1, bl3) | 0;\n mid = mid + Math.imul(al1, bh3) | 0;\n mid = mid + Math.imul(ah1, bl3) | 0;\n hi = hi + Math.imul(ah1, bh3) | 0;\n lo = lo + Math.imul(al0, bl4) | 0;\n mid = mid + Math.imul(al0, bh4) | 0;\n mid = mid + Math.imul(ah0, bl4) | 0;\n hi = hi + Math.imul(ah0, bh4) | 0;\n var w4 = (c + lo | 0) + ((mid & 0x1fff) << 13) | 0;\n c = (hi + (mid >>> 13) | 0) + (w4 >>> 26) | 0;\n w4 &= 0x3ffffff;\n /* k = 5 */\n\n lo = Math.imul(al5, bl0);\n mid = Math.imul(al5, bh0);\n mid = mid + Math.imul(ah5, bl0) | 0;\n hi = Math.imul(ah5, bh0);\n lo = lo + Math.imul(al4, bl1) | 0;\n mid = mid + Math.imul(al4, bh1) | 0;\n mid = mid + Math.imul(ah4, bl1) | 0;\n hi = hi + Math.imul(ah4, bh1) | 0;\n lo = lo + Math.imul(al3, bl2) | 0;\n mid = mid + Math.imul(al3, bh2) | 0;\n mid = mid + Math.imul(ah3, bl2) | 0;\n hi = hi + Math.imul(ah3, bh2) | 0;\n lo = lo + Math.imul(al2, bl3) | 0;\n mid = mid + Math.imul(al2, bh3) | 0;\n mid = mid + Math.imul(ah2, bl3) | 0;\n hi = hi + Math.imul(ah2, bh3) | 0;\n lo = lo + Math.imul(al1, bl4) | 0;\n mid = mid + Math.imul(al1, bh4) | 0;\n mid = mid + Math.imul(ah1, bl4) | 0;\n hi = hi + Math.imul(ah1, bh4) | 0;\n lo = lo + Math.imul(al0, bl5) | 0;\n mid = mid + Math.imul(al0, bh5) | 0;\n mid = mid + Math.imul(ah0, bl5) | 0;\n hi = hi + Math.imul(ah0, bh5) | 0;\n var w5 = (c + lo | 0) + ((mid & 0x1fff) << 13) | 0;\n c = (hi + (mid >>> 13) | 0) + (w5 >>> 26) | 0;\n w5 &= 0x3ffffff;\n /* k = 6 */\n\n lo = Math.imul(al6, bl0);\n mid = Math.imul(al6, bh0);\n mid = mid + Math.imul(ah6, bl0) | 0;\n hi = Math.imul(ah6, bh0);\n lo = lo + Math.imul(al5, bl1) | 0;\n mid = mid + Math.imul(al5, bh1) | 0;\n mid = mid + Math.imul(ah5, bl1) | 0;\n hi = hi + Math.imul(ah5, bh1) | 0;\n lo = lo + Math.imul(al4, bl2) | 0;\n mid = mid + Math.imul(al4, bh2) | 0;\n mid = mid + Math.imul(ah4, bl2) | 0;\n hi = hi + Math.imul(ah4, bh2) | 0;\n lo = lo + Math.imul(al3, bl3) | 0;\n mid = mid + Math.imul(al3, bh3) | 0;\n mid = mid + Math.imul(ah3, bl3) | 0;\n hi = hi + Math.imul(ah3, bh3) | 0;\n lo = lo + Math.imul(al2, bl4) | 0;\n mid = mid + Math.imul(al2, bh4) | 0;\n mid = mid + Math.imul(ah2, bl4) | 0;\n hi = hi + Math.imul(ah2, bh4) | 0;\n lo = lo + Math.imul(al1, bl5) | 0;\n mid = mid + Math.imul(al1, bh5) | 0;\n mid = mid + Math.imul(ah1, bl5) | 0;\n hi = hi + Math.imul(ah1, bh5) | 0;\n lo = lo + Math.imul(al0, bl6) | 0;\n mid = mid + Math.imul(al0, bh6) | 0;\n mid = mid + Math.imul(ah0, bl6) | 0;\n hi = hi + Math.imul(ah0, bh6) | 0;\n var w6 = (c + lo | 0) + ((mid & 0x1fff) << 13) | 0;\n c = (hi + (mid >>> 13) | 0) + (w6 >>> 26) | 0;\n w6 &= 0x3ffffff;\n /* k = 7 */\n\n lo = Math.imul(al7, bl0);\n mid = Math.imul(al7, bh0);\n mid = mid + Math.imul(ah7, bl0) | 0;\n hi = Math.imul(ah7, bh0);\n lo = lo + Math.imul(al6, bl1) | 0;\n mid = mid + Math.imul(al6, bh1) | 0;\n mid = mid + Math.imul(ah6, bl1) | 0;\n hi = hi + Math.imul(ah6, bh1) | 0;\n lo = lo + Math.imul(al5, bl2) | 0;\n mid = mid + Math.imul(al5, bh2) | 0;\n mid = mid + Math.imul(ah5, bl2) | 0;\n hi = hi + Math.imul(ah5, bh2) | 0;\n lo = lo + Math.imul(al4, bl3) | 0;\n mid = mid + Math.imul(al4, bh3) | 0;\n mid = mid + Math.imul(ah4, bl3) | 0;\n hi = hi + Math.imul(ah4, bh3) | 0;\n lo = lo + Math.imul(al3, bl4) | 0;\n mid = mid + Math.imul(al3, bh4) | 0;\n mid = mid + Math.imul(ah3, bl4) | 0;\n hi = hi + Math.imul(ah3, bh4) | 0;\n lo = lo + Math.imul(al2, bl5) | 0;\n mid = mid + Math.imul(al2, bh5) | 0;\n mid = mid + Math.imul(ah2, bl5) | 0;\n hi = hi + Math.imul(ah2, bh5) | 0;\n lo = lo + Math.imul(al1, bl6) | 0;\n mid = mid + Math.imul(al1, bh6) | 0;\n mid = mid + Math.imul(ah1, bl6) | 0;\n hi = hi + Math.imul(ah1, bh6) | 0;\n lo = lo + Math.imul(al0, bl7) | 0;\n mid = mid + Math.imul(al0, bh7) | 0;\n mid = mid + Math.imul(ah0, bl7) | 0;\n hi = hi + Math.imul(ah0, bh7) | 0;\n var w7 = (c + lo | 0) + ((mid & 0x1fff) << 13) | 0;\n c = (hi + (mid >>> 13) | 0) + (w7 >>> 26) | 0;\n w7 &= 0x3ffffff;\n /* k = 8 */\n\n lo = Math.imul(al8, bl0);\n mid = Math.imul(al8, bh0);\n mid = mid + Math.imul(ah8, bl0) | 0;\n hi = Math.imul(ah8, bh0);\n lo = lo + Math.imul(al7, bl1) | 0;\n mid = mid + Math.imul(al7, bh1) | 0;\n mid = mid + Math.imul(ah7, bl1) | 0;\n hi = hi + Math.imul(ah7, bh1) | 0;\n lo = lo + Math.imul(al6, bl2) | 0;\n mid = mid + Math.imul(al6, bh2) | 0;\n mid = mid + Math.imul(ah6, bl2) | 0;\n hi = hi + Math.imul(ah6, bh2) | 0;\n lo = lo + Math.imul(al5, bl3) | 0;\n mid = mid + Math.imul(al5, bh3) | 0;\n mid = mid + Math.imul(ah5, bl3) | 0;\n hi = hi + Math.imul(ah5, bh3) | 0;\n lo = lo + Math.imul(al4, bl4) | 0;\n mid = mid + Math.imul(al4, bh4) | 0;\n mid = mid + Math.imul(ah4, bl4) | 0;\n hi = hi + Math.imul(ah4, bh4) | 0;\n lo = lo + Math.imul(al3, bl5) | 0;\n mid = mid + Math.imul(al3, bh5) | 0;\n mid = mid + Math.imul(ah3, bl5) | 0;\n hi = hi + Math.imul(ah3, bh5) | 0;\n lo = lo + Math.imul(al2, bl6) | 0;\n mid = mid + Math.imul(al2, bh6) | 0;\n mid = mid + Math.imul(ah2, bl6) | 0;\n hi = hi + Math.imul(ah2, bh6) | 0;\n lo = lo + Math.imul(al1, bl7) | 0;\n mid = mid + Math.imul(al1, bh7) | 0;\n mid = mid + Math.imul(ah1, bl7) | 0;\n hi = hi + Math.imul(ah1, bh7) | 0;\n lo = lo + Math.imul(al0, bl8) | 0;\n mid = mid + Math.imul(al0, bh8) | 0;\n mid = mid + Math.imul(ah0, bl8) | 0;\n hi = hi + Math.imul(ah0, bh8) | 0;\n var w8 = (c + lo | 0) + ((mid & 0x1fff) << 13) | 0;\n c = (hi + (mid >>> 13) | 0) + (w8 >>> 26) | 0;\n w8 &= 0x3ffffff;\n /* k = 9 */\n\n lo = Math.imul(al9, bl0);\n mid = Math.imul(al9, bh0);\n mid = mid + Math.imul(ah9, bl0) | 0;\n hi = Math.imul(ah9, bh0);\n lo = lo + Math.imul(al8, bl1) | 0;\n mid = mid + Math.imul(al8, bh1) | 0;\n mid = mid + Math.imul(ah8, bl1) | 0;\n hi = hi + Math.imul(ah8, bh1) | 0;\n lo = lo + Math.imul(al7, bl2) | 0;\n mid = mid + Math.imul(al7, bh2) | 0;\n mid = mid + Math.imul(ah7, bl2) | 0;\n hi = hi + Math.imul(ah7, bh2) | 0;\n lo = lo + Math.imul(al6, bl3) | 0;\n mid = mid + Math.imul(al6, bh3) | 0;\n mid = mid + Math.imul(ah6, bl3) | 0;\n hi = hi + Math.imul(ah6, bh3) | 0;\n lo = lo + Math.imul(al5, bl4) | 0;\n mid = mid + Math.imul(al5, bh4) | 0;\n mid = mid + Math.imul(ah5, bl4) | 0;\n hi = hi + Math.imul(ah5, bh4) | 0;\n lo = lo + Math.imul(al4, bl5) | 0;\n mid = mid + Math.imul(al4, bh5) | 0;\n mid = mid + Math.imul(ah4, bl5) | 0;\n hi = hi + Math.imul(ah4, bh5) | 0;\n lo = lo + Math.imul(al3, bl6) | 0;\n mid = mid + Math.imul(al3, bh6) | 0;\n mid = mid + Math.imul(ah3, bl6) | 0;\n hi = hi + Math.imul(ah3, bh6) | 0;\n lo = lo + Math.imul(al2, bl7) | 0;\n mid = mid + Math.imul(al2, bh7) | 0;\n mid = mid + Math.imul(ah2, bl7) | 0;\n hi = hi + Math.imul(ah2, bh7) | 0;\n lo = lo + Math.imul(al1, bl8) | 0;\n mid = mid + Math.imul(al1, bh8) | 0;\n mid = mid + Math.imul(ah1, bl8) | 0;\n hi = hi + Math.imul(ah1, bh8) | 0;\n lo = lo + Math.imul(al0, bl9) | 0;\n mid = mid + Math.imul(al0, bh9) | 0;\n mid = mid + Math.imul(ah0, bl9) | 0;\n hi = hi + Math.imul(ah0, bh9) | 0;\n var w9 = (c + lo | 0) + ((mid & 0x1fff) << 13) | 0;\n c = (hi + (mid >>> 13) | 0) + (w9 >>> 26) | 0;\n w9 &= 0x3ffffff;\n /* k = 10 */\n\n lo = Math.imul(al9, bl1);\n mid = Math.imul(al9, bh1);\n mid = mid + Math.imul(ah9, bl1) | 0;\n hi = Math.imul(ah9, bh1);\n lo = lo + Math.imul(al8, bl2) | 0;\n mid = mid + Math.imul(al8, bh2) | 0;\n mid = mid + Math.imul(ah8, bl2) | 0;\n hi = hi + Math.imul(ah8, bh2) | 0;\n lo = lo + Math.imul(al7, bl3) | 0;\n mid = mid + Math.imul(al7, bh3) | 0;\n mid = mid + Math.imul(ah7, bl3) | 0;\n hi = hi + Math.imul(ah7, bh3) | 0;\n lo = lo + Math.imul(al6, bl4) | 0;\n mid = mid + Math.imul(al6, bh4) | 0;\n mid = mid + Math.imul(ah6, bl4) | 0;\n hi = hi + Math.imul(ah6, bh4) | 0;\n lo = lo + Math.imul(al5, bl5) | 0;\n mid = mid + Math.imul(al5, bh5) | 0;\n mid = mid + Math.imul(ah5, bl5) | 0;\n hi = hi + Math.imul(ah5, bh5) | 0;\n lo = lo + Math.imul(al4, bl6) | 0;\n mid = mid + Math.imul(al4, bh6) | 0;\n mid = mid + Math.imul(ah4, bl6) | 0;\n hi = hi + Math.imul(ah4, bh6) | 0;\n lo = lo + Math.imul(al3, bl7) | 0;\n mid = mid + Math.imul(al3, bh7) | 0;\n mid = mid + Math.imul(ah3, bl7) | 0;\n hi = hi + Math.imul(ah3, bh7) | 0;\n lo = lo + Math.imul(al2, bl8) | 0;\n mid = mid + Math.imul(al2, bh8) | 0;\n mid = mid + Math.imul(ah2, bl8) | 0;\n hi = hi + Math.imul(ah2, bh8) | 0;\n lo = lo + Math.imul(al1, bl9) | 0;\n mid = mid + Math.imul(al1, bh9) | 0;\n mid = mid + Math.imul(ah1, bl9) | 0;\n hi = hi + Math.imul(ah1, bh9) | 0;\n var w10 = (c + lo | 0) + ((mid & 0x1fff) << 13) | 0;\n c = (hi + (mid >>> 13) | 0) + (w10 >>> 26) | 0;\n w10 &= 0x3ffffff;\n /* k = 11 */\n\n lo = Math.imul(al9, bl2);\n mid = Math.imul(al9, bh2);\n mid = mid + Math.imul(ah9, bl2) | 0;\n hi = Math.imul(ah9, bh2);\n lo = lo + Math.imul(al8, bl3) | 0;\n mid = mid + Math.imul(al8, bh3) | 0;\n mid = mid + Math.imul(ah8, bl3) | 0;\n hi = hi + Math.imul(ah8, bh3) | 0;\n lo = lo + Math.imul(al7, bl4) | 0;\n mid = mid + Math.imul(al7, bh4) | 0;\n mid = mid + Math.imul(ah7, bl4) | 0;\n hi = hi + Math.imul(ah7, bh4) | 0;\n lo = lo + Math.imul(al6, bl5) | 0;\n mid = mid + Math.imul(al6, bh5) | 0;\n mid = mid + Math.imul(ah6, bl5) | 0;\n hi = hi + Math.imul(ah6, bh5) | 0;\n lo = lo + Math.imul(al5, bl6) | 0;\n mid = mid + Math.imul(al5, bh6) | 0;\n mid = mid + Math.imul(ah5, bl6) | 0;\n hi = hi + Math.imul(ah5, bh6) | 0;\n lo = lo + Math.imul(al4, bl7) | 0;\n mid = mid + Math.imul(al4, bh7) | 0;\n mid = mid + Math.imul(ah4, bl7) | 0;\n hi = hi + Math.imul(ah4, bh7) | 0;\n lo = lo + Math.imul(al3, bl8) | 0;\n mid = mid + Math.imul(al3, bh8) | 0;\n mid = mid + Math.imul(ah3, bl8) | 0;\n hi = hi + Math.imul(ah3, bh8) | 0;\n lo = lo + Math.imul(al2, bl9) | 0;\n mid = mid + Math.imul(al2, bh9) | 0;\n mid = mid + Math.imul(ah2, bl9) | 0;\n hi = hi + Math.imul(ah2, bh9) | 0;\n var w11 = (c + lo | 0) + ((mid & 0x1fff) << 13) | 0;\n c = (hi + (mid >>> 13) | 0) + (w11 >>> 26) | 0;\n w11 &= 0x3ffffff;\n /* k = 12 */\n\n lo = Math.imul(al9, bl3);\n mid = Math.imul(al9, bh3);\n mid = mid + Math.imul(ah9, bl3) | 0;\n hi = Math.imul(ah9, bh3);\n lo = lo + Math.imul(al8, bl4) | 0;\n mid = mid + Math.imul(al8, bh4) | 0;\n mid = mid + Math.imul(ah8, bl4) | 0;\n hi = hi + Math.imul(ah8, bh4) | 0;\n lo = lo + Math.imul(al7, bl5) | 0;\n mid = mid + Math.imul(al7, bh5) | 0;\n mid = mid + Math.imul(ah7, bl5) | 0;\n hi = hi + Math.imul(ah7, bh5) | 0;\n lo = lo + Math.imul(al6, bl6) | 0;\n mid = mid + Math.imul(al6, bh6) | 0;\n mid = mid + Math.imul(ah6, bl6) | 0;\n hi = hi + Math.imul(ah6, bh6) | 0;\n lo = lo + Math.imul(al5, bl7) | 0;\n mid = mid + Math.imul(al5, bh7) | 0;\n mid = mid + Math.imul(ah5, bl7) | 0;\n hi = hi + Math.imul(ah5, bh7) | 0;\n lo = lo + Math.imul(al4, bl8) | 0;\n mid = mid + Math.imul(al4, bh8) | 0;\n mid = mid + Math.imul(ah4, bl8) | 0;\n hi = hi + Math.imul(ah4, bh8) | 0;\n lo = lo + Math.imul(al3, bl9) | 0;\n mid = mid + Math.imul(al3, bh9) | 0;\n mid = mid + Math.imul(ah3, bl9) | 0;\n hi = hi + Math.imul(ah3, bh9) | 0;\n var w12 = (c + lo | 0) + ((mid & 0x1fff) << 13) | 0;\n c = (hi + (mid >>> 13) | 0) + (w12 >>> 26) | 0;\n w12 &= 0x3ffffff;\n /* k = 13 */\n\n lo = Math.imul(al9, bl4);\n mid = Math.imul(al9, bh4);\n mid = mid + Math.imul(ah9, bl4) | 0;\n hi = Math.imul(ah9, bh4);\n lo = lo + Math.imul(al8, bl5) | 0;\n mid = mid + Math.imul(al8, bh5) | 0;\n mid = mid + Math.imul(ah8, bl5) | 0;\n hi = hi + Math.imul(ah8, bh5) | 0;\n lo = lo + Math.imul(al7, bl6) | 0;\n mid = mid + Math.imul(al7, bh6) | 0;\n mid = mid + Math.imul(ah7, bl6) | 0;\n hi = hi + Math.imul(ah7, bh6) | 0;\n lo = lo + Math.imul(al6, bl7) | 0;\n mid = mid + Math.imul(al6, bh7) | 0;\n mid = mid + Math.imul(ah6, bl7) | 0;\n hi = hi + Math.imul(ah6, bh7) | 0;\n lo = lo + Math.imul(al5, bl8) | 0;\n mid = mid + Math.imul(al5, bh8) | 0;\n mid = mid + Math.imul(ah5, bl8) | 0;\n hi = hi + Math.imul(ah5, bh8) | 0;\n lo = lo + Math.imul(al4, bl9) | 0;\n mid = mid + Math.imul(al4, bh9) | 0;\n mid = mid + Math.imul(ah4, bl9) | 0;\n hi = hi + Math.imul(ah4, bh9) | 0;\n var w13 = (c + lo | 0) + ((mid & 0x1fff) << 13) | 0;\n c = (hi + (mid >>> 13) | 0) + (w13 >>> 26) | 0;\n w13 &= 0x3ffffff;\n /* k = 14 */\n\n lo = Math.imul(al9, bl5);\n mid = Math.imul(al9, bh5);\n mid = mid + Math.imul(ah9, bl5) | 0;\n hi = Math.imul(ah9, bh5);\n lo = lo + Math.imul(al8, bl6) | 0;\n mid = mid + Math.imul(al8, bh6) | 0;\n mid = mid + Math.imul(ah8, bl6) | 0;\n hi = hi + Math.imul(ah8, bh6) | 0;\n lo = lo + Math.imul(al7, bl7) | 0;\n mid = mid + Math.imul(al7, bh7) | 0;\n mid = mid + Math.imul(ah7, bl7) | 0;\n hi = hi + Math.imul(ah7, bh7) | 0;\n lo = lo + Math.imul(al6, bl8) | 0;\n mid = mid + Math.imul(al6, bh8) | 0;\n mid = mid + Math.imul(ah6, bl8) | 0;\n hi = hi + Math.imul(ah6, bh8) | 0;\n lo = lo + Math.imul(al5, bl9) | 0;\n mid = mid + Math.imul(al5, bh9) | 0;\n mid = mid + Math.imul(ah5, bl9) | 0;\n hi = hi + Math.imul(ah5, bh9) | 0;\n var w14 = (c + lo | 0) + ((mid & 0x1fff) << 13) | 0;\n c = (hi + (mid >>> 13) | 0) + (w14 >>> 26) | 0;\n w14 &= 0x3ffffff;\n /* k = 15 */\n\n lo = Math.imul(al9, bl6);\n mid = Math.imul(al9, bh6);\n mid = mid + Math.imul(ah9, bl6) | 0;\n hi = Math.imul(ah9, bh6);\n lo = lo + Math.imul(al8, bl7) | 0;\n mid = mid + Math.imul(al8, bh7) | 0;\n mid = mid + Math.imul(ah8, bl7) | 0;\n hi = hi + Math.imul(ah8, bh7) | 0;\n lo = lo + Math.imul(al7, bl8) | 0;\n mid = mid + Math.imul(al7, bh8) | 0;\n mid = mid + Math.imul(ah7, bl8) | 0;\n hi = hi + Math.imul(ah7, bh8) | 0;\n lo = lo + Math.imul(al6, bl9) | 0;\n mid = mid + Math.imul(al6, bh9) | 0;\n mid = mid + Math.imul(ah6, bl9) | 0;\n hi = hi + Math.imul(ah6, bh9) | 0;\n var w15 = (c + lo | 0) + ((mid & 0x1fff) << 13) | 0;\n c = (hi + (mid >>> 13) | 0) + (w15 >>> 26) | 0;\n w15 &= 0x3ffffff;\n /* k = 16 */\n\n lo = Math.imul(al9, bl7);\n mid = Math.imul(al9, bh7);\n mid = mid + Math.imul(ah9, bl7) | 0;\n hi = Math.imul(ah9, bh7);\n lo = lo + Math.imul(al8, bl8) | 0;\n mid = mid + Math.imul(al8, bh8) | 0;\n mid = mid + Math.imul(ah8, bl8) | 0;\n hi = hi + Math.imul(ah8, bh8) | 0;\n lo = lo + Math.imul(al7, bl9) | 0;\n mid = mid + Math.imul(al7, bh9) | 0;\n mid = mid + Math.imul(ah7, bl9) | 0;\n hi = hi + Math.imul(ah7, bh9) | 0;\n var w16 = (c + lo | 0) + ((mid & 0x1fff) << 13) | 0;\n c = (hi + (mid >>> 13) | 0) + (w16 >>> 26) | 0;\n w16 &= 0x3ffffff;\n /* k = 17 */\n\n lo = Math.imul(al9, bl8);\n mid = Math.imul(al9, bh8);\n mid = mid + Math.imul(ah9, bl8) | 0;\n hi = Math.imul(ah9, bh8);\n lo = lo + Math.imul(al8, bl9) | 0;\n mid = mid + Math.imul(al8, bh9) | 0;\n mid = mid + Math.imul(ah8, bl9) | 0;\n hi = hi + Math.imul(ah8, bh9) | 0;\n var w17 = (c + lo | 0) + ((mid & 0x1fff) << 13) | 0;\n c = (hi + (mid >>> 13) | 0) + (w17 >>> 26) | 0;\n w17 &= 0x3ffffff;\n /* k = 18 */\n\n lo = Math.imul(al9, bl9);\n mid = Math.imul(al9, bh9);\n mid = mid + Math.imul(ah9, bl9) | 0;\n hi = Math.imul(ah9, bh9);\n var w18 = (c + lo | 0) + ((mid & 0x1fff) << 13) | 0;\n c = (hi + (mid >>> 13) | 0) + (w18 >>> 26) | 0;\n w18 &= 0x3ffffff;\n o[0] = w0;\n o[1] = w1;\n o[2] = w2;\n o[3] = w3;\n o[4] = w4;\n o[5] = w5;\n o[6] = w6;\n o[7] = w7;\n o[8] = w8;\n o[9] = w9;\n o[10] = w10;\n o[11] = w11;\n o[12] = w12;\n o[13] = w13;\n o[14] = w14;\n o[15] = w15;\n o[16] = w16;\n o[17] = w17;\n o[18] = w18;\n\n if (c !== 0) {\n o[19] = c;\n out.length++;\n }\n\n return out;\n }; // Polyfill comb\n\n\n if (!Math.imul) {\n comb10MulTo = smallMulTo;\n }\n\n function bigMulTo(self, num, out) {\n out.negative = num.negative ^ self.negative;\n out.length = self.length + num.length;\n var carry = 0;\n var hncarry = 0;\n\n for (var k = 0; k < out.length - 1; k++) {\n // Sum all words with the same `i + j = k` and accumulate `ncarry`,\n // note that ncarry could be >= 0x3ffffff\n var ncarry = hncarry;\n hncarry = 0;\n var rword = carry & 0x3ffffff;\n var maxJ = Math.min(k, num.length - 1);\n\n for (var j = Math.max(0, k - self.length + 1); j <= maxJ; j++) {\n var i = k - j;\n var a = self.words[i] | 0;\n var b = num.words[j] | 0;\n var r = a * b;\n var lo = r & 0x3ffffff;\n ncarry = ncarry + (r / 0x4000000 | 0) | 0;\n lo = lo + rword | 0;\n rword = lo & 0x3ffffff;\n ncarry = ncarry + (lo >>> 26) | 0;\n hncarry += ncarry >>> 26;\n ncarry &= 0x3ffffff;\n }\n\n out.words[k] = rword;\n carry = ncarry;\n ncarry = hncarry;\n }\n\n if (carry !== 0) {\n out.words[k] = carry;\n } else {\n out.length--;\n }\n\n return out.strip();\n }\n\n function jumboMulTo(self, num, out) {\n var fftm = new FFTM();\n return fftm.mulp(self, num, out);\n }\n\n BN.prototype.mulTo = function mulTo(num, out) {\n var res;\n var len = this.length + num.length;\n\n if (this.length === 10 && num.length === 10) {\n res = comb10MulTo(this, num, out);\n } else if (len < 63) {\n res = smallMulTo(this, num, out);\n } else if (len < 1024) {\n res = bigMulTo(this, num, out);\n } else {\n res = jumboMulTo(this, num, out);\n }\n\n return res;\n }; // Cooley-Tukey algorithm for FFT\n // slightly revisited to rely on looping instead of recursion\n\n\n function FFTM(x, y) {\n this.x = x;\n this.y = y;\n }\n\n FFTM.prototype.makeRBT = function makeRBT(N) {\n var t = new Array(N);\n var l = BN.prototype._countBits(N) - 1;\n\n for (var i = 0; i < N; i++) {\n t[i] = this.revBin(i, l, N);\n }\n\n return t;\n }; // Returns binary-reversed representation of `x`\n\n\n FFTM.prototype.revBin = function revBin(x, l, N) {\n if (x === 0 || x === N - 1) return x;\n var rb = 0;\n\n for (var i = 0; i < l; i++) {\n rb |= (x & 1) << l - i - 1;\n x >>= 1;\n }\n\n return rb;\n }; // Performs \"tweedling\" phase, therefore 'emulating'\n // behaviour of the recursive algorithm\n\n\n FFTM.prototype.permute = function permute(rbt, rws, iws, rtws, itws, N) {\n for (var i = 0; i < N; i++) {\n rtws[i] = rws[rbt[i]];\n itws[i] = iws[rbt[i]];\n }\n };\n\n FFTM.prototype.transform = function transform(rws, iws, rtws, itws, N, rbt) {\n this.permute(rbt, rws, iws, rtws, itws, N);\n\n for (var s = 1; s < N; s <<= 1) {\n var l = s << 1;\n var rtwdf = Math.cos(2 * Math.PI / l);\n var itwdf = Math.sin(2 * Math.PI / l);\n\n for (var p = 0; p < N; p += l) {\n var rtwdf_ = rtwdf;\n var itwdf_ = itwdf;\n\n for (var j = 0; j < s; j++) {\n var re = rtws[p + j];\n var ie = itws[p + j];\n var ro = rtws[p + j + s];\n var io = itws[p + j + s];\n var rx = rtwdf_ * ro - itwdf_ * io;\n io = rtwdf_ * io + itwdf_ * ro;\n ro = rx;\n rtws[p + j] = re + ro;\n itws[p + j] = ie + io;\n rtws[p + j + s] = re - ro;\n itws[p + j + s] = ie - io;\n /* jshint maxdepth : false */\n\n if (j !== l) {\n rx = rtwdf * rtwdf_ - itwdf * itwdf_;\n itwdf_ = rtwdf * itwdf_ + itwdf * rtwdf_;\n rtwdf_ = rx;\n }\n }\n }\n }\n };\n\n FFTM.prototype.guessLen13b = function guessLen13b(n, m) {\n var N = Math.max(m, n) | 1;\n var odd = N & 1;\n var i = 0;\n\n for (N = N / 2 | 0; N; N = N >>> 1) {\n i++;\n }\n\n return 1 << i + 1 + odd;\n };\n\n FFTM.prototype.conjugate = function conjugate(rws, iws, N) {\n if (N <= 1) return;\n\n for (var i = 0; i < N / 2; i++) {\n var t = rws[i];\n rws[i] = rws[N - i - 1];\n rws[N - i - 1] = t;\n t = iws[i];\n iws[i] = -iws[N - i - 1];\n iws[N - i - 1] = -t;\n }\n };\n\n FFTM.prototype.normalize13b = function normalize13b(ws, N) {\n var carry = 0;\n\n for (var i = 0; i < N / 2; i++) {\n var w = Math.round(ws[2 * i + 1] / N) * 0x2000 + Math.round(ws[2 * i] / N) + carry;\n ws[i] = w & 0x3ffffff;\n\n if (w < 0x4000000) {\n carry = 0;\n } else {\n carry = w / 0x4000000 | 0;\n }\n }\n\n return ws;\n };\n\n FFTM.prototype.convert13b = function convert13b(ws, len, rws, N) {\n var carry = 0;\n\n for (var i = 0; i < len; i++) {\n carry = carry + (ws[i] | 0);\n rws[2 * i] = carry & 0x1fff;\n carry = carry >>> 13;\n rws[2 * i + 1] = carry & 0x1fff;\n carry = carry >>> 13;\n } // Pad with zeroes\n\n\n for (i = 2 * len; i < N; ++i) {\n rws[i] = 0;\n }\n\n assert(carry === 0);\n assert((carry & ~0x1fff) === 0);\n };\n\n FFTM.prototype.stub = function stub(N) {\n var ph = new Array(N);\n\n for (var i = 0; i < N; i++) {\n ph[i] = 0;\n }\n\n return ph;\n };\n\n FFTM.prototype.mulp = function mulp(x, y, out) {\n var N = 2 * this.guessLen13b(x.length, y.length);\n var rbt = this.makeRBT(N);\n\n var _ = this.stub(N);\n\n var rws = new Array(N);\n var rwst = new Array(N);\n var iwst = new Array(N);\n var nrws = new Array(N);\n var nrwst = new Array(N);\n var niwst = new Array(N);\n var rmws = out.words;\n rmws.length = N;\n this.convert13b(x.words, x.length, rws, N);\n this.convert13b(y.words, y.length, nrws, N);\n this.transform(rws, _, rwst, iwst, N, rbt);\n this.transform(nrws, _, nrwst, niwst, N, rbt);\n\n for (var i = 0; i < N; i++) {\n var rx = rwst[i] * nrwst[i] - iwst[i] * niwst[i];\n iwst[i] = rwst[i] * niwst[i] + iwst[i] * nrwst[i];\n rwst[i] = rx;\n }\n\n this.conjugate(rwst, iwst, N);\n this.transform(rwst, iwst, rmws, _, N, rbt);\n this.conjugate(rmws, _, N);\n this.normalize13b(rmws, N);\n out.negative = x.negative ^ y.negative;\n out.length = x.length + y.length;\n return out.strip();\n }; // Multiply `this` by `num`\n\n\n BN.prototype.mul = function mul(num) {\n var out = new BN(null);\n out.words = new Array(this.length + num.length);\n return this.mulTo(num, out);\n }; // Multiply employing FFT\n\n\n BN.prototype.mulf = function mulf(num) {\n var out = new BN(null);\n out.words = new Array(this.length + num.length);\n return jumboMulTo(this, num, out);\n }; // In-place Multiplication\n\n\n BN.prototype.imul = function imul(num) {\n return this.clone().mulTo(num, this);\n };\n\n BN.prototype.imuln = function imuln(num) {\n assert(typeof num === 'number');\n assert(num < 0x4000000); // Carry\n\n var carry = 0;\n\n for (var i = 0; i < this.length; i++) {\n var w = (this.words[i] | 0) * num;\n var lo = (w & 0x3ffffff) + (carry & 0x3ffffff);\n carry >>= 26;\n carry += w / 0x4000000 | 0; // NOTE: lo is 27bit maximum\n\n carry += lo >>> 26;\n this.words[i] = lo & 0x3ffffff;\n }\n\n if (carry !== 0) {\n this.words[i] = carry;\n this.length++;\n }\n\n return this;\n };\n\n BN.prototype.muln = function muln(num) {\n return this.clone().imuln(num);\n }; // `this` * `this`\n\n\n BN.prototype.sqr = function sqr() {\n return this.mul(this);\n }; // `this` * `this` in-place\n\n\n BN.prototype.isqr = function isqr() {\n return this.imul(this.clone());\n }; // Math.pow(`this`, `num`)\n\n\n BN.prototype.pow = function pow(num) {\n var w = toBitArray(num);\n if (w.length === 0) return new BN(1); // Skip leading zeroes\n\n var res = this;\n\n for (var i = 0; i < w.length; i++, res = res.sqr()) {\n if (w[i] !== 0) break;\n }\n\n if (++i < w.length) {\n for (var q = res.sqr(); i < w.length; i++, q = q.sqr()) {\n if (w[i] === 0) continue;\n res = res.mul(q);\n }\n }\n\n return res;\n }; // Shift-left in-place\n\n\n BN.prototype.iushln = function iushln(bits) {\n assert(typeof bits === 'number' && bits >= 0);\n var r = bits % 26;\n var s = (bits - r) / 26;\n var carryMask = 0x3ffffff >>> 26 - r << 26 - r;\n var i;\n\n if (r !== 0) {\n var carry = 0;\n\n for (i = 0; i < this.length; i++) {\n var newCarry = this.words[i] & carryMask;\n var c = (this.words[i] | 0) - newCarry << r;\n this.words[i] = c | carry;\n carry = newCarry >>> 26 - r;\n }\n\n if (carry) {\n this.words[i] = carry;\n this.length++;\n }\n }\n\n if (s !== 0) {\n for (i = this.length - 1; i >= 0; i--) {\n this.words[i + s] = this.words[i];\n }\n\n for (i = 0; i < s; i++) {\n this.words[i] = 0;\n }\n\n this.length += s;\n }\n\n return this.strip();\n };\n\n BN.prototype.ishln = function ishln(bits) {\n // TODO(indutny): implement me\n assert(this.negative === 0);\n return this.iushln(bits);\n }; // Shift-right in-place\n // NOTE: `hint` is a lowest bit before trailing zeroes\n // NOTE: if `extended` is present - it will be filled with destroyed bits\n\n\n BN.prototype.iushrn = function iushrn(bits, hint, extended) {\n assert(typeof bits === 'number' && bits >= 0);\n var h;\n\n if (hint) {\n h = (hint - hint % 26) / 26;\n } else {\n h = 0;\n }\n\n var r = bits % 26;\n var s = Math.min((bits - r) / 26, this.length);\n var mask = 0x3ffffff ^ 0x3ffffff >>> r << r;\n var maskedWords = extended;\n h -= s;\n h = Math.max(0, h); // Extended mode, copy masked part\n\n if (maskedWords) {\n for (var i = 0; i < s; i++) {\n maskedWords.words[i] = this.words[i];\n }\n\n maskedWords.length = s;\n }\n\n if (s === 0) {// No-op, we should not move anything at all\n } else if (this.length > s) {\n this.length -= s;\n\n for (i = 0; i < this.length; i++) {\n this.words[i] = this.words[i + s];\n }\n } else {\n this.words[0] = 0;\n this.length = 1;\n }\n\n var carry = 0;\n\n for (i = this.length - 1; i >= 0 && (carry !== 0 || i >= h); i--) {\n var word = this.words[i] | 0;\n this.words[i] = carry << 26 - r | word >>> r;\n carry = word & mask;\n } // Push carried bits as a mask\n\n\n if (maskedWords && carry !== 0) {\n maskedWords.words[maskedWords.length++] = carry;\n }\n\n if (this.length === 0) {\n this.words[0] = 0;\n this.length = 1;\n }\n\n return this.strip();\n };\n\n BN.prototype.ishrn = function ishrn(bits, hint, extended) {\n // TODO(indutny): implement me\n assert(this.negative === 0);\n return this.iushrn(bits, hint, extended);\n }; // Shift-left\n\n\n BN.prototype.shln = function shln(bits) {\n return this.clone().ishln(bits);\n };\n\n BN.prototype.ushln = function ushln(bits) {\n return this.clone().iushln(bits);\n }; // Shift-right\n\n\n BN.prototype.shrn = function shrn(bits) {\n return this.clone().ishrn(bits);\n };\n\n BN.prototype.ushrn = function ushrn(bits) {\n return this.clone().iushrn(bits);\n }; // Test if n bit is set\n\n\n BN.prototype.testn = function testn(bit) {\n assert(typeof bit === 'number' && bit >= 0);\n var r = bit % 26;\n var s = (bit - r) / 26;\n var q = 1 << r; // Fast case: bit is much higher than all existing words\n\n if (this.length <= s) return false; // Check bit and return\n\n var w = this.words[s];\n return !!(w & q);\n }; // Return only lowers bits of number (in-place)\n\n\n BN.prototype.imaskn = function imaskn(bits) {\n assert(typeof bits === 'number' && bits >= 0);\n var r = bits % 26;\n var s = (bits - r) / 26;\n assert(this.negative === 0, 'imaskn works only with positive numbers');\n\n if (this.length <= s) {\n return this;\n }\n\n if (r !== 0) {\n s++;\n }\n\n this.length = Math.min(s, this.length);\n\n if (r !== 0) {\n var mask = 0x3ffffff ^ 0x3ffffff >>> r << r;\n this.words[this.length - 1] &= mask;\n }\n\n return this.strip();\n }; // Return only lowers bits of number\n\n\n BN.prototype.maskn = function maskn(bits) {\n return this.clone().imaskn(bits);\n }; // Add plain number `num` to `this`\n\n\n BN.prototype.iaddn = function iaddn(num) {\n assert(typeof num === 'number');\n assert(num < 0x4000000);\n if (num < 0) return this.isubn(-num); // Possible sign change\n\n if (this.negative !== 0) {\n if (this.length === 1 && (this.words[0] | 0) < num) {\n this.words[0] = num - (this.words[0] | 0);\n this.negative = 0;\n return this;\n }\n\n this.negative = 0;\n this.isubn(num);\n this.negative = 1;\n return this;\n } // Add without checks\n\n\n return this._iaddn(num);\n };\n\n BN.prototype._iaddn = function _iaddn(num) {\n this.words[0] += num; // Carry\n\n for (var i = 0; i < this.length && this.words[i] >= 0x4000000; i++) {\n this.words[i] -= 0x4000000;\n\n if (i === this.length - 1) {\n this.words[i + 1] = 1;\n } else {\n this.words[i + 1]++;\n }\n }\n\n this.length = Math.max(this.length, i + 1);\n return this;\n }; // Subtract plain number `num` from `this`\n\n\n BN.prototype.isubn = function isubn(num) {\n assert(typeof num === 'number');\n assert(num < 0x4000000);\n if (num < 0) return this.iaddn(-num);\n\n if (this.negative !== 0) {\n this.negative = 0;\n this.iaddn(num);\n this.negative = 1;\n return this;\n }\n\n this.words[0] -= num;\n\n if (this.length === 1 && this.words[0] < 0) {\n this.words[0] = -this.words[0];\n this.negative = 1;\n } else {\n // Carry\n for (var i = 0; i < this.length && this.words[i] < 0; i++) {\n this.words[i] += 0x4000000;\n this.words[i + 1] -= 1;\n }\n }\n\n return this.strip();\n };\n\n BN.prototype.addn = function addn(num) {\n return this.clone().iaddn(num);\n };\n\n BN.prototype.subn = function subn(num) {\n return this.clone().isubn(num);\n };\n\n BN.prototype.iabs = function iabs() {\n this.negative = 0;\n return this;\n };\n\n BN.prototype.abs = function abs() {\n return this.clone().iabs();\n };\n\n BN.prototype._ishlnsubmul = function _ishlnsubmul(num, mul, shift) {\n var len = num.length + shift;\n var i;\n\n this._expand(len);\n\n var w;\n var carry = 0;\n\n for (i = 0; i < num.length; i++) {\n w = (this.words[i + shift] | 0) + carry;\n var right = (num.words[i] | 0) * mul;\n w -= right & 0x3ffffff;\n carry = (w >> 26) - (right / 0x4000000 | 0);\n this.words[i + shift] = w & 0x3ffffff;\n }\n\n for (; i < this.length - shift; i++) {\n w = (this.words[i + shift] | 0) + carry;\n carry = w >> 26;\n this.words[i + shift] = w & 0x3ffffff;\n }\n\n if (carry === 0) return this.strip(); // Subtraction overflow\n\n assert(carry === -1);\n carry = 0;\n\n for (i = 0; i < this.length; i++) {\n w = -(this.words[i] | 0) + carry;\n carry = w >> 26;\n this.words[i] = w & 0x3ffffff;\n }\n\n this.negative = 1;\n return this.strip();\n };\n\n BN.prototype._wordDiv = function _wordDiv(num, mode) {\n var shift = this.length - num.length;\n var a = this.clone();\n var b = num; // Normalize\n\n var bhi = b.words[b.length - 1] | 0;\n\n var bhiBits = this._countBits(bhi);\n\n shift = 26 - bhiBits;\n\n if (shift !== 0) {\n b = b.ushln(shift);\n a.iushln(shift);\n bhi = b.words[b.length - 1] | 0;\n } // Initialize quotient\n\n\n var m = a.length - b.length;\n var q;\n\n if (mode !== 'mod') {\n q = new BN(null);\n q.length = m + 1;\n q.words = new Array(q.length);\n\n for (var i = 0; i < q.length; i++) {\n q.words[i] = 0;\n }\n }\n\n var diff = a.clone()._ishlnsubmul(b, 1, m);\n\n if (diff.negative === 0) {\n a = diff;\n\n if (q) {\n q.words[m] = 1;\n }\n }\n\n for (var j = m - 1; j >= 0; j--) {\n var qj = (a.words[b.length + j] | 0) * 0x4000000 + (a.words[b.length + j - 1] | 0); // NOTE: (qj / bhi) is (0x3ffffff * 0x4000000 + 0x3ffffff) / 0x2000000 max\n // (0x7ffffff)\n\n qj = Math.min(qj / bhi | 0, 0x3ffffff);\n\n a._ishlnsubmul(b, qj, j);\n\n while (a.negative !== 0) {\n qj--;\n a.negative = 0;\n\n a._ishlnsubmul(b, 1, j);\n\n if (!a.isZero()) {\n a.negative ^= 1;\n }\n }\n\n if (q) {\n q.words[j] = qj;\n }\n }\n\n if (q) {\n q.strip();\n }\n\n a.strip(); // Denormalize\n\n if (mode !== 'div' && shift !== 0) {\n a.iushrn(shift);\n }\n\n return {\n div: q || null,\n mod: a\n };\n }; // NOTE: 1) `mode` can be set to `mod` to request mod only,\n // to `div` to request div only, or be absent to\n // request both div & mod\n // 2) `positive` is true if unsigned mod is requested\n\n\n BN.prototype.divmod = function divmod(num, mode, positive) {\n assert(!num.isZero());\n\n if (this.isZero()) {\n return {\n div: new BN(0),\n mod: new BN(0)\n };\n }\n\n var div, mod, res;\n\n if (this.negative !== 0 && num.negative === 0) {\n res = this.neg().divmod(num, mode);\n\n if (mode !== 'mod') {\n div = res.div.neg();\n }\n\n if (mode !== 'div') {\n mod = res.mod.neg();\n\n if (positive && mod.negative !== 0) {\n mod.iadd(num);\n }\n }\n\n return {\n div: div,\n mod: mod\n };\n }\n\n if (this.negative === 0 && num.negative !== 0) {\n res = this.divmod(num.neg(), mode);\n\n if (mode !== 'mod') {\n div = res.div.neg();\n }\n\n return {\n div: div,\n mod: res.mod\n };\n }\n\n if ((this.negative & num.negative) !== 0) {\n res = this.neg().divmod(num.neg(), mode);\n\n if (mode !== 'div') {\n mod = res.mod.neg();\n\n if (positive && mod.negative !== 0) {\n mod.isub(num);\n }\n }\n\n return {\n div: res.div,\n mod: mod\n };\n } // Both numbers are positive at this point\n // Strip both numbers to approximate shift value\n\n\n if (num.length > this.length || this.cmp(num) < 0) {\n return {\n div: new BN(0),\n mod: this\n };\n } // Very short reduction\n\n\n if (num.length === 1) {\n if (mode === 'div') {\n return {\n div: this.divn(num.words[0]),\n mod: null\n };\n }\n\n if (mode === 'mod') {\n return {\n div: null,\n mod: new BN(this.modn(num.words[0]))\n };\n }\n\n return {\n div: this.divn(num.words[0]),\n mod: new BN(this.modn(num.words[0]))\n };\n }\n\n return this._wordDiv(num, mode);\n }; // Find `this` / `num`\n\n\n BN.prototype.div = function div(num) {\n return this.divmod(num, 'div', false).div;\n }; // Find `this` % `num`\n\n\n BN.prototype.mod = function mod(num) {\n return this.divmod(num, 'mod', false).mod;\n };\n\n BN.prototype.umod = function umod(num) {\n return this.divmod(num, 'mod', true).mod;\n }; // Find Round(`this` / `num`)\n\n\n BN.prototype.divRound = function divRound(num) {\n var dm = this.divmod(num); // Fast case - exact division\n\n if (dm.mod.isZero()) return dm.div;\n var mod = dm.div.negative !== 0 ? dm.mod.isub(num) : dm.mod;\n var half = num.ushrn(1);\n var r2 = num.andln(1);\n var cmp = mod.cmp(half); // Round down\n\n if (cmp < 0 || r2 === 1 && cmp === 0) return dm.div; // Round up\n\n return dm.div.negative !== 0 ? dm.div.isubn(1) : dm.div.iaddn(1);\n };\n\n BN.prototype.modn = function modn(num) {\n assert(num <= 0x3ffffff);\n var p = (1 << 26) % num;\n var acc = 0;\n\n for (var i = this.length - 1; i >= 0; i--) {\n acc = (p * acc + (this.words[i] | 0)) % num;\n }\n\n return acc;\n }; // In-place division by number\n\n\n BN.prototype.idivn = function idivn(num) {\n assert(num <= 0x3ffffff);\n var carry = 0;\n\n for (var i = this.length - 1; i >= 0; i--) {\n var w = (this.words[i] | 0) + carry * 0x4000000;\n this.words[i] = w / num | 0;\n carry = w % num;\n }\n\n return this.strip();\n };\n\n BN.prototype.divn = function divn(num) {\n return this.clone().idivn(num);\n };\n\n BN.prototype.egcd = function egcd(p) {\n assert(p.negative === 0);\n assert(!p.isZero());\n var x = this;\n var y = p.clone();\n\n if (x.negative !== 0) {\n x = x.umod(p);\n } else {\n x = x.clone();\n } // A * x + B * y = x\n\n\n var A = new BN(1);\n var B = new BN(0); // C * x + D * y = y\n\n var C = new BN(0);\n var D = new BN(1);\n var g = 0;\n\n while (x.isEven() && y.isEven()) {\n x.iushrn(1);\n y.iushrn(1);\n ++g;\n }\n\n var yp = y.clone();\n var xp = x.clone();\n\n while (!x.isZero()) {\n for (var i = 0, im = 1; (x.words[0] & im) === 0 && i < 26; ++i, im <<= 1) {\n ;\n }\n\n if (i > 0) {\n x.iushrn(i);\n\n while (i-- > 0) {\n if (A.isOdd() || B.isOdd()) {\n A.iadd(yp);\n B.isub(xp);\n }\n\n A.iushrn(1);\n B.iushrn(1);\n }\n }\n\n for (var j = 0, jm = 1; (y.words[0] & jm) === 0 && j < 26; ++j, jm <<= 1) {\n ;\n }\n\n if (j > 0) {\n y.iushrn(j);\n\n while (j-- > 0) {\n if (C.isOdd() || D.isOdd()) {\n C.iadd(yp);\n D.isub(xp);\n }\n\n C.iushrn(1);\n D.iushrn(1);\n }\n }\n\n if (x.cmp(y) >= 0) {\n x.isub(y);\n A.isub(C);\n B.isub(D);\n } else {\n y.isub(x);\n C.isub(A);\n D.isub(B);\n }\n }\n\n return {\n a: C,\n b: D,\n gcd: y.iushln(g)\n };\n }; // This is reduced incarnation of the binary EEA\n // above, designated to invert members of the\n // _prime_ fields F(p) at a maximal speed\n\n\n BN.prototype._invmp = function _invmp(p) {\n assert(p.negative === 0);\n assert(!p.isZero());\n var a = this;\n var b = p.clone();\n\n if (a.negative !== 0) {\n a = a.umod(p);\n } else {\n a = a.clone();\n }\n\n var x1 = new BN(1);\n var x2 = new BN(0);\n var delta = b.clone();\n\n while (a.cmpn(1) > 0 && b.cmpn(1) > 0) {\n for (var i = 0, im = 1; (a.words[0] & im) === 0 && i < 26; ++i, im <<= 1) {\n ;\n }\n\n if (i > 0) {\n a.iushrn(i);\n\n while (i-- > 0) {\n if (x1.isOdd()) {\n x1.iadd(delta);\n }\n\n x1.iushrn(1);\n }\n }\n\n for (var j = 0, jm = 1; (b.words[0] & jm) === 0 && j < 26; ++j, jm <<= 1) {\n ;\n }\n\n if (j > 0) {\n b.iushrn(j);\n\n while (j-- > 0) {\n if (x2.isOdd()) {\n x2.iadd(delta);\n }\n\n x2.iushrn(1);\n }\n }\n\n if (a.cmp(b) >= 0) {\n a.isub(b);\n x1.isub(x2);\n } else {\n b.isub(a);\n x2.isub(x1);\n }\n }\n\n var res;\n\n if (a.cmpn(1) === 0) {\n res = x1;\n } else {\n res = x2;\n }\n\n if (res.cmpn(0) < 0) {\n res.iadd(p);\n }\n\n return res;\n };\n\n BN.prototype.gcd = function gcd(num) {\n if (this.isZero()) return num.abs();\n if (num.isZero()) return this.abs();\n var a = this.clone();\n var b = num.clone();\n a.negative = 0;\n b.negative = 0; // Remove common factor of two\n\n for (var shift = 0; a.isEven() && b.isEven(); shift++) {\n a.iushrn(1);\n b.iushrn(1);\n }\n\n do {\n while (a.isEven()) {\n a.iushrn(1);\n }\n\n while (b.isEven()) {\n b.iushrn(1);\n }\n\n var r = a.cmp(b);\n\n if (r < 0) {\n // Swap `a` and `b` to make `a` always bigger than `b`\n var t = a;\n a = b;\n b = t;\n } else if (r === 0 || b.cmpn(1) === 0) {\n break;\n }\n\n a.isub(b);\n } while (true);\n\n return b.iushln(shift);\n }; // Invert number in the field F(num)\n\n\n BN.prototype.invm = function invm(num) {\n return this.egcd(num).a.umod(num);\n };\n\n BN.prototype.isEven = function isEven() {\n return (this.words[0] & 1) === 0;\n };\n\n BN.prototype.isOdd = function isOdd() {\n return (this.words[0] & 1) === 1;\n }; // And first word and num\n\n\n BN.prototype.andln = function andln(num) {\n return this.words[0] & num;\n }; // Increment at the bit position in-line\n\n\n BN.prototype.bincn = function bincn(bit) {\n assert(typeof bit === 'number');\n var r = bit % 26;\n var s = (bit - r) / 26;\n var q = 1 << r; // Fast case: bit is much higher than all existing words\n\n if (this.length <= s) {\n this._expand(s + 1);\n\n this.words[s] |= q;\n return this;\n } // Add bit and propagate, if needed\n\n\n var carry = q;\n\n for (var i = s; carry !== 0 && i < this.length; i++) {\n var w = this.words[i] | 0;\n w += carry;\n carry = w >>> 26;\n w &= 0x3ffffff;\n this.words[i] = w;\n }\n\n if (carry !== 0) {\n this.words[i] = carry;\n this.length++;\n }\n\n return this;\n };\n\n BN.prototype.isZero = function isZero() {\n return this.length === 1 && this.words[0] === 0;\n };\n\n BN.prototype.cmpn = function cmpn(num) {\n var negative = num < 0;\n if (this.negative !== 0 && !negative) return -1;\n if (this.negative === 0 && negative) return 1;\n this.strip();\n var res;\n\n if (this.length > 1) {\n res = 1;\n } else {\n if (negative) {\n num = -num;\n }\n\n assert(num <= 0x3ffffff, 'Number is too big');\n var w = this.words[0] | 0;\n res = w === num ? 0 : w < num ? -1 : 1;\n }\n\n if (this.negative !== 0) return -res | 0;\n return res;\n }; // Compare two numbers and return:\n // 1 - if `this` > `num`\n // 0 - if `this` == `num`\n // -1 - if `this` < `num`\n\n\n BN.prototype.cmp = function cmp(num) {\n if (this.negative !== 0 && num.negative === 0) return -1;\n if (this.negative === 0 && num.negative !== 0) return 1;\n var res = this.ucmp(num);\n if (this.negative !== 0) return -res | 0;\n return res;\n }; // Unsigned comparison\n\n\n BN.prototype.ucmp = function ucmp(num) {\n // At this point both numbers have the same sign\n if (this.length > num.length) return 1;\n if (this.length < num.length) return -1;\n var res = 0;\n\n for (var i = this.length - 1; i >= 0; i--) {\n var a = this.words[i] | 0;\n var b = num.words[i] | 0;\n if (a === b) continue;\n\n if (a < b) {\n res = -1;\n } else if (a > b) {\n res = 1;\n }\n\n break;\n }\n\n return res;\n };\n\n BN.prototype.gtn = function gtn(num) {\n return this.cmpn(num) === 1;\n };\n\n BN.prototype.gt = function gt(num) {\n return this.cmp(num) === 1;\n };\n\n BN.prototype.gten = function gten(num) {\n return this.cmpn(num) >= 0;\n };\n\n BN.prototype.gte = function gte(num) {\n return this.cmp(num) >= 0;\n };\n\n BN.prototype.ltn = function ltn(num) {\n return this.cmpn(num) === -1;\n };\n\n BN.prototype.lt = function lt(num) {\n return this.cmp(num) === -1;\n };\n\n BN.prototype.lten = function lten(num) {\n return this.cmpn(num) <= 0;\n };\n\n BN.prototype.lte = function lte(num) {\n return this.cmp(num) <= 0;\n };\n\n BN.prototype.eqn = function eqn(num) {\n return this.cmpn(num) === 0;\n };\n\n BN.prototype.eq = function eq(num) {\n return this.cmp(num) === 0;\n }; //\n // A reduce context, could be using montgomery or something better, depending\n // on the `m` itself.\n //\n\n\n BN.red = function red(num) {\n return new Red(num);\n };\n\n BN.prototype.toRed = function toRed(ctx) {\n assert(!this.red, 'Already a number in reduction context');\n assert(this.negative === 0, 'red works only with positives');\n return ctx.convertTo(this)._forceRed(ctx);\n };\n\n BN.prototype.fromRed = function fromRed() {\n assert(this.red, 'fromRed works only with numbers in reduction context');\n return this.red.convertFrom(this);\n };\n\n BN.prototype._forceRed = function _forceRed(ctx) {\n this.red = ctx;\n return this;\n };\n\n BN.prototype.forceRed = function forceRed(ctx) {\n assert(!this.red, 'Already a number in reduction context');\n return this._forceRed(ctx);\n };\n\n BN.prototype.redAdd = function redAdd(num) {\n assert(this.red, 'redAdd works only with red numbers');\n return this.red.add(this, num);\n };\n\n BN.prototype.redIAdd = function redIAdd(num) {\n assert(this.red, 'redIAdd works only with red numbers');\n return this.red.iadd(this, num);\n };\n\n BN.prototype.redSub = function redSub(num) {\n assert(this.red, 'redSub works only with red numbers');\n return this.red.sub(this, num);\n };\n\n BN.prototype.redISub = function redISub(num) {\n assert(this.red, 'redISub works only with red numbers');\n return this.red.isub(this, num);\n };\n\n BN.prototype.redShl = function redShl(num) {\n assert(this.red, 'redShl works only with red numbers');\n return this.red.shl(this, num);\n };\n\n BN.prototype.redMul = function redMul(num) {\n assert(this.red, 'redMul works only with red numbers');\n\n this.red._verify2(this, num);\n\n return this.red.mul(this, num);\n };\n\n BN.prototype.redIMul = function redIMul(num) {\n assert(this.red, 'redMul works only with red numbers');\n\n this.red._verify2(this, num);\n\n return this.red.imul(this, num);\n };\n\n BN.prototype.redSqr = function redSqr() {\n assert(this.red, 'redSqr works only with red numbers');\n\n this.red._verify1(this);\n\n return this.red.sqr(this);\n };\n\n BN.prototype.redISqr = function redISqr() {\n assert(this.red, 'redISqr works only with red numbers');\n\n this.red._verify1(this);\n\n return this.red.isqr(this);\n }; // Square root over p\n\n\n BN.prototype.redSqrt = function redSqrt() {\n assert(this.red, 'redSqrt works only with red numbers');\n\n this.red._verify1(this);\n\n return this.red.sqrt(this);\n };\n\n BN.prototype.redInvm = function redInvm() {\n assert(this.red, 'redInvm works only with red numbers');\n\n this.red._verify1(this);\n\n return this.red.invm(this);\n }; // Return negative clone of `this` % `red modulo`\n\n\n BN.prototype.redNeg = function redNeg() {\n assert(this.red, 'redNeg works only with red numbers');\n\n this.red._verify1(this);\n\n return this.red.neg(this);\n };\n\n BN.prototype.redPow = function redPow(num) {\n assert(this.red && !num.red, 'redPow(normalNum)');\n\n this.red._verify1(this);\n\n return this.red.pow(this, num);\n }; // Prime numbers with efficient reduction\n\n\n var primes = {\n k256: null,\n p224: null,\n p192: null,\n p25519: null\n }; // Pseudo-Mersenne prime\n\n function MPrime(name, p) {\n // P = 2 ^ N - K\n this.name = name;\n this.p = new BN(p, 16);\n this.n = this.p.bitLength();\n this.k = new BN(1).iushln(this.n).isub(this.p);\n this.tmp = this._tmp();\n }\n\n MPrime.prototype._tmp = function _tmp() {\n var tmp = new BN(null);\n tmp.words = new Array(Math.ceil(this.n / 13));\n return tmp;\n };\n\n MPrime.prototype.ireduce = function ireduce(num) {\n // Assumes that `num` is less than `P^2`\n // num = HI * (2 ^ N - K) + HI * K + LO = HI * K + LO (mod P)\n var r = num;\n var rlen;\n\n do {\n this.split(r, this.tmp);\n r = this.imulK(r);\n r = r.iadd(this.tmp);\n rlen = r.bitLength();\n } while (rlen > this.n);\n\n var cmp = rlen < this.n ? -1 : r.ucmp(this.p);\n\n if (cmp === 0) {\n r.words[0] = 0;\n r.length = 1;\n } else if (cmp > 0) {\n r.isub(this.p);\n } else {\n if (r.strip !== undefined) {\n // r is BN v4 instance\n r.strip();\n } else {\n // r is BN v5 instance\n r._strip();\n }\n }\n\n return r;\n };\n\n MPrime.prototype.split = function split(input, out) {\n input.iushrn(this.n, 0, out);\n };\n\n MPrime.prototype.imulK = function imulK(num) {\n return num.imul(this.k);\n };\n\n function K256() {\n MPrime.call(this, 'k256', 'ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff fffffffe fffffc2f');\n }\n\n inherits(K256, MPrime);\n\n K256.prototype.split = function split(input, output) {\n // 256 = 9 * 26 + 22\n var mask = 0x3fffff;\n var outLen = Math.min(input.length, 9);\n\n for (var i = 0; i < outLen; i++) {\n output.words[i] = input.words[i];\n }\n\n output.length = outLen;\n\n if (input.length <= 9) {\n input.words[0] = 0;\n input.length = 1;\n return;\n } // Shift by 9 limbs\n\n\n var prev = input.words[9];\n output.words[output.length++] = prev & mask;\n\n for (i = 10; i < input.length; i++) {\n var next = input.words[i] | 0;\n input.words[i - 10] = (next & mask) << 4 | prev >>> 22;\n prev = next;\n }\n\n prev >>>= 22;\n input.words[i - 10] = prev;\n\n if (prev === 0 && input.length > 10) {\n input.length -= 10;\n } else {\n input.length -= 9;\n }\n };\n\n K256.prototype.imulK = function imulK(num) {\n // K = 0x1000003d1 = [ 0x40, 0x3d1 ]\n num.words[num.length] = 0;\n num.words[num.length + 1] = 0;\n num.length += 2; // bounded at: 0x40 * 0x3ffffff + 0x3d0 = 0x100000390\n\n var lo = 0;\n\n for (var i = 0; i < num.length; i++) {\n var w = num.words[i] | 0;\n lo += w * 0x3d1;\n num.words[i] = lo & 0x3ffffff;\n lo = w * 0x40 + (lo / 0x4000000 | 0);\n } // Fast length reduction\n\n\n if (num.words[num.length - 1] === 0) {\n num.length--;\n\n if (num.words[num.length - 1] === 0) {\n num.length--;\n }\n }\n\n return num;\n };\n\n function P224() {\n MPrime.call(this, 'p224', 'ffffffff ffffffff ffffffff ffffffff 00000000 00000000 00000001');\n }\n\n inherits(P224, MPrime);\n\n function P192() {\n MPrime.call(this, 'p192', 'ffffffff ffffffff ffffffff fffffffe ffffffff ffffffff');\n }\n\n inherits(P192, MPrime);\n\n function P25519() {\n // 2 ^ 255 - 19\n MPrime.call(this, '25519', '7fffffffffffffff ffffffffffffffff ffffffffffffffff ffffffffffffffed');\n }\n\n inherits(P25519, MPrime);\n\n P25519.prototype.imulK = function imulK(num) {\n // K = 0x13\n var carry = 0;\n\n for (var i = 0; i < num.length; i++) {\n var hi = (num.words[i] | 0) * 0x13 + carry;\n var lo = hi & 0x3ffffff;\n hi >>>= 26;\n num.words[i] = lo;\n carry = hi;\n }\n\n if (carry !== 0) {\n num.words[num.length++] = carry;\n }\n\n return num;\n }; // Exported mostly for testing purposes, use plain name instead\n\n\n BN._prime = function prime(name) {\n // Cached version of prime\n if (primes[name]) return primes[name];\n var prime;\n\n if (name === 'k256') {\n prime = new K256();\n } else if (name === 'p224') {\n prime = new P224();\n } else if (name === 'p192') {\n prime = new P192();\n } else if (name === 'p25519') {\n prime = new P25519();\n } else {\n throw new Error('Unknown prime ' + name);\n }\n\n primes[name] = prime;\n return prime;\n }; //\n // Base reduction engine\n //\n\n\n function Red(m) {\n if (typeof m === 'string') {\n var prime = BN._prime(m);\n\n this.m = prime.p;\n this.prime = prime;\n } else {\n assert(m.gtn(1), 'modulus must be greater than 1');\n this.m = m;\n this.prime = null;\n }\n }\n\n Red.prototype._verify1 = function _verify1(a) {\n assert(a.negative === 0, 'red works only with positives');\n assert(a.red, 'red works only with red numbers');\n };\n\n Red.prototype._verify2 = function _verify2(a, b) {\n assert((a.negative | b.negative) === 0, 'red works only with positives');\n assert(a.red && a.red === b.red, 'red works only with red numbers');\n };\n\n Red.prototype.imod = function imod(a) {\n if (this.prime) return this.prime.ireduce(a)._forceRed(this);\n return a.umod(this.m)._forceRed(this);\n };\n\n Red.prototype.neg = function neg(a) {\n if (a.isZero()) {\n return a.clone();\n }\n\n return this.m.sub(a)._forceRed(this);\n };\n\n Red.prototype.add = function add(a, b) {\n this._verify2(a, b);\n\n var res = a.add(b);\n\n if (res.cmp(this.m) >= 0) {\n res.isub(this.m);\n }\n\n return res._forceRed(this);\n };\n\n Red.prototype.iadd = function iadd(a, b) {\n this._verify2(a, b);\n\n var res = a.iadd(b);\n\n if (res.cmp(this.m) >= 0) {\n res.isub(this.m);\n }\n\n return res;\n };\n\n Red.prototype.sub = function sub(a, b) {\n this._verify2(a, b);\n\n var res = a.sub(b);\n\n if (res.cmpn(0) < 0) {\n res.iadd(this.m);\n }\n\n return res._forceRed(this);\n };\n\n Red.prototype.isub = function isub(a, b) {\n this._verify2(a, b);\n\n var res = a.isub(b);\n\n if (res.cmpn(0) < 0) {\n res.iadd(this.m);\n }\n\n return res;\n };\n\n Red.prototype.shl = function shl(a, num) {\n this._verify1(a);\n\n return this.imod(a.ushln(num));\n };\n\n Red.prototype.imul = function imul(a, b) {\n this._verify2(a, b);\n\n return this.imod(a.imul(b));\n };\n\n Red.prototype.mul = function mul(a, b) {\n this._verify2(a, b);\n\n return this.imod(a.mul(b));\n };\n\n Red.prototype.isqr = function isqr(a) {\n return this.imul(a, a.clone());\n };\n\n Red.prototype.sqr = function sqr(a) {\n return this.mul(a, a);\n };\n\n Red.prototype.sqrt = function sqrt(a) {\n if (a.isZero()) return a.clone();\n var mod3 = this.m.andln(3);\n assert(mod3 % 2 === 1); // Fast case\n\n if (mod3 === 3) {\n var pow = this.m.add(new BN(1)).iushrn(2);\n return this.pow(a, pow);\n } // Tonelli-Shanks algorithm (Totally unoptimized and slow)\n //\n // Find Q and S, that Q * 2 ^ S = (P - 1)\n\n\n var q = this.m.subn(1);\n var s = 0;\n\n while (!q.isZero() && q.andln(1) === 0) {\n s++;\n q.iushrn(1);\n }\n\n assert(!q.isZero());\n var one = new BN(1).toRed(this);\n var nOne = one.redNeg(); // Find quadratic non-residue\n // NOTE: Max is such because of generalized Riemann hypothesis.\n\n var lpow = this.m.subn(1).iushrn(1);\n var z = this.m.bitLength();\n z = new BN(2 * z * z).toRed(this);\n\n while (this.pow(z, lpow).cmp(nOne) !== 0) {\n z.redIAdd(nOne);\n }\n\n var c = this.pow(z, q);\n var r = this.pow(a, q.addn(1).iushrn(1));\n var t = this.pow(a, q);\n var m = s;\n\n while (t.cmp(one) !== 0) {\n var tmp = t;\n\n for (var i = 0; tmp.cmp(one) !== 0; i++) {\n tmp = tmp.redSqr();\n }\n\n assert(i < m);\n var b = this.pow(c, new BN(1).iushln(m - i - 1));\n r = r.redMul(b);\n c = b.redSqr();\n t = t.redMul(c);\n m = i;\n }\n\n return r;\n };\n\n Red.prototype.invm = function invm(a) {\n var inv = a._invmp(this.m);\n\n if (inv.negative !== 0) {\n inv.negative = 0;\n return this.imod(inv).redNeg();\n } else {\n return this.imod(inv);\n }\n };\n\n Red.prototype.pow = function pow(a, num) {\n if (num.isZero()) return new BN(1).toRed(this);\n if (num.cmpn(1) === 0) return a.clone();\n var windowSize = 4;\n var wnd = new Array(1 << windowSize);\n wnd[0] = new BN(1).toRed(this);\n wnd[1] = a;\n\n for (var i = 2; i < wnd.length; i++) {\n wnd[i] = this.mul(wnd[i - 1], a);\n }\n\n var res = wnd[0];\n var current = 0;\n var currentLen = 0;\n var start = num.bitLength() % 26;\n\n if (start === 0) {\n start = 26;\n }\n\n for (i = num.length - 1; i >= 0; i--) {\n var word = num.words[i];\n\n for (var j = start - 1; j >= 0; j--) {\n var bit = word >> j & 1;\n\n if (res !== wnd[0]) {\n res = this.sqr(res);\n }\n\n if (bit === 0 && current === 0) {\n currentLen = 0;\n continue;\n }\n\n current <<= 1;\n current |= bit;\n currentLen++;\n if (currentLen !== windowSize && (i !== 0 || j !== 0)) continue;\n res = this.mul(res, wnd[current]);\n currentLen = 0;\n current = 0;\n }\n\n start = 26;\n }\n\n return res;\n };\n\n Red.prototype.convertTo = function convertTo(num) {\n var r = num.umod(this.m);\n return r === num ? r.clone() : r;\n };\n\n Red.prototype.convertFrom = function convertFrom(num) {\n var res = num.clone();\n res.red = null;\n return res;\n }; //\n // Montgomery method engine\n //\n\n\n BN.mont = function mont(num) {\n return new Mont(num);\n };\n\n function Mont(m) {\n Red.call(this, m);\n this.shift = this.m.bitLength();\n\n if (this.shift % 26 !== 0) {\n this.shift += 26 - this.shift % 26;\n }\n\n this.r = new BN(1).iushln(this.shift);\n this.r2 = this.imod(this.r.sqr());\n this.rinv = this.r._invmp(this.m);\n this.minv = this.rinv.mul(this.r).isubn(1).div(this.m);\n this.minv = this.minv.umod(this.r);\n this.minv = this.r.sub(this.minv);\n }\n\n inherits(Mont, Red);\n\n Mont.prototype.convertTo = function convertTo(num) {\n return this.imod(num.ushln(this.shift));\n };\n\n Mont.prototype.convertFrom = function convertFrom(num) {\n var r = this.imod(num.mul(this.rinv));\n r.red = null;\n return r;\n };\n\n Mont.prototype.imul = function imul(a, b) {\n if (a.isZero() || b.isZero()) {\n a.words[0] = 0;\n a.length = 1;\n return a;\n }\n\n var t = a.imul(b);\n var c = t.maskn(this.shift).mul(this.minv).imaskn(this.shift).mul(this.m);\n var u = t.isub(c).iushrn(this.shift);\n var res = u;\n\n if (u.cmp(this.m) >= 0) {\n res = u.isub(this.m);\n } else if (u.cmpn(0) < 0) {\n res = u.iadd(this.m);\n }\n\n return res._forceRed(this);\n };\n\n Mont.prototype.mul = function mul(a, b) {\n if (a.isZero() || b.isZero()) return new BN(0)._forceRed(this);\n var t = a.mul(b);\n var c = t.maskn(this.shift).mul(this.minv).imaskn(this.shift).mul(this.m);\n var u = t.isub(c).iushrn(this.shift);\n var res = u;\n\n if (u.cmp(this.m) >= 0) {\n res = u.isub(this.m);\n } else if (u.cmpn(0) < 0) {\n res = u.iadd(this.m);\n }\n\n return res._forceRed(this);\n };\n\n Mont.prototype.invm = function invm(a) {\n // (AR)^-1 * R^2 = (A^-1 * R^-1) * R^2 = A^-1 * R\n var res = this.imod(a._invmp(this.m).mul(this.r2));\n return res._forceRed(this);\n };\n})(typeof module === 'undefined' || module, this);","var _slicedToArray = require(\"D:\\\\a\\\\1\\\\s\\\\src\\\\Frontends\\\\DHI.Solutions.WRD.Portal\\\\node_modules\\\\babel-preset-react-app\\\\node_modules\\\\@babel\\\\runtime/helpers/slicedToArray\");\n\n/* eslint no-use-before-define: 0 */\n// >>> SORTERS <<<\nvar defaultComparer = function defaultComparer(direction, a, b) {\n if (a === b) return 0;\n if (a < b) return -direction;\n if (a == null) return 1;\n if (b == null) return -1;\n return direction;\n};\n\nvar customComparerProvider = function customComparerProvider(comparer) {\n return function (direction, a, b) {\n return comparer(a, b) * direction;\n };\n};\n/**\n * stringSorter does not support nested property.\n * For nested properties or value transformation (e.g toLowerCase) we should use functionSorter\n * Based on benchmark testing using stringSorter is bit faster then using equivalent function sorter\n * @example sort(users).asc('firstName')\n */\n\n\nvar stringSorter = function stringSorter(direction, sortBy, comparer, a, b) {\n return comparer(direction, a[sortBy], b[sortBy]);\n};\n/**\n * @example sort(users).asc(p => p.address.city)\n */\n\n\nvar functionSorter = function functionSorter(direction, sortBy, comparer, a, b) {\n return comparer(direction, sortBy(a), sortBy(b));\n};\n/**\n * Used when we have sorting by multyple properties and when current sorter is function\n * @example sort(users).asc([p => p.address.city, p => p.firstName])\n */\n\n\nvar multiPropFunctionSorter = function multiPropFunctionSorter(sortBy, thenBy, depth, direction, comparer, a, b) {\n return multiPropEqualityHandler(sortBy(a), sortBy(b), thenBy, depth, direction, comparer, a, b);\n};\n/**\n * Used when we have sorting by multiple properties and when current sorter is string\n * @example sort(users).asc(['firstName', 'lastName'])\n */\n\n\nvar multiPropStringSorter = function multiPropStringSorter(sortBy, thenBy, depth, direction, comparer, a, b) {\n return multiPropEqualityHandler(a[sortBy], b[sortBy], thenBy, depth, direction, comparer, a, b);\n};\n/**\n * Used with 'by' sorter when we have sorting in multiple direction\n * @example sort(users).asc(['firstName', 'lastName'])\n */\n\n\nvar multiPropObjectSorter = function multiPropObjectSorter(sortByObj, thenBy, depth, _direction, _comparer, a, b) {\n var sortBy = sortByObj.asc || sortByObj.desc;\n var direction = sortByObj.asc ? 1 : -1;\n var comparer = sortByObj.comparer ? customComparerProvider(sortByObj.comparer) : defaultComparer;\n\n if (!sortBy) {\n throw Error(\"sort: Invalid 'by' sorting configuration.\\n Expecting object with 'asc' or 'desc' key\");\n }\n\n var multiSorter = getMultiPropertySorter(sortBy);\n return multiSorter(sortBy, thenBy, depth, direction, comparer, a, b);\n}; // >>> HELPERS <<<\n\n/**\n * Return multiProperty sort hanrdler based on sortBy value\n */\n\n\nvar getMultiPropertySorter = function getMultiPropertySorter(sortBy) {\n var type = typeof sortBy;\n\n if (type === 'string') {\n return multiPropStringSorter;\n }\n\n if (type === 'function') {\n return multiPropFunctionSorter;\n }\n\n return multiPropObjectSorter;\n};\n\nvar multiPropEqualityHandler = function multiPropEqualityHandler(valA, valB, thenBy, depth, direction, comparer, a, b) {\n if (valA === valB || valA == null && valB == null) {\n if (thenBy.length > depth) {\n var multiSorter = getMultiPropertySorter(thenBy[depth]);\n return multiSorter(thenBy[depth], thenBy, depth + 1, direction, comparer, a, b);\n }\n\n return 0;\n }\n\n return comparer(direction, valA, valB);\n};\n/**\n * Pick sorter based on provided sortBy value\n */\n\n\nvar sort = function sort(direction, ctx, sortBy, comparer) {\n if (!Array.isArray(ctx)) return ctx; // Unwrap sortBy if array with only 1 value\n\n if (Array.isArray(sortBy) && sortBy.length < 2) {\n var _sortBy = sortBy;\n\n var _sortBy2 = _slicedToArray(_sortBy, 1);\n\n sortBy = _sortBy2[0];\n }\n\n var _sorter;\n\n if (!sortBy || sortBy === true) {\n _sorter = comparer.bind(undefined, direction);\n } else if (typeof sortBy === 'string') {\n _sorter = stringSorter.bind(undefined, direction, sortBy, comparer);\n } else if (typeof sortBy === 'function') {\n _sorter = functionSorter.bind(undefined, direction, sortBy, comparer);\n } else {\n _sorter = getMultiPropertySorter(sortBy[0]).bind(undefined, sortBy.shift(), sortBy, 0, direction, comparer);\n }\n\n return ctx.sort(_sorter);\n}; // >>> PUBLIC <<<\n\n\nmodule.exports = function (ctx) {\n return {\n asc: function asc(sortBy) {\n return sort(1, ctx, sortBy, defaultComparer);\n },\n desc: function desc(sortBy) {\n return sort(-1, ctx, sortBy, defaultComparer);\n },\n by: function by(sortBy) {\n if (!Array.isArray(ctx)) return ctx;\n var sortByInSingleDirection;\n\n if (!Array.isArray(sortBy)) {\n sortByInSingleDirection = sortBy;\n } else if (sortBy.length === 1) {\n var _sortBy3 = _slicedToArray(sortBy, 1);\n\n sortByInSingleDirection = _sortBy3[0];\n } // Unwrap sort by to faster path for dedicated single direction sorters\n\n\n if (sortByInSingleDirection) {\n var direction = sortByInSingleDirection.asc ? 1 : -1;\n var singleDirectionSortBy = sortByInSingleDirection.asc || sortByInSingleDirection.desc;\n var comparer = sortByInSingleDirection.comparer ? customComparerProvider(sortByInSingleDirection.comparer) : defaultComparer;\n\n if (!singleDirectionSortBy) {\n throw Error(\"sort: Invalid 'by' sorting configuration.\\n Expecting object with 'asc' or 'desc' key\");\n }\n\n return sort(direction, ctx, singleDirectionSortBy, comparer);\n }\n\n var _sorter = multiPropObjectSorter.bind(undefined, sortBy.shift(), sortBy, 0, undefined, undefined);\n\n return ctx.sort(_sorter);\n }\n };\n};","export default function _defineProperty(obj, key, value) {\n if (key in obj) {\n Object.defineProperty(obj, key, {\n value: value,\n enumerable: true,\n configurable: true,\n writable: true\n });\n } else {\n obj[key] = value;\n }\n\n return obj;\n}","const configUsers = require('../../configurations/users');\r\nconst { getDefaultPersonImage, getThumbnailDefaultImage } = require('../../utils/image');\r\nconst moment = require('moment');\r\n\r\nconst workspacesApi = require('../api/workspaces');\r\nconst workspacesMembersApi = require('../api/workspacesMembers');\r\nconst usersApi = require('../api/users');\r\n\r\nexport async function getWorkspaceMemberListApi(workspaceId, pageIndex, pageSize) {\r\n try {\r\n const results = await workspacesMembersApi.getWorkspaceMemberList(workspaceId, pageIndex, pageSize);\r\n const data = mapToWorkspacesMembersFrontend(workspaceId, results.data);\r\n\r\n return data;\r\n }\r\n catch (err) {\r\n return mapToEmptyWorkspacesMembersFrontend();\r\n }\r\n}\r\n\r\nexport async function getGlobalWorkspaceMemberListApi(workspaceId) {\r\n try {\r\n const results = await workspacesMembersApi.getGlobalWorkspaceMemberList(workspaceId, 1, configUsers.maximumGlobalUsers);\r\n const data = mapToGlobalWorkspacesMembersFrontend(workspaceId, results.data);\r\n\r\n return data;\r\n }\r\n catch (err) {\r\n return mapToEmptyWorkspacesMembersFrontend();\r\n }\r\n}\r\n\r\nexport async function getWorkspacesMembersSearchApi(workspaceId, pageIndex, pageSize, searchKeyword) {\r\n try {\r\n const results = await workspacesMembersApi.getWorkspaceMemberSearch(workspaceId, pageIndex, pageSize, searchKeyword);\r\n const data = mapToWorkspacesMembersFrontend(workspaceId, results.data);\r\n\r\n return data;\r\n }\r\n catch (err) {\r\n if (err.response.status === 404) {\r\n return mapToEmptyWorkspacesMembersFrontend();\r\n }\r\n }\r\n}\r\n\r\nexport async function getWorkspaceMemberByIdApi(workspaceId, userId) {\r\n try {\r\n const results = await workspacesMembersApi.getWorkspaceMemberById(workspaceId, userId);\r\n if (results.data === \"\" && results.status === 204) {\r\n return mapToEmptyWorkspacesMemberByIdFrontend(userId);\r\n }\r\n return await mapToWorkspacesMemberByIdFrontend(results.data);\r\n }\r\n catch (err) {\r\n if (err.response.status === 404) {\r\n return mapToEmptyWorkspacesMemberByIdFrontend(userId);\r\n }\r\n }\r\n}\r\n\r\nexport async function getWorkspacesMembersShareApi(workspaceId, userId, pageIndex, pageSize) {\r\n let result = {};\r\n\r\n const workspaceMembers = await getWorkspaceMemberListApi(workspaceId, pageIndex, pageSize);\r\n\r\n result.id = userId;\r\n result.members = workspaceMembers.members;\r\n return result;\r\n}\r\n\r\nexport async function getWorkspacesMembersShareSearchApi(workspaceId, userId, pageIndex, pageSize, searchKeyword) {\r\n let result = {};\r\n\r\n const workspaceMembers = await getWorkspacesMembersSearchApi(workspaceId, pageIndex, pageSize, searchKeyword);\r\n\r\n result.id = userId;\r\n result.members = workspaceMembers.members;\r\n return result;\r\n}\r\n\r\nexport async function getWorkspacesShareListApi(userId, userRole, pageIndex, pageSize) {\r\n pageSize = configUsers.maximumGlobalUsers;\r\n if (userRole === 'Admin') {\r\n const results = await workspacesApi.getWorkspaceList(pageIndex, pageSize, 'Name', 'Ascending');\r\n return mapToUserWorkspacesFrontendAdminMode(userId, results.data);\r\n }\r\n else {\r\n let tempWorkspaces = [];\r\n const workspaces = await workspacesApi.getWorkspaceHeaderList(pageIndex, pageSize);\r\n\r\n const wsIds = await workspacesMembersApi.getUserAvailabeWorkspaces(userId);\r\n for (let i in wsIds.data) {\r\n let w = wsIds.data[i];\r\n if (w.owner) {\r\n let index = workspaces.data.results.findIndex(x => x.id === w.workspaceId);\r\n if (index) {\r\n tempWorkspaces.push(workspaces.data.results[index]);\r\n }\r\n }\r\n }\r\n\r\n return mapToUserWorkspacesFrontendOwnerMode(userId, tempWorkspaces);\r\n }\r\n}\r\n\r\nexport async function createWorkspaceMemberApi(accessToken, workspaceId, member) {\r\n let results = {};\r\n const mappingMember = mapToWorkspacesMembersBackendForCreate(member);\r\n results = await workspacesMembersApi.createWorkspaceMember(accessToken, workspaceId, mappingMember);\r\n\r\n let id = '';\r\n let error_messages = '';\r\n if (results.status === 200) {\r\n if (results.data !== undefined) {\r\n const response = results.data.split('/');\r\n if (response.length > 0) {\r\n const user = response[1].split(':');\r\n const userId = user[1];\r\n if (member.is_owner) {\r\n await updateWorkspaceMemberRoleApi(workspaceId, userId, \"Workspace Owner\");\r\n }\r\n await usersApi.updatePhoto(userId, member.picture);\r\n id = userId;\r\n }\r\n }\r\n }\r\n else if (results.status === 500 || results.status === 404) {\r\n if (results.data.UserName !== undefined) {\r\n error_messages = results.data.UserName;\r\n }\r\n else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n }\r\n else if (results.status === 401) {\r\n error_messages = results.data;\r\n }\r\n else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n\r\n const data = {\r\n id: id,\r\n status: results.status,\r\n error_messages: error_messages,\r\n };\r\n\r\n return data;\r\n}\r\n\r\nexport async function registerWorkspaceMemberApi(workspaceId, member) {\r\n let results = {};\r\n const mappingMember = mapToWorkspacesMembersBackendForCreate(member);\r\n results = await workspacesMembersApi.registerWorkspaceMember(workspaceId, mappingMember);\r\n\r\n let id = '';\r\n let error_messages = '';\r\n if (results.status === 200) {\r\n if (results.data !== undefined) {\r\n const response = results.data.split('/');\r\n if (response.length > 0) {\r\n const user = response[1].split(':');\r\n const userId = user[1];\r\n await usersApi.updatePhoto(userId, member.picture);\r\n id = userId;\r\n }\r\n }\r\n }\r\n else if (results.status === 500 || results.status === 404) {\r\n if (results.data.UserName !== undefined) {\r\n error_messages = results.data.UserName;\r\n }\r\n else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n }\r\n else if (results.status === 401) {\r\n error_messages = results.data;\r\n }\r\n else {\r\n let i = 0;\r\n for (const value of Object.entries(results.data)) {\r\n if (i === 0) {\r\n error_messages = value[1];\r\n }\r\n i += 1;\r\n }\r\n }\r\n\r\n const data = {\r\n id: id,\r\n status: results.status,\r\n error_messages: error_messages,\r\n };\r\n\r\n return data;\r\n}\r\n\r\nexport async function createWorkspacesShareListApi(accessToken, datas) {\r\n let members = [];\r\n let id = '';\r\n let error_messages = '';\r\n let data = {};\r\n\r\n for (let i in datas.members) {\r\n let m = datas.members[i];\r\n if (m.selected) {\r\n members.push(m.uid);\r\n }\r\n }\r\n\r\n for (let j in datas.workspaces) {\r\n let w = datas.workspaces[j];\r\n if (w.selected) {\r\n let results = await workspacesMembersApi.addWorkspaceMembers(accessToken, w.id, members);\r\n if (results.status === 200) {\r\n id = results.data;\r\n }\r\n else if (results.status === 500 || results.status === 404) {\r\n error_messages = \"Internal server error, Please contact adminsitrator\";\r\n }\r\n else {\r\n error_messages = results.data;\r\n }\r\n\r\n data = {\r\n id: id,\r\n status: results.status,\r\n error_messages: error_messages\r\n };\r\n }\r\n }\r\n\r\n return data;\r\n}\r\n\r\nexport async function addWorkspaceMembersApi(accessToken, workspaceId, members) {\r\n const mappingMembers = mapToWorkspacesMembersBackendForAdd(members);\r\n const result = await workspacesMembersApi.addWorkspaceMembers(accessToken, workspaceId, mappingMembers);\r\n return result;\r\n}\r\n\r\n/* PUT */\r\nexport async function updateWorkspaceMemberRoleApi(workspaceId, userId, role) {\r\n const results = await workspacesMembersApi.updateWorkspaceMemberRole(workspaceId, userId, mapWorkspaceMemberRoleBackend(role));\r\n const data = {\r\n status: results.data\r\n }\r\n return data;\r\n}\r\n\r\nexport async function updateWorkspaceMemberStatusApi(workspaceId, userId, status) {\r\n const results = await workspacesMembersApi.updateWorkspaceMemberStatus(workspaceId, userId, mapWorkspaceMemberStatusBackend(status));\r\n const data = {\r\n status: results.data\r\n }\r\n return data;\r\n}\r\n\r\nexport async function removeWorkspaceMemberApi(workspaceId, userId) {\r\n const results = await workspacesMembersApi.removeWorkspaceMember(workspaceId, userId);\r\n const data = {\r\n id: results.data\r\n }\r\n return data;\r\n}\r\n\r\nfunction mapToWorkspacesMembersFrontend(id, data) {\r\n let results = {};\r\n let members = [];\r\n for (let i in data) {\r\n let m = data[i];\r\n let member = {\r\n workspace_id: id,\r\n uid: m.userId,\r\n id: m.userName,\r\n full_name: m.fullName,\r\n user_role: mapWorkspaceMemberRoleFrontend(m.role),\r\n registration_status: (m.accountConfirmed) ? \"Confirmed\" : \"Pending\",\r\n user_status: (m.userStatus === \"Active\") ? \"Enabled\" : \"Disabled\",\r\n member_status: (m.memberStatus === \"Active\") ? \"Active\" : \"Suspended\",\r\n picture: (m.photo === undefined) ? getDefaultPersonImage() : m.photo,\r\n phone: m.phone,\r\n email_address: m.email,\r\n organization: m.organization\r\n };\r\n members.push(member);\r\n }\r\n\r\n results.members = members.sort(function (a, b) {\r\n return a.id.toLowerCase().localeCompare(b.id.toLowerCase());\r\n });\r\n\r\n return results;\r\n}\r\n\r\nfunction mapToGlobalWorkspacesMembersFrontend(id, data) {\r\n let results = {};\r\n let members = [];\r\n for (let i in data) {\r\n let m = data[i];\r\n let member = {\r\n workspace_id: id,\r\n uid: m.userId,\r\n id: m.userName,\r\n full_name: m.fullName,\r\n user_role: mapWorkspaceMemberRoleFrontend(m.role),\r\n registration_status: (m.accountConfirmed) ? \"Confirmed\" : \"Pending\",\r\n user_status: (m.userStatus === \"Active\") ? \"Enabled\" : \"Disabled\",\r\n member_status: (m.memberStatus === \"Active\") ? \"Active\" : \"Suspended\",\r\n picture: null,\r\n phone: m.phone,\r\n email_address: m.email,\r\n organization: m.organization\r\n };\r\n members.push(member);\r\n }\r\n\r\n results.members = members.sort(function (a, b) {\r\n return a.id.toLowerCase().localeCompare(b.id.toLowerCase());\r\n });\r\n\r\n return results;\r\n}\r\n\r\nfunction mapToUserWorkspacesFrontendAdminMode(userId, data) {\r\n let results = {};\r\n let workspaces = [];\r\n\r\n for (let i in data.results) {\r\n let w = data.results[i];\r\n let workspace = {\r\n id: w.id,\r\n url_image: (w.logo === undefined) ? getThumbnailDefaultImage() : w.logo,\r\n workspace_name: w.name,\r\n workspace_title: w.title,\r\n created_date: moment(w.createdDate).format(\"MM-DD-YYYY\"),\r\n due_date: moment(w.dueDate).format(\"MM-DD-YYYY\"),\r\n status: w.status,\r\n enabled: w.enabled\r\n }\r\n workspaces.push(workspace);\r\n }\r\n let pagination = {\r\n current_page: data.currentPage,\r\n page_size: data.pageSize,\r\n page_count: data.pageCount,\r\n start_row_number: data.startRowNumber,\r\n end_row_number: data.endRowNumber,\r\n total_count: data.rowCount\r\n }\r\n results.uid = userId;\r\n results.workspaces = workspaces;\r\n results.pagination = pagination;\r\n\r\n return results;\r\n}\r\n\r\n\r\nfunction mapToUserWorkspacesFrontendOwnerMode(userId, data) {\r\n let results = {};\r\n let workspaces = [];\r\n\r\n for (let i in data) {\r\n let w = data[i];\r\n let workspace = {\r\n id: w.id,\r\n url_image: (w.logo === undefined) ? getThumbnailDefaultImage() : w.logo,\r\n workspace_name: w.name,\r\n workspace_title: w.title,\r\n created_date: moment(w.createdDate).format(\"MM-DD-YYYY\"),\r\n due_date: moment(w.dueDate).format(\"MM-DD-YYYY\"),\r\n status: w.status,\r\n enabled: w.enabled\r\n }\r\n workspaces.push(workspace);\r\n }\r\n\r\n let pagination = {\r\n current_page: data.currentPage,\r\n page_size: data.pageSize,\r\n page_count: data.pageCount,\r\n start_row_number: data.startRowNumber,\r\n end_row_number: data.endRowNumber,\r\n total_count: data.rowCount\r\n }\r\n results.uid = userId;\r\n results.workspaces = workspaces;\r\n results.pagination = pagination;\r\n\r\n return results;\r\n}\r\n\r\nfunction mapToEmptyWorkspacesMembersFrontend() {\r\n let results = {};\r\n\r\n const pagination = {\r\n current_page: 1,\r\n page_size: 0,\r\n page_count: 1,\r\n start_row_number: 1,\r\n end_row_number: 1,\r\n total_count: 1\r\n }\r\n results.members = [];\r\n results.pagination = pagination;\r\n\r\n return results;\r\n}\r\n\r\nfunction mapToWorkspacesMemberByIdFrontend(data) {\r\n let results = {};\r\n\r\n const user = {\r\n user_id: data.userId,\r\n is_owner: (data.role.toLowerCase() === 'owner') ? true : false,\r\n is_suspended: (data.memberStatus.toLowerCase() !== 'active') ? true : false,\r\n is_member: true\r\n }\r\n\r\n results.user = user;\r\n return results;\r\n}\r\n\r\nfunction mapToEmptyWorkspacesMemberByIdFrontend(userId) {\r\n let results = {};\r\n\r\n const user = {\r\n user_id: userId,\r\n is_owner: false,\r\n is_suspended: false,\r\n is_member: false\r\n }\r\n\r\n results.user = user;\r\n return results;\r\n}\r\n\r\nfunction mapWorkspaceMemberRoleFrontend(role) {\r\n let memberRole = \"\";\r\n switch (role) {\r\n case \"Member\":\r\n memberRole = \"Workspace Member\"\r\n break;\r\n case \"Owner\":\r\n memberRole = \"Workspace Owner\"\r\n break;\r\n default:\r\n break;\r\n }\r\n\r\n return memberRole;\r\n}\r\n\r\nfunction mapWorkspaceMemberRoleBackend(role) {\r\n let memberRole = \"\";\r\n switch (role) {\r\n case \"Workspace Member\":\r\n memberRole = \"Member\"\r\n break;\r\n case \"Workspace Owner\":\r\n memberRole = \"Owner\"\r\n break;\r\n default:\r\n break;\r\n }\r\n\r\n return memberRole;\r\n}\r\n\r\nfunction mapWorkspaceMemberStatusBackend(status) {\r\n let userStatus = status;\r\n\r\n switch (status) {\r\n case \"Active\":\r\n userStatus = \"Active\"\r\n break;\r\n case \"Suspended\":\r\n userStatus = \"Suspend\"\r\n break;\r\n default:\r\n break;\r\n }\r\n\r\n return userStatus;\r\n}\r\n\r\nfunction mapToWorkspacesMembersBackendForCreate(data) {\r\n const profile = {\r\n fullName: data.full_name,\r\n gender: \"Unspecified\",\r\n email: data.personal.email_address,\r\n phone: data.personal.phone,\r\n mobile: data.personal.mobile_phone,\r\n defaultContact: (data.use_personal) ? 'Personal' : 'Business',\r\n userStatus: \"Active\",\r\n address: {\r\n address1: data.personal.address_1,\r\n address2: data.personal.address_2,\r\n zipCode: data.personal.zip_code,\r\n city: data.personal.city,\r\n country: data.personal.country,\r\n state: data.personal.state\r\n },\r\n businessInfo: {\r\n organization: data.public.organization,\r\n email: data.public.email_address,\r\n phone: data.public.phone,\r\n mobile: data.public.mobile_phone,\r\n att: data.public.att,\r\n address: {\r\n address1: data.public.address_1,\r\n address2: data.public.address_2,\r\n zipCode: data.public.zip_code,\r\n city: data.public.city,\r\n country: data.public.country,\r\n state: data.public.state\r\n }\r\n }\r\n };\r\n\r\n let user = {};\r\n user.userName = data.user_name;\r\n user.profile = profile;\r\n\r\n return user;\r\n}\r\n\r\nfunction mapToWorkspacesMembersBackendForAdd(data) {\r\n let results = [];\r\n\r\n for (let i in data.users) {\r\n let u = data.users[i];\r\n results.push(u.uid);\r\n }\r\n\r\n return results;\r\n}\r\n","import { normalizeTextDescription } from '../../utils/text';\r\n\r\nconst sort = require('fast-sort');\r\nconst workspacesCategoriesApi = require('../api/workspaceCategories');\r\n\r\nexport async function getWorkspaceApplicationCategoryListApi(workspaceId) {\r\n const results = await workspacesCategoriesApi.getWorkspaceApplicationCategoryList(workspaceId);\r\n return mapToWorkspaceApplicationCategoryFrontend(results.data.results);\r\n}\r\n\r\nexport async function getWorkspaceCategoryByIdApi(workspaceId, categoryId) {\r\n const results = await workspacesCategoriesApi.getWorkspaceCategoryById(workspaceId, categoryId);\r\n return mapToWorkspaceCategoryFrontend(results.data);\r\n}\r\n\r\nexport async function getWorkspaceCategoryIdByNameApi(workspaceId, categoryName) {\r\n const results = await workspacesCategoriesApi.getWorkspaceCategoryIdByName(workspaceId, categoryName);\r\n return results.data;\r\n}\r\n\r\nexport async function createWorkspaceCategoryApi(workspaceId, category) {\r\n let data = {};\r\n let id = '';\r\n let error_messages = '';\r\n\r\n const mappingCategory = await mapToWorkspaceCategoryBackendForCreate(category);\r\n const results = await workspacesCategoriesApi.createWorkspaceCategory(workspaceId, mappingCategory);\r\n\r\n if (results.status === 200) {\r\n id = results.data\r\n }\r\n else {\r\n error_messages = results.data;\r\n }\r\n\r\n data = {\r\n id: id,\r\n status: results.status,\r\n error_messages: error_messages\r\n }\r\n\r\n return data;\r\n}\r\n\r\nexport async function updateWorkspaceCategoryApi(workspaceId, category) {\r\n let data = {};\r\n let id = '';\r\n let error_messages = '';\r\n\r\n const mappingCategory = await mapToWorkspaceCategoryBackendForUpdate(category);\r\n const results = await workspacesCategoriesApi.updateWorkspaceCategory(workspaceId, mappingCategory);\r\n\r\n if (results.status === 200) {\r\n id = results.data\r\n }\r\n else {\r\n error_messages = results.data;\r\n }\r\n\r\n data = {\r\n id: id,\r\n status: results.status,\r\n error_messages: error_messages\r\n }\r\n\r\n return data;\r\n}\r\n\r\nexport async function updateOrderWorkspacesCategoriesApi(workspaceId, categoryOrders) {\r\n const res = await workspacesCategoriesApi.updateOrderWorkspacesCategories(workspaceId, categoryOrders);\r\n return res;\r\n}\r\n\r\nexport async function deleteWorkspaceCategoryApi(workspaceId, categoryId) {\r\n const results = await workspacesCategoriesApi.deleteWorkspaceCategory(workspaceId, categoryId);\r\n\r\n const data = {\r\n status: results.data\r\n }\r\n\r\n return data;\r\n}\r\n\r\nfunction mapToWorkspaceCategoryBackendForCreate(data) {\r\n let category = {};\r\n\r\n category.name = data.category_title;\r\n category.description = data.category_description;\r\n\r\n return category;\r\n}\r\n\r\nfunction mapToWorkspaceCategoryBackendForUpdate(data) {\r\n let category = {};\r\n\r\n category.id = data.category_id;\r\n category.name = data.category_title;\r\n category.description = data.category_description;\r\n\r\n return category;\r\n}\r\n\r\nfunction mapToWorkspaceApplicationCategoryFrontend(data) {\r\n let categories = [];\r\n for (let i in data) {\r\n let c = data[i];\r\n\r\n let category = {\r\n category_id: c.id,\r\n category_title: c.name,\r\n category_description: normalizeTextDescription(c.description),\r\n order: c.order\r\n }\r\n categories.push(category);\r\n }\r\n\r\n sort(categories).asc(['order']);\r\n return categories;\r\n}\r\n\r\nfunction mapToWorkspaceCategoryFrontend(data) {\r\n let category = {\r\n category_id: data.id,\r\n category_title: data.name,\r\n category_description: normalizeTextDescription(data.description)\r\n }\r\n\r\n return category;\r\n}","var map = {\n\t\"./cloud\": 20,\n\t\"./cloud.js\": 20,\n\t\"./develop\": 264,\n\t\"./develop.js\": 264,\n\t\"./local\": 265,\n\t\"./local.js\": 265,\n\t\"./onprem\": 266,\n\t\"./onprem.js\": 266,\n\t\"./staging\": 267,\n\t\"./staging.js\": 267\n};\n\n\nfunction webpackContext(req) {\n\tvar id = webpackContextResolve(req);\n\treturn __webpack_require__(id);\n}\nfunction webpackContextResolve(req) {\n\tvar id = map[req];\n\tif(!(id + 1)) { // check for number or string\n\t\tvar e = new Error(\"Cannot find module '\" + req + \"'\");\n\t\te.code = 'MODULE_NOT_FOUND';\n\t\tthrow e;\n\t}\n\treturn id;\n}\nwebpackContext.keys = function webpackContextKeys() {\n\treturn Object.keys(map);\n};\nwebpackContext.resolve = webpackContextResolve;\nmodule.exports = webpackContext;\nwebpackContext.id = 44;","'use strict';\n\nfunction checkDCE() {\n /* global __REACT_DEVTOOLS_GLOBAL_HOOK__ */\n if (typeof __REACT_DEVTOOLS_GLOBAL_HOOK__ === 'undefined' || typeof __REACT_DEVTOOLS_GLOBAL_HOOK__.checkDCE !== 'function') {\n return;\n }\n\n if (process.env.NODE_ENV !== 'production') {\n // This branch is unreachable because this function is only called\n // in production, but the condition is true only in development.\n // Therefore if the branch is still here, dead code elimination wasn't\n // properly applied.\n // Don't change the message. React DevTools relies on it. Also make sure\n // this message doesn't occur elsewhere in this function, or it will cause\n // a false positive.\n throw new Error('^_^');\n }\n\n try {\n // Verify that the code above has been dead code eliminated (DCE'd).\n __REACT_DEVTOOLS_GLOBAL_HOOK__.checkDCE(checkDCE);\n } catch (err) {\n // DevTools shouldn't crash React, no matter what.\n // We should still report in case we break this code.\n console.error(err);\n }\n}\n\nif (process.env.NODE_ENV === 'production') {\n // DCE check should happen before ReactDOM bundle executes so that\n // DevTools can report bad minification during injection.\n checkDCE();\n module.exports = require('./cjs/react-dom.production.min.js');\n} else {\n module.exports = require('./cjs/react-dom.development.js');\n}","/* @preserve\n * Leaflet 1.7.1, a JS library for interactive maps. http://leafletjs.com\n * (c) 2010-2019 Vladimir Agafonkin, (c) 2010-2011 CloudMade\n */\n(function (global, factory) {\n typeof exports === 'object' && typeof module !== 'undefined' ? factory(exports) : typeof define === 'function' && define.amd ? define(['exports'], factory) : factory(global.L = {});\n})(this, function (exports) {\n 'use strict';\n\n var version = \"1.7.1\";\n /*\r\n * @namespace Util\r\n *\r\n * Various utility functions, used by Leaflet internally.\r\n */\n // @function extend(dest: Object, src?: Object): Object\n // Merges the properties of the `src` object (or multiple objects) into `dest` object and returns the latter. Has an `L.extend` shortcut.\n\n function extend(dest) {\n var i, j, len, src;\n\n for (j = 1, len = arguments.length; j < len; j++) {\n src = arguments[j];\n\n for (i in src) {\n dest[i] = src[i];\n }\n }\n\n return dest;\n } // @function create(proto: Object, properties?: Object): Object\n // Compatibility polyfill for [Object.create](https://developer.mozilla.org/docs/Web/JavaScript/Reference/Global_Objects/Object/create)\n\n\n var create = Object.create || function () {\n function F() {}\n\n return function (proto) {\n F.prototype = proto;\n return new F();\n };\n }(); // @function bind(fn: Function, …): Function\n // Returns a new function bound to the arguments passed, like [Function.prototype.bind](https://developer.mozilla.org/docs/Web/JavaScript/Reference/Global_Objects/Function/bind).\n // Has a `L.bind()` shortcut.\n\n\n function bind(fn, obj) {\n var slice = Array.prototype.slice;\n\n if (fn.bind) {\n return fn.bind.apply(fn, slice.call(arguments, 1));\n }\n\n var args = slice.call(arguments, 2);\n return function () {\n return fn.apply(obj, args.length ? args.concat(slice.call(arguments)) : arguments);\n };\n } // @property lastId: Number\n // Last unique ID used by [`stamp()`](#util-stamp)\n\n\n var lastId = 0; // @function stamp(obj: Object): Number\n // Returns the unique ID of an object, assigning it one if it doesn't have it.\n\n function stamp(obj) {\n /*eslint-disable */\n obj._leaflet_id = obj._leaflet_id || ++lastId;\n return obj._leaflet_id;\n /* eslint-enable */\n } // @function throttle(fn: Function, time: Number, context: Object): Function\n // Returns a function which executes function `fn` with the given scope `context`\n // (so that the `this` keyword refers to `context` inside `fn`'s code). The function\n // `fn` will be called no more than one time per given amount of `time`. The arguments\n // received by the bound function will be any arguments passed when binding the\n // function, followed by any arguments passed when invoking the bound function.\n // Has an `L.throttle` shortcut.\n\n\n function throttle(fn, time, context) {\n var lock, args, wrapperFn, later;\n\n later = function later() {\n // reset lock and call if queued\n lock = false;\n\n if (args) {\n wrapperFn.apply(context, args);\n args = false;\n }\n };\n\n wrapperFn = function wrapperFn() {\n if (lock) {\n // called too soon, queue to call later\n args = arguments;\n } else {\n // call and lock until later\n fn.apply(context, arguments);\n setTimeout(later, time);\n lock = true;\n }\n };\n\n return wrapperFn;\n } // @function wrapNum(num: Number, range: Number[], includeMax?: Boolean): Number\n // Returns the number `num` modulo `range` in such a way so it lies within\n // `range[0]` and `range[1]`. The returned value will be always smaller than\n // `range[1]` unless `includeMax` is set to `true`.\n\n\n function wrapNum(x, range, includeMax) {\n var max = range[1],\n min = range[0],\n d = max - min;\n return x === max && includeMax ? x : ((x - min) % d + d) % d + min;\n } // @function falseFn(): Function\n // Returns a function which always returns `false`.\n\n\n function falseFn() {\n return false;\n } // @function formatNum(num: Number, digits?: Number): Number\n // Returns the number `num` rounded to `digits` decimals, or to 6 decimals by default.\n\n\n function formatNum(num, digits) {\n var pow = Math.pow(10, digits === undefined ? 6 : digits);\n return Math.round(num * pow) / pow;\n } // @function trim(str: String): String\n // Compatibility polyfill for [String.prototype.trim](https://developer.mozilla.org/docs/Web/JavaScript/Reference/Global_Objects/String/Trim)\n\n\n function trim(str) {\n return str.trim ? str.trim() : str.replace(/^\\s+|\\s+$/g, '');\n } // @function splitWords(str: String): String[]\n // Trims and splits the string on whitespace and returns the array of parts.\n\n\n function splitWords(str) {\n return trim(str).split(/\\s+/);\n } // @function setOptions(obj: Object, options: Object): Object\n // Merges the given properties to the `options` of the `obj` object, returning the resulting options. See `Class options`. Has an `L.setOptions` shortcut.\n\n\n function setOptions(obj, options) {\n if (!Object.prototype.hasOwnProperty.call(obj, 'options')) {\n obj.options = obj.options ? create(obj.options) : {};\n }\n\n for (var i in options) {\n obj.options[i] = options[i];\n }\n\n return obj.options;\n } // @function getParamString(obj: Object, existingUrl?: String, uppercase?: Boolean): String\n // Converts an object into a parameter URL string, e.g. `{a: \"foo\", b: \"bar\"}`\n // translates to `'?a=foo&b=bar'`. If `existingUrl` is set, the parameters will\n // be appended at the end. If `uppercase` is `true`, the parameter names will\n // be uppercased (e.g. `'?A=foo&B=bar'`)\n\n\n function getParamString(obj, existingUrl, uppercase) {\n var params = [];\n\n for (var i in obj) {\n params.push(encodeURIComponent(uppercase ? i.toUpperCase() : i) + '=' + encodeURIComponent(obj[i]));\n }\n\n return (!existingUrl || existingUrl.indexOf('?') === -1 ? '?' : '&') + params.join('&');\n }\n\n var templateRe = /\\{ *([\\w_-]+) *\\}/g; // @function template(str: String, data: Object): String\n // Simple templating facility, accepts a template string of the form `'Hello {a}, {b}'`\n // and a data object like `{a: 'foo', b: 'bar'}`, returns evaluated string\n // `('Hello foo, bar')`. You can also specify functions instead of strings for\n // data values — they will be evaluated passing `data` as an argument.\n\n function template(str, data) {\n return str.replace(templateRe, function (str, key) {\n var value = data[key];\n\n if (value === undefined) {\n throw new Error('No value provided for variable ' + str);\n } else if (typeof value === 'function') {\n value = value(data);\n }\n\n return value;\n });\n } // @function isArray(obj): Boolean\n // Compatibility polyfill for [Array.isArray](https://developer.mozilla.org/docs/Web/JavaScript/Reference/Global_Objects/Array/isArray)\n\n\n var isArray = Array.isArray || function (obj) {\n return Object.prototype.toString.call(obj) === '[object Array]';\n }; // @function indexOf(array: Array, el: Object): Number\n // Compatibility polyfill for [Array.prototype.indexOf](https://developer.mozilla.org/docs/Web/JavaScript/Reference/Global_Objects/Array/indexOf)\n\n\n function indexOf(array, el) {\n for (var i = 0; i < array.length; i++) {\n if (array[i] === el) {\n return i;\n }\n }\n\n return -1;\n } // @property emptyImageUrl: String\n // Data URI string containing a base64-encoded empty GIF image.\n // Used as a hack to free memory from unused images on WebKit-powered\n // mobile devices (by setting image `src` to this string).\n\n\n var emptyImageUrl = 'data:image/gif;base64,R0lGODlhAQABAAD/ACwAAAAAAQABAAACADs='; // inspired by http://paulirish.com/2011/requestanimationframe-for-smart-animating/\n\n function getPrefixed(name) {\n return window['webkit' + name] || window['moz' + name] || window['ms' + name];\n }\n\n var lastTime = 0; // fallback for IE 7-8\n\n function timeoutDefer(fn) {\n var time = +new Date(),\n timeToCall = Math.max(0, 16 - (time - lastTime));\n lastTime = time + timeToCall;\n return window.setTimeout(fn, timeToCall);\n }\n\n var requestFn = window.requestAnimationFrame || getPrefixed('RequestAnimationFrame') || timeoutDefer;\n\n var cancelFn = window.cancelAnimationFrame || getPrefixed('CancelAnimationFrame') || getPrefixed('CancelRequestAnimationFrame') || function (id) {\n window.clearTimeout(id);\n }; // @function requestAnimFrame(fn: Function, context?: Object, immediate?: Boolean): Number\n // Schedules `fn` to be executed when the browser repaints. `fn` is bound to\n // `context` if given. When `immediate` is set, `fn` is called immediately if\n // the browser doesn't have native support for\n // [`window.requestAnimationFrame`](https://developer.mozilla.org/docs/Web/API/window/requestAnimationFrame),\n // otherwise it's delayed. Returns a request ID that can be used to cancel the request.\n\n\n function requestAnimFrame(fn, context, immediate) {\n if (immediate && requestFn === timeoutDefer) {\n fn.call(context);\n } else {\n return requestFn.call(window, bind(fn, context));\n }\n } // @function cancelAnimFrame(id: Number): undefined\n // Cancels a previous `requestAnimFrame`. See also [window.cancelAnimationFrame](https://developer.mozilla.org/docs/Web/API/window/cancelAnimationFrame).\n\n\n function cancelAnimFrame(id) {\n if (id) {\n cancelFn.call(window, id);\n }\n }\n\n var Util = {\n extend: extend,\n create: create,\n bind: bind,\n lastId: lastId,\n stamp: stamp,\n throttle: throttle,\n wrapNum: wrapNum,\n falseFn: falseFn,\n formatNum: formatNum,\n trim: trim,\n splitWords: splitWords,\n setOptions: setOptions,\n getParamString: getParamString,\n template: template,\n isArray: isArray,\n indexOf: indexOf,\n emptyImageUrl: emptyImageUrl,\n requestFn: requestFn,\n cancelFn: cancelFn,\n requestAnimFrame: requestAnimFrame,\n cancelAnimFrame: cancelAnimFrame\n }; // @class Class\n // @aka L.Class\n // @section\n // @uninheritable\n // Thanks to John Resig and Dean Edwards for inspiration!\n\n function Class() {}\n\n Class.extend = function (props) {\n // @function extend(props: Object): Function\n // [Extends the current class](#class-inheritance) given the properties to be included.\n // Returns a Javascript function that is a class constructor (to be called with `new`).\n var NewClass = function NewClass() {\n // call the constructor\n if (this.initialize) {\n this.initialize.apply(this, arguments);\n } // call all constructor hooks\n\n\n this.callInitHooks();\n };\n\n var parentProto = NewClass.__super__ = this.prototype;\n var proto = create(parentProto);\n proto.constructor = NewClass;\n NewClass.prototype = proto; // inherit parent's statics\n\n for (var i in this) {\n if (Object.prototype.hasOwnProperty.call(this, i) && i !== 'prototype' && i !== '__super__') {\n NewClass[i] = this[i];\n }\n } // mix static properties into the class\n\n\n if (props.statics) {\n extend(NewClass, props.statics);\n delete props.statics;\n } // mix includes into the prototype\n\n\n if (props.includes) {\n checkDeprecatedMixinEvents(props.includes);\n extend.apply(null, [proto].concat(props.includes));\n delete props.includes;\n } // merge options\n\n\n if (proto.options) {\n props.options = extend(create(proto.options), props.options);\n } // mix given properties into the prototype\n\n\n extend(proto, props);\n proto._initHooks = []; // add method for calling all hooks\n\n proto.callInitHooks = function () {\n if (this._initHooksCalled) {\n return;\n }\n\n if (parentProto.callInitHooks) {\n parentProto.callInitHooks.call(this);\n }\n\n this._initHooksCalled = true;\n\n for (var i = 0, len = proto._initHooks.length; i < len; i++) {\n proto._initHooks[i].call(this);\n }\n };\n\n return NewClass;\n }; // @function include(properties: Object): this\n // [Includes a mixin](#class-includes) into the current class.\n\n\n Class.include = function (props) {\n extend(this.prototype, props);\n return this;\n }; // @function mergeOptions(options: Object): this\n // [Merges `options`](#class-options) into the defaults of the class.\n\n\n Class.mergeOptions = function (options) {\n extend(this.prototype.options, options);\n return this;\n }; // @function addInitHook(fn: Function): this\n // Adds a [constructor hook](#class-constructor-hooks) to the class.\n\n\n Class.addInitHook = function (fn) {\n // (Function) || (String, args...)\n var args = Array.prototype.slice.call(arguments, 1);\n var init = typeof fn === 'function' ? fn : function () {\n this[fn].apply(this, args);\n };\n this.prototype._initHooks = this.prototype._initHooks || [];\n\n this.prototype._initHooks.push(init);\n\n return this;\n };\n\n function checkDeprecatedMixinEvents(includes) {\n if (typeof L === 'undefined' || !L || !L.Mixin) {\n return;\n }\n\n includes = isArray(includes) ? includes : [includes];\n\n for (var i = 0; i < includes.length; i++) {\n if (includes[i] === L.Mixin.Events) {\n console.warn('Deprecated include of L.Mixin.Events: ' + 'this property will be removed in future releases, ' + 'please inherit from L.Evented instead.', new Error().stack);\n }\n }\n }\n /*\r\n * @class Evented\r\n * @aka L.Evented\r\n * @inherits Class\r\n *\r\n * A set of methods shared between event-powered classes (like `Map` and `Marker`). Generally, events allow you to execute some function when something happens with an object (e.g. the user clicks on the map, causing the map to fire `'click'` event).\r\n *\r\n * @example\r\n *\r\n * ```js\r\n * map.on('click', function(e) {\r\n * \talert(e.latlng);\r\n * } );\r\n * ```\r\n *\r\n * Leaflet deals with event listeners by reference, so if you want to add a listener and then remove it, define it as a function:\r\n *\r\n * ```js\r\n * function onClick(e) { ... }\r\n *\r\n * map.on('click', onClick);\r\n * map.off('click', onClick);\r\n * ```\r\n */\n\n\n var Events = {\n /* @method on(type: String, fn: Function, context?: Object): this\r\n * Adds a listener function (`fn`) to a particular event type of the object. You can optionally specify the context of the listener (object the this keyword will point to). You can also pass several space-separated types (e.g. `'click dblclick'`).\r\n *\r\n * @alternative\r\n * @method on(eventMap: Object): this\r\n * Adds a set of type/listener pairs, e.g. `{click: onClick, mousemove: onMouseMove}`\r\n */\n on: function on(types, fn, context) {\n // types can be a map of types/handlers\n if (typeof types === 'object') {\n for (var type in types) {\n // we don't process space-separated events here for performance;\n // it's a hot path since Layer uses the on(obj) syntax\n this._on(type, types[type], fn);\n }\n } else {\n // types can be a string of space-separated words\n types = splitWords(types);\n\n for (var i = 0, len = types.length; i < len; i++) {\n this._on(types[i], fn, context);\n }\n }\n\n return this;\n },\n\n /* @method off(type: String, fn?: Function, context?: Object): this\r\n * Removes a previously added listener function. If no function is specified, it will remove all the listeners of that particular event from the object. Note that if you passed a custom context to `on`, you must pass the same context to `off` in order to remove the listener.\r\n *\r\n * @alternative\r\n * @method off(eventMap: Object): this\r\n * Removes a set of type/listener pairs.\r\n *\r\n * @alternative\r\n * @method off: this\r\n * Removes all listeners to all events on the object. This includes implicitly attached events.\r\n */\n off: function off(types, fn, context) {\n if (!types) {\n // clear all listeners if called without arguments\n delete this._events;\n } else if (typeof types === 'object') {\n for (var type in types) {\n this._off(type, types[type], fn);\n }\n } else {\n types = splitWords(types);\n\n for (var i = 0, len = types.length; i < len; i++) {\n this._off(types[i], fn, context);\n }\n }\n\n return this;\n },\n // attach listener (without syntactic sugar now)\n _on: function _on(type, fn, context) {\n this._events = this._events || {};\n /* get/init listeners for type */\n\n var typeListeners = this._events[type];\n\n if (!typeListeners) {\n typeListeners = [];\n this._events[type] = typeListeners;\n }\n\n if (context === this) {\n // Less memory footprint.\n context = undefined;\n }\n\n var newListener = {\n fn: fn,\n ctx: context\n },\n listeners = typeListeners; // check if fn already there\n\n for (var i = 0, len = listeners.length; i < len; i++) {\n if (listeners[i].fn === fn && listeners[i].ctx === context) {\n return;\n }\n }\n\n listeners.push(newListener);\n },\n _off: function _off(type, fn, context) {\n var listeners, i, len;\n\n if (!this._events) {\n return;\n }\n\n listeners = this._events[type];\n\n if (!listeners) {\n return;\n }\n\n if (!fn) {\n // Set all removed listeners to noop so they are not called if remove happens in fire\n for (i = 0, len = listeners.length; i < len; i++) {\n listeners[i].fn = falseFn;\n } // clear all listeners for a type if function isn't specified\n\n\n delete this._events[type];\n return;\n }\n\n if (context === this) {\n context = undefined;\n }\n\n if (listeners) {\n // find fn and remove it\n for (i = 0, len = listeners.length; i < len; i++) {\n var l = listeners[i];\n\n if (l.ctx !== context) {\n continue;\n }\n\n if (l.fn === fn) {\n // set the removed listener to noop so that's not called if remove happens in fire\n l.fn = falseFn;\n\n if (this._firingCount) {\n /* copy array in case events are being fired */\n this._events[type] = listeners = listeners.slice();\n }\n\n listeners.splice(i, 1);\n return;\n }\n }\n }\n },\n // @method fire(type: String, data?: Object, propagate?: Boolean): this\n // Fires an event of the specified type. You can optionally provide an data\n // object — the first argument of the listener function will contain its\n // properties. The event can optionally be propagated to event parents.\n fire: function fire(type, data, propagate) {\n if (!this.listens(type, propagate)) {\n return this;\n }\n\n var event = extend({}, data, {\n type: type,\n target: this,\n sourceTarget: data && data.sourceTarget || this\n });\n\n if (this._events) {\n var listeners = this._events[type];\n\n if (listeners) {\n this._firingCount = this._firingCount + 1 || 1;\n\n for (var i = 0, len = listeners.length; i < len; i++) {\n var l = listeners[i];\n l.fn.call(l.ctx || this, event);\n }\n\n this._firingCount--;\n }\n }\n\n if (propagate) {\n // propagate the event to parents (set with addEventParent)\n this._propagateEvent(event);\n }\n\n return this;\n },\n // @method listens(type: String): Boolean\n // Returns `true` if a particular event type has any listeners attached to it.\n listens: function listens(type, propagate) {\n var listeners = this._events && this._events[type];\n\n if (listeners && listeners.length) {\n return true;\n }\n\n if (propagate) {\n // also check parents for listeners if event propagates\n for (var id in this._eventParents) {\n if (this._eventParents[id].listens(type, propagate)) {\n return true;\n }\n }\n }\n\n return false;\n },\n // @method once(…): this\n // Behaves as [`on(…)`](#evented-on), except the listener will only get fired once and then removed.\n once: function once(types, fn, context) {\n if (typeof types === 'object') {\n for (var type in types) {\n this.once(type, types[type], fn);\n }\n\n return this;\n }\n\n var handler = bind(function () {\n this.off(types, fn, context).off(types, handler, context);\n }, this); // add a listener that's executed once and removed after that\n\n return this.on(types, fn, context).on(types, handler, context);\n },\n // @method addEventParent(obj: Evented): this\n // Adds an event parent - an `Evented` that will receive propagated events\n addEventParent: function addEventParent(obj) {\n this._eventParents = this._eventParents || {};\n this._eventParents[stamp(obj)] = obj;\n return this;\n },\n // @method removeEventParent(obj: Evented): this\n // Removes an event parent, so it will stop receiving propagated events\n removeEventParent: function removeEventParent(obj) {\n if (this._eventParents) {\n delete this._eventParents[stamp(obj)];\n }\n\n return this;\n },\n _propagateEvent: function _propagateEvent(e) {\n for (var id in this._eventParents) {\n this._eventParents[id].fire(e.type, extend({\n layer: e.target,\n propagatedFrom: e.target\n }, e), true);\n }\n }\n }; // aliases; we should ditch those eventually\n // @method addEventListener(…): this\n // Alias to [`on(…)`](#evented-on)\n\n Events.addEventListener = Events.on; // @method removeEventListener(…): this\n // Alias to [`off(…)`](#evented-off)\n // @method clearAllEventListeners(…): this\n // Alias to [`off()`](#evented-off)\n\n Events.removeEventListener = Events.clearAllEventListeners = Events.off; // @method addOneTimeEventListener(…): this\n // Alias to [`once(…)`](#evented-once)\n\n Events.addOneTimeEventListener = Events.once; // @method fireEvent(…): this\n // Alias to [`fire(…)`](#evented-fire)\n\n Events.fireEvent = Events.fire; // @method hasEventListeners(…): Boolean\n // Alias to [`listens(…)`](#evented-listens)\n\n Events.hasEventListeners = Events.listens;\n var Evented = Class.extend(Events);\n /*\r\n * @class Point\r\n * @aka L.Point\r\n *\r\n * Represents a point with `x` and `y` coordinates in pixels.\r\n *\r\n * @example\r\n *\r\n * ```js\r\n * var point = L.point(200, 300);\r\n * ```\r\n *\r\n * All Leaflet methods and options that accept `Point` objects also accept them in a simple Array form (unless noted otherwise), so these lines are equivalent:\r\n *\r\n * ```js\r\n * map.panBy([200, 300]);\r\n * map.panBy(L.point(200, 300));\r\n * ```\r\n *\r\n * Note that `Point` does not inherit from Leaflet's `Class` object,\r\n * which means new classes can't inherit from it, and new methods\r\n * can't be added to it with the `include` function.\r\n */\n\n function Point(x, y, round) {\n // @property x: Number; The `x` coordinate of the point\n this.x = round ? Math.round(x) : x; // @property y: Number; The `y` coordinate of the point\n\n this.y = round ? Math.round(y) : y;\n }\n\n var trunc = Math.trunc || function (v) {\n return v > 0 ? Math.floor(v) : Math.ceil(v);\n };\n\n Point.prototype = {\n // @method clone(): Point\n // Returns a copy of the current point.\n clone: function clone() {\n return new Point(this.x, this.y);\n },\n // @method add(otherPoint: Point): Point\n // Returns the result of addition of the current and the given points.\n add: function add(point) {\n // non-destructive, returns a new point\n return this.clone()._add(toPoint(point));\n },\n _add: function _add(point) {\n // destructive, used directly for performance in situations where it's safe to modify existing point\n this.x += point.x;\n this.y += point.y;\n return this;\n },\n // @method subtract(otherPoint: Point): Point\n // Returns the result of subtraction of the given point from the current.\n subtract: function subtract(point) {\n return this.clone()._subtract(toPoint(point));\n },\n _subtract: function _subtract(point) {\n this.x -= point.x;\n this.y -= point.y;\n return this;\n },\n // @method divideBy(num: Number): Point\n // Returns the result of division of the current point by the given number.\n divideBy: function divideBy(num) {\n return this.clone()._divideBy(num);\n },\n _divideBy: function _divideBy(num) {\n this.x /= num;\n this.y /= num;\n return this;\n },\n // @method multiplyBy(num: Number): Point\n // Returns the result of multiplication of the current point by the given number.\n multiplyBy: function multiplyBy(num) {\n return this.clone()._multiplyBy(num);\n },\n _multiplyBy: function _multiplyBy(num) {\n this.x *= num;\n this.y *= num;\n return this;\n },\n // @method scaleBy(scale: Point): Point\n // Multiply each coordinate of the current point by each coordinate of\n // `scale`. In linear algebra terms, multiply the point by the\n // [scaling matrix](https://en.wikipedia.org/wiki/Scaling_%28geometry%29#Matrix_representation)\n // defined by `scale`.\n scaleBy: function scaleBy(point) {\n return new Point(this.x * point.x, this.y * point.y);\n },\n // @method unscaleBy(scale: Point): Point\n // Inverse of `scaleBy`. Divide each coordinate of the current point by\n // each coordinate of `scale`.\n unscaleBy: function unscaleBy(point) {\n return new Point(this.x / point.x, this.y / point.y);\n },\n // @method round(): Point\n // Returns a copy of the current point with rounded coordinates.\n round: function round() {\n return this.clone()._round();\n },\n _round: function _round() {\n this.x = Math.round(this.x);\n this.y = Math.round(this.y);\n return this;\n },\n // @method floor(): Point\n // Returns a copy of the current point with floored coordinates (rounded down).\n floor: function floor() {\n return this.clone()._floor();\n },\n _floor: function _floor() {\n this.x = Math.floor(this.x);\n this.y = Math.floor(this.y);\n return this;\n },\n // @method ceil(): Point\n // Returns a copy of the current point with ceiled coordinates (rounded up).\n ceil: function ceil() {\n return this.clone()._ceil();\n },\n _ceil: function _ceil() {\n this.x = Math.ceil(this.x);\n this.y = Math.ceil(this.y);\n return this;\n },\n // @method trunc(): Point\n // Returns a copy of the current point with truncated coordinates (rounded towards zero).\n trunc: function trunc() {\n return this.clone()._trunc();\n },\n _trunc: function _trunc() {\n this.x = trunc(this.x);\n this.y = trunc(this.y);\n return this;\n },\n // @method distanceTo(otherPoint: Point): Number\n // Returns the cartesian distance between the current and the given points.\n distanceTo: function distanceTo(point) {\n point = toPoint(point);\n var x = point.x - this.x,\n y = point.y - this.y;\n return Math.sqrt(x * x + y * y);\n },\n // @method equals(otherPoint: Point): Boolean\n // Returns `true` if the given point has the same coordinates.\n equals: function equals(point) {\n point = toPoint(point);\n return point.x === this.x && point.y === this.y;\n },\n // @method contains(otherPoint: Point): Boolean\n // Returns `true` if both coordinates of the given point are less than the corresponding current point coordinates (in absolute values).\n contains: function contains(point) {\n point = toPoint(point);\n return Math.abs(point.x) <= Math.abs(this.x) && Math.abs(point.y) <= Math.abs(this.y);\n },\n // @method toString(): String\n // Returns a string representation of the point for debugging purposes.\n toString: function toString() {\n return 'Point(' + formatNum(this.x) + ', ' + formatNum(this.y) + ')';\n }\n }; // @factory L.point(x: Number, y: Number, round?: Boolean)\n // Creates a Point object with the given `x` and `y` coordinates. If optional `round` is set to true, rounds the `x` and `y` values.\n // @alternative\n // @factory L.point(coords: Number[])\n // Expects an array of the form `[x, y]` instead.\n // @alternative\n // @factory L.point(coords: Object)\n // Expects a plain object of the form `{x: Number, y: Number}` instead.\n\n function toPoint(x, y, round) {\n if (x instanceof Point) {\n return x;\n }\n\n if (isArray(x)) {\n return new Point(x[0], x[1]);\n }\n\n if (x === undefined || x === null) {\n return x;\n }\n\n if (typeof x === 'object' && 'x' in x && 'y' in x) {\n return new Point(x.x, x.y);\n }\n\n return new Point(x, y, round);\n }\n /*\r\n * @class Bounds\r\n * @aka L.Bounds\r\n *\r\n * Represents a rectangular area in pixel coordinates.\r\n *\r\n * @example\r\n *\r\n * ```js\r\n * var p1 = L.point(10, 10),\r\n * p2 = L.point(40, 60),\r\n * bounds = L.bounds(p1, p2);\r\n * ```\r\n *\r\n * All Leaflet methods that accept `Bounds` objects also accept them in a simple Array form (unless noted otherwise), so the bounds example above can be passed like this:\r\n *\r\n * ```js\r\n * otherBounds.intersects([[10, 10], [40, 60]]);\r\n * ```\r\n *\r\n * Note that `Bounds` does not inherit from Leaflet's `Class` object,\r\n * which means new classes can't inherit from it, and new methods\r\n * can't be added to it with the `include` function.\r\n */\n\n\n function Bounds(a, b) {\n if (!a) {\n return;\n }\n\n var points = b ? [a, b] : a;\n\n for (var i = 0, len = points.length; i < len; i++) {\n this.extend(points[i]);\n }\n }\n\n Bounds.prototype = {\n // @method extend(point: Point): this\n // Extends the bounds to contain the given point.\n extend: function extend(point) {\n // (Point)\n point = toPoint(point); // @property min: Point\n // The top left corner of the rectangle.\n // @property max: Point\n // The bottom right corner of the rectangle.\n\n if (!this.min && !this.max) {\n this.min = point.clone();\n this.max = point.clone();\n } else {\n this.min.x = Math.min(point.x, this.min.x);\n this.max.x = Math.max(point.x, this.max.x);\n this.min.y = Math.min(point.y, this.min.y);\n this.max.y = Math.max(point.y, this.max.y);\n }\n\n return this;\n },\n // @method getCenter(round?: Boolean): Point\n // Returns the center point of the bounds.\n getCenter: function getCenter(round) {\n return new Point((this.min.x + this.max.x) / 2, (this.min.y + this.max.y) / 2, round);\n },\n // @method getBottomLeft(): Point\n // Returns the bottom-left point of the bounds.\n getBottomLeft: function getBottomLeft() {\n return new Point(this.min.x, this.max.y);\n },\n // @method getTopRight(): Point\n // Returns the top-right point of the bounds.\n getTopRight: function getTopRight() {\n // -> Point\n return new Point(this.max.x, this.min.y);\n },\n // @method getTopLeft(): Point\n // Returns the top-left point of the bounds (i.e. [`this.min`](#bounds-min)).\n getTopLeft: function getTopLeft() {\n return this.min; // left, top\n },\n // @method getBottomRight(): Point\n // Returns the bottom-right point of the bounds (i.e. [`this.max`](#bounds-max)).\n getBottomRight: function getBottomRight() {\n return this.max; // right, bottom\n },\n // @method getSize(): Point\n // Returns the size of the given bounds\n getSize: function getSize() {\n return this.max.subtract(this.min);\n },\n // @method contains(otherBounds: Bounds): Boolean\n // Returns `true` if the rectangle contains the given one.\n // @alternative\n // @method contains(point: Point): Boolean\n // Returns `true` if the rectangle contains the given point.\n contains: function contains(obj) {\n var min, max;\n\n if (typeof obj[0] === 'number' || obj instanceof Point) {\n obj = toPoint(obj);\n } else {\n obj = toBounds(obj);\n }\n\n if (obj instanceof Bounds) {\n min = obj.min;\n max = obj.max;\n } else {\n min = max = obj;\n }\n\n return min.x >= this.min.x && max.x <= this.max.x && min.y >= this.min.y && max.y <= this.max.y;\n },\n // @method intersects(otherBounds: Bounds): Boolean\n // Returns `true` if the rectangle intersects the given bounds. Two bounds\n // intersect if they have at least one point in common.\n intersects: function intersects(bounds) {\n // (Bounds) -> Boolean\n bounds = toBounds(bounds);\n var min = this.min,\n max = this.max,\n min2 = bounds.min,\n max2 = bounds.max,\n xIntersects = max2.x >= min.x && min2.x <= max.x,\n yIntersects = max2.y >= min.y && min2.y <= max.y;\n return xIntersects && yIntersects;\n },\n // @method overlaps(otherBounds: Bounds): Boolean\n // Returns `true` if the rectangle overlaps the given bounds. Two bounds\n // overlap if their intersection is an area.\n overlaps: function overlaps(bounds) {\n // (Bounds) -> Boolean\n bounds = toBounds(bounds);\n var min = this.min,\n max = this.max,\n min2 = bounds.min,\n max2 = bounds.max,\n xOverlaps = max2.x > min.x && min2.x < max.x,\n yOverlaps = max2.y > min.y && min2.y < max.y;\n return xOverlaps && yOverlaps;\n },\n isValid: function isValid() {\n return !!(this.min && this.max);\n }\n }; // @factory L.bounds(corner1: Point, corner2: Point)\n // Creates a Bounds object from two corners coordinate pairs.\n // @alternative\n // @factory L.bounds(points: Point[])\n // Creates a Bounds object from the given array of points.\n\n function toBounds(a, b) {\n if (!a || a instanceof Bounds) {\n return a;\n }\n\n return new Bounds(a, b);\n }\n /*\r\n * @class LatLngBounds\r\n * @aka L.LatLngBounds\r\n *\r\n * Represents a rectangular geographical area on a map.\r\n *\r\n * @example\r\n *\r\n * ```js\r\n * var corner1 = L.latLng(40.712, -74.227),\r\n * corner2 = L.latLng(40.774, -74.125),\r\n * bounds = L.latLngBounds(corner1, corner2);\r\n * ```\r\n *\r\n * All Leaflet methods that accept LatLngBounds objects also accept them in a simple Array form (unless noted otherwise), so the bounds example above can be passed like this:\r\n *\r\n * ```js\r\n * map.fitBounds([\r\n * \t[40.712, -74.227],\r\n * \t[40.774, -74.125]\r\n * ]);\r\n * ```\r\n *\r\n * Caution: if the area crosses the antimeridian (often confused with the International Date Line), you must specify corners _outside_ the [-180, 180] degrees longitude range.\r\n *\r\n * Note that `LatLngBounds` does not inherit from Leaflet's `Class` object,\r\n * which means new classes can't inherit from it, and new methods\r\n * can't be added to it with the `include` function.\r\n */\n\n\n function LatLngBounds(corner1, corner2) {\n // (LatLng, LatLng) or (LatLng[])\n if (!corner1) {\n return;\n }\n\n var latlngs = corner2 ? [corner1, corner2] : corner1;\n\n for (var i = 0, len = latlngs.length; i < len; i++) {\n this.extend(latlngs[i]);\n }\n }\n\n LatLngBounds.prototype = {\n // @method extend(latlng: LatLng): this\n // Extend the bounds to contain the given point\n // @alternative\n // @method extend(otherBounds: LatLngBounds): this\n // Extend the bounds to contain the given bounds\n extend: function extend(obj) {\n var sw = this._southWest,\n ne = this._northEast,\n sw2,\n ne2;\n\n if (obj instanceof LatLng) {\n sw2 = obj;\n ne2 = obj;\n } else if (obj instanceof LatLngBounds) {\n sw2 = obj._southWest;\n ne2 = obj._northEast;\n\n if (!sw2 || !ne2) {\n return this;\n }\n } else {\n return obj ? this.extend(toLatLng(obj) || toLatLngBounds(obj)) : this;\n }\n\n if (!sw && !ne) {\n this._southWest = new LatLng(sw2.lat, sw2.lng);\n this._northEast = new LatLng(ne2.lat, ne2.lng);\n } else {\n sw.lat = Math.min(sw2.lat, sw.lat);\n sw.lng = Math.min(sw2.lng, sw.lng);\n ne.lat = Math.max(ne2.lat, ne.lat);\n ne.lng = Math.max(ne2.lng, ne.lng);\n }\n\n return this;\n },\n // @method pad(bufferRatio: Number): LatLngBounds\n // Returns bounds created by extending or retracting the current bounds by a given ratio in each direction.\n // For example, a ratio of 0.5 extends the bounds by 50% in each direction.\n // Negative values will retract the bounds.\n pad: function pad(bufferRatio) {\n var sw = this._southWest,\n ne = this._northEast,\n heightBuffer = Math.abs(sw.lat - ne.lat) * bufferRatio,\n widthBuffer = Math.abs(sw.lng - ne.lng) * bufferRatio;\n return new LatLngBounds(new LatLng(sw.lat - heightBuffer, sw.lng - widthBuffer), new LatLng(ne.lat + heightBuffer, ne.lng + widthBuffer));\n },\n // @method getCenter(): LatLng\n // Returns the center point of the bounds.\n getCenter: function getCenter() {\n return new LatLng((this._southWest.lat + this._northEast.lat) / 2, (this._southWest.lng + this._northEast.lng) / 2);\n },\n // @method getSouthWest(): LatLng\n // Returns the south-west point of the bounds.\n getSouthWest: function getSouthWest() {\n return this._southWest;\n },\n // @method getNorthEast(): LatLng\n // Returns the north-east point of the bounds.\n getNorthEast: function getNorthEast() {\n return this._northEast;\n },\n // @method getNorthWest(): LatLng\n // Returns the north-west point of the bounds.\n getNorthWest: function getNorthWest() {\n return new LatLng(this.getNorth(), this.getWest());\n },\n // @method getSouthEast(): LatLng\n // Returns the south-east point of the bounds.\n getSouthEast: function getSouthEast() {\n return new LatLng(this.getSouth(), this.getEast());\n },\n // @method getWest(): Number\n // Returns the west longitude of the bounds\n getWest: function getWest() {\n return this._southWest.lng;\n },\n // @method getSouth(): Number\n // Returns the south latitude of the bounds\n getSouth: function getSouth() {\n return this._southWest.lat;\n },\n // @method getEast(): Number\n // Returns the east longitude of the bounds\n getEast: function getEast() {\n return this._northEast.lng;\n },\n // @method getNorth(): Number\n // Returns the north latitude of the bounds\n getNorth: function getNorth() {\n return this._northEast.lat;\n },\n // @method contains(otherBounds: LatLngBounds): Boolean\n // Returns `true` if the rectangle contains the given one.\n // @alternative\n // @method contains (latlng: LatLng): Boolean\n // Returns `true` if the rectangle contains the given point.\n contains: function contains(obj) {\n // (LatLngBounds) or (LatLng) -> Boolean\n if (typeof obj[0] === 'number' || obj instanceof LatLng || 'lat' in obj) {\n obj = toLatLng(obj);\n } else {\n obj = toLatLngBounds(obj);\n }\n\n var sw = this._southWest,\n ne = this._northEast,\n sw2,\n ne2;\n\n if (obj instanceof LatLngBounds) {\n sw2 = obj.getSouthWest();\n ne2 = obj.getNorthEast();\n } else {\n sw2 = ne2 = obj;\n }\n\n return sw2.lat >= sw.lat && ne2.lat <= ne.lat && sw2.lng >= sw.lng && ne2.lng <= ne.lng;\n },\n // @method intersects(otherBounds: LatLngBounds): Boolean\n // Returns `true` if the rectangle intersects the given bounds. Two bounds intersect if they have at least one point in common.\n intersects: function intersects(bounds) {\n bounds = toLatLngBounds(bounds);\n var sw = this._southWest,\n ne = this._northEast,\n sw2 = bounds.getSouthWest(),\n ne2 = bounds.getNorthEast(),\n latIntersects = ne2.lat >= sw.lat && sw2.lat <= ne.lat,\n lngIntersects = ne2.lng >= sw.lng && sw2.lng <= ne.lng;\n return latIntersects && lngIntersects;\n },\n // @method overlaps(otherBounds: LatLngBounds): Boolean\n // Returns `true` if the rectangle overlaps the given bounds. Two bounds overlap if their intersection is an area.\n overlaps: function overlaps(bounds) {\n bounds = toLatLngBounds(bounds);\n var sw = this._southWest,\n ne = this._northEast,\n sw2 = bounds.getSouthWest(),\n ne2 = bounds.getNorthEast(),\n latOverlaps = ne2.lat > sw.lat && sw2.lat < ne.lat,\n lngOverlaps = ne2.lng > sw.lng && sw2.lng < ne.lng;\n return latOverlaps && lngOverlaps;\n },\n // @method toBBoxString(): String\n // Returns a string with bounding box coordinates in a 'southwest_lng,southwest_lat,northeast_lng,northeast_lat' format. Useful for sending requests to web services that return geo data.\n toBBoxString: function toBBoxString() {\n return [this.getWest(), this.getSouth(), this.getEast(), this.getNorth()].join(',');\n },\n // @method equals(otherBounds: LatLngBounds, maxMargin?: Number): Boolean\n // Returns `true` if the rectangle is equivalent (within a small margin of error) to the given bounds. The margin of error can be overridden by setting `maxMargin` to a small number.\n equals: function equals(bounds, maxMargin) {\n if (!bounds) {\n return false;\n }\n\n bounds = toLatLngBounds(bounds);\n return this._southWest.equals(bounds.getSouthWest(), maxMargin) && this._northEast.equals(bounds.getNorthEast(), maxMargin);\n },\n // @method isValid(): Boolean\n // Returns `true` if the bounds are properly initialized.\n isValid: function isValid() {\n return !!(this._southWest && this._northEast);\n }\n }; // TODO International date line?\n // @factory L.latLngBounds(corner1: LatLng, corner2: LatLng)\n // Creates a `LatLngBounds` object by defining two diagonally opposite corners of the rectangle.\n // @alternative\n // @factory L.latLngBounds(latlngs: LatLng[])\n // Creates a `LatLngBounds` object defined by the geographical points it contains. Very useful for zooming the map to fit a particular set of locations with [`fitBounds`](#map-fitbounds).\n\n function toLatLngBounds(a, b) {\n if (a instanceof LatLngBounds) {\n return a;\n }\n\n return new LatLngBounds(a, b);\n }\n /* @class LatLng\r\n * @aka L.LatLng\r\n *\r\n * Represents a geographical point with a certain latitude and longitude.\r\n *\r\n * @example\r\n *\r\n * ```\r\n * var latlng = L.latLng(50.5, 30.5);\r\n * ```\r\n *\r\n * All Leaflet methods that accept LatLng objects also accept them in a simple Array form and simple object form (unless noted otherwise), so these lines are equivalent:\r\n *\r\n * ```\r\n * map.panTo([50, 30]);\r\n * map.panTo({lon: 30, lat: 50});\r\n * map.panTo({lat: 50, lng: 30});\r\n * map.panTo(L.latLng(50, 30));\r\n * ```\r\n *\r\n * Note that `LatLng` does not inherit from Leaflet's `Class` object,\r\n * which means new classes can't inherit from it, and new methods\r\n * can't be added to it with the `include` function.\r\n */\n\n\n function LatLng(lat, lng, alt) {\n if (isNaN(lat) || isNaN(lng)) {\n throw new Error('Invalid LatLng object: (' + lat + ', ' + lng + ')');\n } // @property lat: Number\n // Latitude in degrees\n\n\n this.lat = +lat; // @property lng: Number\n // Longitude in degrees\n\n this.lng = +lng; // @property alt: Number\n // Altitude in meters (optional)\n\n if (alt !== undefined) {\n this.alt = +alt;\n }\n }\n\n LatLng.prototype = {\n // @method equals(otherLatLng: LatLng, maxMargin?: Number): Boolean\n // Returns `true` if the given `LatLng` point is at the same position (within a small margin of error). The margin of error can be overridden by setting `maxMargin` to a small number.\n equals: function equals(obj, maxMargin) {\n if (!obj) {\n return false;\n }\n\n obj = toLatLng(obj);\n var margin = Math.max(Math.abs(this.lat - obj.lat), Math.abs(this.lng - obj.lng));\n return margin <= (maxMargin === undefined ? 1.0E-9 : maxMargin);\n },\n // @method toString(): String\n // Returns a string representation of the point (for debugging purposes).\n toString: function toString(precision) {\n return 'LatLng(' + formatNum(this.lat, precision) + ', ' + formatNum(this.lng, precision) + ')';\n },\n // @method distanceTo(otherLatLng: LatLng): Number\n // Returns the distance (in meters) to the given `LatLng` calculated using the [Spherical Law of Cosines](https://en.wikipedia.org/wiki/Spherical_law_of_cosines).\n distanceTo: function distanceTo(other) {\n return Earth.distance(this, toLatLng(other));\n },\n // @method wrap(): LatLng\n // Returns a new `LatLng` object with the longitude wrapped so it's always between -180 and +180 degrees.\n wrap: function wrap() {\n return Earth.wrapLatLng(this);\n },\n // @method toBounds(sizeInMeters: Number): LatLngBounds\n // Returns a new `LatLngBounds` object in which each boundary is `sizeInMeters/2` meters apart from the `LatLng`.\n toBounds: function toBounds(sizeInMeters) {\n var latAccuracy = 180 * sizeInMeters / 40075017,\n lngAccuracy = latAccuracy / Math.cos(Math.PI / 180 * this.lat);\n return toLatLngBounds([this.lat - latAccuracy, this.lng - lngAccuracy], [this.lat + latAccuracy, this.lng + lngAccuracy]);\n },\n clone: function clone() {\n return new LatLng(this.lat, this.lng, this.alt);\n }\n }; // @factory L.latLng(latitude: Number, longitude: Number, altitude?: Number): LatLng\n // Creates an object representing a geographical point with the given latitude and longitude (and optionally altitude).\n // @alternative\n // @factory L.latLng(coords: Array): LatLng\n // Expects an array of the form `[Number, Number]` or `[Number, Number, Number]` instead.\n // @alternative\n // @factory L.latLng(coords: Object): LatLng\n // Expects an plain object of the form `{lat: Number, lng: Number}` or `{lat: Number, lng: Number, alt: Number}` instead.\n\n function toLatLng(a, b, c) {\n if (a instanceof LatLng) {\n return a;\n }\n\n if (isArray(a) && typeof a[0] !== 'object') {\n if (a.length === 3) {\n return new LatLng(a[0], a[1], a[2]);\n }\n\n if (a.length === 2) {\n return new LatLng(a[0], a[1]);\n }\n\n return null;\n }\n\n if (a === undefined || a === null) {\n return a;\n }\n\n if (typeof a === 'object' && 'lat' in a) {\n return new LatLng(a.lat, 'lng' in a ? a.lng : a.lon, a.alt);\n }\n\n if (b === undefined) {\n return null;\n }\n\n return new LatLng(a, b, c);\n }\n /*\r\n * @namespace CRS\r\n * @crs L.CRS.Base\r\n * Object that defines coordinate reference systems for projecting\r\n * geographical points into pixel (screen) coordinates and back (and to\r\n * coordinates in other units for [WMS](https://en.wikipedia.org/wiki/Web_Map_Service) services). See\r\n * [spatial reference system](http://en.wikipedia.org/wiki/Coordinate_reference_system).\r\n *\r\n * Leaflet defines the most usual CRSs by default. If you want to use a\r\n * CRS not defined by default, take a look at the\r\n * [Proj4Leaflet](https://github.com/kartena/Proj4Leaflet) plugin.\r\n *\r\n * Note that the CRS instances do not inherit from Leaflet's `Class` object,\r\n * and can't be instantiated. Also, new classes can't inherit from them,\r\n * and methods can't be added to them with the `include` function.\r\n */\n\n\n var CRS = {\n // @method latLngToPoint(latlng: LatLng, zoom: Number): Point\n // Projects geographical coordinates into pixel coordinates for a given zoom.\n latLngToPoint: function latLngToPoint(latlng, zoom) {\n var projectedPoint = this.projection.project(latlng),\n scale = this.scale(zoom);\n return this.transformation._transform(projectedPoint, scale);\n },\n // @method pointToLatLng(point: Point, zoom: Number): LatLng\n // The inverse of `latLngToPoint`. Projects pixel coordinates on a given\n // zoom into geographical coordinates.\n pointToLatLng: function pointToLatLng(point, zoom) {\n var scale = this.scale(zoom),\n untransformedPoint = this.transformation.untransform(point, scale);\n return this.projection.unproject(untransformedPoint);\n },\n // @method project(latlng: LatLng): Point\n // Projects geographical coordinates into coordinates in units accepted for\n // this CRS (e.g. meters for EPSG:3857, for passing it to WMS services).\n project: function project(latlng) {\n return this.projection.project(latlng);\n },\n // @method unproject(point: Point): LatLng\n // Given a projected coordinate returns the corresponding LatLng.\n // The inverse of `project`.\n unproject: function unproject(point) {\n return this.projection.unproject(point);\n },\n // @method scale(zoom: Number): Number\n // Returns the scale used when transforming projected coordinates into\n // pixel coordinates for a particular zoom. For example, it returns\n // `256 * 2^zoom` for Mercator-based CRS.\n scale: function scale(zoom) {\n return 256 * Math.pow(2, zoom);\n },\n // @method zoom(scale: Number): Number\n // Inverse of `scale()`, returns the zoom level corresponding to a scale\n // factor of `scale`.\n zoom: function zoom(scale) {\n return Math.log(scale / 256) / Math.LN2;\n },\n // @method getProjectedBounds(zoom: Number): Bounds\n // Returns the projection's bounds scaled and transformed for the provided `zoom`.\n getProjectedBounds: function getProjectedBounds(zoom) {\n if (this.infinite) {\n return null;\n }\n\n var b = this.projection.bounds,\n s = this.scale(zoom),\n min = this.transformation.transform(b.min, s),\n max = this.transformation.transform(b.max, s);\n return new Bounds(min, max);\n },\n // @method distance(latlng1: LatLng, latlng2: LatLng): Number\n // Returns the distance between two geographical coordinates.\n // @property code: String\n // Standard code name of the CRS passed into WMS services (e.g. `'EPSG:3857'`)\n //\n // @property wrapLng: Number[]\n // An array of two numbers defining whether the longitude (horizontal) coordinate\n // axis wraps around a given range and how. Defaults to `[-180, 180]` in most\n // geographical CRSs. If `undefined`, the longitude axis does not wrap around.\n //\n // @property wrapLat: Number[]\n // Like `wrapLng`, but for the latitude (vertical) axis.\n // wrapLng: [min, max],\n // wrapLat: [min, max],\n // @property infinite: Boolean\n // If true, the coordinate space will be unbounded (infinite in both axes)\n infinite: false,\n // @method wrapLatLng(latlng: LatLng): LatLng\n // Returns a `LatLng` where lat and lng has been wrapped according to the\n // CRS's `wrapLat` and `wrapLng` properties, if they are outside the CRS's bounds.\n wrapLatLng: function wrapLatLng(latlng) {\n var lng = this.wrapLng ? wrapNum(latlng.lng, this.wrapLng, true) : latlng.lng,\n lat = this.wrapLat ? wrapNum(latlng.lat, this.wrapLat, true) : latlng.lat,\n alt = latlng.alt;\n return new LatLng(lat, lng, alt);\n },\n // @method wrapLatLngBounds(bounds: LatLngBounds): LatLngBounds\n // Returns a `LatLngBounds` with the same size as the given one, ensuring\n // that its center is within the CRS's bounds.\n // Only accepts actual `L.LatLngBounds` instances, not arrays.\n wrapLatLngBounds: function wrapLatLngBounds(bounds) {\n var center = bounds.getCenter(),\n newCenter = this.wrapLatLng(center),\n latShift = center.lat - newCenter.lat,\n lngShift = center.lng - newCenter.lng;\n\n if (latShift === 0 && lngShift === 0) {\n return bounds;\n }\n\n var sw = bounds.getSouthWest(),\n ne = bounds.getNorthEast(),\n newSw = new LatLng(sw.lat - latShift, sw.lng - lngShift),\n newNe = new LatLng(ne.lat - latShift, ne.lng - lngShift);\n return new LatLngBounds(newSw, newNe);\n }\n };\n /*\n * @namespace CRS\n * @crs L.CRS.Earth\n *\n * Serves as the base for CRS that are global such that they cover the earth.\n * Can only be used as the base for other CRS and cannot be used directly,\n * since it does not have a `code`, `projection` or `transformation`. `distance()` returns\n * meters.\n */\n\n var Earth = extend({}, CRS, {\n wrapLng: [-180, 180],\n // Mean Earth Radius, as recommended for use by\n // the International Union of Geodesy and Geophysics,\n // see http://rosettacode.org/wiki/Haversine_formula\n R: 6371000,\n // distance between two geographical points using spherical law of cosines approximation\n distance: function distance(latlng1, latlng2) {\n var rad = Math.PI / 180,\n lat1 = latlng1.lat * rad,\n lat2 = latlng2.lat * rad,\n sinDLat = Math.sin((latlng2.lat - latlng1.lat) * rad / 2),\n sinDLon = Math.sin((latlng2.lng - latlng1.lng) * rad / 2),\n a = sinDLat * sinDLat + Math.cos(lat1) * Math.cos(lat2) * sinDLon * sinDLon,\n c = 2 * Math.atan2(Math.sqrt(a), Math.sqrt(1 - a));\n return this.R * c;\n }\n });\n /*\r\n * @namespace Projection\r\n * @projection L.Projection.SphericalMercator\r\n *\r\n * Spherical Mercator projection — the most common projection for online maps,\r\n * used by almost all free and commercial tile providers. Assumes that Earth is\r\n * a sphere. Used by the `EPSG:3857` CRS.\r\n */\n\n var earthRadius = 6378137;\n var SphericalMercator = {\n R: earthRadius,\n MAX_LATITUDE: 85.0511287798,\n project: function project(latlng) {\n var d = Math.PI / 180,\n max = this.MAX_LATITUDE,\n lat = Math.max(Math.min(max, latlng.lat), -max),\n sin = Math.sin(lat * d);\n return new Point(this.R * latlng.lng * d, this.R * Math.log((1 + sin) / (1 - sin)) / 2);\n },\n unproject: function unproject(point) {\n var d = 180 / Math.PI;\n return new LatLng((2 * Math.atan(Math.exp(point.y / this.R)) - Math.PI / 2) * d, point.x * d / this.R);\n },\n bounds: function () {\n var d = earthRadius * Math.PI;\n return new Bounds([-d, -d], [d, d]);\n }()\n };\n /*\r\n * @class Transformation\r\n * @aka L.Transformation\r\n *\r\n * Represents an affine transformation: a set of coefficients `a`, `b`, `c`, `d`\r\n * for transforming a point of a form `(x, y)` into `(a*x + b, c*y + d)` and doing\r\n * the reverse. Used by Leaflet in its projections code.\r\n *\r\n * @example\r\n *\r\n * ```js\r\n * var transformation = L.transformation(2, 5, -1, 10),\r\n * \tp = L.point(1, 2),\r\n * \tp2 = transformation.transform(p), // L.point(7, 8)\r\n * \tp3 = transformation.untransform(p2); // L.point(1, 2)\r\n * ```\r\n */\n // factory new L.Transformation(a: Number, b: Number, c: Number, d: Number)\n // Creates a `Transformation` object with the given coefficients.\n\n function Transformation(a, b, c, d) {\n if (isArray(a)) {\n // use array properties\n this._a = a[0];\n this._b = a[1];\n this._c = a[2];\n this._d = a[3];\n return;\n }\n\n this._a = a;\n this._b = b;\n this._c = c;\n this._d = d;\n }\n\n Transformation.prototype = {\n // @method transform(point: Point, scale?: Number): Point\n // Returns a transformed point, optionally multiplied by the given scale.\n // Only accepts actual `L.Point` instances, not arrays.\n transform: function transform(point, scale) {\n // (Point, Number) -> Point\n return this._transform(point.clone(), scale);\n },\n // destructive transform (faster)\n _transform: function _transform(point, scale) {\n scale = scale || 1;\n point.x = scale * (this._a * point.x + this._b);\n point.y = scale * (this._c * point.y + this._d);\n return point;\n },\n // @method untransform(point: Point, scale?: Number): Point\n // Returns the reverse transformation of the given point, optionally divided\n // by the given scale. Only accepts actual `L.Point` instances, not arrays.\n untransform: function untransform(point, scale) {\n scale = scale || 1;\n return new Point((point.x / scale - this._b) / this._a, (point.y / scale - this._d) / this._c);\n }\n }; // factory L.transformation(a: Number, b: Number, c: Number, d: Number)\n // @factory L.transformation(a: Number, b: Number, c: Number, d: Number)\n // Instantiates a Transformation object with the given coefficients.\n // @alternative\n // @factory L.transformation(coefficients: Array): Transformation\n // Expects an coefficients array of the form\n // `[a: Number, b: Number, c: Number, d: Number]`.\n\n function toTransformation(a, b, c, d) {\n return new Transformation(a, b, c, d);\n }\n /*\r\n * @namespace CRS\r\n * @crs L.CRS.EPSG3857\r\n *\r\n * The most common CRS for online maps, used by almost all free and commercial\r\n * tile providers. Uses Spherical Mercator projection. Set in by default in\r\n * Map's `crs` option.\r\n */\n\n\n var EPSG3857 = extend({}, Earth, {\n code: 'EPSG:3857',\n projection: SphericalMercator,\n transformation: function () {\n var scale = 0.5 / (Math.PI * SphericalMercator.R);\n return toTransformation(scale, 0.5, -scale, 0.5);\n }()\n });\n var EPSG900913 = extend({}, EPSG3857, {\n code: 'EPSG:900913'\n }); // @namespace SVG; @section\n // There are several static functions which can be called without instantiating L.SVG:\n // @function create(name: String): SVGElement\n // Returns a instance of [SVGElement](https://developer.mozilla.org/docs/Web/API/SVGElement),\n // corresponding to the class name passed. For example, using 'line' will return\n // an instance of [SVGLineElement](https://developer.mozilla.org/docs/Web/API/SVGLineElement).\n\n function svgCreate(name) {\n return document.createElementNS('http://www.w3.org/2000/svg', name);\n } // @function pointsToPath(rings: Point[], closed: Boolean): String\n // Generates a SVG path string for multiple rings, with each ring turning\n // into \"M..L..L..\" instructions\n\n\n function pointsToPath(rings, closed) {\n var str = '',\n i,\n j,\n len,\n len2,\n points,\n p;\n\n for (i = 0, len = rings.length; i < len; i++) {\n points = rings[i];\n\n for (j = 0, len2 = points.length; j < len2; j++) {\n p = points[j];\n str += (j ? 'L' : 'M') + p.x + ' ' + p.y;\n } // closes the ring for polygons; \"x\" is VML syntax\n\n\n str += closed ? svg ? 'z' : 'x' : '';\n } // SVG complains about empty path strings\n\n\n return str || 'M0 0';\n }\n /*\r\n * @namespace Browser\r\n * @aka L.Browser\r\n *\r\n * A namespace with static properties for browser/feature detection used by Leaflet internally.\r\n *\r\n * @example\r\n *\r\n * ```js\r\n * if (L.Browser.ielt9) {\r\n * alert('Upgrade your browser, dude!');\r\n * }\r\n * ```\r\n */\n\n\n var style$1 = document.documentElement.style; // @property ie: Boolean; `true` for all Internet Explorer versions (not Edge).\n\n var ie = ('ActiveXObject' in window); // @property ielt9: Boolean; `true` for Internet Explorer versions less than 9.\n\n var ielt9 = ie && !document.addEventListener; // @property edge: Boolean; `true` for the Edge web browser.\n\n var edge = 'msLaunchUri' in navigator && !('documentMode' in document); // @property webkit: Boolean;\n // `true` for webkit-based browsers like Chrome and Safari (including mobile versions).\n\n var webkit = userAgentContains('webkit'); // @property android: Boolean\n // `true` for any browser running on an Android platform.\n\n var android = userAgentContains('android'); // @property android23: Boolean; `true` for browsers running on Android 2 or Android 3.\n\n var android23 = userAgentContains('android 2') || userAgentContains('android 3');\n /* See https://stackoverflow.com/a/17961266 for details on detecting stock Android */\n\n var webkitVer = parseInt(/WebKit\\/([0-9]+)|$/.exec(navigator.userAgent)[1], 10); // also matches AppleWebKit\n // @property androidStock: Boolean; `true` for the Android stock browser (i.e. not Chrome)\n\n var androidStock = android && userAgentContains('Google') && webkitVer < 537 && !('AudioNode' in window); // @property opera: Boolean; `true` for the Opera browser\n\n var opera = !!window.opera; // @property chrome: Boolean; `true` for the Chrome browser.\n\n var chrome = !edge && userAgentContains('chrome'); // @property gecko: Boolean; `true` for gecko-based browsers like Firefox.\n\n var gecko = userAgentContains('gecko') && !webkit && !opera && !ie; // @property safari: Boolean; `true` for the Safari browser.\n\n var safari = !chrome && userAgentContains('safari');\n var phantom = userAgentContains('phantom'); // @property opera12: Boolean\n // `true` for the Opera browser supporting CSS transforms (version 12 or later).\n\n var opera12 = ('OTransition' in style$1); // @property win: Boolean; `true` when the browser is running in a Windows platform\n\n var win = navigator.platform.indexOf('Win') === 0; // @property ie3d: Boolean; `true` for all Internet Explorer versions supporting CSS transforms.\n\n var ie3d = ie && 'transition' in style$1; // @property webkit3d: Boolean; `true` for webkit-based browsers supporting CSS transforms.\n\n var webkit3d = 'WebKitCSSMatrix' in window && 'm11' in new window.WebKitCSSMatrix() && !android23; // @property gecko3d: Boolean; `true` for gecko-based browsers supporting CSS transforms.\n\n var gecko3d = ('MozPerspective' in style$1); // @property any3d: Boolean\n // `true` for all browsers supporting CSS transforms.\n\n var any3d = !window.L_DISABLE_3D && (ie3d || webkit3d || gecko3d) && !opera12 && !phantom; // @property mobile: Boolean; `true` for all browsers running in a mobile device.\n\n var mobile = typeof orientation !== 'undefined' || userAgentContains('mobile'); // @property mobileWebkit: Boolean; `true` for all webkit-based browsers in a mobile device.\n\n var mobileWebkit = mobile && webkit; // @property mobileWebkit3d: Boolean\n // `true` for all webkit-based browsers in a mobile device supporting CSS transforms.\n\n var mobileWebkit3d = mobile && webkit3d; // @property msPointer: Boolean\n // `true` for browsers implementing the Microsoft touch events model (notably IE10).\n\n var msPointer = !window.PointerEvent && window.MSPointerEvent; // @property pointer: Boolean\n // `true` for all browsers supporting [pointer events](https://msdn.microsoft.com/en-us/library/dn433244%28v=vs.85%29.aspx).\n\n var pointer = !!(window.PointerEvent || msPointer); // @property touch: Boolean\n // `true` for all browsers supporting [touch events](https://developer.mozilla.org/docs/Web/API/Touch_events).\n // This does not necessarily mean that the browser is running in a computer with\n // a touchscreen, it only means that the browser is capable of understanding\n // touch events.\n\n var touch = !window.L_NO_TOUCH && (pointer || 'ontouchstart' in window || window.DocumentTouch && document instanceof window.DocumentTouch); // @property mobileOpera: Boolean; `true` for the Opera browser in a mobile device.\n\n var mobileOpera = mobile && opera; // @property mobileGecko: Boolean\n // `true` for gecko-based browsers running in a mobile device.\n\n var mobileGecko = mobile && gecko; // @property retina: Boolean\n // `true` for browsers on a high-resolution \"retina\" screen or on any screen when browser's display zoom is more than 100%.\n\n var retina = (window.devicePixelRatio || window.screen.deviceXDPI / window.screen.logicalXDPI) > 1; // @property passiveEvents: Boolean\n // `true` for browsers that support passive events.\n\n var passiveEvents = function () {\n var supportsPassiveOption = false;\n\n try {\n var opts = Object.defineProperty({}, 'passive', {\n get: function get() {\n // eslint-disable-line getter-return\n supportsPassiveOption = true;\n }\n });\n window.addEventListener('testPassiveEventSupport', falseFn, opts);\n window.removeEventListener('testPassiveEventSupport', falseFn, opts);\n } catch (e) {// Errors can safely be ignored since this is only a browser support test.\n }\n\n return supportsPassiveOption;\n }(); // @property canvas: Boolean\n // `true` when the browser supports [``](https://developer.mozilla.org/docs/Web/API/Canvas_API).\n\n\n var canvas = function () {\n return !!document.createElement('canvas').getContext;\n }(); // @property svg: Boolean\n // `true` when the browser supports [SVG](https://developer.mozilla.org/docs/Web/SVG).\n\n\n var svg = !!(document.createElementNS && svgCreate('svg').createSVGRect); // @property vml: Boolean\n // `true` if the browser supports [VML](https://en.wikipedia.org/wiki/Vector_Markup_Language).\n\n var vml = !svg && function () {\n try {\n var div = document.createElement('div');\n div.innerHTML = '';\n var shape = div.firstChild;\n shape.style.behavior = 'url(#default#VML)';\n return shape && typeof shape.adj === 'object';\n } catch (e) {\n return false;\n }\n }();\n\n function userAgentContains(str) {\n return navigator.userAgent.toLowerCase().indexOf(str) >= 0;\n }\n\n var Browser = {\n ie: ie,\n ielt9: ielt9,\n edge: edge,\n webkit: webkit,\n android: android,\n android23: android23,\n androidStock: androidStock,\n opera: opera,\n chrome: chrome,\n gecko: gecko,\n safari: safari,\n phantom: phantom,\n opera12: opera12,\n win: win,\n ie3d: ie3d,\n webkit3d: webkit3d,\n gecko3d: gecko3d,\n any3d: any3d,\n mobile: mobile,\n mobileWebkit: mobileWebkit,\n mobileWebkit3d: mobileWebkit3d,\n msPointer: msPointer,\n pointer: pointer,\n touch: touch,\n mobileOpera: mobileOpera,\n mobileGecko: mobileGecko,\n retina: retina,\n passiveEvents: passiveEvents,\n canvas: canvas,\n svg: svg,\n vml: vml\n };\n /*\n * Extends L.DomEvent to provide touch support for Internet Explorer and Windows-based devices.\n */\n\n var POINTER_DOWN = msPointer ? 'MSPointerDown' : 'pointerdown';\n var POINTER_MOVE = msPointer ? 'MSPointerMove' : 'pointermove';\n var POINTER_UP = msPointer ? 'MSPointerUp' : 'pointerup';\n var POINTER_CANCEL = msPointer ? 'MSPointerCancel' : 'pointercancel';\n var _pointers = {};\n var _pointerDocListener = false; // Provides a touch events wrapper for (ms)pointer events.\n // ref http://www.w3.org/TR/pointerevents/ https://www.w3.org/Bugs/Public/show_bug.cgi?id=22890\n\n function addPointerListener(obj, type, handler, id) {\n if (type === 'touchstart') {\n _addPointerStart(obj, handler, id);\n } else if (type === 'touchmove') {\n _addPointerMove(obj, handler, id);\n } else if (type === 'touchend') {\n _addPointerEnd(obj, handler, id);\n }\n\n return this;\n }\n\n function removePointerListener(obj, type, id) {\n var handler = obj['_leaflet_' + type + id];\n\n if (type === 'touchstart') {\n obj.removeEventListener(POINTER_DOWN, handler, false);\n } else if (type === 'touchmove') {\n obj.removeEventListener(POINTER_MOVE, handler, false);\n } else if (type === 'touchend') {\n obj.removeEventListener(POINTER_UP, handler, false);\n obj.removeEventListener(POINTER_CANCEL, handler, false);\n }\n\n return this;\n }\n\n function _addPointerStart(obj, handler, id) {\n var onDown = bind(function (e) {\n // IE10 specific: MsTouch needs preventDefault. See #2000\n if (e.MSPOINTER_TYPE_TOUCH && e.pointerType === e.MSPOINTER_TYPE_TOUCH) {\n preventDefault(e);\n }\n\n _handlePointer(e, handler);\n });\n obj['_leaflet_touchstart' + id] = onDown;\n obj.addEventListener(POINTER_DOWN, onDown, false); // need to keep track of what pointers and how many are active to provide e.touches emulation\n\n if (!_pointerDocListener) {\n // we listen document as any drags that end by moving the touch off the screen get fired there\n document.addEventListener(POINTER_DOWN, _globalPointerDown, true);\n document.addEventListener(POINTER_MOVE, _globalPointerMove, true);\n document.addEventListener(POINTER_UP, _globalPointerUp, true);\n document.addEventListener(POINTER_CANCEL, _globalPointerUp, true);\n _pointerDocListener = true;\n }\n }\n\n function _globalPointerDown(e) {\n _pointers[e.pointerId] = e;\n }\n\n function _globalPointerMove(e) {\n if (_pointers[e.pointerId]) {\n _pointers[e.pointerId] = e;\n }\n }\n\n function _globalPointerUp(e) {\n delete _pointers[e.pointerId];\n }\n\n function _handlePointer(e, handler) {\n e.touches = [];\n\n for (var i in _pointers) {\n e.touches.push(_pointers[i]);\n }\n\n e.changedTouches = [e];\n handler(e);\n }\n\n function _addPointerMove(obj, handler, id) {\n var onMove = function onMove(e) {\n // don't fire touch moves when mouse isn't down\n if (e.pointerType === (e.MSPOINTER_TYPE_MOUSE || 'mouse') && e.buttons === 0) {\n return;\n }\n\n _handlePointer(e, handler);\n };\n\n obj['_leaflet_touchmove' + id] = onMove;\n obj.addEventListener(POINTER_MOVE, onMove, false);\n }\n\n function _addPointerEnd(obj, handler, id) {\n var onUp = function onUp(e) {\n _handlePointer(e, handler);\n };\n\n obj['_leaflet_touchend' + id] = onUp;\n obj.addEventListener(POINTER_UP, onUp, false);\n obj.addEventListener(POINTER_CANCEL, onUp, false);\n }\n /*\r\n * Extends the event handling code with double tap support for mobile browsers.\r\n */\n\n\n var _touchstart = msPointer ? 'MSPointerDown' : pointer ? 'pointerdown' : 'touchstart';\n\n var _touchend = msPointer ? 'MSPointerUp' : pointer ? 'pointerup' : 'touchend';\n\n var _pre = '_leaflet_'; // inspired by Zepto touch code by Thomas Fuchs\n\n function addDoubleTapListener(obj, handler, id) {\n var last,\n touch$$1,\n doubleTap = false,\n delay = 250;\n\n function onTouchStart(e) {\n if (pointer) {\n if (!e.isPrimary) {\n return;\n }\n\n if (e.pointerType === 'mouse') {\n return;\n } // mouse fires native dblclick\n\n } else if (e.touches.length > 1) {\n return;\n }\n\n var now = Date.now(),\n delta = now - (last || now);\n touch$$1 = e.touches ? e.touches[0] : e;\n doubleTap = delta > 0 && delta <= delay;\n last = now;\n }\n\n function onTouchEnd(e) {\n if (doubleTap && !touch$$1.cancelBubble) {\n if (pointer) {\n if (e.pointerType === 'mouse') {\n return;\n } // work around .type being readonly with MSPointer* events\n\n\n var newTouch = {},\n prop,\n i;\n\n for (i in touch$$1) {\n prop = touch$$1[i];\n newTouch[i] = prop && prop.bind ? prop.bind(touch$$1) : prop;\n }\n\n touch$$1 = newTouch;\n }\n\n touch$$1.type = 'dblclick';\n touch$$1.button = 0;\n handler(touch$$1);\n last = null;\n }\n }\n\n obj[_pre + _touchstart + id] = onTouchStart;\n obj[_pre + _touchend + id] = onTouchEnd;\n obj[_pre + 'dblclick' + id] = handler;\n obj.addEventListener(_touchstart, onTouchStart, passiveEvents ? {\n passive: false\n } : false);\n obj.addEventListener(_touchend, onTouchEnd, passiveEvents ? {\n passive: false\n } : false); // On some platforms (notably, chrome<55 on win10 + touchscreen + mouse),\n // the browser doesn't fire touchend/pointerup events but does fire\n // native dblclicks. See #4127.\n // Edge 14 also fires native dblclicks, but only for pointerType mouse, see #5180.\n\n obj.addEventListener('dblclick', handler, false);\n return this;\n }\n\n function removeDoubleTapListener(obj, id) {\n var touchstart = obj[_pre + _touchstart + id],\n touchend = obj[_pre + _touchend + id],\n dblclick = obj[_pre + 'dblclick' + id];\n obj.removeEventListener(_touchstart, touchstart, passiveEvents ? {\n passive: false\n } : false);\n obj.removeEventListener(_touchend, touchend, passiveEvents ? {\n passive: false\n } : false);\n obj.removeEventListener('dblclick', dblclick, false);\n return this;\n }\n /*\r\n * @namespace DomUtil\r\n *\r\n * Utility functions to work with the [DOM](https://developer.mozilla.org/docs/Web/API/Document_Object_Model)\r\n * tree, used by Leaflet internally.\r\n *\r\n * Most functions expecting or returning a `HTMLElement` also work for\r\n * SVG elements. The only difference is that classes refer to CSS classes\r\n * in HTML and SVG classes in SVG.\r\n */\n // @property TRANSFORM: String\n // Vendor-prefixed transform style name (e.g. `'webkitTransform'` for WebKit).\n\n\n var TRANSFORM = testProp(['transform', 'webkitTransform', 'OTransform', 'MozTransform', 'msTransform']); // webkitTransition comes first because some browser versions that drop vendor prefix don't do\n // the same for the transitionend event, in particular the Android 4.1 stock browser\n // @property TRANSITION: String\n // Vendor-prefixed transition style name.\n\n var TRANSITION = testProp(['webkitTransition', 'transition', 'OTransition', 'MozTransition', 'msTransition']); // @property TRANSITION_END: String\n // Vendor-prefixed transitionend event name.\n\n var TRANSITION_END = TRANSITION === 'webkitTransition' || TRANSITION === 'OTransition' ? TRANSITION + 'End' : 'transitionend'; // @function get(id: String|HTMLElement): HTMLElement\n // Returns an element given its DOM id, or returns the element itself\n // if it was passed directly.\n\n function get(id) {\n return typeof id === 'string' ? document.getElementById(id) : id;\n } // @function getStyle(el: HTMLElement, styleAttrib: String): String\n // Returns the value for a certain style attribute on an element,\n // including computed values or values set through CSS.\n\n\n function getStyle(el, style) {\n var value = el.style[style] || el.currentStyle && el.currentStyle[style];\n\n if ((!value || value === 'auto') && document.defaultView) {\n var css = document.defaultView.getComputedStyle(el, null);\n value = css ? css[style] : null;\n }\n\n return value === 'auto' ? null : value;\n } // @function create(tagName: String, className?: String, container?: HTMLElement): HTMLElement\n // Creates an HTML element with `tagName`, sets its class to `className`, and optionally appends it to `container` element.\n\n\n function create$1(tagName, className, container) {\n var el = document.createElement(tagName);\n el.className = className || '';\n\n if (container) {\n container.appendChild(el);\n }\n\n return el;\n } // @function remove(el: HTMLElement)\n // Removes `el` from its parent element\n\n\n function _remove(el) {\n var parent = el.parentNode;\n\n if (parent) {\n parent.removeChild(el);\n }\n } // @function empty(el: HTMLElement)\n // Removes all of `el`'s children elements from `el`\n\n\n function empty(el) {\n while (el.firstChild) {\n el.removeChild(el.firstChild);\n }\n } // @function toFront(el: HTMLElement)\n // Makes `el` the last child of its parent, so it renders in front of the other children.\n\n\n function toFront(el) {\n var parent = el.parentNode;\n\n if (parent && parent.lastChild !== el) {\n parent.appendChild(el);\n }\n } // @function toBack(el: HTMLElement)\n // Makes `el` the first child of its parent, so it renders behind the other children.\n\n\n function toBack(el) {\n var parent = el.parentNode;\n\n if (parent && parent.firstChild !== el) {\n parent.insertBefore(el, parent.firstChild);\n }\n } // @function hasClass(el: HTMLElement, name: String): Boolean\n // Returns `true` if the element's class attribute contains `name`.\n\n\n function hasClass(el, name) {\n if (el.classList !== undefined) {\n return el.classList.contains(name);\n }\n\n var className = getClass(el);\n return className.length > 0 && new RegExp('(^|\\\\s)' + name + '(\\\\s|$)').test(className);\n } // @function addClass(el: HTMLElement, name: String)\n // Adds `name` to the element's class attribute.\n\n\n function addClass(el, name) {\n if (el.classList !== undefined) {\n var classes = splitWords(name);\n\n for (var i = 0, len = classes.length; i < len; i++) {\n el.classList.add(classes[i]);\n }\n } else if (!hasClass(el, name)) {\n var className = getClass(el);\n setClass(el, (className ? className + ' ' : '') + name);\n }\n } // @function removeClass(el: HTMLElement, name: String)\n // Removes `name` from the element's class attribute.\n\n\n function removeClass(el, name) {\n if (el.classList !== undefined) {\n el.classList.remove(name);\n } else {\n setClass(el, trim((' ' + getClass(el) + ' ').replace(' ' + name + ' ', ' ')));\n }\n } // @function setClass(el: HTMLElement, name: String)\n // Sets the element's class.\n\n\n function setClass(el, name) {\n if (el.className.baseVal === undefined) {\n el.className = name;\n } else {\n // in case of SVG element\n el.className.baseVal = name;\n }\n } // @function getClass(el: HTMLElement): String\n // Returns the element's class.\n\n\n function getClass(el) {\n // Check if the element is an SVGElementInstance and use the correspondingElement instead\n // (Required for linked SVG elements in IE11.)\n if (el.correspondingElement) {\n el = el.correspondingElement;\n }\n\n return el.className.baseVal === undefined ? el.className : el.className.baseVal;\n } // @function setOpacity(el: HTMLElement, opacity: Number)\n // Set the opacity of an element (including old IE support).\n // `opacity` must be a number from `0` to `1`.\n\n\n function _setOpacity(el, value) {\n if ('opacity' in el.style) {\n el.style.opacity = value;\n } else if ('filter' in el.style) {\n _setOpacityIE(el, value);\n }\n }\n\n function _setOpacityIE(el, value) {\n var filter = false,\n filterName = 'DXImageTransform.Microsoft.Alpha'; // filters collection throws an error if we try to retrieve a filter that doesn't exist\n\n try {\n filter = el.filters.item(filterName);\n } catch (e) {\n // don't set opacity to 1 if we haven't already set an opacity,\n // it isn't needed and breaks transparent pngs.\n if (value === 1) {\n return;\n }\n }\n\n value = Math.round(value * 100);\n\n if (filter) {\n filter.Enabled = value !== 100;\n filter.Opacity = value;\n } else {\n el.style.filter += ' progid:' + filterName + '(opacity=' + value + ')';\n }\n } // @function testProp(props: String[]): String|false\n // Goes through the array of style names and returns the first name\n // that is a valid style name for an element. If no such name is found,\n // it returns false. Useful for vendor-prefixed styles like `transform`.\n\n\n function testProp(props) {\n var style = document.documentElement.style;\n\n for (var i = 0; i < props.length; i++) {\n if (props[i] in style) {\n return props[i];\n }\n }\n\n return false;\n } // @function setTransform(el: HTMLElement, offset: Point, scale?: Number)\n // Resets the 3D CSS transform of `el` so it is translated by `offset` pixels\n // and optionally scaled by `scale`. Does not have an effect if the\n // browser doesn't support 3D CSS transforms.\n\n\n function setTransform(el, offset, scale) {\n var pos = offset || new Point(0, 0);\n el.style[TRANSFORM] = (ie3d ? 'translate(' + pos.x + 'px,' + pos.y + 'px)' : 'translate3d(' + pos.x + 'px,' + pos.y + 'px,0)') + (scale ? ' scale(' + scale + ')' : '');\n } // @function setPosition(el: HTMLElement, position: Point)\n // Sets the position of `el` to coordinates specified by `position`,\n // using CSS translate or top/left positioning depending on the browser\n // (used by Leaflet internally to position its layers).\n\n\n function setPosition(el, point) {\n /*eslint-disable */\n el._leaflet_pos = point;\n /* eslint-enable */\n\n if (any3d) {\n setTransform(el, point);\n } else {\n el.style.left = point.x + 'px';\n el.style.top = point.y + 'px';\n }\n } // @function getPosition(el: HTMLElement): Point\n // Returns the coordinates of an element previously positioned with setPosition.\n\n\n function getPosition(el) {\n // this method is only used for elements previously positioned using setPosition,\n // so it's safe to cache the position for performance\n return el._leaflet_pos || new Point(0, 0);\n } // @function disableTextSelection()\n // Prevents the user from generating `selectstart` DOM events, usually generated\n // when the user drags the mouse through a page with text. Used internally\n // by Leaflet to override the behaviour of any click-and-drag interaction on\n // the map. Affects drag interactions on the whole document.\n // @function enableTextSelection()\n // Cancels the effects of a previous [`L.DomUtil.disableTextSelection`](#domutil-disabletextselection).\n\n\n var disableTextSelection;\n var enableTextSelection;\n\n var _userSelect;\n\n if ('onselectstart' in document) {\n disableTextSelection = function disableTextSelection() {\n on(window, 'selectstart', preventDefault);\n };\n\n enableTextSelection = function enableTextSelection() {\n off(window, 'selectstart', preventDefault);\n };\n } else {\n var userSelectProperty = testProp(['userSelect', 'WebkitUserSelect', 'OUserSelect', 'MozUserSelect', 'msUserSelect']);\n\n disableTextSelection = function disableTextSelection() {\n if (userSelectProperty) {\n var style = document.documentElement.style;\n _userSelect = style[userSelectProperty];\n style[userSelectProperty] = 'none';\n }\n };\n\n enableTextSelection = function enableTextSelection() {\n if (userSelectProperty) {\n document.documentElement.style[userSelectProperty] = _userSelect;\n _userSelect = undefined;\n }\n };\n } // @function disableImageDrag()\n // As [`L.DomUtil.disableTextSelection`](#domutil-disabletextselection), but\n // for `dragstart` DOM events, usually generated when the user drags an image.\n\n\n function disableImageDrag() {\n on(window, 'dragstart', preventDefault);\n } // @function enableImageDrag()\n // Cancels the effects of a previous [`L.DomUtil.disableImageDrag`](#domutil-disabletextselection).\n\n\n function enableImageDrag() {\n off(window, 'dragstart', preventDefault);\n }\n\n var _outlineElement, _outlineStyle; // @function preventOutline(el: HTMLElement)\n // Makes the [outline](https://developer.mozilla.org/docs/Web/CSS/outline)\n // of the element `el` invisible. Used internally by Leaflet to prevent\n // focusable elements from displaying an outline when the user performs a\n // drag interaction on them.\n\n\n function preventOutline(element) {\n while (element.tabIndex === -1) {\n element = element.parentNode;\n }\n\n if (!element.style) {\n return;\n }\n\n restoreOutline();\n _outlineElement = element;\n _outlineStyle = element.style.outline;\n element.style.outline = 'none';\n on(window, 'keydown', restoreOutline);\n } // @function restoreOutline()\n // Cancels the effects of a previous [`L.DomUtil.preventOutline`]().\n\n\n function restoreOutline() {\n if (!_outlineElement) {\n return;\n }\n\n _outlineElement.style.outline = _outlineStyle;\n _outlineElement = undefined;\n _outlineStyle = undefined;\n off(window, 'keydown', restoreOutline);\n } // @function getSizedParentNode(el: HTMLElement): HTMLElement\n // Finds the closest parent node which size (width and height) is not null.\n\n\n function getSizedParentNode(element) {\n do {\n element = element.parentNode;\n } while ((!element.offsetWidth || !element.offsetHeight) && element !== document.body);\n\n return element;\n } // @function getScale(el: HTMLElement): Object\n // Computes the CSS scale currently applied on the element.\n // Returns an object with `x` and `y` members as horizontal and vertical scales respectively,\n // and `boundingClientRect` as the result of [`getBoundingClientRect()`](https://developer.mozilla.org/en-US/docs/Web/API/Element/getBoundingClientRect).\n\n\n function getScale(element) {\n var rect = element.getBoundingClientRect(); // Read-only in old browsers.\n\n return {\n x: rect.width / element.offsetWidth || 1,\n y: rect.height / element.offsetHeight || 1,\n boundingClientRect: rect\n };\n }\n\n var DomUtil = {\n TRANSFORM: TRANSFORM,\n TRANSITION: TRANSITION,\n TRANSITION_END: TRANSITION_END,\n get: get,\n getStyle: getStyle,\n create: create$1,\n remove: _remove,\n empty: empty,\n toFront: toFront,\n toBack: toBack,\n hasClass: hasClass,\n addClass: addClass,\n removeClass: removeClass,\n setClass: setClass,\n getClass: getClass,\n setOpacity: _setOpacity,\n testProp: testProp,\n setTransform: setTransform,\n setPosition: setPosition,\n getPosition: getPosition,\n disableTextSelection: disableTextSelection,\n enableTextSelection: enableTextSelection,\n disableImageDrag: disableImageDrag,\n enableImageDrag: enableImageDrag,\n preventOutline: preventOutline,\n restoreOutline: restoreOutline,\n getSizedParentNode: getSizedParentNode,\n getScale: getScale\n };\n /*\r\n * @namespace DomEvent\r\n * Utility functions to work with the [DOM events](https://developer.mozilla.org/docs/Web/API/Event), used by Leaflet internally.\r\n */\n // Inspired by John Resig, Dean Edwards and YUI addEvent implementations.\n // @function on(el: HTMLElement, types: String, fn: Function, context?: Object): this\n // Adds a listener function (`fn`) to a particular DOM event type of the\n // element `el`. You can optionally specify the context of the listener\n // (object the `this` keyword will point to). You can also pass several\n // space-separated types (e.g. `'click dblclick'`).\n // @alternative\n // @function on(el: HTMLElement, eventMap: Object, context?: Object): this\n // Adds a set of type/listener pairs, e.g. `{click: onClick, mousemove: onMouseMove}`\n\n function on(obj, types, fn, context) {\n if (typeof types === 'object') {\n for (var type in types) {\n addOne(obj, type, types[type], fn);\n }\n } else {\n types = splitWords(types);\n\n for (var i = 0, len = types.length; i < len; i++) {\n addOne(obj, types[i], fn, context);\n }\n }\n\n return this;\n }\n\n var eventsKey = '_leaflet_events'; // @function off(el: HTMLElement, types: String, fn: Function, context?: Object): this\n // Removes a previously added listener function.\n // Note that if you passed a custom context to on, you must pass the same\n // context to `off` in order to remove the listener.\n // @alternative\n // @function off(el: HTMLElement, eventMap: Object, context?: Object): this\n // Removes a set of type/listener pairs, e.g. `{click: onClick, mousemove: onMouseMove}`\n\n function off(obj, types, fn, context) {\n if (typeof types === 'object') {\n for (var type in types) {\n removeOne(obj, type, types[type], fn);\n }\n } else if (types) {\n types = splitWords(types);\n\n for (var i = 0, len = types.length; i < len; i++) {\n removeOne(obj, types[i], fn, context);\n }\n } else {\n for (var j in obj[eventsKey]) {\n removeOne(obj, j, obj[eventsKey][j]);\n }\n\n delete obj[eventsKey];\n }\n\n return this;\n }\n\n function browserFiresNativeDblClick() {\n // See https://github.com/w3c/pointerevents/issues/171\n if (pointer) {\n return !(edge || safari);\n }\n }\n\n var mouseSubst = {\n mouseenter: 'mouseover',\n mouseleave: 'mouseout',\n wheel: !('onwheel' in window) && 'mousewheel'\n };\n\n function addOne(obj, type, fn, context) {\n var id = type + stamp(fn) + (context ? '_' + stamp(context) : '');\n\n if (obj[eventsKey] && obj[eventsKey][id]) {\n return this;\n }\n\n var handler = function handler(e) {\n return fn.call(context || obj, e || window.event);\n };\n\n var originalHandler = handler;\n\n if (pointer && type.indexOf('touch') === 0) {\n // Needs DomEvent.Pointer.js\n addPointerListener(obj, type, handler, id);\n } else if (touch && type === 'dblclick' && !browserFiresNativeDblClick()) {\n addDoubleTapListener(obj, handler, id);\n } else if ('addEventListener' in obj) {\n if (type === 'touchstart' || type === 'touchmove' || type === 'wheel' || type === 'mousewheel') {\n obj.addEventListener(mouseSubst[type] || type, handler, passiveEvents ? {\n passive: false\n } : false);\n } else if (type === 'mouseenter' || type === 'mouseleave') {\n handler = function handler(e) {\n e = e || window.event;\n\n if (isExternalTarget(obj, e)) {\n originalHandler(e);\n }\n };\n\n obj.addEventListener(mouseSubst[type], handler, false);\n } else {\n obj.addEventListener(type, originalHandler, false);\n }\n } else if ('attachEvent' in obj) {\n obj.attachEvent('on' + type, handler);\n }\n\n obj[eventsKey] = obj[eventsKey] || {};\n obj[eventsKey][id] = handler;\n }\n\n function removeOne(obj, type, fn, context) {\n var id = type + stamp(fn) + (context ? '_' + stamp(context) : ''),\n handler = obj[eventsKey] && obj[eventsKey][id];\n\n if (!handler) {\n return this;\n }\n\n if (pointer && type.indexOf('touch') === 0) {\n removePointerListener(obj, type, id);\n } else if (touch && type === 'dblclick' && !browserFiresNativeDblClick()) {\n removeDoubleTapListener(obj, id);\n } else if ('removeEventListener' in obj) {\n obj.removeEventListener(mouseSubst[type] || type, handler, false);\n } else if ('detachEvent' in obj) {\n obj.detachEvent('on' + type, handler);\n }\n\n obj[eventsKey][id] = null;\n } // @function stopPropagation(ev: DOMEvent): this\n // Stop the given event from propagation to parent elements. Used inside the listener functions:\n // ```js\n // L.DomEvent.on(div, 'click', function (ev) {\n // \tL.DomEvent.stopPropagation(ev);\n // });\n // ```\n\n\n function stopPropagation(e) {\n if (e.stopPropagation) {\n e.stopPropagation();\n } else if (e.originalEvent) {\n // In case of Leaflet event.\n e.originalEvent._stopped = true;\n } else {\n e.cancelBubble = true;\n }\n\n skipped(e);\n return this;\n } // @function disableScrollPropagation(el: HTMLElement): this\n // Adds `stopPropagation` to the element's `'wheel'` events (plus browser variants).\n\n\n function disableScrollPropagation(el) {\n addOne(el, 'wheel', stopPropagation);\n return this;\n } // @function disableClickPropagation(el: HTMLElement): this\n // Adds `stopPropagation` to the element's `'click'`, `'doubleclick'`,\n // `'mousedown'` and `'touchstart'` events (plus browser variants).\n\n\n function disableClickPropagation(el) {\n on(el, 'mousedown touchstart dblclick', stopPropagation);\n addOne(el, 'click', fakeStop);\n return this;\n } // @function preventDefault(ev: DOMEvent): this\n // Prevents the default action of the DOM Event `ev` from happening (such as\n // following a link in the href of the a element, or doing a POST request\n // with page reload when a `
` is submitted).\n // Use it inside listener functions.\n\n\n function preventDefault(e) {\n if (e.preventDefault) {\n e.preventDefault();\n } else {\n e.returnValue = false;\n }\n\n return this;\n } // @function stop(ev: DOMEvent): this\n // Does `stopPropagation` and `preventDefault` at the same time.\n\n\n function stop(e) {\n preventDefault(e);\n stopPropagation(e);\n return this;\n } // @function getMousePosition(ev: DOMEvent, container?: HTMLElement): Point\n // Gets normalized mouse position from a DOM event relative to the\n // `container` (border excluded) or to the whole page if not specified.\n\n\n function getMousePosition(e, container) {\n if (!container) {\n return new Point(e.clientX, e.clientY);\n }\n\n var scale = getScale(container),\n offset = scale.boundingClientRect; // left and top values are in page scale (like the event clientX/Y)\n\n return new Point( // offset.left/top values are in page scale (like clientX/Y),\n // whereas clientLeft/Top (border width) values are the original values (before CSS scale applies).\n (e.clientX - offset.left) / scale.x - container.clientLeft, (e.clientY - offset.top) / scale.y - container.clientTop);\n } // Chrome on Win scrolls double the pixels as in other platforms (see #4538),\n // and Firefox scrolls device pixels, not CSS pixels\n\n\n var wheelPxFactor = win && chrome ? 2 * window.devicePixelRatio : gecko ? window.devicePixelRatio : 1; // @function getWheelDelta(ev: DOMEvent): Number\n // Gets normalized wheel delta from a wheel DOM event, in vertical\n // pixels scrolled (negative if scrolling down).\n // Events from pointing devices without precise scrolling are mapped to\n // a best guess of 60 pixels.\n\n function getWheelDelta(e) {\n return edge ? e.wheelDeltaY / 2 : // Don't trust window-geometry-based delta\n e.deltaY && e.deltaMode === 0 ? -e.deltaY / wheelPxFactor : // Pixels\n e.deltaY && e.deltaMode === 1 ? -e.deltaY * 20 : // Lines\n e.deltaY && e.deltaMode === 2 ? -e.deltaY * 60 : // Pages\n e.deltaX || e.deltaZ ? 0 : // Skip horizontal/depth wheel events\n e.wheelDelta ? (e.wheelDeltaY || e.wheelDelta) / 2 : // Legacy IE pixels\n e.detail && Math.abs(e.detail) < 32765 ? -e.detail * 20 : // Legacy Moz lines\n e.detail ? e.detail / -32765 * 60 : // Legacy Moz pages\n 0;\n }\n\n var skipEvents = {};\n\n function fakeStop(e) {\n // fakes stopPropagation by setting a special event flag, checked/reset with skipped(e)\n skipEvents[e.type] = true;\n }\n\n function skipped(e) {\n var events = skipEvents[e.type]; // reset when checking, as it's only used in map container and propagates outside of the map\n\n skipEvents[e.type] = false;\n return events;\n } // check if element really left/entered the event target (for mouseenter/mouseleave)\n\n\n function isExternalTarget(el, e) {\n var related = e.relatedTarget;\n\n if (!related) {\n return true;\n }\n\n try {\n while (related && related !== el) {\n related = related.parentNode;\n }\n } catch (err) {\n return false;\n }\n\n return related !== el;\n }\n\n var DomEvent = {\n on: on,\n off: off,\n stopPropagation: stopPropagation,\n disableScrollPropagation: disableScrollPropagation,\n disableClickPropagation: disableClickPropagation,\n preventDefault: preventDefault,\n stop: stop,\n getMousePosition: getMousePosition,\n getWheelDelta: getWheelDelta,\n fakeStop: fakeStop,\n skipped: skipped,\n isExternalTarget: isExternalTarget,\n addListener: on,\n removeListener: off\n };\n /*\n * @class PosAnimation\n * @aka L.PosAnimation\n * @inherits Evented\n * Used internally for panning animations, utilizing CSS3 Transitions for modern browsers and a timer fallback for IE6-9.\n *\n * @example\n * ```js\n * var fx = new L.PosAnimation();\n * fx.run(el, [300, 500], 0.5);\n * ```\n *\n * @constructor L.PosAnimation()\n * Creates a `PosAnimation` object.\n *\n */\n\n var PosAnimation = Evented.extend({\n // @method run(el: HTMLElement, newPos: Point, duration?: Number, easeLinearity?: Number)\n // Run an animation of a given element to a new position, optionally setting\n // duration in seconds (`0.25` by default) and easing linearity factor (3rd\n // argument of the [cubic bezier curve](http://cubic-bezier.com/#0,0,.5,1),\n // `0.5` by default).\n run: function run(el, newPos, duration, easeLinearity) {\n this.stop();\n this._el = el;\n this._inProgress = true;\n this._duration = duration || 0.25;\n this._easeOutPower = 1 / Math.max(easeLinearity || 0.5, 0.2);\n this._startPos = getPosition(el);\n this._offset = newPos.subtract(this._startPos);\n this._startTime = +new Date(); // @event start: Event\n // Fired when the animation starts\n\n this.fire('start');\n\n this._animate();\n },\n // @method stop()\n // Stops the animation (if currently running).\n stop: function stop() {\n if (!this._inProgress) {\n return;\n }\n\n this._step(true);\n\n this._complete();\n },\n _animate: function _animate() {\n // animation loop\n this._animId = requestAnimFrame(this._animate, this);\n\n this._step();\n },\n _step: function _step(round) {\n var elapsed = +new Date() - this._startTime,\n duration = this._duration * 1000;\n\n if (elapsed < duration) {\n this._runFrame(this._easeOut(elapsed / duration), round);\n } else {\n this._runFrame(1);\n\n this._complete();\n }\n },\n _runFrame: function _runFrame(progress, round) {\n var pos = this._startPos.add(this._offset.multiplyBy(progress));\n\n if (round) {\n pos._round();\n }\n\n setPosition(this._el, pos); // @event step: Event\n // Fired continuously during the animation.\n\n this.fire('step');\n },\n _complete: function _complete() {\n cancelAnimFrame(this._animId);\n this._inProgress = false; // @event end: Event\n // Fired when the animation ends.\n\n this.fire('end');\n },\n _easeOut: function _easeOut(t) {\n return 1 - Math.pow(1 - t, this._easeOutPower);\n }\n });\n /*\r\n * @class Map\r\n * @aka L.Map\r\n * @inherits Evented\r\n *\r\n * The central class of the API — it is used to create a map on a page and manipulate it.\r\n *\r\n * @example\r\n *\r\n * ```js\r\n * // initialize the map on the \"map\" div with a given center and zoom\r\n * var map = L.map('map', {\r\n * \tcenter: [51.505, -0.09],\r\n * \tzoom: 13\r\n * });\r\n * ```\r\n *\r\n */\n\n var Map = Evented.extend({\n options: {\n // @section Map State Options\n // @option crs: CRS = L.CRS.EPSG3857\n // The [Coordinate Reference System](#crs) to use. Don't change this if you're not\n // sure what it means.\n crs: EPSG3857,\n // @option center: LatLng = undefined\n // Initial geographic center of the map\n center: undefined,\n // @option zoom: Number = undefined\n // Initial map zoom level\n zoom: undefined,\n // @option minZoom: Number = *\n // Minimum zoom level of the map.\n // If not specified and at least one `GridLayer` or `TileLayer` is in the map,\n // the lowest of their `minZoom` options will be used instead.\n minZoom: undefined,\n // @option maxZoom: Number = *\n // Maximum zoom level of the map.\n // If not specified and at least one `GridLayer` or `TileLayer` is in the map,\n // the highest of their `maxZoom` options will be used instead.\n maxZoom: undefined,\n // @option layers: Layer[] = []\n // Array of layers that will be added to the map initially\n layers: [],\n // @option maxBounds: LatLngBounds = null\n // When this option is set, the map restricts the view to the given\n // geographical bounds, bouncing the user back if the user tries to pan\n // outside the view. To set the restriction dynamically, use\n // [`setMaxBounds`](#map-setmaxbounds) method.\n maxBounds: undefined,\n // @option renderer: Renderer = *\n // The default method for drawing vector layers on the map. `L.SVG`\n // or `L.Canvas` by default depending on browser support.\n renderer: undefined,\n // @section Animation Options\n // @option zoomAnimation: Boolean = true\n // Whether the map zoom animation is enabled. By default it's enabled\n // in all browsers that support CSS3 Transitions except Android.\n zoomAnimation: true,\n // @option zoomAnimationThreshold: Number = 4\n // Won't animate zoom if the zoom difference exceeds this value.\n zoomAnimationThreshold: 4,\n // @option fadeAnimation: Boolean = true\n // Whether the tile fade animation is enabled. By default it's enabled\n // in all browsers that support CSS3 Transitions except Android.\n fadeAnimation: true,\n // @option markerZoomAnimation: Boolean = true\n // Whether markers animate their zoom with the zoom animation, if disabled\n // they will disappear for the length of the animation. By default it's\n // enabled in all browsers that support CSS3 Transitions except Android.\n markerZoomAnimation: true,\n // @option transform3DLimit: Number = 2^23\n // Defines the maximum size of a CSS translation transform. The default\n // value should not be changed unless a web browser positions layers in\n // the wrong place after doing a large `panBy`.\n transform3DLimit: 8388608,\n // Precision limit of a 32-bit float\n // @section Interaction Options\n // @option zoomSnap: Number = 1\n // Forces the map's zoom level to always be a multiple of this, particularly\n // right after a [`fitBounds()`](#map-fitbounds) or a pinch-zoom.\n // By default, the zoom level snaps to the nearest integer; lower values\n // (e.g. `0.5` or `0.1`) allow for greater granularity. A value of `0`\n // means the zoom level will not be snapped after `fitBounds` or a pinch-zoom.\n zoomSnap: 1,\n // @option zoomDelta: Number = 1\n // Controls how much the map's zoom level will change after a\n // [`zoomIn()`](#map-zoomin), [`zoomOut()`](#map-zoomout), pressing `+`\n // or `-` on the keyboard, or using the [zoom controls](#control-zoom).\n // Values smaller than `1` (e.g. `0.5`) allow for greater granularity.\n zoomDelta: 1,\n // @option trackResize: Boolean = true\n // Whether the map automatically handles browser window resize to update itself.\n trackResize: true\n },\n initialize: function initialize(id, options) {\n // (HTMLElement or String, Object)\n options = setOptions(this, options); // Make sure to assign internal flags at the beginning,\n // to avoid inconsistent state in some edge cases.\n\n this._handlers = [];\n this._layers = {};\n this._zoomBoundLayers = {};\n this._sizeChanged = true;\n\n this._initContainer(id);\n\n this._initLayout(); // hack for https://github.com/Leaflet/Leaflet/issues/1980\n\n\n this._onResize = bind(this._onResize, this);\n\n this._initEvents();\n\n if (options.maxBounds) {\n this.setMaxBounds(options.maxBounds);\n }\n\n if (options.zoom !== undefined) {\n this._zoom = this._limitZoom(options.zoom);\n }\n\n if (options.center && options.zoom !== undefined) {\n this.setView(toLatLng(options.center), options.zoom, {\n reset: true\n });\n }\n\n this.callInitHooks(); // don't animate on browsers without hardware-accelerated transitions or old Android/Opera\n\n this._zoomAnimated = TRANSITION && any3d && !mobileOpera && this.options.zoomAnimation; // zoom transitions run with the same duration for all layers, so if one of transitionend events\n // happens after starting zoom animation (propagating to the map pane), we know that it ended globally\n\n if (this._zoomAnimated) {\n this._createAnimProxy();\n\n on(this._proxy, TRANSITION_END, this._catchTransitionEnd, this);\n }\n\n this._addLayers(this.options.layers);\n },\n // @section Methods for modifying map state\n // @method setView(center: LatLng, zoom: Number, options?: Zoom/pan options): this\n // Sets the view of the map (geographical center and zoom) with the given\n // animation options.\n setView: function setView(center, zoom, options) {\n zoom = zoom === undefined ? this._zoom : this._limitZoom(zoom);\n center = this._limitCenter(toLatLng(center), zoom, this.options.maxBounds);\n options = options || {};\n\n this._stop();\n\n if (this._loaded && !options.reset && options !== true) {\n if (options.animate !== undefined) {\n options.zoom = extend({\n animate: options.animate\n }, options.zoom);\n options.pan = extend({\n animate: options.animate,\n duration: options.duration\n }, options.pan);\n } // try animating pan or zoom\n\n\n var moved = this._zoom !== zoom ? this._tryAnimatedZoom && this._tryAnimatedZoom(center, zoom, options.zoom) : this._tryAnimatedPan(center, options.pan);\n\n if (moved) {\n // prevent resize handler call, the view will refresh after animation anyway\n clearTimeout(this._sizeTimer);\n return this;\n }\n } // animation didn't start, just reset the map view\n\n\n this._resetView(center, zoom);\n\n return this;\n },\n // @method setZoom(zoom: Number, options?: Zoom/pan options): this\n // Sets the zoom of the map.\n setZoom: function setZoom(zoom, options) {\n if (!this._loaded) {\n this._zoom = zoom;\n return this;\n }\n\n return this.setView(this.getCenter(), zoom, {\n zoom: options\n });\n },\n // @method zoomIn(delta?: Number, options?: Zoom options): this\n // Increases the zoom of the map by `delta` ([`zoomDelta`](#map-zoomdelta) by default).\n zoomIn: function zoomIn(delta, options) {\n delta = delta || (any3d ? this.options.zoomDelta : 1);\n return this.setZoom(this._zoom + delta, options);\n },\n // @method zoomOut(delta?: Number, options?: Zoom options): this\n // Decreases the zoom of the map by `delta` ([`zoomDelta`](#map-zoomdelta) by default).\n zoomOut: function zoomOut(delta, options) {\n delta = delta || (any3d ? this.options.zoomDelta : 1);\n return this.setZoom(this._zoom - delta, options);\n },\n // @method setZoomAround(latlng: LatLng, zoom: Number, options: Zoom options): this\n // Zooms the map while keeping a specified geographical point on the map\n // stationary (e.g. used internally for scroll zoom and double-click zoom).\n // @alternative\n // @method setZoomAround(offset: Point, zoom: Number, options: Zoom options): this\n // Zooms the map while keeping a specified pixel on the map (relative to the top-left corner) stationary.\n setZoomAround: function setZoomAround(latlng, zoom, options) {\n var scale = this.getZoomScale(zoom),\n viewHalf = this.getSize().divideBy(2),\n containerPoint = latlng instanceof Point ? latlng : this.latLngToContainerPoint(latlng),\n centerOffset = containerPoint.subtract(viewHalf).multiplyBy(1 - 1 / scale),\n newCenter = this.containerPointToLatLng(viewHalf.add(centerOffset));\n return this.setView(newCenter, zoom, {\n zoom: options\n });\n },\n _getBoundsCenterZoom: function _getBoundsCenterZoom(bounds, options) {\n options = options || {};\n bounds = bounds.getBounds ? bounds.getBounds() : toLatLngBounds(bounds);\n var paddingTL = toPoint(options.paddingTopLeft || options.padding || [0, 0]),\n paddingBR = toPoint(options.paddingBottomRight || options.padding || [0, 0]),\n zoom = this.getBoundsZoom(bounds, false, paddingTL.add(paddingBR));\n zoom = typeof options.maxZoom === 'number' ? Math.min(options.maxZoom, zoom) : zoom;\n\n if (zoom === Infinity) {\n return {\n center: bounds.getCenter(),\n zoom: zoom\n };\n }\n\n var paddingOffset = paddingBR.subtract(paddingTL).divideBy(2),\n swPoint = this.project(bounds.getSouthWest(), zoom),\n nePoint = this.project(bounds.getNorthEast(), zoom),\n center = this.unproject(swPoint.add(nePoint).divideBy(2).add(paddingOffset), zoom);\n return {\n center: center,\n zoom: zoom\n };\n },\n // @method fitBounds(bounds: LatLngBounds, options?: fitBounds options): this\n // Sets a map view that contains the given geographical bounds with the\n // maximum zoom level possible.\n fitBounds: function fitBounds(bounds, options) {\n bounds = toLatLngBounds(bounds);\n\n if (!bounds.isValid()) {\n throw new Error('Bounds are not valid.');\n }\n\n var target = this._getBoundsCenterZoom(bounds, options);\n\n return this.setView(target.center, target.zoom, options);\n },\n // @method fitWorld(options?: fitBounds options): this\n // Sets a map view that mostly contains the whole world with the maximum\n // zoom level possible.\n fitWorld: function fitWorld(options) {\n return this.fitBounds([[-90, -180], [90, 180]], options);\n },\n // @method panTo(latlng: LatLng, options?: Pan options): this\n // Pans the map to a given center.\n panTo: function panTo(center, options) {\n // (LatLng)\n return this.setView(center, this._zoom, {\n pan: options\n });\n },\n // @method panBy(offset: Point, options?: Pan options): this\n // Pans the map by a given number of pixels (animated).\n panBy: function panBy(offset, options) {\n offset = toPoint(offset).round();\n options = options || {};\n\n if (!offset.x && !offset.y) {\n return this.fire('moveend');\n } // If we pan too far, Chrome gets issues with tiles\n // and makes them disappear or appear in the wrong place (slightly offset) #2602\n\n\n if (options.animate !== true && !this.getSize().contains(offset)) {\n this._resetView(this.unproject(this.project(this.getCenter()).add(offset)), this.getZoom());\n\n return this;\n }\n\n if (!this._panAnim) {\n this._panAnim = new PosAnimation();\n\n this._panAnim.on({\n 'step': this._onPanTransitionStep,\n 'end': this._onPanTransitionEnd\n }, this);\n } // don't fire movestart if animating inertia\n\n\n if (!options.noMoveStart) {\n this.fire('movestart');\n } // animate pan unless animate: false specified\n\n\n if (options.animate !== false) {\n addClass(this._mapPane, 'leaflet-pan-anim');\n\n var newPos = this._getMapPanePos().subtract(offset).round();\n\n this._panAnim.run(this._mapPane, newPos, options.duration || 0.25, options.easeLinearity);\n } else {\n this._rawPanBy(offset);\n\n this.fire('move').fire('moveend');\n }\n\n return this;\n },\n // @method flyTo(latlng: LatLng, zoom?: Number, options?: Zoom/pan options): this\n // Sets the view of the map (geographical center and zoom) performing a smooth\n // pan-zoom animation.\n flyTo: function flyTo(targetCenter, targetZoom, options) {\n options = options || {};\n\n if (options.animate === false || !any3d) {\n return this.setView(targetCenter, targetZoom, options);\n }\n\n this._stop();\n\n var from = this.project(this.getCenter()),\n to = this.project(targetCenter),\n size = this.getSize(),\n startZoom = this._zoom;\n targetCenter = toLatLng(targetCenter);\n targetZoom = targetZoom === undefined ? startZoom : targetZoom;\n var w0 = Math.max(size.x, size.y),\n w1 = w0 * this.getZoomScale(startZoom, targetZoom),\n u1 = to.distanceTo(from) || 1,\n rho = 1.42,\n rho2 = rho * rho;\n\n function r(i) {\n var s1 = i ? -1 : 1,\n s2 = i ? w1 : w0,\n t1 = w1 * w1 - w0 * w0 + s1 * rho2 * rho2 * u1 * u1,\n b1 = 2 * s2 * rho2 * u1,\n b = t1 / b1,\n sq = Math.sqrt(b * b + 1) - b; // workaround for floating point precision bug when sq = 0, log = -Infinite,\n // thus triggering an infinite loop in flyTo\n\n var log = sq < 0.000000001 ? -18 : Math.log(sq);\n return log;\n }\n\n function sinh(n) {\n return (Math.exp(n) - Math.exp(-n)) / 2;\n }\n\n function cosh(n) {\n return (Math.exp(n) + Math.exp(-n)) / 2;\n }\n\n function tanh(n) {\n return sinh(n) / cosh(n);\n }\n\n var r0 = r(0);\n\n function w(s) {\n return w0 * (cosh(r0) / cosh(r0 + rho * s));\n }\n\n function u(s) {\n return w0 * (cosh(r0) * tanh(r0 + rho * s) - sinh(r0)) / rho2;\n }\n\n function easeOut(t) {\n return 1 - Math.pow(1 - t, 1.5);\n }\n\n var start = Date.now(),\n S = (r(1) - r0) / rho,\n duration = options.duration ? 1000 * options.duration : 1000 * S * 0.8;\n\n function frame() {\n var t = (Date.now() - start) / duration,\n s = easeOut(t) * S;\n\n if (t <= 1) {\n this._flyToFrame = requestAnimFrame(frame, this);\n\n this._move(this.unproject(from.add(to.subtract(from).multiplyBy(u(s) / u1)), startZoom), this.getScaleZoom(w0 / w(s), startZoom), {\n flyTo: true\n });\n } else {\n this._move(targetCenter, targetZoom)._moveEnd(true);\n }\n }\n\n this._moveStart(true, options.noMoveStart);\n\n frame.call(this);\n return this;\n },\n // @method flyToBounds(bounds: LatLngBounds, options?: fitBounds options): this\n // Sets the view of the map with a smooth animation like [`flyTo`](#map-flyto),\n // but takes a bounds parameter like [`fitBounds`](#map-fitbounds).\n flyToBounds: function flyToBounds(bounds, options) {\n var target = this._getBoundsCenterZoom(bounds, options);\n\n return this.flyTo(target.center, target.zoom, options);\n },\n // @method setMaxBounds(bounds: LatLngBounds): this\n // Restricts the map view to the given bounds (see the [maxBounds](#map-maxbounds) option).\n setMaxBounds: function setMaxBounds(bounds) {\n bounds = toLatLngBounds(bounds);\n\n if (!bounds.isValid()) {\n this.options.maxBounds = null;\n return this.off('moveend', this._panInsideMaxBounds);\n } else if (this.options.maxBounds) {\n this.off('moveend', this._panInsideMaxBounds);\n }\n\n this.options.maxBounds = bounds;\n\n if (this._loaded) {\n this._panInsideMaxBounds();\n }\n\n return this.on('moveend', this._panInsideMaxBounds);\n },\n // @method setMinZoom(zoom: Number): this\n // Sets the lower limit for the available zoom levels (see the [minZoom](#map-minzoom) option).\n setMinZoom: function setMinZoom(zoom) {\n var oldZoom = this.options.minZoom;\n this.options.minZoom = zoom;\n\n if (this._loaded && oldZoom !== zoom) {\n this.fire('zoomlevelschange');\n\n if (this.getZoom() < this.options.minZoom) {\n return this.setZoom(zoom);\n }\n }\n\n return this;\n },\n // @method setMaxZoom(zoom: Number): this\n // Sets the upper limit for the available zoom levels (see the [maxZoom](#map-maxzoom) option).\n setMaxZoom: function setMaxZoom(zoom) {\n var oldZoom = this.options.maxZoom;\n this.options.maxZoom = zoom;\n\n if (this._loaded && oldZoom !== zoom) {\n this.fire('zoomlevelschange');\n\n if (this.getZoom() > this.options.maxZoom) {\n return this.setZoom(zoom);\n }\n }\n\n return this;\n },\n // @method panInsideBounds(bounds: LatLngBounds, options?: Pan options): this\n // Pans the map to the closest view that would lie inside the given bounds (if it's not already), controlling the animation using the options specific, if any.\n panInsideBounds: function panInsideBounds(bounds, options) {\n this._enforcingBounds = true;\n\n var center = this.getCenter(),\n newCenter = this._limitCenter(center, this._zoom, toLatLngBounds(bounds));\n\n if (!center.equals(newCenter)) {\n this.panTo(newCenter, options);\n }\n\n this._enforcingBounds = false;\n return this;\n },\n // @method panInside(latlng: LatLng, options?: options): this\n // Pans the map the minimum amount to make the `latlng` visible. Use\n // `padding`, `paddingTopLeft` and `paddingTopRight` options to fit\n // the display to more restricted bounds, like [`fitBounds`](#map-fitbounds).\n // If `latlng` is already within the (optionally padded) display bounds,\n // the map will not be panned.\n panInside: function panInside(latlng, options) {\n options = options || {};\n var paddingTL = toPoint(options.paddingTopLeft || options.padding || [0, 0]),\n paddingBR = toPoint(options.paddingBottomRight || options.padding || [0, 0]),\n center = this.getCenter(),\n pixelCenter = this.project(center),\n pixelPoint = this.project(latlng),\n pixelBounds = this.getPixelBounds(),\n halfPixelBounds = pixelBounds.getSize().divideBy(2),\n paddedBounds = toBounds([pixelBounds.min.add(paddingTL), pixelBounds.max.subtract(paddingBR)]);\n\n if (!paddedBounds.contains(pixelPoint)) {\n this._enforcingBounds = true;\n var diff = pixelCenter.subtract(pixelPoint),\n newCenter = toPoint(pixelPoint.x + diff.x, pixelPoint.y + diff.y);\n\n if (pixelPoint.x < paddedBounds.min.x || pixelPoint.x > paddedBounds.max.x) {\n newCenter.x = pixelCenter.x - diff.x;\n\n if (diff.x > 0) {\n newCenter.x += halfPixelBounds.x - paddingTL.x;\n } else {\n newCenter.x -= halfPixelBounds.x - paddingBR.x;\n }\n }\n\n if (pixelPoint.y < paddedBounds.min.y || pixelPoint.y > paddedBounds.max.y) {\n newCenter.y = pixelCenter.y - diff.y;\n\n if (diff.y > 0) {\n newCenter.y += halfPixelBounds.y - paddingTL.y;\n } else {\n newCenter.y -= halfPixelBounds.y - paddingBR.y;\n }\n }\n\n this.panTo(this.unproject(newCenter), options);\n this._enforcingBounds = false;\n }\n\n return this;\n },\n // @method invalidateSize(options: Zoom/pan options): this\n // Checks if the map container size changed and updates the map if so —\n // call it after you've changed the map size dynamically, also animating\n // pan by default. If `options.pan` is `false`, panning will not occur.\n // If `options.debounceMoveend` is `true`, it will delay `moveend` event so\n // that it doesn't happen often even if the method is called many\n // times in a row.\n // @alternative\n // @method invalidateSize(animate: Boolean): this\n // Checks if the map container size changed and updates the map if so —\n // call it after you've changed the map size dynamically, also animating\n // pan by default.\n invalidateSize: function invalidateSize(options) {\n if (!this._loaded) {\n return this;\n }\n\n options = extend({\n animate: false,\n pan: true\n }, options === true ? {\n animate: true\n } : options);\n var oldSize = this.getSize();\n this._sizeChanged = true;\n this._lastCenter = null;\n var newSize = this.getSize(),\n oldCenter = oldSize.divideBy(2).round(),\n newCenter = newSize.divideBy(2).round(),\n offset = oldCenter.subtract(newCenter);\n\n if (!offset.x && !offset.y) {\n return this;\n }\n\n if (options.animate && options.pan) {\n this.panBy(offset);\n } else {\n if (options.pan) {\n this._rawPanBy(offset);\n }\n\n this.fire('move');\n\n if (options.debounceMoveend) {\n clearTimeout(this._sizeTimer);\n this._sizeTimer = setTimeout(bind(this.fire, this, 'moveend'), 200);\n } else {\n this.fire('moveend');\n }\n } // @section Map state change events\n // @event resize: ResizeEvent\n // Fired when the map is resized.\n\n\n return this.fire('resize', {\n oldSize: oldSize,\n newSize: newSize\n });\n },\n // @section Methods for modifying map state\n // @method stop(): this\n // Stops the currently running `panTo` or `flyTo` animation, if any.\n stop: function stop() {\n this.setZoom(this._limitZoom(this._zoom));\n\n if (!this.options.zoomSnap) {\n this.fire('viewreset');\n }\n\n return this._stop();\n },\n // @section Geolocation methods\n // @method locate(options?: Locate options): this\n // Tries to locate the user using the Geolocation API, firing a [`locationfound`](#map-locationfound)\n // event with location data on success or a [`locationerror`](#map-locationerror) event on failure,\n // and optionally sets the map view to the user's location with respect to\n // detection accuracy (or to the world view if geolocation failed).\n // Note that, if your page doesn't use HTTPS, this method will fail in\n // modern browsers ([Chrome 50 and newer](https://sites.google.com/a/chromium.org/dev/Home/chromium-security/deprecating-powerful-features-on-insecure-origins))\n // See `Locate options` for more details.\n locate: function locate(options) {\n options = this._locateOptions = extend({\n timeout: 10000,\n watch: false // setView: false\n // maxZoom: \n // maximumAge: 0\n // enableHighAccuracy: false\n\n }, options);\n\n if (!('geolocation' in navigator)) {\n this._handleGeolocationError({\n code: 0,\n message: 'Geolocation not supported.'\n });\n\n return this;\n }\n\n var onResponse = bind(this._handleGeolocationResponse, this),\n onError = bind(this._handleGeolocationError, this);\n\n if (options.watch) {\n this._locationWatchId = navigator.geolocation.watchPosition(onResponse, onError, options);\n } else {\n navigator.geolocation.getCurrentPosition(onResponse, onError, options);\n }\n\n return this;\n },\n // @method stopLocate(): this\n // Stops watching location previously initiated by `map.locate({watch: true})`\n // and aborts resetting the map view if map.locate was called with\n // `{setView: true}`.\n stopLocate: function stopLocate() {\n if (navigator.geolocation && navigator.geolocation.clearWatch) {\n navigator.geolocation.clearWatch(this._locationWatchId);\n }\n\n if (this._locateOptions) {\n this._locateOptions.setView = false;\n }\n\n return this;\n },\n _handleGeolocationError: function _handleGeolocationError(error) {\n var c = error.code,\n message = error.message || (c === 1 ? 'permission denied' : c === 2 ? 'position unavailable' : 'timeout');\n\n if (this._locateOptions.setView && !this._loaded) {\n this.fitWorld();\n } // @section Location events\n // @event locationerror: ErrorEvent\n // Fired when geolocation (using the [`locate`](#map-locate) method) failed.\n\n\n this.fire('locationerror', {\n code: c,\n message: 'Geolocation error: ' + message + '.'\n });\n },\n _handleGeolocationResponse: function _handleGeolocationResponse(pos) {\n var lat = pos.coords.latitude,\n lng = pos.coords.longitude,\n latlng = new LatLng(lat, lng),\n bounds = latlng.toBounds(pos.coords.accuracy * 2),\n options = this._locateOptions;\n\n if (options.setView) {\n var zoom = this.getBoundsZoom(bounds);\n this.setView(latlng, options.maxZoom ? Math.min(zoom, options.maxZoom) : zoom);\n }\n\n var data = {\n latlng: latlng,\n bounds: bounds,\n timestamp: pos.timestamp\n };\n\n for (var i in pos.coords) {\n if (typeof pos.coords[i] === 'number') {\n data[i] = pos.coords[i];\n }\n } // @event locationfound: LocationEvent\n // Fired when geolocation (using the [`locate`](#map-locate) method)\n // went successfully.\n\n\n this.fire('locationfound', data);\n },\n // TODO Appropriate docs section?\n // @section Other Methods\n // @method addHandler(name: String, HandlerClass: Function): this\n // Adds a new `Handler` to the map, given its name and constructor function.\n addHandler: function addHandler(name, HandlerClass) {\n if (!HandlerClass) {\n return this;\n }\n\n var handler = this[name] = new HandlerClass(this);\n\n this._handlers.push(handler);\n\n if (this.options[name]) {\n handler.enable();\n }\n\n return this;\n },\n // @method remove(): this\n // Destroys the map and clears all related event listeners.\n remove: function remove() {\n this._initEvents(true);\n\n this.off('moveend', this._panInsideMaxBounds);\n\n if (this._containerId !== this._container._leaflet_id) {\n throw new Error('Map container is being reused by another instance');\n }\n\n try {\n // throws error in IE6-8\n delete this._container._leaflet_id;\n delete this._containerId;\n } catch (e) {\n /*eslint-disable */\n this._container._leaflet_id = undefined;\n /* eslint-enable */\n\n this._containerId = undefined;\n }\n\n if (this._locationWatchId !== undefined) {\n this.stopLocate();\n }\n\n this._stop();\n\n _remove(this._mapPane);\n\n if (this._clearControlPos) {\n this._clearControlPos();\n }\n\n if (this._resizeRequest) {\n cancelAnimFrame(this._resizeRequest);\n this._resizeRequest = null;\n }\n\n this._clearHandlers();\n\n if (this._loaded) {\n // @section Map state change events\n // @event unload: Event\n // Fired when the map is destroyed with [remove](#map-remove) method.\n this.fire('unload');\n }\n\n var i;\n\n for (i in this._layers) {\n this._layers[i].remove();\n }\n\n for (i in this._panes) {\n _remove(this._panes[i]);\n }\n\n this._layers = [];\n this._panes = [];\n delete this._mapPane;\n delete this._renderer;\n return this;\n },\n // @section Other Methods\n // @method createPane(name: String, container?: HTMLElement): HTMLElement\n // Creates a new [map pane](#map-pane) with the given name if it doesn't exist already,\n // then returns it. The pane is created as a child of `container`, or\n // as a child of the main map pane if not set.\n createPane: function createPane(name, container) {\n var className = 'leaflet-pane' + (name ? ' leaflet-' + name.replace('Pane', '') + '-pane' : ''),\n pane = create$1('div', className, container || this._mapPane);\n\n if (name) {\n this._panes[name] = pane;\n }\n\n return pane;\n },\n // @section Methods for Getting Map State\n // @method getCenter(): LatLng\n // Returns the geographical center of the map view\n getCenter: function getCenter() {\n this._checkIfLoaded();\n\n if (this._lastCenter && !this._moved()) {\n return this._lastCenter;\n }\n\n return this.layerPointToLatLng(this._getCenterLayerPoint());\n },\n // @method getZoom(): Number\n // Returns the current zoom level of the map view\n getZoom: function getZoom() {\n return this._zoom;\n },\n // @method getBounds(): LatLngBounds\n // Returns the geographical bounds visible in the current map view\n getBounds: function getBounds() {\n var bounds = this.getPixelBounds(),\n sw = this.unproject(bounds.getBottomLeft()),\n ne = this.unproject(bounds.getTopRight());\n return new LatLngBounds(sw, ne);\n },\n // @method getMinZoom(): Number\n // Returns the minimum zoom level of the map (if set in the `minZoom` option of the map or of any layers), or `0` by default.\n getMinZoom: function getMinZoom() {\n return this.options.minZoom === undefined ? this._layersMinZoom || 0 : this.options.minZoom;\n },\n // @method getMaxZoom(): Number\n // Returns the maximum zoom level of the map (if set in the `maxZoom` option of the map or of any layers).\n getMaxZoom: function getMaxZoom() {\n return this.options.maxZoom === undefined ? this._layersMaxZoom === undefined ? Infinity : this._layersMaxZoom : this.options.maxZoom;\n },\n // @method getBoundsZoom(bounds: LatLngBounds, inside?: Boolean, padding?: Point): Number\n // Returns the maximum zoom level on which the given bounds fit to the map\n // view in its entirety. If `inside` (optional) is set to `true`, the method\n // instead returns the minimum zoom level on which the map view fits into\n // the given bounds in its entirety.\n getBoundsZoom: function getBoundsZoom(bounds, inside, padding) {\n // (LatLngBounds[, Boolean, Point]) -> Number\n bounds = toLatLngBounds(bounds);\n padding = toPoint(padding || [0, 0]);\n var zoom = this.getZoom() || 0,\n min = this.getMinZoom(),\n max = this.getMaxZoom(),\n nw = bounds.getNorthWest(),\n se = bounds.getSouthEast(),\n size = this.getSize().subtract(padding),\n boundsSize = toBounds(this.project(se, zoom), this.project(nw, zoom)).getSize(),\n snap = any3d ? this.options.zoomSnap : 1,\n scalex = size.x / boundsSize.x,\n scaley = size.y / boundsSize.y,\n scale = inside ? Math.max(scalex, scaley) : Math.min(scalex, scaley);\n zoom = this.getScaleZoom(scale, zoom);\n\n if (snap) {\n zoom = Math.round(zoom / (snap / 100)) * (snap / 100); // don't jump if within 1% of a snap level\n\n zoom = inside ? Math.ceil(zoom / snap) * snap : Math.floor(zoom / snap) * snap;\n }\n\n return Math.max(min, Math.min(max, zoom));\n },\n // @method getSize(): Point\n // Returns the current size of the map container (in pixels).\n getSize: function getSize() {\n if (!this._size || this._sizeChanged) {\n this._size = new Point(this._container.clientWidth || 0, this._container.clientHeight || 0);\n this._sizeChanged = false;\n }\n\n return this._size.clone();\n },\n // @method getPixelBounds(): Bounds\n // Returns the bounds of the current map view in projected pixel\n // coordinates (sometimes useful in layer and overlay implementations).\n getPixelBounds: function getPixelBounds(center, zoom) {\n var topLeftPoint = this._getTopLeftPoint(center, zoom);\n\n return new Bounds(topLeftPoint, topLeftPoint.add(this.getSize()));\n },\n // TODO: Check semantics - isn't the pixel origin the 0,0 coord relative to\n // the map pane? \"left point of the map layer\" can be confusing, specially\n // since there can be negative offsets.\n // @method getPixelOrigin(): Point\n // Returns the projected pixel coordinates of the top left point of\n // the map layer (useful in custom layer and overlay implementations).\n getPixelOrigin: function getPixelOrigin() {\n this._checkIfLoaded();\n\n return this._pixelOrigin;\n },\n // @method getPixelWorldBounds(zoom?: Number): Bounds\n // Returns the world's bounds in pixel coordinates for zoom level `zoom`.\n // If `zoom` is omitted, the map's current zoom level is used.\n getPixelWorldBounds: function getPixelWorldBounds(zoom) {\n return this.options.crs.getProjectedBounds(zoom === undefined ? this.getZoom() : zoom);\n },\n // @section Other Methods\n // @method getPane(pane: String|HTMLElement): HTMLElement\n // Returns a [map pane](#map-pane), given its name or its HTML element (its identity).\n getPane: function getPane(pane) {\n return typeof pane === 'string' ? this._panes[pane] : pane;\n },\n // @method getPanes(): Object\n // Returns a plain object containing the names of all [panes](#map-pane) as keys and\n // the panes as values.\n getPanes: function getPanes() {\n return this._panes;\n },\n // @method getContainer: HTMLElement\n // Returns the HTML element that contains the map.\n getContainer: function getContainer() {\n return this._container;\n },\n // @section Conversion Methods\n // @method getZoomScale(toZoom: Number, fromZoom: Number): Number\n // Returns the scale factor to be applied to a map transition from zoom level\n // `fromZoom` to `toZoom`. Used internally to help with zoom animations.\n getZoomScale: function getZoomScale(toZoom, fromZoom) {\n // TODO replace with universal implementation after refactoring projections\n var crs = this.options.crs;\n fromZoom = fromZoom === undefined ? this._zoom : fromZoom;\n return crs.scale(toZoom) / crs.scale(fromZoom);\n },\n // @method getScaleZoom(scale: Number, fromZoom: Number): Number\n // Returns the zoom level that the map would end up at, if it is at `fromZoom`\n // level and everything is scaled by a factor of `scale`. Inverse of\n // [`getZoomScale`](#map-getZoomScale).\n getScaleZoom: function getScaleZoom(scale, fromZoom) {\n var crs = this.options.crs;\n fromZoom = fromZoom === undefined ? this._zoom : fromZoom;\n var zoom = crs.zoom(scale * crs.scale(fromZoom));\n return isNaN(zoom) ? Infinity : zoom;\n },\n // @method project(latlng: LatLng, zoom: Number): Point\n // Projects a geographical coordinate `LatLng` according to the projection\n // of the map's CRS, then scales it according to `zoom` and the CRS's\n // `Transformation`. The result is pixel coordinate relative to\n // the CRS origin.\n project: function project(latlng, zoom) {\n zoom = zoom === undefined ? this._zoom : zoom;\n return this.options.crs.latLngToPoint(toLatLng(latlng), zoom);\n },\n // @method unproject(point: Point, zoom: Number): LatLng\n // Inverse of [`project`](#map-project).\n unproject: function unproject(point, zoom) {\n zoom = zoom === undefined ? this._zoom : zoom;\n return this.options.crs.pointToLatLng(toPoint(point), zoom);\n },\n // @method layerPointToLatLng(point: Point): LatLng\n // Given a pixel coordinate relative to the [origin pixel](#map-getpixelorigin),\n // returns the corresponding geographical coordinate (for the current zoom level).\n layerPointToLatLng: function layerPointToLatLng(point) {\n var projectedPoint = toPoint(point).add(this.getPixelOrigin());\n return this.unproject(projectedPoint);\n },\n // @method latLngToLayerPoint(latlng: LatLng): Point\n // Given a geographical coordinate, returns the corresponding pixel coordinate\n // relative to the [origin pixel](#map-getpixelorigin).\n latLngToLayerPoint: function latLngToLayerPoint(latlng) {\n var projectedPoint = this.project(toLatLng(latlng))._round();\n\n return projectedPoint._subtract(this.getPixelOrigin());\n },\n // @method wrapLatLng(latlng: LatLng): LatLng\n // Returns a `LatLng` where `lat` and `lng` has been wrapped according to the\n // map's CRS's `wrapLat` and `wrapLng` properties, if they are outside the\n // CRS's bounds.\n // By default this means longitude is wrapped around the dateline so its\n // value is between -180 and +180 degrees.\n wrapLatLng: function wrapLatLng(latlng) {\n return this.options.crs.wrapLatLng(toLatLng(latlng));\n },\n // @method wrapLatLngBounds(bounds: LatLngBounds): LatLngBounds\n // Returns a `LatLngBounds` with the same size as the given one, ensuring that\n // its center is within the CRS's bounds.\n // By default this means the center longitude is wrapped around the dateline so its\n // value is between -180 and +180 degrees, and the majority of the bounds\n // overlaps the CRS's bounds.\n wrapLatLngBounds: function wrapLatLngBounds(latlng) {\n return this.options.crs.wrapLatLngBounds(toLatLngBounds(latlng));\n },\n // @method distance(latlng1: LatLng, latlng2: LatLng): Number\n // Returns the distance between two geographical coordinates according to\n // the map's CRS. By default this measures distance in meters.\n distance: function distance(latlng1, latlng2) {\n return this.options.crs.distance(toLatLng(latlng1), toLatLng(latlng2));\n },\n // @method containerPointToLayerPoint(point: Point): Point\n // Given a pixel coordinate relative to the map container, returns the corresponding\n // pixel coordinate relative to the [origin pixel](#map-getpixelorigin).\n containerPointToLayerPoint: function containerPointToLayerPoint(point) {\n // (Point)\n return toPoint(point).subtract(this._getMapPanePos());\n },\n // @method layerPointToContainerPoint(point: Point): Point\n // Given a pixel coordinate relative to the [origin pixel](#map-getpixelorigin),\n // returns the corresponding pixel coordinate relative to the map container.\n layerPointToContainerPoint: function layerPointToContainerPoint(point) {\n // (Point)\n return toPoint(point).add(this._getMapPanePos());\n },\n // @method containerPointToLatLng(point: Point): LatLng\n // Given a pixel coordinate relative to the map container, returns\n // the corresponding geographical coordinate (for the current zoom level).\n containerPointToLatLng: function containerPointToLatLng(point) {\n var layerPoint = this.containerPointToLayerPoint(toPoint(point));\n return this.layerPointToLatLng(layerPoint);\n },\n // @method latLngToContainerPoint(latlng: LatLng): Point\n // Given a geographical coordinate, returns the corresponding pixel coordinate\n // relative to the map container.\n latLngToContainerPoint: function latLngToContainerPoint(latlng) {\n return this.layerPointToContainerPoint(this.latLngToLayerPoint(toLatLng(latlng)));\n },\n // @method mouseEventToContainerPoint(ev: MouseEvent): Point\n // Given a MouseEvent object, returns the pixel coordinate relative to the\n // map container where the event took place.\n mouseEventToContainerPoint: function mouseEventToContainerPoint(e) {\n return getMousePosition(e, this._container);\n },\n // @method mouseEventToLayerPoint(ev: MouseEvent): Point\n // Given a MouseEvent object, returns the pixel coordinate relative to\n // the [origin pixel](#map-getpixelorigin) where the event took place.\n mouseEventToLayerPoint: function mouseEventToLayerPoint(e) {\n return this.containerPointToLayerPoint(this.mouseEventToContainerPoint(e));\n },\n // @method mouseEventToLatLng(ev: MouseEvent): LatLng\n // Given a MouseEvent object, returns geographical coordinate where the\n // event took place.\n mouseEventToLatLng: function mouseEventToLatLng(e) {\n // (MouseEvent)\n return this.layerPointToLatLng(this.mouseEventToLayerPoint(e));\n },\n // map initialization methods\n _initContainer: function _initContainer(id) {\n var container = this._container = get(id);\n\n if (!container) {\n throw new Error('Map container not found.');\n } else if (container._leaflet_id) {\n throw new Error('Map container is already initialized.');\n }\n\n on(container, 'scroll', this._onScroll, this);\n this._containerId = stamp(container);\n },\n _initLayout: function _initLayout() {\n var container = this._container;\n this._fadeAnimated = this.options.fadeAnimation && any3d;\n addClass(container, 'leaflet-container' + (touch ? ' leaflet-touch' : '') + (retina ? ' leaflet-retina' : '') + (ielt9 ? ' leaflet-oldie' : '') + (safari ? ' leaflet-safari' : '') + (this._fadeAnimated ? ' leaflet-fade-anim' : ''));\n var position = getStyle(container, 'position');\n\n if (position !== 'absolute' && position !== 'relative' && position !== 'fixed') {\n container.style.position = 'relative';\n }\n\n this._initPanes();\n\n if (this._initControlPos) {\n this._initControlPos();\n }\n },\n _initPanes: function _initPanes() {\n var panes = this._panes = {};\n this._paneRenderers = {}; // @section\n //\n // Panes are DOM elements used to control the ordering of layers on the map. You\n // can access panes with [`map.getPane`](#map-getpane) or\n // [`map.getPanes`](#map-getpanes) methods. New panes can be created with the\n // [`map.createPane`](#map-createpane) method.\n //\n // Every map has the following default panes that differ only in zIndex.\n //\n // @pane mapPane: HTMLElement = 'auto'\n // Pane that contains all other map panes\n\n this._mapPane = this.createPane('mapPane', this._container);\n setPosition(this._mapPane, new Point(0, 0)); // @pane tilePane: HTMLElement = 200\n // Pane for `GridLayer`s and `TileLayer`s\n\n this.createPane('tilePane'); // @pane overlayPane: HTMLElement = 400\n // Pane for overlay shadows (e.g. `Marker` shadows)\n\n this.createPane('shadowPane'); // @pane shadowPane: HTMLElement = 500\n // Pane for vectors (`Path`s, like `Polyline`s and `Polygon`s), `ImageOverlay`s and `VideoOverlay`s\n\n this.createPane('overlayPane'); // @pane markerPane: HTMLElement = 600\n // Pane for `Icon`s of `Marker`s\n\n this.createPane('markerPane'); // @pane tooltipPane: HTMLElement = 650\n // Pane for `Tooltip`s.\n\n this.createPane('tooltipPane'); // @pane popupPane: HTMLElement = 700\n // Pane for `Popup`s.\n\n this.createPane('popupPane');\n\n if (!this.options.markerZoomAnimation) {\n addClass(panes.markerPane, 'leaflet-zoom-hide');\n addClass(panes.shadowPane, 'leaflet-zoom-hide');\n }\n },\n // private methods that modify map state\n // @section Map state change events\n _resetView: function _resetView(center, zoom) {\n setPosition(this._mapPane, new Point(0, 0));\n var loading = !this._loaded;\n this._loaded = true;\n zoom = this._limitZoom(zoom);\n this.fire('viewprereset');\n var zoomChanged = this._zoom !== zoom;\n\n this._moveStart(zoomChanged, false)._move(center, zoom)._moveEnd(zoomChanged); // @event viewreset: Event\n // Fired when the map needs to redraw its content (this usually happens\n // on map zoom or load). Very useful for creating custom overlays.\n\n\n this.fire('viewreset'); // @event load: Event\n // Fired when the map is initialized (when its center and zoom are set\n // for the first time).\n\n if (loading) {\n this.fire('load');\n }\n },\n _moveStart: function _moveStart(zoomChanged, noMoveStart) {\n // @event zoomstart: Event\n // Fired when the map zoom is about to change (e.g. before zoom animation).\n // @event movestart: Event\n // Fired when the view of the map starts changing (e.g. user starts dragging the map).\n if (zoomChanged) {\n this.fire('zoomstart');\n }\n\n if (!noMoveStart) {\n this.fire('movestart');\n }\n\n return this;\n },\n _move: function _move(center, zoom, data) {\n if (zoom === undefined) {\n zoom = this._zoom;\n }\n\n var zoomChanged = this._zoom !== zoom;\n this._zoom = zoom;\n this._lastCenter = center;\n this._pixelOrigin = this._getNewPixelOrigin(center); // @event zoom: Event\n // Fired repeatedly during any change in zoom level, including zoom\n // and fly animations.\n\n if (zoomChanged || data && data.pinch) {\n // Always fire 'zoom' if pinching because #3530\n this.fire('zoom', data);\n } // @event move: Event\n // Fired repeatedly during any movement of the map, including pan and\n // fly animations.\n\n\n return this.fire('move', data);\n },\n _moveEnd: function _moveEnd(zoomChanged) {\n // @event zoomend: Event\n // Fired when the map has changed, after any animations.\n if (zoomChanged) {\n this.fire('zoomend');\n } // @event moveend: Event\n // Fired when the center of the map stops changing (e.g. user stopped\n // dragging the map).\n\n\n return this.fire('moveend');\n },\n _stop: function _stop() {\n cancelAnimFrame(this._flyToFrame);\n\n if (this._panAnim) {\n this._panAnim.stop();\n }\n\n return this;\n },\n _rawPanBy: function _rawPanBy(offset) {\n setPosition(this._mapPane, this._getMapPanePos().subtract(offset));\n },\n _getZoomSpan: function _getZoomSpan() {\n return this.getMaxZoom() - this.getMinZoom();\n },\n _panInsideMaxBounds: function _panInsideMaxBounds() {\n if (!this._enforcingBounds) {\n this.panInsideBounds(this.options.maxBounds);\n }\n },\n _checkIfLoaded: function _checkIfLoaded() {\n if (!this._loaded) {\n throw new Error('Set map center and zoom first.');\n }\n },\n // DOM event handling\n // @section Interaction events\n _initEvents: function _initEvents(remove$$1) {\n this._targets = {};\n this._targets[stamp(this._container)] = this;\n var onOff = remove$$1 ? off : on; // @event click: MouseEvent\n // Fired when the user clicks (or taps) the map.\n // @event dblclick: MouseEvent\n // Fired when the user double-clicks (or double-taps) the map.\n // @event mousedown: MouseEvent\n // Fired when the user pushes the mouse button on the map.\n // @event mouseup: MouseEvent\n // Fired when the user releases the mouse button on the map.\n // @event mouseover: MouseEvent\n // Fired when the mouse enters the map.\n // @event mouseout: MouseEvent\n // Fired when the mouse leaves the map.\n // @event mousemove: MouseEvent\n // Fired while the mouse moves over the map.\n // @event contextmenu: MouseEvent\n // Fired when the user pushes the right mouse button on the map, prevents\n // default browser context menu from showing if there are listeners on\n // this event. Also fired on mobile when the user holds a single touch\n // for a second (also called long press).\n // @event keypress: KeyboardEvent\n // Fired when the user presses a key from the keyboard that produces a character value while the map is focused.\n // @event keydown: KeyboardEvent\n // Fired when the user presses a key from the keyboard while the map is focused. Unlike the `keypress` event,\n // the `keydown` event is fired for keys that produce a character value and for keys\n // that do not produce a character value.\n // @event keyup: KeyboardEvent\n // Fired when the user releases a key from the keyboard while the map is focused.\n\n onOff(this._container, 'click dblclick mousedown mouseup ' + 'mouseover mouseout mousemove contextmenu keypress keydown keyup', this._handleDOMEvent, this);\n\n if (this.options.trackResize) {\n onOff(window, 'resize', this._onResize, this);\n }\n\n if (any3d && this.options.transform3DLimit) {\n (remove$$1 ? this.off : this.on).call(this, 'moveend', this._onMoveEnd);\n }\n },\n _onResize: function _onResize() {\n cancelAnimFrame(this._resizeRequest);\n this._resizeRequest = requestAnimFrame(function () {\n this.invalidateSize({\n debounceMoveend: true\n });\n }, this);\n },\n _onScroll: function _onScroll() {\n this._container.scrollTop = 0;\n this._container.scrollLeft = 0;\n },\n _onMoveEnd: function _onMoveEnd() {\n var pos = this._getMapPanePos();\n\n if (Math.max(Math.abs(pos.x), Math.abs(pos.y)) >= this.options.transform3DLimit) {\n // https://bugzilla.mozilla.org/show_bug.cgi?id=1203873 but Webkit also have\n // a pixel offset on very high values, see: http://jsfiddle.net/dg6r5hhb/\n this._resetView(this.getCenter(), this.getZoom());\n }\n },\n _findEventTargets: function _findEventTargets(e, type) {\n var targets = [],\n target,\n isHover = type === 'mouseout' || type === 'mouseover',\n src = e.target || e.srcElement,\n dragging = false;\n\n while (src) {\n target = this._targets[stamp(src)];\n\n if (target && (type === 'click' || type === 'preclick') && !e._simulated && this._draggableMoved(target)) {\n // Prevent firing click after you just dragged an object.\n dragging = true;\n break;\n }\n\n if (target && target.listens(type, true)) {\n if (isHover && !isExternalTarget(src, e)) {\n break;\n }\n\n targets.push(target);\n\n if (isHover) {\n break;\n }\n }\n\n if (src === this._container) {\n break;\n }\n\n src = src.parentNode;\n }\n\n if (!targets.length && !dragging && !isHover && isExternalTarget(src, e)) {\n targets = [this];\n }\n\n return targets;\n },\n _handleDOMEvent: function _handleDOMEvent(e) {\n if (!this._loaded || skipped(e)) {\n return;\n }\n\n var type = e.type;\n\n if (type === 'mousedown' || type === 'keypress' || type === 'keyup' || type === 'keydown') {\n // prevents outline when clicking on keyboard-focusable element\n preventOutline(e.target || e.srcElement);\n }\n\n this._fireDOMEvent(e, type);\n },\n _mouseEvents: ['click', 'dblclick', 'mouseover', 'mouseout', 'contextmenu'],\n _fireDOMEvent: function _fireDOMEvent(e, type, targets) {\n if (e.type === 'click') {\n // Fire a synthetic 'preclick' event which propagates up (mainly for closing popups).\n // @event preclick: MouseEvent\n // Fired before mouse click on the map (sometimes useful when you\n // want something to happen on click before any existing click\n // handlers start running).\n var synth = extend({}, e);\n synth.type = 'preclick';\n\n this._fireDOMEvent(synth, synth.type, targets);\n }\n\n if (e._stopped) {\n return;\n } // Find the layer the event is propagating from and its parents.\n\n\n targets = (targets || []).concat(this._findEventTargets(e, type));\n\n if (!targets.length) {\n return;\n }\n\n var target = targets[0];\n\n if (type === 'contextmenu' && target.listens(type, true)) {\n preventDefault(e);\n }\n\n var data = {\n originalEvent: e\n };\n\n if (e.type !== 'keypress' && e.type !== 'keydown' && e.type !== 'keyup') {\n var isMarker = target.getLatLng && (!target._radius || target._radius <= 10);\n data.containerPoint = isMarker ? this.latLngToContainerPoint(target.getLatLng()) : this.mouseEventToContainerPoint(e);\n data.layerPoint = this.containerPointToLayerPoint(data.containerPoint);\n data.latlng = isMarker ? target.getLatLng() : this.layerPointToLatLng(data.layerPoint);\n }\n\n for (var i = 0; i < targets.length; i++) {\n targets[i].fire(type, data, true);\n\n if (data.originalEvent._stopped || targets[i].options.bubblingMouseEvents === false && indexOf(this._mouseEvents, type) !== -1) {\n return;\n }\n }\n },\n _draggableMoved: function _draggableMoved(obj) {\n obj = obj.dragging && obj.dragging.enabled() ? obj : this;\n return obj.dragging && obj.dragging.moved() || this.boxZoom && this.boxZoom.moved();\n },\n _clearHandlers: function _clearHandlers() {\n for (var i = 0, len = this._handlers.length; i < len; i++) {\n this._handlers[i].disable();\n }\n },\n // @section Other Methods\n // @method whenReady(fn: Function, context?: Object): this\n // Runs the given function `fn` when the map gets initialized with\n // a view (center and zoom) and at least one layer, or immediately\n // if it's already initialized, optionally passing a function context.\n whenReady: function whenReady(callback, context) {\n if (this._loaded) {\n callback.call(context || this, {\n target: this\n });\n } else {\n this.on('load', callback, context);\n }\n\n return this;\n },\n // private methods for getting map state\n _getMapPanePos: function _getMapPanePos() {\n return getPosition(this._mapPane) || new Point(0, 0);\n },\n _moved: function _moved() {\n var pos = this._getMapPanePos();\n\n return pos && !pos.equals([0, 0]);\n },\n _getTopLeftPoint: function _getTopLeftPoint(center, zoom) {\n var pixelOrigin = center && zoom !== undefined ? this._getNewPixelOrigin(center, zoom) : this.getPixelOrigin();\n return pixelOrigin.subtract(this._getMapPanePos());\n },\n _getNewPixelOrigin: function _getNewPixelOrigin(center, zoom) {\n var viewHalf = this.getSize()._divideBy(2);\n\n return this.project(center, zoom)._subtract(viewHalf)._add(this._getMapPanePos())._round();\n },\n _latLngToNewLayerPoint: function _latLngToNewLayerPoint(latlng, zoom, center) {\n var topLeft = this._getNewPixelOrigin(center, zoom);\n\n return this.project(latlng, zoom)._subtract(topLeft);\n },\n _latLngBoundsToNewLayerBounds: function _latLngBoundsToNewLayerBounds(latLngBounds, zoom, center) {\n var topLeft = this._getNewPixelOrigin(center, zoom);\n\n return toBounds([this.project(latLngBounds.getSouthWest(), zoom)._subtract(topLeft), this.project(latLngBounds.getNorthWest(), zoom)._subtract(topLeft), this.project(latLngBounds.getSouthEast(), zoom)._subtract(topLeft), this.project(latLngBounds.getNorthEast(), zoom)._subtract(topLeft)]);\n },\n // layer point of the current center\n _getCenterLayerPoint: function _getCenterLayerPoint() {\n return this.containerPointToLayerPoint(this.getSize()._divideBy(2));\n },\n // offset of the specified place to the current center in pixels\n _getCenterOffset: function _getCenterOffset(latlng) {\n return this.latLngToLayerPoint(latlng).subtract(this._getCenterLayerPoint());\n },\n // adjust center for view to get inside bounds\n _limitCenter: function _limitCenter(center, zoom, bounds) {\n if (!bounds) {\n return center;\n }\n\n var centerPoint = this.project(center, zoom),\n viewHalf = this.getSize().divideBy(2),\n viewBounds = new Bounds(centerPoint.subtract(viewHalf), centerPoint.add(viewHalf)),\n offset = this._getBoundsOffset(viewBounds, bounds, zoom); // If offset is less than a pixel, ignore.\n // This prevents unstable projections from getting into\n // an infinite loop of tiny offsets.\n\n\n if (offset.round().equals([0, 0])) {\n return center;\n }\n\n return this.unproject(centerPoint.add(offset), zoom);\n },\n // adjust offset for view to get inside bounds\n _limitOffset: function _limitOffset(offset, bounds) {\n if (!bounds) {\n return offset;\n }\n\n var viewBounds = this.getPixelBounds(),\n newBounds = new Bounds(viewBounds.min.add(offset), viewBounds.max.add(offset));\n return offset.add(this._getBoundsOffset(newBounds, bounds));\n },\n // returns offset needed for pxBounds to get inside maxBounds at a specified zoom\n _getBoundsOffset: function _getBoundsOffset(pxBounds, maxBounds, zoom) {\n var projectedMaxBounds = toBounds(this.project(maxBounds.getNorthEast(), zoom), this.project(maxBounds.getSouthWest(), zoom)),\n minOffset = projectedMaxBounds.min.subtract(pxBounds.min),\n maxOffset = projectedMaxBounds.max.subtract(pxBounds.max),\n dx = this._rebound(minOffset.x, -maxOffset.x),\n dy = this._rebound(minOffset.y, -maxOffset.y);\n\n return new Point(dx, dy);\n },\n _rebound: function _rebound(left, right) {\n return left + right > 0 ? Math.round(left - right) / 2 : Math.max(0, Math.ceil(left)) - Math.max(0, Math.floor(right));\n },\n _limitZoom: function _limitZoom(zoom) {\n var min = this.getMinZoom(),\n max = this.getMaxZoom(),\n snap = any3d ? this.options.zoomSnap : 1;\n\n if (snap) {\n zoom = Math.round(zoom / snap) * snap;\n }\n\n return Math.max(min, Math.min(max, zoom));\n },\n _onPanTransitionStep: function _onPanTransitionStep() {\n this.fire('move');\n },\n _onPanTransitionEnd: function _onPanTransitionEnd() {\n removeClass(this._mapPane, 'leaflet-pan-anim');\n this.fire('moveend');\n },\n _tryAnimatedPan: function _tryAnimatedPan(center, options) {\n // difference between the new and current centers in pixels\n var offset = this._getCenterOffset(center)._trunc(); // don't animate too far unless animate: true specified in options\n\n\n if ((options && options.animate) !== true && !this.getSize().contains(offset)) {\n return false;\n }\n\n this.panBy(offset, options);\n return true;\n },\n _createAnimProxy: function _createAnimProxy() {\n var proxy = this._proxy = create$1('div', 'leaflet-proxy leaflet-zoom-animated');\n\n this._panes.mapPane.appendChild(proxy);\n\n this.on('zoomanim', function (e) {\n var prop = TRANSFORM,\n transform = this._proxy.style[prop];\n setTransform(this._proxy, this.project(e.center, e.zoom), this.getZoomScale(e.zoom, 1)); // workaround for case when transform is the same and so transitionend event is not fired\n\n if (transform === this._proxy.style[prop] && this._animatingZoom) {\n this._onZoomTransitionEnd();\n }\n }, this);\n this.on('load moveend', this._animMoveEnd, this);\n\n this._on('unload', this._destroyAnimProxy, this);\n },\n _destroyAnimProxy: function _destroyAnimProxy() {\n _remove(this._proxy);\n\n this.off('load moveend', this._animMoveEnd, this);\n delete this._proxy;\n },\n _animMoveEnd: function _animMoveEnd() {\n var c = this.getCenter(),\n z = this.getZoom();\n setTransform(this._proxy, this.project(c, z), this.getZoomScale(z, 1));\n },\n _catchTransitionEnd: function _catchTransitionEnd(e) {\n if (this._animatingZoom && e.propertyName.indexOf('transform') >= 0) {\n this._onZoomTransitionEnd();\n }\n },\n _nothingToAnimate: function _nothingToAnimate() {\n return !this._container.getElementsByClassName('leaflet-zoom-animated').length;\n },\n _tryAnimatedZoom: function _tryAnimatedZoom(center, zoom, options) {\n if (this._animatingZoom) {\n return true;\n }\n\n options = options || {}; // don't animate if disabled, not supported or zoom difference is too large\n\n if (!this._zoomAnimated || options.animate === false || this._nothingToAnimate() || Math.abs(zoom - this._zoom) > this.options.zoomAnimationThreshold) {\n return false;\n } // offset is the pixel coords of the zoom origin relative to the current center\n\n\n var scale = this.getZoomScale(zoom),\n offset = this._getCenterOffset(center)._divideBy(1 - 1 / scale); // don't animate if the zoom origin isn't within one screen from the current center, unless forced\n\n\n if (options.animate !== true && !this.getSize().contains(offset)) {\n return false;\n }\n\n requestAnimFrame(function () {\n this._moveStart(true, false)._animateZoom(center, zoom, true);\n }, this);\n return true;\n },\n _animateZoom: function _animateZoom(center, zoom, startAnim, noUpdate) {\n if (!this._mapPane) {\n return;\n }\n\n if (startAnim) {\n this._animatingZoom = true; // remember what center/zoom to set after animation\n\n this._animateToCenter = center;\n this._animateToZoom = zoom;\n addClass(this._mapPane, 'leaflet-zoom-anim');\n } // @section Other Events\n // @event zoomanim: ZoomAnimEvent\n // Fired at least once per zoom animation. For continuous zoom, like pinch zooming, fired once per frame during zoom.\n\n\n this.fire('zoomanim', {\n center: center,\n zoom: zoom,\n noUpdate: noUpdate\n }); // Work around webkit not firing 'transitionend', see https://github.com/Leaflet/Leaflet/issues/3689, 2693\n\n setTimeout(bind(this._onZoomTransitionEnd, this), 250);\n },\n _onZoomTransitionEnd: function _onZoomTransitionEnd() {\n if (!this._animatingZoom) {\n return;\n }\n\n if (this._mapPane) {\n removeClass(this._mapPane, 'leaflet-zoom-anim');\n }\n\n this._animatingZoom = false;\n\n this._move(this._animateToCenter, this._animateToZoom); // This anim frame should prevent an obscure iOS webkit tile loading race condition.\n\n\n requestAnimFrame(function () {\n this._moveEnd(true);\n }, this);\n }\n }); // @section\n // @factory L.map(id: String, options?: Map options)\n // Instantiates a map object given the DOM ID of a `
` element\n // and optionally an object literal with `Map options`.\n //\n // @alternative\n // @factory L.map(el: HTMLElement, options?: Map options)\n // Instantiates a map object given an instance of a `
` HTML element\n // and optionally an object literal with `Map options`.\n\n function createMap(id, options) {\n return new Map(id, options);\n }\n /*\r\n * @class Control\r\n * @aka L.Control\r\n * @inherits Class\r\n *\r\n * L.Control is a base class for implementing map controls. Handles positioning.\r\n * All other controls extend from this class.\r\n */\n\n\n var Control = Class.extend({\n // @section\n // @aka Control options\n options: {\n // @option position: String = 'topright'\n // The position of the control (one of the map corners). Possible values are `'topleft'`,\n // `'topright'`, `'bottomleft'` or `'bottomright'`\n position: 'topright'\n },\n initialize: function initialize(options) {\n setOptions(this, options);\n },\n\n /* @section\r\n * Classes extending L.Control will inherit the following methods:\r\n *\r\n * @method getPosition: string\r\n * Returns the position of the control.\r\n */\n getPosition: function getPosition() {\n return this.options.position;\n },\n // @method setPosition(position: string): this\n // Sets the position of the control.\n setPosition: function setPosition(position) {\n var map = this._map;\n\n if (map) {\n map.removeControl(this);\n }\n\n this.options.position = position;\n\n if (map) {\n map.addControl(this);\n }\n\n return this;\n },\n // @method getContainer: HTMLElement\n // Returns the HTMLElement that contains the control.\n getContainer: function getContainer() {\n return this._container;\n },\n // @method addTo(map: Map): this\n // Adds the control to the given map.\n addTo: function addTo(map) {\n this.remove();\n this._map = map;\n var container = this._container = this.onAdd(map),\n pos = this.getPosition(),\n corner = map._controlCorners[pos];\n addClass(container, 'leaflet-control');\n\n if (pos.indexOf('bottom') !== -1) {\n corner.insertBefore(container, corner.firstChild);\n } else {\n corner.appendChild(container);\n }\n\n this._map.on('unload', this.remove, this);\n\n return this;\n },\n // @method remove: this\n // Removes the control from the map it is currently active on.\n remove: function remove() {\n if (!this._map) {\n return this;\n }\n\n _remove(this._container);\n\n if (this.onRemove) {\n this.onRemove(this._map);\n }\n\n this._map.off('unload', this.remove, this);\n\n this._map = null;\n return this;\n },\n _refocusOnMap: function _refocusOnMap(e) {\n // if map exists and event is not a keyboard event\n if (this._map && e && e.screenX > 0 && e.screenY > 0) {\n this._map.getContainer().focus();\n }\n }\n });\n\n var control = function control(options) {\n return new Control(options);\n };\n /* @section Extension methods\r\n * @uninheritable\r\n *\r\n * Every control should extend from `L.Control` and (re-)implement the following methods.\r\n *\r\n * @method onAdd(map: Map): HTMLElement\r\n * Should return the container DOM element for the control and add listeners on relevant map events. Called on [`control.addTo(map)`](#control-addTo).\r\n *\r\n * @method onRemove(map: Map)\r\n * Optional method. Should contain all clean up code that removes the listeners previously added in [`onAdd`](#control-onadd). Called on [`control.remove()`](#control-remove).\r\n */\n\n /* @namespace Map\r\n * @section Methods for Layers and Controls\r\n */\n\n\n Map.include({\n // @method addControl(control: Control): this\n // Adds the given control to the map\n addControl: function addControl(control) {\n control.addTo(this);\n return this;\n },\n // @method removeControl(control: Control): this\n // Removes the given control from the map\n removeControl: function removeControl(control) {\n control.remove();\n return this;\n },\n _initControlPos: function _initControlPos() {\n var corners = this._controlCorners = {},\n l = 'leaflet-',\n container = this._controlContainer = create$1('div', l + 'control-container', this._container);\n\n function createCorner(vSide, hSide) {\n var className = l + vSide + ' ' + l + hSide;\n corners[vSide + hSide] = create$1('div', className, container);\n }\n\n createCorner('top', 'left');\n createCorner('top', 'right');\n createCorner('bottom', 'left');\n createCorner('bottom', 'right');\n },\n _clearControlPos: function _clearControlPos() {\n for (var i in this._controlCorners) {\n _remove(this._controlCorners[i]);\n }\n\n _remove(this._controlContainer);\n\n delete this._controlCorners;\n delete this._controlContainer;\n }\n });\n /*\r\n * @class Control.Layers\r\n * @aka L.Control.Layers\r\n * @inherits Control\r\n *\r\n * The layers control gives users the ability to switch between different base layers and switch overlays on/off (check out the [detailed example](http://leafletjs.com/examples/layers-control/)). Extends `Control`.\r\n *\r\n * @example\r\n *\r\n * ```js\r\n * var baseLayers = {\r\n * \t\"Mapbox\": mapbox,\r\n * \t\"OpenStreetMap\": osm\r\n * };\r\n *\r\n * var overlays = {\r\n * \t\"Marker\": marker,\r\n * \t\"Roads\": roadsLayer\r\n * };\r\n *\r\n * L.control.layers(baseLayers, overlays).addTo(map);\r\n * ```\r\n *\r\n * The `baseLayers` and `overlays` parameters are object literals with layer names as keys and `Layer` objects as values:\r\n *\r\n * ```js\r\n * {\r\n * \"\": layer1,\r\n * \"\": layer2\r\n * }\r\n * ```\r\n *\r\n * The layer names can contain HTML, which allows you to add additional styling to the items:\r\n *\r\n * ```js\r\n * {\" My Layer\": myLayer}\r\n * ```\r\n */\n\n var Layers = Control.extend({\n // @section\n // @aka Control.Layers options\n options: {\n // @option collapsed: Boolean = true\n // If `true`, the control will be collapsed into an icon and expanded on mouse hover or touch.\n collapsed: true,\n position: 'topright',\n // @option autoZIndex: Boolean = true\n // If `true`, the control will assign zIndexes in increasing order to all of its layers so that the order is preserved when switching them on/off.\n autoZIndex: true,\n // @option hideSingleBase: Boolean = false\n // If `true`, the base layers in the control will be hidden when there is only one.\n hideSingleBase: false,\n // @option sortLayers: Boolean = false\n // Whether to sort the layers. When `false`, layers will keep the order\n // in which they were added to the control.\n sortLayers: false,\n // @option sortFunction: Function = *\n // A [compare function](https://developer.mozilla.org/docs/Web/JavaScript/Reference/Global_Objects/Array/sort)\n // that will be used for sorting the layers, when `sortLayers` is `true`.\n // The function receives both the `L.Layer` instances and their names, as in\n // `sortFunction(layerA, layerB, nameA, nameB)`.\n // By default, it sorts layers alphabetically by their name.\n sortFunction: function sortFunction(layerA, layerB, nameA, nameB) {\n return nameA < nameB ? -1 : nameB < nameA ? 1 : 0;\n }\n },\n initialize: function initialize(baseLayers, overlays, options) {\n setOptions(this, options);\n this._layerControlInputs = [];\n this._layers = [];\n this._lastZIndex = 0;\n this._handlingClick = false;\n\n for (var i in baseLayers) {\n this._addLayer(baseLayers[i], i);\n }\n\n for (i in overlays) {\n this._addLayer(overlays[i], i, true);\n }\n },\n onAdd: function onAdd(map) {\n this._initLayout();\n\n this._update();\n\n this._map = map;\n map.on('zoomend', this._checkDisabledLayers, this);\n\n for (var i = 0; i < this._layers.length; i++) {\n this._layers[i].layer.on('add remove', this._onLayerChange, this);\n }\n\n return this._container;\n },\n addTo: function addTo(map) {\n Control.prototype.addTo.call(this, map); // Trigger expand after Layers Control has been inserted into DOM so that is now has an actual height.\n\n return this._expandIfNotCollapsed();\n },\n onRemove: function onRemove() {\n this._map.off('zoomend', this._checkDisabledLayers, this);\n\n for (var i = 0; i < this._layers.length; i++) {\n this._layers[i].layer.off('add remove', this._onLayerChange, this);\n }\n },\n // @method addBaseLayer(layer: Layer, name: String): this\n // Adds a base layer (radio button entry) with the given name to the control.\n addBaseLayer: function addBaseLayer(layer, name) {\n this._addLayer(layer, name);\n\n return this._map ? this._update() : this;\n },\n // @method addOverlay(layer: Layer, name: String): this\n // Adds an overlay (checkbox entry) with the given name to the control.\n addOverlay: function addOverlay(layer, name) {\n this._addLayer(layer, name, true);\n\n return this._map ? this._update() : this;\n },\n // @method removeLayer(layer: Layer): this\n // Remove the given layer from the control.\n removeLayer: function removeLayer(layer) {\n layer.off('add remove', this._onLayerChange, this);\n\n var obj = this._getLayer(stamp(layer));\n\n if (obj) {\n this._layers.splice(this._layers.indexOf(obj), 1);\n }\n\n return this._map ? this._update() : this;\n },\n // @method expand(): this\n // Expand the control container if collapsed.\n expand: function expand() {\n addClass(this._container, 'leaflet-control-layers-expanded');\n this._section.style.height = null;\n var acceptableHeight = this._map.getSize().y - (this._container.offsetTop + 50);\n\n if (acceptableHeight < this._section.clientHeight) {\n addClass(this._section, 'leaflet-control-layers-scrollbar');\n this._section.style.height = acceptableHeight + 'px';\n } else {\n removeClass(this._section, 'leaflet-control-layers-scrollbar');\n }\n\n this._checkDisabledLayers();\n\n return this;\n },\n // @method collapse(): this\n // Collapse the control container if expanded.\n collapse: function collapse() {\n removeClass(this._container, 'leaflet-control-layers-expanded');\n return this;\n },\n _initLayout: function _initLayout() {\n var className = 'leaflet-control-layers',\n container = this._container = create$1('div', className),\n collapsed = this.options.collapsed; // makes this work on IE touch devices by stopping it from firing a mouseout event when the touch is released\n\n container.setAttribute('aria-haspopup', true);\n disableClickPropagation(container);\n disableScrollPropagation(container);\n var section = this._section = create$1('section', className + '-list');\n\n if (collapsed) {\n this._map.on('click', this.collapse, this);\n\n if (!android) {\n on(container, {\n mouseenter: this.expand,\n mouseleave: this.collapse\n }, this);\n }\n }\n\n var link = this._layersLink = create$1('a', className + '-toggle', container);\n link.href = '#';\n link.title = 'Layers';\n\n if (touch) {\n on(link, 'click', stop);\n on(link, 'click', this.expand, this);\n } else {\n on(link, 'focus', this.expand, this);\n }\n\n if (!collapsed) {\n this.expand();\n }\n\n this._baseLayersList = create$1('div', className + '-base', section);\n this._separator = create$1('div', className + '-separator', section);\n this._overlaysList = create$1('div', className + '-overlays', section);\n container.appendChild(section);\n },\n _getLayer: function _getLayer(id) {\n for (var i = 0; i < this._layers.length; i++) {\n if (this._layers[i] && stamp(this._layers[i].layer) === id) {\n return this._layers[i];\n }\n }\n },\n _addLayer: function _addLayer(layer, name, overlay) {\n if (this._map) {\n layer.on('add remove', this._onLayerChange, this);\n }\n\n this._layers.push({\n layer: layer,\n name: name,\n overlay: overlay\n });\n\n if (this.options.sortLayers) {\n this._layers.sort(bind(function (a, b) {\n return this.options.sortFunction(a.layer, b.layer, a.name, b.name);\n }, this));\n }\n\n if (this.options.autoZIndex && layer.setZIndex) {\n this._lastZIndex++;\n layer.setZIndex(this._lastZIndex);\n }\n\n this._expandIfNotCollapsed();\n },\n _update: function _update() {\n if (!this._container) {\n return this;\n }\n\n empty(this._baseLayersList);\n empty(this._overlaysList);\n this._layerControlInputs = [];\n var baseLayersPresent,\n overlaysPresent,\n i,\n obj,\n baseLayersCount = 0;\n\n for (i = 0; i < this._layers.length; i++) {\n obj = this._layers[i];\n\n this._addItem(obj);\n\n overlaysPresent = overlaysPresent || obj.overlay;\n baseLayersPresent = baseLayersPresent || !obj.overlay;\n baseLayersCount += !obj.overlay ? 1 : 0;\n } // Hide base layers section if there's only one layer.\n\n\n if (this.options.hideSingleBase) {\n baseLayersPresent = baseLayersPresent && baseLayersCount > 1;\n this._baseLayersList.style.display = baseLayersPresent ? '' : 'none';\n }\n\n this._separator.style.display = overlaysPresent && baseLayersPresent ? '' : 'none';\n return this;\n },\n _onLayerChange: function _onLayerChange(e) {\n if (!this._handlingClick) {\n this._update();\n }\n\n var obj = this._getLayer(stamp(e.target)); // @namespace Map\n // @section Layer events\n // @event baselayerchange: LayersControlEvent\n // Fired when the base layer is changed through the [layers control](#control-layers).\n // @event overlayadd: LayersControlEvent\n // Fired when an overlay is selected through the [layers control](#control-layers).\n // @event overlayremove: LayersControlEvent\n // Fired when an overlay is deselected through the [layers control](#control-layers).\n // @namespace Control.Layers\n\n\n var type = obj.overlay ? e.type === 'add' ? 'overlayadd' : 'overlayremove' : e.type === 'add' ? 'baselayerchange' : null;\n\n if (type) {\n this._map.fire(type, obj);\n }\n },\n // IE7 bugs out if you create a radio dynamically, so you have to do it this hacky way (see http://bit.ly/PqYLBe)\n _createRadioElement: function _createRadioElement(name, checked) {\n var radioHtml = '';\n var radioFragment = document.createElement('div');\n radioFragment.innerHTML = radioHtml;\n return radioFragment.firstChild;\n },\n _addItem: function _addItem(obj) {\n var label = document.createElement('label'),\n checked = this._map.hasLayer(obj.layer),\n input;\n\n if (obj.overlay) {\n input = document.createElement('input');\n input.type = 'checkbox';\n input.className = 'leaflet-control-layers-selector';\n input.defaultChecked = checked;\n } else {\n input = this._createRadioElement('leaflet-base-layers_' + stamp(this), checked);\n }\n\n this._layerControlInputs.push(input);\n\n input.layerId = stamp(obj.layer);\n on(input, 'click', this._onInputClick, this);\n var name = document.createElement('span');\n name.innerHTML = ' ' + obj.name; // Helps from preventing layer control flicker when checkboxes are disabled\n // https://github.com/Leaflet/Leaflet/issues/2771\n\n var holder = document.createElement('div');\n label.appendChild(holder);\n holder.appendChild(input);\n holder.appendChild(name);\n var container = obj.overlay ? this._overlaysList : this._baseLayersList;\n container.appendChild(label);\n\n this._checkDisabledLayers();\n\n return label;\n },\n _onInputClick: function _onInputClick() {\n var inputs = this._layerControlInputs,\n input,\n layer;\n var addedLayers = [],\n removedLayers = [];\n this._handlingClick = true;\n\n for (var i = inputs.length - 1; i >= 0; i--) {\n input = inputs[i];\n layer = this._getLayer(input.layerId).layer;\n\n if (input.checked) {\n addedLayers.push(layer);\n } else if (!input.checked) {\n removedLayers.push(layer);\n }\n } // Bugfix issue 2318: Should remove all old layers before readding new ones\n\n\n for (i = 0; i < removedLayers.length; i++) {\n if (this._map.hasLayer(removedLayers[i])) {\n this._map.removeLayer(removedLayers[i]);\n }\n }\n\n for (i = 0; i < addedLayers.length; i++) {\n if (!this._map.hasLayer(addedLayers[i])) {\n this._map.addLayer(addedLayers[i]);\n }\n }\n\n this._handlingClick = false;\n\n this._refocusOnMap();\n },\n _checkDisabledLayers: function _checkDisabledLayers() {\n var inputs = this._layerControlInputs,\n input,\n layer,\n zoom = this._map.getZoom();\n\n for (var i = inputs.length - 1; i >= 0; i--) {\n input = inputs[i];\n layer = this._getLayer(input.layerId).layer;\n input.disabled = layer.options.minZoom !== undefined && zoom < layer.options.minZoom || layer.options.maxZoom !== undefined && zoom > layer.options.maxZoom;\n }\n },\n _expandIfNotCollapsed: function _expandIfNotCollapsed() {\n if (this._map && !this.options.collapsed) {\n this.expand();\n }\n\n return this;\n },\n _expand: function _expand() {\n // Backward compatibility, remove me in 1.1.\n return this.expand();\n },\n _collapse: function _collapse() {\n // Backward compatibility, remove me in 1.1.\n return this.collapse();\n }\n }); // @factory L.control.layers(baselayers?: Object, overlays?: Object, options?: Control.Layers options)\n // Creates a layers control with the given layers. Base layers will be switched with radio buttons, while overlays will be switched with checkboxes. Note that all base layers should be passed in the base layers object, but only one should be added to the map during map instantiation.\n\n var layers = function layers(baseLayers, overlays, options) {\n return new Layers(baseLayers, overlays, options);\n };\n /*\r\n * @class Control.Zoom\r\n * @aka L.Control.Zoom\r\n * @inherits Control\r\n *\r\n * A basic zoom control with two buttons (zoom in and zoom out). It is put on the map by default unless you set its [`zoomControl` option](#map-zoomcontrol) to `false`. Extends `Control`.\r\n */\n\n\n var Zoom = Control.extend({\n // @section\n // @aka Control.Zoom options\n options: {\n position: 'topleft',\n // @option zoomInText: String = '+'\n // The text set on the 'zoom in' button.\n zoomInText: '+',\n // @option zoomInTitle: String = 'Zoom in'\n // The title set on the 'zoom in' button.\n zoomInTitle: 'Zoom in',\n // @option zoomOutText: String = '−'\n // The text set on the 'zoom out' button.\n zoomOutText: '−',\n // @option zoomOutTitle: String = 'Zoom out'\n // The title set on the 'zoom out' button.\n zoomOutTitle: 'Zoom out'\n },\n onAdd: function onAdd(map) {\n var zoomName = 'leaflet-control-zoom',\n container = create$1('div', zoomName + ' leaflet-bar'),\n options = this.options;\n this._zoomInButton = this._createButton(options.zoomInText, options.zoomInTitle, zoomName + '-in', container, this._zoomIn);\n this._zoomOutButton = this._createButton(options.zoomOutText, options.zoomOutTitle, zoomName + '-out', container, this._zoomOut);\n\n this._updateDisabled();\n\n map.on('zoomend zoomlevelschange', this._updateDisabled, this);\n return container;\n },\n onRemove: function onRemove(map) {\n map.off('zoomend zoomlevelschange', this._updateDisabled, this);\n },\n disable: function disable() {\n this._disabled = true;\n\n this._updateDisabled();\n\n return this;\n },\n enable: function enable() {\n this._disabled = false;\n\n this._updateDisabled();\n\n return this;\n },\n _zoomIn: function _zoomIn(e) {\n if (!this._disabled && this._map._zoom < this._map.getMaxZoom()) {\n this._map.zoomIn(this._map.options.zoomDelta * (e.shiftKey ? 3 : 1));\n }\n },\n _zoomOut: function _zoomOut(e) {\n if (!this._disabled && this._map._zoom > this._map.getMinZoom()) {\n this._map.zoomOut(this._map.options.zoomDelta * (e.shiftKey ? 3 : 1));\n }\n },\n _createButton: function _createButton(html, title, className, container, fn) {\n var link = create$1('a', className, container);\n link.innerHTML = html;\n link.href = '#';\n link.title = title;\n /*\r\n * Will force screen readers like VoiceOver to read this as \"Zoom in - button\"\r\n */\n\n link.setAttribute('role', 'button');\n link.setAttribute('aria-label', title);\n disableClickPropagation(link);\n on(link, 'click', stop);\n on(link, 'click', fn, this);\n on(link, 'click', this._refocusOnMap, this);\n return link;\n },\n _updateDisabled: function _updateDisabled() {\n var map = this._map,\n className = 'leaflet-disabled';\n removeClass(this._zoomInButton, className);\n removeClass(this._zoomOutButton, className);\n\n if (this._disabled || map._zoom === map.getMinZoom()) {\n addClass(this._zoomOutButton, className);\n }\n\n if (this._disabled || map._zoom === map.getMaxZoom()) {\n addClass(this._zoomInButton, className);\n }\n }\n }); // @namespace Map\n // @section Control options\n // @option zoomControl: Boolean = true\n // Whether a [zoom control](#control-zoom) is added to the map by default.\n\n Map.mergeOptions({\n zoomControl: true\n });\n Map.addInitHook(function () {\n if (this.options.zoomControl) {\n // @section Controls\n // @property zoomControl: Control.Zoom\n // The default zoom control (only available if the\n // [`zoomControl` option](#map-zoomcontrol) was `true` when creating the map).\n this.zoomControl = new Zoom();\n this.addControl(this.zoomControl);\n }\n }); // @namespace Control.Zoom\n // @factory L.control.zoom(options: Control.Zoom options)\n // Creates a zoom control\n\n var zoom = function zoom(options) {\n return new Zoom(options);\n };\n /*\n * @class Control.Scale\n * @aka L.Control.Scale\n * @inherits Control\n *\n * A simple scale control that shows the scale of the current center of screen in metric (m/km) and imperial (mi/ft) systems. Extends `Control`.\n *\n * @example\n *\n * ```js\n * L.control.scale().addTo(map);\n * ```\n */\n\n\n var Scale = Control.extend({\n // @section\n // @aka Control.Scale options\n options: {\n position: 'bottomleft',\n // @option maxWidth: Number = 100\n // Maximum width of the control in pixels. The width is set dynamically to show round values (e.g. 100, 200, 500).\n maxWidth: 100,\n // @option metric: Boolean = True\n // Whether to show the metric scale line (m/km).\n metric: true,\n // @option imperial: Boolean = True\n // Whether to show the imperial scale line (mi/ft).\n imperial: true // @option updateWhenIdle: Boolean = false\n // If `true`, the control is updated on [`moveend`](#map-moveend), otherwise it's always up-to-date (updated on [`move`](#map-move)).\n\n },\n onAdd: function onAdd(map) {\n var className = 'leaflet-control-scale',\n container = create$1('div', className),\n options = this.options;\n\n this._addScales(options, className + '-line', container);\n\n map.on(options.updateWhenIdle ? 'moveend' : 'move', this._update, this);\n map.whenReady(this._update, this);\n return container;\n },\n onRemove: function onRemove(map) {\n map.off(this.options.updateWhenIdle ? 'moveend' : 'move', this._update, this);\n },\n _addScales: function _addScales(options, className, container) {\n if (options.metric) {\n this._mScale = create$1('div', className, container);\n }\n\n if (options.imperial) {\n this._iScale = create$1('div', className, container);\n }\n },\n _update: function _update() {\n var map = this._map,\n y = map.getSize().y / 2;\n var maxMeters = map.distance(map.containerPointToLatLng([0, y]), map.containerPointToLatLng([this.options.maxWidth, y]));\n\n this._updateScales(maxMeters);\n },\n _updateScales: function _updateScales(maxMeters) {\n if (this.options.metric && maxMeters) {\n this._updateMetric(maxMeters);\n }\n\n if (this.options.imperial && maxMeters) {\n this._updateImperial(maxMeters);\n }\n },\n _updateMetric: function _updateMetric(maxMeters) {\n var meters = this._getRoundNum(maxMeters),\n label = meters < 1000 ? meters + ' m' : meters / 1000 + ' km';\n\n this._updateScale(this._mScale, label, meters / maxMeters);\n },\n _updateImperial: function _updateImperial(maxMeters) {\n var maxFeet = maxMeters * 3.2808399,\n maxMiles,\n miles,\n feet;\n\n if (maxFeet > 5280) {\n maxMiles = maxFeet / 5280;\n miles = this._getRoundNum(maxMiles);\n\n this._updateScale(this._iScale, miles + ' mi', miles / maxMiles);\n } else {\n feet = this._getRoundNum(maxFeet);\n\n this._updateScale(this._iScale, feet + ' ft', feet / maxFeet);\n }\n },\n _updateScale: function _updateScale(scale, text, ratio) {\n scale.style.width = Math.round(this.options.maxWidth * ratio) + 'px';\n scale.innerHTML = text;\n },\n _getRoundNum: function _getRoundNum(num) {\n var pow10 = Math.pow(10, (Math.floor(num) + '').length - 1),\n d = num / pow10;\n d = d >= 10 ? 10 : d >= 5 ? 5 : d >= 3 ? 3 : d >= 2 ? 2 : 1;\n return pow10 * d;\n }\n }); // @factory L.control.scale(options?: Control.Scale options)\n // Creates an scale control with the given options.\n\n var scale = function scale(options) {\n return new Scale(options);\n };\n /*\r\n * @class Control.Attribution\r\n * @aka L.Control.Attribution\r\n * @inherits Control\r\n *\r\n * The attribution control allows you to display attribution data in a small text box on a map. It is put on the map by default unless you set its [`attributionControl` option](#map-attributioncontrol) to `false`, and it fetches attribution texts from layers with the [`getAttribution` method](#layer-getattribution) automatically. Extends Control.\r\n */\n\n\n var Attribution = Control.extend({\n // @section\n // @aka Control.Attribution options\n options: {\n position: 'bottomright',\n // @option prefix: String = 'Leaflet'\n // The HTML text shown before the attributions. Pass `false` to disable.\n prefix: 'Leaflet'\n },\n initialize: function initialize(options) {\n setOptions(this, options);\n this._attributions = {};\n },\n onAdd: function onAdd(map) {\n map.attributionControl = this;\n this._container = create$1('div', 'leaflet-control-attribution');\n disableClickPropagation(this._container); // TODO ugly, refactor\n\n for (var i in map._layers) {\n if (map._layers[i].getAttribution) {\n this.addAttribution(map._layers[i].getAttribution());\n }\n }\n\n this._update();\n\n return this._container;\n },\n // @method setPrefix(prefix: String): this\n // Sets the text before the attributions.\n setPrefix: function setPrefix(prefix) {\n this.options.prefix = prefix;\n\n this._update();\n\n return this;\n },\n // @method addAttribution(text: String): this\n // Adds an attribution text (e.g. `'Vector data © Mapbox'`).\n addAttribution: function addAttribution(text) {\n if (!text) {\n return this;\n }\n\n if (!this._attributions[text]) {\n this._attributions[text] = 0;\n }\n\n this._attributions[text]++;\n\n this._update();\n\n return this;\n },\n // @method removeAttribution(text: String): this\n // Removes an attribution text.\n removeAttribution: function removeAttribution(text) {\n if (!text) {\n return this;\n }\n\n if (this._attributions[text]) {\n this._attributions[text]--;\n\n this._update();\n }\n\n return this;\n },\n _update: function _update() {\n if (!this._map) {\n return;\n }\n\n var attribs = [];\n\n for (var i in this._attributions) {\n if (this._attributions[i]) {\n attribs.push(i);\n }\n }\n\n var prefixAndAttribs = [];\n\n if (this.options.prefix) {\n prefixAndAttribs.push(this.options.prefix);\n }\n\n if (attribs.length) {\n prefixAndAttribs.push(attribs.join(', '));\n }\n\n this._container.innerHTML = prefixAndAttribs.join(' | ');\n }\n }); // @namespace Map\n // @section Control options\n // @option attributionControl: Boolean = true\n // Whether a [attribution control](#control-attribution) is added to the map by default.\n\n Map.mergeOptions({\n attributionControl: true\n });\n Map.addInitHook(function () {\n if (this.options.attributionControl) {\n new Attribution().addTo(this);\n }\n }); // @namespace Control.Attribution\n // @factory L.control.attribution(options: Control.Attribution options)\n // Creates an attribution control.\n\n var attribution = function attribution(options) {\n return new Attribution(options);\n };\n\n Control.Layers = Layers;\n Control.Zoom = Zoom;\n Control.Scale = Scale;\n Control.Attribution = Attribution;\n control.layers = layers;\n control.zoom = zoom;\n control.scale = scale;\n control.attribution = attribution;\n /*\n \tL.Handler is a base class for handler classes that are used internally to inject\n \tinteraction features like dragging to classes like Map and Marker.\n */\n // @class Handler\n // @aka L.Handler\n // Abstract class for map interaction handlers\n\n var Handler = Class.extend({\n initialize: function initialize(map) {\n this._map = map;\n },\n // @method enable(): this\n // Enables the handler\n enable: function enable() {\n if (this._enabled) {\n return this;\n }\n\n this._enabled = true;\n this.addHooks();\n return this;\n },\n // @method disable(): this\n // Disables the handler\n disable: function disable() {\n if (!this._enabled) {\n return this;\n }\n\n this._enabled = false;\n this.removeHooks();\n return this;\n },\n // @method enabled(): Boolean\n // Returns `true` if the handler is enabled\n enabled: function enabled() {\n return !!this._enabled;\n } // @section Extension methods\n // Classes inheriting from `Handler` must implement the two following methods:\n // @method addHooks()\n // Called when the handler is enabled, should add event hooks.\n // @method removeHooks()\n // Called when the handler is disabled, should remove the event hooks added previously.\n\n }); // @section There is static function which can be called without instantiating L.Handler:\n // @function addTo(map: Map, name: String): this\n // Adds a new Handler to the given map with the given name.\n\n Handler.addTo = function (map, name) {\n map.addHandler(name, this);\n return this;\n };\n\n var Mixin = {\n Events: Events\n };\n /*\r\n * @class Draggable\r\n * @aka L.Draggable\r\n * @inherits Evented\r\n *\r\n * A class for making DOM elements draggable (including touch support).\r\n * Used internally for map and marker dragging. Only works for elements\r\n * that were positioned with [`L.DomUtil.setPosition`](#domutil-setposition).\r\n *\r\n * @example\r\n * ```js\r\n * var draggable = new L.Draggable(elementToDrag);\r\n * draggable.enable();\r\n * ```\r\n */\n\n var START = touch ? 'touchstart mousedown' : 'mousedown';\n var END = {\n mousedown: 'mouseup',\n touchstart: 'touchend',\n pointerdown: 'touchend',\n MSPointerDown: 'touchend'\n };\n var MOVE = {\n mousedown: 'mousemove',\n touchstart: 'touchmove',\n pointerdown: 'touchmove',\n MSPointerDown: 'touchmove'\n };\n var Draggable = Evented.extend({\n options: {\n // @section\n // @aka Draggable options\n // @option clickTolerance: Number = 3\n // The max number of pixels a user can shift the mouse pointer during a click\n // for it to be considered a valid click (as opposed to a mouse drag).\n clickTolerance: 3\n },\n // @constructor L.Draggable(el: HTMLElement, dragHandle?: HTMLElement, preventOutline?: Boolean, options?: Draggable options)\n // Creates a `Draggable` object for moving `el` when you start dragging the `dragHandle` element (equals `el` itself by default).\n initialize: function initialize(element, dragStartTarget, preventOutline$$1, options) {\n setOptions(this, options);\n this._element = element;\n this._dragStartTarget = dragStartTarget || element;\n this._preventOutline = preventOutline$$1;\n },\n // @method enable()\n // Enables the dragging ability\n enable: function enable() {\n if (this._enabled) {\n return;\n }\n\n on(this._dragStartTarget, START, this._onDown, this);\n this._enabled = true;\n },\n // @method disable()\n // Disables the dragging ability\n disable: function disable() {\n if (!this._enabled) {\n return;\n } // If we're currently dragging this draggable,\n // disabling it counts as first ending the drag.\n\n\n if (Draggable._dragging === this) {\n this.finishDrag();\n }\n\n off(this._dragStartTarget, START, this._onDown, this);\n this._enabled = false;\n this._moved = false;\n },\n _onDown: function _onDown(e) {\n // Ignore simulated events, since we handle both touch and\n // mouse explicitly; otherwise we risk getting duplicates of\n // touch events, see #4315.\n // Also ignore the event if disabled; this happens in IE11\n // under some circumstances, see #3666.\n if (e._simulated || !this._enabled) {\n return;\n }\n\n this._moved = false;\n\n if (hasClass(this._element, 'leaflet-zoom-anim')) {\n return;\n }\n\n if (Draggable._dragging || e.shiftKey || e.which !== 1 && e.button !== 1 && !e.touches) {\n return;\n }\n\n Draggable._dragging = this; // Prevent dragging multiple objects at once.\n\n if (this._preventOutline) {\n preventOutline(this._element);\n }\n\n disableImageDrag();\n disableTextSelection();\n\n if (this._moving) {\n return;\n } // @event down: Event\n // Fired when a drag is about to start.\n\n\n this.fire('down');\n var first = e.touches ? e.touches[0] : e,\n sizedParent = getSizedParentNode(this._element);\n this._startPoint = new Point(first.clientX, first.clientY); // Cache the scale, so that we can continuously compensate for it during drag (_onMove).\n\n this._parentScale = getScale(sizedParent);\n on(document, MOVE[e.type], this._onMove, this);\n on(document, END[e.type], this._onUp, this);\n },\n _onMove: function _onMove(e) {\n // Ignore simulated events, since we handle both touch and\n // mouse explicitly; otherwise we risk getting duplicates of\n // touch events, see #4315.\n // Also ignore the event if disabled; this happens in IE11\n // under some circumstances, see #3666.\n if (e._simulated || !this._enabled) {\n return;\n }\n\n if (e.touches && e.touches.length > 1) {\n this._moved = true;\n return;\n }\n\n var first = e.touches && e.touches.length === 1 ? e.touches[0] : e,\n offset = new Point(first.clientX, first.clientY)._subtract(this._startPoint);\n\n if (!offset.x && !offset.y) {\n return;\n }\n\n if (Math.abs(offset.x) + Math.abs(offset.y) < this.options.clickTolerance) {\n return;\n } // We assume that the parent container's position, border and scale do not change for the duration of the drag.\n // Therefore there is no need to account for the position and border (they are eliminated by the subtraction)\n // and we can use the cached value for the scale.\n\n\n offset.x /= this._parentScale.x;\n offset.y /= this._parentScale.y;\n preventDefault(e);\n\n if (!this._moved) {\n // @event dragstart: Event\n // Fired when a drag starts\n this.fire('dragstart');\n this._moved = true;\n this._startPos = getPosition(this._element).subtract(offset);\n addClass(document.body, 'leaflet-dragging');\n this._lastTarget = e.target || e.srcElement; // IE and Edge do not give the element, so fetch it\n // if necessary\n\n if (window.SVGElementInstance && this._lastTarget instanceof window.SVGElementInstance) {\n this._lastTarget = this._lastTarget.correspondingUseElement;\n }\n\n addClass(this._lastTarget, 'leaflet-drag-target');\n }\n\n this._newPos = this._startPos.add(offset);\n this._moving = true;\n cancelAnimFrame(this._animRequest);\n this._lastEvent = e;\n this._animRequest = requestAnimFrame(this._updatePosition, this, true);\n },\n _updatePosition: function _updatePosition() {\n var e = {\n originalEvent: this._lastEvent\n }; // @event predrag: Event\n // Fired continuously during dragging *before* each corresponding\n // update of the element's position.\n\n this.fire('predrag', e);\n setPosition(this._element, this._newPos); // @event drag: Event\n // Fired continuously during dragging.\n\n this.fire('drag', e);\n },\n _onUp: function _onUp(e) {\n // Ignore simulated events, since we handle both touch and\n // mouse explicitly; otherwise we risk getting duplicates of\n // touch events, see #4315.\n // Also ignore the event if disabled; this happens in IE11\n // under some circumstances, see #3666.\n if (e._simulated || !this._enabled) {\n return;\n }\n\n this.finishDrag();\n },\n finishDrag: function finishDrag() {\n removeClass(document.body, 'leaflet-dragging');\n\n if (this._lastTarget) {\n removeClass(this._lastTarget, 'leaflet-drag-target');\n this._lastTarget = null;\n }\n\n for (var i in MOVE) {\n off(document, MOVE[i], this._onMove, this);\n off(document, END[i], this._onUp, this);\n }\n\n enableImageDrag();\n enableTextSelection();\n\n if (this._moved && this._moving) {\n // ensure drag is not fired after dragend\n cancelAnimFrame(this._animRequest); // @event dragend: DragEndEvent\n // Fired when the drag ends.\n\n this.fire('dragend', {\n distance: this._newPos.distanceTo(this._startPos)\n });\n }\n\n this._moving = false;\n Draggable._dragging = false;\n }\n });\n /*\r\n * @namespace LineUtil\r\n *\r\n * Various utility functions for polyline points processing, used by Leaflet internally to make polylines lightning-fast.\r\n */\n // Simplify polyline with vertex reduction and Douglas-Peucker simplification.\n // Improves rendering performance dramatically by lessening the number of points to draw.\n // @function simplify(points: Point[], tolerance: Number): Point[]\n // Dramatically reduces the number of points in a polyline while retaining\n // its shape and returns a new array of simplified points, using the\n // [Douglas-Peucker algorithm](http://en.wikipedia.org/wiki/Douglas-Peucker_algorithm).\n // Used for a huge performance boost when processing/displaying Leaflet polylines for\n // each zoom level and also reducing visual noise. tolerance affects the amount of\n // simplification (lesser value means higher quality but slower and with more points).\n // Also released as a separated micro-library [Simplify.js](http://mourner.github.com/simplify-js/).\n\n function simplify(points, tolerance) {\n if (!tolerance || !points.length) {\n return points.slice();\n }\n\n var sqTolerance = tolerance * tolerance; // stage 1: vertex reduction\n\n points = _reducePoints(points, sqTolerance); // stage 2: Douglas-Peucker simplification\n\n points = _simplifyDP(points, sqTolerance);\n return points;\n } // @function pointToSegmentDistance(p: Point, p1: Point, p2: Point): Number\n // Returns the distance between point `p` and segment `p1` to `p2`.\n\n\n function pointToSegmentDistance(p, p1, p2) {\n return Math.sqrt(_sqClosestPointOnSegment(p, p1, p2, true));\n } // @function closestPointOnSegment(p: Point, p1: Point, p2: Point): Number\n // Returns the closest point from a point `p` on a segment `p1` to `p2`.\n\n\n function closestPointOnSegment(p, p1, p2) {\n return _sqClosestPointOnSegment(p, p1, p2);\n } // Douglas-Peucker simplification, see http://en.wikipedia.org/wiki/Douglas-Peucker_algorithm\n\n\n function _simplifyDP(points, sqTolerance) {\n var len = points.length,\n ArrayConstructor = typeof Uint8Array !== undefined + '' ? Uint8Array : Array,\n markers = new ArrayConstructor(len);\n markers[0] = markers[len - 1] = 1;\n\n _simplifyDPStep(points, markers, sqTolerance, 0, len - 1);\n\n var i,\n newPoints = [];\n\n for (i = 0; i < len; i++) {\n if (markers[i]) {\n newPoints.push(points[i]);\n }\n }\n\n return newPoints;\n }\n\n function _simplifyDPStep(points, markers, sqTolerance, first, last) {\n var maxSqDist = 0,\n index,\n i,\n sqDist;\n\n for (i = first + 1; i <= last - 1; i++) {\n sqDist = _sqClosestPointOnSegment(points[i], points[first], points[last], true);\n\n if (sqDist > maxSqDist) {\n index = i;\n maxSqDist = sqDist;\n }\n }\n\n if (maxSqDist > sqTolerance) {\n markers[index] = 1;\n\n _simplifyDPStep(points, markers, sqTolerance, first, index);\n\n _simplifyDPStep(points, markers, sqTolerance, index, last);\n }\n } // reduce points that are too close to each other to a single point\n\n\n function _reducePoints(points, sqTolerance) {\n var reducedPoints = [points[0]];\n\n for (var i = 1, prev = 0, len = points.length; i < len; i++) {\n if (_sqDist(points[i], points[prev]) > sqTolerance) {\n reducedPoints.push(points[i]);\n prev = i;\n }\n }\n\n if (prev < len - 1) {\n reducedPoints.push(points[len - 1]);\n }\n\n return reducedPoints;\n }\n\n var _lastCode; // @function clipSegment(a: Point, b: Point, bounds: Bounds, useLastCode?: Boolean, round?: Boolean): Point[]|Boolean\n // Clips the segment a to b by rectangular bounds with the\n // [Cohen-Sutherland algorithm](https://en.wikipedia.org/wiki/Cohen%E2%80%93Sutherland_algorithm)\n // (modifying the segment points directly!). Used by Leaflet to only show polyline\n // points that are on the screen or near, increasing performance.\n\n\n function clipSegment(a, b, bounds, useLastCode, round) {\n var codeA = useLastCode ? _lastCode : _getBitCode(a, bounds),\n codeB = _getBitCode(b, bounds),\n codeOut,\n p,\n newCode; // save 2nd code to avoid calculating it on the next segment\n\n\n _lastCode = codeB;\n\n while (true) {\n // if a,b is inside the clip window (trivial accept)\n if (!(codeA | codeB)) {\n return [a, b];\n } // if a,b is outside the clip window (trivial reject)\n\n\n if (codeA & codeB) {\n return false;\n } // other cases\n\n\n codeOut = codeA || codeB;\n p = _getEdgeIntersection(a, b, codeOut, bounds, round);\n newCode = _getBitCode(p, bounds);\n\n if (codeOut === codeA) {\n a = p;\n codeA = newCode;\n } else {\n b = p;\n codeB = newCode;\n }\n }\n }\n\n function _getEdgeIntersection(a, b, code, bounds, round) {\n var dx = b.x - a.x,\n dy = b.y - a.y,\n min = bounds.min,\n max = bounds.max,\n x,\n y;\n\n if (code & 8) {\n // top\n x = a.x + dx * (max.y - a.y) / dy;\n y = max.y;\n } else if (code & 4) {\n // bottom\n x = a.x + dx * (min.y - a.y) / dy;\n y = min.y;\n } else if (code & 2) {\n // right\n x = max.x;\n y = a.y + dy * (max.x - a.x) / dx;\n } else if (code & 1) {\n // left\n x = min.x;\n y = a.y + dy * (min.x - a.x) / dx;\n }\n\n return new Point(x, y, round);\n }\n\n function _getBitCode(p, bounds) {\n var code = 0;\n\n if (p.x < bounds.min.x) {\n // left\n code |= 1;\n } else if (p.x > bounds.max.x) {\n // right\n code |= 2;\n }\n\n if (p.y < bounds.min.y) {\n // bottom\n code |= 4;\n } else if (p.y > bounds.max.y) {\n // top\n code |= 8;\n }\n\n return code;\n } // square distance (to avoid unnecessary Math.sqrt calls)\n\n\n function _sqDist(p1, p2) {\n var dx = p2.x - p1.x,\n dy = p2.y - p1.y;\n return dx * dx + dy * dy;\n } // return closest point on segment or distance to that point\n\n\n function _sqClosestPointOnSegment(p, p1, p2, sqDist) {\n var x = p1.x,\n y = p1.y,\n dx = p2.x - x,\n dy = p2.y - y,\n dot = dx * dx + dy * dy,\n t;\n\n if (dot > 0) {\n t = ((p.x - x) * dx + (p.y - y) * dy) / dot;\n\n if (t > 1) {\n x = p2.x;\n y = p2.y;\n } else if (t > 0) {\n x += dx * t;\n y += dy * t;\n }\n }\n\n dx = p.x - x;\n dy = p.y - y;\n return sqDist ? dx * dx + dy * dy : new Point(x, y);\n } // @function isFlat(latlngs: LatLng[]): Boolean\n // Returns true if `latlngs` is a flat array, false is nested.\n\n\n function isFlat(latlngs) {\n return !isArray(latlngs[0]) || typeof latlngs[0][0] !== 'object' && typeof latlngs[0][0] !== 'undefined';\n }\n\n function _flat(latlngs) {\n console.warn('Deprecated use of _flat, please use L.LineUtil.isFlat instead.');\n return isFlat(latlngs);\n }\n\n var LineUtil = {\n simplify: simplify,\n pointToSegmentDistance: pointToSegmentDistance,\n closestPointOnSegment: closestPointOnSegment,\n clipSegment: clipSegment,\n _getEdgeIntersection: _getEdgeIntersection,\n _getBitCode: _getBitCode,\n _sqClosestPointOnSegment: _sqClosestPointOnSegment,\n isFlat: isFlat,\n _flat: _flat\n };\n /*\r\n * @namespace PolyUtil\r\n * Various utility functions for polygon geometries.\r\n */\n\n /* @function clipPolygon(points: Point[], bounds: Bounds, round?: Boolean): Point[]\r\n * Clips the polygon geometry defined by the given `points` by the given bounds (using the [Sutherland-Hodgman algorithm](https://en.wikipedia.org/wiki/Sutherland%E2%80%93Hodgman_algorithm)).\r\n * Used by Leaflet to only show polygon points that are on the screen or near, increasing\r\n * performance. Note that polygon points needs different algorithm for clipping\r\n * than polyline, so there's a separate method for it.\r\n */\n\n function clipPolygon(points, bounds, round) {\n var clippedPoints,\n edges = [1, 4, 2, 8],\n i,\n j,\n k,\n a,\n b,\n len,\n edge,\n p;\n\n for (i = 0, len = points.length; i < len; i++) {\n points[i]._code = _getBitCode(points[i], bounds);\n } // for each edge (left, bottom, right, top)\n\n\n for (k = 0; k < 4; k++) {\n edge = edges[k];\n clippedPoints = [];\n\n for (i = 0, len = points.length, j = len - 1; i < len; j = i++) {\n a = points[i];\n b = points[j]; // if a is inside the clip window\n\n if (!(a._code & edge)) {\n // if b is outside the clip window (a->b goes out of screen)\n if (b._code & edge) {\n p = _getEdgeIntersection(b, a, edge, bounds, round);\n p._code = _getBitCode(p, bounds);\n clippedPoints.push(p);\n }\n\n clippedPoints.push(a); // else if b is inside the clip window (a->b enters the screen)\n } else if (!(b._code & edge)) {\n p = _getEdgeIntersection(b, a, edge, bounds, round);\n p._code = _getBitCode(p, bounds);\n clippedPoints.push(p);\n }\n }\n\n points = clippedPoints;\n }\n\n return points;\n }\n\n var PolyUtil = {\n clipPolygon: clipPolygon\n };\n /*\r\n * @namespace Projection\r\n * @section\r\n * Leaflet comes with a set of already defined Projections out of the box:\r\n *\r\n * @projection L.Projection.LonLat\r\n *\r\n * Equirectangular, or Plate Carree projection — the most simple projection,\r\n * mostly used by GIS enthusiasts. Directly maps `x` as longitude, and `y` as\r\n * latitude. Also suitable for flat worlds, e.g. game maps. Used by the\r\n * `EPSG:4326` and `Simple` CRS.\r\n */\n\n var LonLat = {\n project: function project(latlng) {\n return new Point(latlng.lng, latlng.lat);\n },\n unproject: function unproject(point) {\n return new LatLng(point.y, point.x);\n },\n bounds: new Bounds([-180, -90], [180, 90])\n };\n /*\r\n * @namespace Projection\r\n * @projection L.Projection.Mercator\r\n *\r\n * Elliptical Mercator projection — more complex than Spherical Mercator. Assumes that Earth is an ellipsoid. Used by the EPSG:3395 CRS.\r\n */\n\n var Mercator = {\n R: 6378137,\n R_MINOR: 6356752.314245179,\n bounds: new Bounds([-20037508.34279, -15496570.73972], [20037508.34279, 18764656.23138]),\n project: function project(latlng) {\n var d = Math.PI / 180,\n r = this.R,\n y = latlng.lat * d,\n tmp = this.R_MINOR / r,\n e = Math.sqrt(1 - tmp * tmp),\n con = e * Math.sin(y);\n var ts = Math.tan(Math.PI / 4 - y / 2) / Math.pow((1 - con) / (1 + con), e / 2);\n y = -r * Math.log(Math.max(ts, 1E-10));\n return new Point(latlng.lng * d * r, y);\n },\n unproject: function unproject(point) {\n var d = 180 / Math.PI,\n r = this.R,\n tmp = this.R_MINOR / r,\n e = Math.sqrt(1 - tmp * tmp),\n ts = Math.exp(-point.y / r),\n phi = Math.PI / 2 - 2 * Math.atan(ts);\n\n for (var i = 0, dphi = 0.1, con; i < 15 && Math.abs(dphi) > 1e-7; i++) {\n con = e * Math.sin(phi);\n con = Math.pow((1 - con) / (1 + con), e / 2);\n dphi = Math.PI / 2 - 2 * Math.atan(ts * con) - phi;\n phi += dphi;\n }\n\n return new LatLng(phi * d, point.x * d / r);\n }\n };\n /*\n * @class Projection\n * An object with methods for projecting geographical coordinates of the world onto\n * a flat surface (and back). See [Map projection](http://en.wikipedia.org/wiki/Map_projection).\n * @property bounds: Bounds\n * The bounds (specified in CRS units) where the projection is valid\n * @method project(latlng: LatLng): Point\n * Projects geographical coordinates into a 2D point.\n * Only accepts actual `L.LatLng` instances, not arrays.\n * @method unproject(point: Point): LatLng\n * The inverse of `project`. Projects a 2D point into a geographical location.\n * Only accepts actual `L.Point` instances, not arrays.\n * Note that the projection instances do not inherit from Leaflet's `Class` object,\n * and can't be instantiated. Also, new classes can't inherit from them,\n * and methods can't be added to them with the `include` function.\n */\n\n var index = {\n LonLat: LonLat,\n Mercator: Mercator,\n SphericalMercator: SphericalMercator\n };\n /*\r\n * @namespace CRS\r\n * @crs L.CRS.EPSG3395\r\n *\r\n * Rarely used by some commercial tile providers. Uses Elliptical Mercator projection.\r\n */\n\n var EPSG3395 = extend({}, Earth, {\n code: 'EPSG:3395',\n projection: Mercator,\n transformation: function () {\n var scale = 0.5 / (Math.PI * Mercator.R);\n return toTransformation(scale, 0.5, -scale, 0.5);\n }()\n });\n /*\r\n * @namespace CRS\r\n * @crs L.CRS.EPSG4326\r\n *\r\n * A common CRS among GIS enthusiasts. Uses simple Equirectangular projection.\r\n *\r\n * Leaflet 1.0.x complies with the [TMS coordinate scheme for EPSG:4326](https://wiki.osgeo.org/wiki/Tile_Map_Service_Specification#global-geodetic),\r\n * which is a breaking change from 0.7.x behaviour. If you are using a `TileLayer`\r\n * with this CRS, ensure that there are two 256x256 pixel tiles covering the\r\n * whole earth at zoom level zero, and that the tile coordinate origin is (-180,+90),\r\n * or (-180,-90) for `TileLayer`s with [the `tms` option](#tilelayer-tms) set.\r\n */\n\n var EPSG4326 = extend({}, Earth, {\n code: 'EPSG:4326',\n projection: LonLat,\n transformation: toTransformation(1 / 180, 1, -1 / 180, 0.5)\n });\n /*\n * @namespace CRS\n * @crs L.CRS.Simple\n *\n * A simple CRS that maps longitude and latitude into `x` and `y` directly.\n * May be used for maps of flat surfaces (e.g. game maps). Note that the `y`\n * axis should still be inverted (going from bottom to top). `distance()` returns\n * simple euclidean distance.\n */\n\n var Simple = extend({}, CRS, {\n projection: LonLat,\n transformation: toTransformation(1, 0, -1, 0),\n scale: function scale(zoom) {\n return Math.pow(2, zoom);\n },\n zoom: function zoom(scale) {\n return Math.log(scale) / Math.LN2;\n },\n distance: function distance(latlng1, latlng2) {\n var dx = latlng2.lng - latlng1.lng,\n dy = latlng2.lat - latlng1.lat;\n return Math.sqrt(dx * dx + dy * dy);\n },\n infinite: true\n });\n CRS.Earth = Earth;\n CRS.EPSG3395 = EPSG3395;\n CRS.EPSG3857 = EPSG3857;\n CRS.EPSG900913 = EPSG900913;\n CRS.EPSG4326 = EPSG4326;\n CRS.Simple = Simple;\n /*\n * @class Layer\n * @inherits Evented\n * @aka L.Layer\n * @aka ILayer\n *\n * A set of methods from the Layer base class that all Leaflet layers use.\n * Inherits all methods, options and events from `L.Evented`.\n *\n * @example\n *\n * ```js\n * var layer = L.marker(latlng).addTo(map);\n * layer.addTo(map);\n * layer.remove();\n * ```\n *\n * @event add: Event\n * Fired after the layer is added to a map\n *\n * @event remove: Event\n * Fired after the layer is removed from a map\n */\n\n var Layer = Evented.extend({\n // Classes extending `L.Layer` will inherit the following options:\n options: {\n // @option pane: String = 'overlayPane'\n // By default the layer will be added to the map's [overlay pane](#map-overlaypane). Overriding this option will cause the layer to be placed on another pane by default.\n pane: 'overlayPane',\n // @option attribution: String = null\n // String to be shown in the attribution control, e.g. \"© OpenStreetMap contributors\". It describes the layer data and is often a legal obligation towards copyright holders and tile providers.\n attribution: null,\n bubblingMouseEvents: true\n },\n\n /* @section\n * Classes extending `L.Layer` will inherit the following methods:\n *\n * @method addTo(map: Map|LayerGroup): this\n * Adds the layer to the given map or layer group.\n */\n addTo: function addTo(map) {\n map.addLayer(this);\n return this;\n },\n // @method remove: this\n // Removes the layer from the map it is currently active on.\n remove: function remove() {\n return this.removeFrom(this._map || this._mapToAdd);\n },\n // @method removeFrom(map: Map): this\n // Removes the layer from the given map\n //\n // @alternative\n // @method removeFrom(group: LayerGroup): this\n // Removes the layer from the given `LayerGroup`\n removeFrom: function removeFrom(obj) {\n if (obj) {\n obj.removeLayer(this);\n }\n\n return this;\n },\n // @method getPane(name? : String): HTMLElement\n // Returns the `HTMLElement` representing the named pane on the map. If `name` is omitted, returns the pane for this layer.\n getPane: function getPane(name) {\n return this._map.getPane(name ? this.options[name] || name : this.options.pane);\n },\n addInteractiveTarget: function addInteractiveTarget(targetEl) {\n this._map._targets[stamp(targetEl)] = this;\n return this;\n },\n removeInteractiveTarget: function removeInteractiveTarget(targetEl) {\n delete this._map._targets[stamp(targetEl)];\n return this;\n },\n // @method getAttribution: String\n // Used by the `attribution control`, returns the [attribution option](#gridlayer-attribution).\n getAttribution: function getAttribution() {\n return this.options.attribution;\n },\n _layerAdd: function _layerAdd(e) {\n var map = e.target; // check in case layer gets added and then removed before the map is ready\n\n if (!map.hasLayer(this)) {\n return;\n }\n\n this._map = map;\n this._zoomAnimated = map._zoomAnimated;\n\n if (this.getEvents) {\n var events = this.getEvents();\n map.on(events, this);\n this.once('remove', function () {\n map.off(events, this);\n }, this);\n }\n\n this.onAdd(map);\n\n if (this.getAttribution && map.attributionControl) {\n map.attributionControl.addAttribution(this.getAttribution());\n }\n\n this.fire('add');\n map.fire('layeradd', {\n layer: this\n });\n }\n });\n /* @section Extension methods\n * @uninheritable\n *\n * Every layer should extend from `L.Layer` and (re-)implement the following methods.\n *\n * @method onAdd(map: Map): this\n * Should contain code that creates DOM elements for the layer, adds them to `map panes` where they should belong and puts listeners on relevant map events. Called on [`map.addLayer(layer)`](#map-addlayer).\n *\n * @method onRemove(map: Map): this\n * Should contain all clean up code that removes the layer's elements from the DOM and removes listeners previously added in [`onAdd`](#layer-onadd). Called on [`map.removeLayer(layer)`](#map-removelayer).\n *\n * @method getEvents(): Object\n * This optional method should return an object like `{ viewreset: this._reset }` for [`addEventListener`](#evented-addeventlistener). The event handlers in this object will be automatically added and removed from the map with your layer.\n *\n * @method getAttribution(): String\n * This optional method should return a string containing HTML to be shown on the `Attribution control` whenever the layer is visible.\n *\n * @method beforeAdd(map: Map): this\n * Optional method. Called on [`map.addLayer(layer)`](#map-addlayer), before the layer is added to the map, before events are initialized, without waiting until the map is in a usable state. Use for early initialization only.\n */\n\n /* @namespace Map\n * @section Layer events\n *\n * @event layeradd: LayerEvent\n * Fired when a new layer is added to the map.\n *\n * @event layerremove: LayerEvent\n * Fired when some layer is removed from the map\n *\n * @section Methods for Layers and Controls\n */\n\n Map.include({\n // @method addLayer(layer: Layer): this\n // Adds the given layer to the map\n addLayer: function addLayer(layer) {\n if (!layer._layerAdd) {\n throw new Error('The provided object is not a Layer.');\n }\n\n var id = stamp(layer);\n\n if (this._layers[id]) {\n return this;\n }\n\n this._layers[id] = layer;\n layer._mapToAdd = this;\n\n if (layer.beforeAdd) {\n layer.beforeAdd(this);\n }\n\n this.whenReady(layer._layerAdd, layer);\n return this;\n },\n // @method removeLayer(layer: Layer): this\n // Removes the given layer from the map.\n removeLayer: function removeLayer(layer) {\n var id = stamp(layer);\n\n if (!this._layers[id]) {\n return this;\n }\n\n if (this._loaded) {\n layer.onRemove(this);\n }\n\n if (layer.getAttribution && this.attributionControl) {\n this.attributionControl.removeAttribution(layer.getAttribution());\n }\n\n delete this._layers[id];\n\n if (this._loaded) {\n this.fire('layerremove', {\n layer: layer\n });\n layer.fire('remove');\n }\n\n layer._map = layer._mapToAdd = null;\n return this;\n },\n // @method hasLayer(layer: Layer): Boolean\n // Returns `true` if the given layer is currently added to the map\n hasLayer: function hasLayer(layer) {\n return !!layer && stamp(layer) in this._layers;\n },\n\n /* @method eachLayer(fn: Function, context?: Object): this\n * Iterates over the layers of the map, optionally specifying context of the iterator function.\n * ```\n * map.eachLayer(function(layer){\n * layer.bindPopup('Hello');\n * });\n * ```\n */\n eachLayer: function eachLayer(method, context) {\n for (var i in this._layers) {\n method.call(context, this._layers[i]);\n }\n\n return this;\n },\n _addLayers: function _addLayers(layers) {\n layers = layers ? isArray(layers) ? layers : [layers] : [];\n\n for (var i = 0, len = layers.length; i < len; i++) {\n this.addLayer(layers[i]);\n }\n },\n _addZoomLimit: function _addZoomLimit(layer) {\n if (isNaN(layer.options.maxZoom) || !isNaN(layer.options.minZoom)) {\n this._zoomBoundLayers[stamp(layer)] = layer;\n\n this._updateZoomLevels();\n }\n },\n _removeZoomLimit: function _removeZoomLimit(layer) {\n var id = stamp(layer);\n\n if (this._zoomBoundLayers[id]) {\n delete this._zoomBoundLayers[id];\n\n this._updateZoomLevels();\n }\n },\n _updateZoomLevels: function _updateZoomLevels() {\n var minZoom = Infinity,\n maxZoom = -Infinity,\n oldZoomSpan = this._getZoomSpan();\n\n for (var i in this._zoomBoundLayers) {\n var options = this._zoomBoundLayers[i].options;\n minZoom = options.minZoom === undefined ? minZoom : Math.min(minZoom, options.minZoom);\n maxZoom = options.maxZoom === undefined ? maxZoom : Math.max(maxZoom, options.maxZoom);\n }\n\n this._layersMaxZoom = maxZoom === -Infinity ? undefined : maxZoom;\n this._layersMinZoom = minZoom === Infinity ? undefined : minZoom; // @section Map state change events\n // @event zoomlevelschange: Event\n // Fired when the number of zoomlevels on the map is changed due\n // to adding or removing a layer.\n\n if (oldZoomSpan !== this._getZoomSpan()) {\n this.fire('zoomlevelschange');\n }\n\n if (this.options.maxZoom === undefined && this._layersMaxZoom && this.getZoom() > this._layersMaxZoom) {\n this.setZoom(this._layersMaxZoom);\n }\n\n if (this.options.minZoom === undefined && this._layersMinZoom && this.getZoom() < this._layersMinZoom) {\n this.setZoom(this._layersMinZoom);\n }\n }\n });\n /*\r\n * @class LayerGroup\r\n * @aka L.LayerGroup\r\n * @inherits Layer\r\n *\r\n * Used to group several layers and handle them as one. If you add it to the map,\r\n * any layers added or removed from the group will be added/removed on the map as\r\n * well. Extends `Layer`.\r\n *\r\n * @example\r\n *\r\n * ```js\r\n * L.layerGroup([marker1, marker2])\r\n * \t.addLayer(polyline)\r\n * \t.addTo(map);\r\n * ```\r\n */\n\n var LayerGroup = Layer.extend({\n initialize: function initialize(layers, options) {\n setOptions(this, options);\n this._layers = {};\n var i, len;\n\n if (layers) {\n for (i = 0, len = layers.length; i < len; i++) {\n this.addLayer(layers[i]);\n }\n }\n },\n // @method addLayer(layer: Layer): this\n // Adds the given layer to the group.\n addLayer: function addLayer(layer) {\n var id = this.getLayerId(layer);\n this._layers[id] = layer;\n\n if (this._map) {\n this._map.addLayer(layer);\n }\n\n return this;\n },\n // @method removeLayer(layer: Layer): this\n // Removes the given layer from the group.\n // @alternative\n // @method removeLayer(id: Number): this\n // Removes the layer with the given internal ID from the group.\n removeLayer: function removeLayer(layer) {\n var id = layer in this._layers ? layer : this.getLayerId(layer);\n\n if (this._map && this._layers[id]) {\n this._map.removeLayer(this._layers[id]);\n }\n\n delete this._layers[id];\n return this;\n },\n // @method hasLayer(layer: Layer): Boolean\n // Returns `true` if the given layer is currently added to the group.\n // @alternative\n // @method hasLayer(id: Number): Boolean\n // Returns `true` if the given internal ID is currently added to the group.\n hasLayer: function hasLayer(layer) {\n if (!layer) {\n return false;\n }\n\n var layerId = typeof layer === 'number' ? layer : this.getLayerId(layer);\n return layerId in this._layers;\n },\n // @method clearLayers(): this\n // Removes all the layers from the group.\n clearLayers: function clearLayers() {\n return this.eachLayer(this.removeLayer, this);\n },\n // @method invoke(methodName: String, …): this\n // Calls `methodName` on every layer contained in this group, passing any\n // additional parameters. Has no effect if the layers contained do not\n // implement `methodName`.\n invoke: function invoke(methodName) {\n var args = Array.prototype.slice.call(arguments, 1),\n i,\n layer;\n\n for (i in this._layers) {\n layer = this._layers[i];\n\n if (layer[methodName]) {\n layer[methodName].apply(layer, args);\n }\n }\n\n return this;\n },\n onAdd: function onAdd(map) {\n this.eachLayer(map.addLayer, map);\n },\n onRemove: function onRemove(map) {\n this.eachLayer(map.removeLayer, map);\n },\n // @method eachLayer(fn: Function, context?: Object): this\n // Iterates over the layers of the group, optionally specifying context of the iterator function.\n // ```js\n // group.eachLayer(function (layer) {\n // \tlayer.bindPopup('Hello');\n // });\n // ```\n eachLayer: function eachLayer(method, context) {\n for (var i in this._layers) {\n method.call(context, this._layers[i]);\n }\n\n return this;\n },\n // @method getLayer(id: Number): Layer\n // Returns the layer with the given internal ID.\n getLayer: function getLayer(id) {\n return this._layers[id];\n },\n // @method getLayers(): Layer[]\n // Returns an array of all the layers added to the group.\n getLayers: function getLayers() {\n var layers = [];\n this.eachLayer(layers.push, layers);\n return layers;\n },\n // @method setZIndex(zIndex: Number): this\n // Calls `setZIndex` on every layer contained in this group, passing the z-index.\n setZIndex: function setZIndex(zIndex) {\n return this.invoke('setZIndex', zIndex);\n },\n // @method getLayerId(layer: Layer): Number\n // Returns the internal ID for a layer\n getLayerId: function getLayerId(layer) {\n return stamp(layer);\n }\n }); // @factory L.layerGroup(layers?: Layer[], options?: Object)\n // Create a layer group, optionally given an initial set of layers and an `options` object.\n\n var layerGroup = function layerGroup(layers, options) {\n return new LayerGroup(layers, options);\n };\n /*\r\n * @class FeatureGroup\r\n * @aka L.FeatureGroup\r\n * @inherits LayerGroup\r\n *\r\n * Extended `LayerGroup` that makes it easier to do the same thing to all its member layers:\r\n * * [`bindPopup`](#layer-bindpopup) binds a popup to all of the layers at once (likewise with [`bindTooltip`](#layer-bindtooltip))\r\n * * Events are propagated to the `FeatureGroup`, so if the group has an event\r\n * handler, it will handle events from any of the layers. This includes mouse events\r\n * and custom events.\r\n * * Has `layeradd` and `layerremove` events\r\n *\r\n * @example\r\n *\r\n * ```js\r\n * L.featureGroup([marker1, marker2, polyline])\r\n * \t.bindPopup('Hello world!')\r\n * \t.on('click', function() { alert('Clicked on a member of the group!'); })\r\n * \t.addTo(map);\r\n * ```\r\n */\n\n\n var FeatureGroup = LayerGroup.extend({\n addLayer: function addLayer(layer) {\n if (this.hasLayer(layer)) {\n return this;\n }\n\n layer.addEventParent(this);\n LayerGroup.prototype.addLayer.call(this, layer); // @event layeradd: LayerEvent\n // Fired when a layer is added to this `FeatureGroup`\n\n return this.fire('layeradd', {\n layer: layer\n });\n },\n removeLayer: function removeLayer(layer) {\n if (!this.hasLayer(layer)) {\n return this;\n }\n\n if (layer in this._layers) {\n layer = this._layers[layer];\n }\n\n layer.removeEventParent(this);\n LayerGroup.prototype.removeLayer.call(this, layer); // @event layerremove: LayerEvent\n // Fired when a layer is removed from this `FeatureGroup`\n\n return this.fire('layerremove', {\n layer: layer\n });\n },\n // @method setStyle(style: Path options): this\n // Sets the given path options to each layer of the group that has a `setStyle` method.\n setStyle: function setStyle(style) {\n return this.invoke('setStyle', style);\n },\n // @method bringToFront(): this\n // Brings the layer group to the top of all other layers\n bringToFront: function bringToFront() {\n return this.invoke('bringToFront');\n },\n // @method bringToBack(): this\n // Brings the layer group to the back of all other layers\n bringToBack: function bringToBack() {\n return this.invoke('bringToBack');\n },\n // @method getBounds(): LatLngBounds\n // Returns the LatLngBounds of the Feature Group (created from bounds and coordinates of its children).\n getBounds: function getBounds() {\n var bounds = new LatLngBounds();\n\n for (var id in this._layers) {\n var layer = this._layers[id];\n bounds.extend(layer.getBounds ? layer.getBounds() : layer.getLatLng());\n }\n\n return bounds;\n }\n }); // @factory L.featureGroup(layers?: Layer[], options?: Object)\n // Create a feature group, optionally given an initial set of layers and an `options` object.\n\n var featureGroup = function featureGroup(layers, options) {\n return new FeatureGroup(layers, options);\n };\n /*\r\n * @class Icon\r\n * @aka L.Icon\r\n *\r\n * Represents an icon to provide when creating a marker.\r\n *\r\n * @example\r\n *\r\n * ```js\r\n * var myIcon = L.icon({\r\n * iconUrl: 'my-icon.png',\r\n * iconRetinaUrl: 'my-icon@2x.png',\r\n * iconSize: [38, 95],\r\n * iconAnchor: [22, 94],\r\n * popupAnchor: [-3, -76],\r\n * shadowUrl: 'my-icon-shadow.png',\r\n * shadowRetinaUrl: 'my-icon-shadow@2x.png',\r\n * shadowSize: [68, 95],\r\n * shadowAnchor: [22, 94]\r\n * });\r\n *\r\n * L.marker([50.505, 30.57], {icon: myIcon}).addTo(map);\r\n * ```\r\n *\r\n * `L.Icon.Default` extends `L.Icon` and is the blue icon Leaflet uses for markers by default.\r\n *\r\n */\n\n\n var Icon = Class.extend({\n /* @section\r\n * @aka Icon options\r\n *\r\n * @option iconUrl: String = null\r\n * **(required)** The URL to the icon image (absolute or relative to your script path).\r\n *\r\n * @option iconRetinaUrl: String = null\r\n * The URL to a retina sized version of the icon image (absolute or relative to your\r\n * script path). Used for Retina screen devices.\r\n *\r\n * @option iconSize: Point = null\r\n * Size of the icon image in pixels.\r\n *\r\n * @option iconAnchor: Point = null\r\n * The coordinates of the \"tip\" of the icon (relative to its top left corner). The icon\r\n * will be aligned so that this point is at the marker's geographical location. Centered\r\n * by default if size is specified, also can be set in CSS with negative margins.\r\n *\r\n * @option popupAnchor: Point = [0, 0]\r\n * The coordinates of the point from which popups will \"open\", relative to the icon anchor.\r\n *\r\n * @option tooltipAnchor: Point = [0, 0]\r\n * The coordinates of the point from which tooltips will \"open\", relative to the icon anchor.\r\n *\r\n * @option shadowUrl: String = null\r\n * The URL to the icon shadow image. If not specified, no shadow image will be created.\r\n *\r\n * @option shadowRetinaUrl: String = null\r\n *\r\n * @option shadowSize: Point = null\r\n * Size of the shadow image in pixels.\r\n *\r\n * @option shadowAnchor: Point = null\r\n * The coordinates of the \"tip\" of the shadow (relative to its top left corner) (the same\r\n * as iconAnchor if not specified).\r\n *\r\n * @option className: String = ''\r\n * A custom class name to assign to both icon and shadow images. Empty by default.\r\n */\n options: {\n popupAnchor: [0, 0],\n tooltipAnchor: [0, 0]\n },\n initialize: function initialize(options) {\n setOptions(this, options);\n },\n // @method createIcon(oldIcon?: HTMLElement): HTMLElement\n // Called internally when the icon has to be shown, returns a `` HTML element\n // styled according to the options.\n createIcon: function createIcon(oldIcon) {\n return this._createIcon('icon', oldIcon);\n },\n // @method createShadow(oldIcon?: HTMLElement): HTMLElement\n // As `createIcon`, but for the shadow beneath it.\n createShadow: function createShadow(oldIcon) {\n return this._createIcon('shadow', oldIcon);\n },\n _createIcon: function _createIcon(name, oldIcon) {\n var src = this._getIconUrl(name);\n\n if (!src) {\n if (name === 'icon') {\n throw new Error('iconUrl not set in Icon options (see the docs).');\n }\n\n return null;\n }\n\n var img = this._createImg(src, oldIcon && oldIcon.tagName === 'IMG' ? oldIcon : null);\n\n this._setIconStyles(img, name);\n\n return img;\n },\n _setIconStyles: function _setIconStyles(img, name) {\n var options = this.options;\n var sizeOption = options[name + 'Size'];\n\n if (typeof sizeOption === 'number') {\n sizeOption = [sizeOption, sizeOption];\n }\n\n var size = toPoint(sizeOption),\n anchor = toPoint(name === 'shadow' && options.shadowAnchor || options.iconAnchor || size && size.divideBy(2, true));\n img.className = 'leaflet-marker-' + name + ' ' + (options.className || '');\n\n if (anchor) {\n img.style.marginLeft = -anchor.x + 'px';\n img.style.marginTop = -anchor.y + 'px';\n }\n\n if (size) {\n img.style.width = size.x + 'px';\n img.style.height = size.y + 'px';\n }\n },\n _createImg: function _createImg(src, el) {\n el = el || document.createElement('img');\n el.src = src;\n return el;\n },\n _getIconUrl: function _getIconUrl(name) {\n return retina && this.options[name + 'RetinaUrl'] || this.options[name + 'Url'];\n }\n }); // @factory L.icon(options: Icon options)\n // Creates an icon instance with the given options.\n\n function icon(options) {\n return new Icon(options);\n }\n /*\n * @miniclass Icon.Default (Icon)\n * @aka L.Icon.Default\n * @section\n *\n * A trivial subclass of `Icon`, represents the icon to use in `Marker`s when\n * no icon is specified. Points to the blue marker image distributed with Leaflet\n * releases.\n *\n * In order to customize the default icon, just change the properties of `L.Icon.Default.prototype.options`\n * (which is a set of `Icon options`).\n *\n * If you want to _completely_ replace the default icon, override the\n * `L.Marker.prototype.options.icon` with your own icon instead.\n */\n\n\n var IconDefault = Icon.extend({\n options: {\n iconUrl: 'marker-icon.png',\n iconRetinaUrl: 'marker-icon-2x.png',\n shadowUrl: 'marker-shadow.png',\n iconSize: [25, 41],\n iconAnchor: [12, 41],\n popupAnchor: [1, -34],\n tooltipAnchor: [16, -28],\n shadowSize: [41, 41]\n },\n _getIconUrl: function _getIconUrl(name) {\n if (!IconDefault.imagePath) {\n // Deprecated, backwards-compatibility only\n IconDefault.imagePath = this._detectIconPath();\n } // @option imagePath: String\n // `Icon.Default` will try to auto-detect the location of the\n // blue icon images. If you are placing these images in a non-standard\n // way, set this option to point to the right path.\n\n\n return (this.options.imagePath || IconDefault.imagePath) + Icon.prototype._getIconUrl.call(this, name);\n },\n _detectIconPath: function _detectIconPath() {\n var el = create$1('div', 'leaflet-default-icon-path', document.body);\n var path = getStyle(el, 'background-image') || getStyle(el, 'backgroundImage'); // IE8\n\n document.body.removeChild(el);\n\n if (path === null || path.indexOf('url') !== 0) {\n path = '';\n } else {\n path = path.replace(/^url\\([\"']?/, '').replace(/marker-icon\\.png[\"']?\\)$/, '');\n }\n\n return path;\n }\n });\n /*\n * L.Handler.MarkerDrag is used internally by L.Marker to make the markers draggable.\n */\n\n /* @namespace Marker\n * @section Interaction handlers\n *\n * Interaction handlers are properties of a marker instance that allow you to control interaction behavior in runtime, enabling or disabling certain features such as dragging (see `Handler` methods). Example:\n *\n * ```js\n * marker.dragging.disable();\n * ```\n *\n * @property dragging: Handler\n * Marker dragging handler (by both mouse and touch). Only valid when the marker is on the map (Otherwise set [`marker.options.draggable`](#marker-draggable)).\n */\n\n var MarkerDrag = Handler.extend({\n initialize: function initialize(marker) {\n this._marker = marker;\n },\n addHooks: function addHooks() {\n var icon = this._marker._icon;\n\n if (!this._draggable) {\n this._draggable = new Draggable(icon, icon, true);\n }\n\n this._draggable.on({\n dragstart: this._onDragStart,\n predrag: this._onPreDrag,\n drag: this._onDrag,\n dragend: this._onDragEnd\n }, this).enable();\n\n addClass(icon, 'leaflet-marker-draggable');\n },\n removeHooks: function removeHooks() {\n this._draggable.off({\n dragstart: this._onDragStart,\n predrag: this._onPreDrag,\n drag: this._onDrag,\n dragend: this._onDragEnd\n }, this).disable();\n\n if (this._marker._icon) {\n removeClass(this._marker._icon, 'leaflet-marker-draggable');\n }\n },\n moved: function moved() {\n return this._draggable && this._draggable._moved;\n },\n _adjustPan: function _adjustPan(e) {\n var marker = this._marker,\n map = marker._map,\n speed = this._marker.options.autoPanSpeed,\n padding = this._marker.options.autoPanPadding,\n iconPos = getPosition(marker._icon),\n bounds = map.getPixelBounds(),\n origin = map.getPixelOrigin();\n var panBounds = toBounds(bounds.min._subtract(origin).add(padding), bounds.max._subtract(origin).subtract(padding));\n\n if (!panBounds.contains(iconPos)) {\n // Compute incremental movement\n var movement = toPoint((Math.max(panBounds.max.x, iconPos.x) - panBounds.max.x) / (bounds.max.x - panBounds.max.x) - (Math.min(panBounds.min.x, iconPos.x) - panBounds.min.x) / (bounds.min.x - panBounds.min.x), (Math.max(panBounds.max.y, iconPos.y) - panBounds.max.y) / (bounds.max.y - panBounds.max.y) - (Math.min(panBounds.min.y, iconPos.y) - panBounds.min.y) / (bounds.min.y - panBounds.min.y)).multiplyBy(speed);\n map.panBy(movement, {\n animate: false\n });\n\n this._draggable._newPos._add(movement);\n\n this._draggable._startPos._add(movement);\n\n setPosition(marker._icon, this._draggable._newPos);\n\n this._onDrag(e);\n\n this._panRequest = requestAnimFrame(this._adjustPan.bind(this, e));\n }\n },\n _onDragStart: function _onDragStart() {\n // @section Dragging events\n // @event dragstart: Event\n // Fired when the user starts dragging the marker.\n // @event movestart: Event\n // Fired when the marker starts moving (because of dragging).\n this._oldLatLng = this._marker.getLatLng(); // When using ES6 imports it could not be set when `Popup` was not imported as well\n\n this._marker.closePopup && this._marker.closePopup();\n\n this._marker.fire('movestart').fire('dragstart');\n },\n _onPreDrag: function _onPreDrag(e) {\n if (this._marker.options.autoPan) {\n cancelAnimFrame(this._panRequest);\n this._panRequest = requestAnimFrame(this._adjustPan.bind(this, e));\n }\n },\n _onDrag: function _onDrag(e) {\n var marker = this._marker,\n shadow = marker._shadow,\n iconPos = getPosition(marker._icon),\n latlng = marker._map.layerPointToLatLng(iconPos); // update shadow position\n\n\n if (shadow) {\n setPosition(shadow, iconPos);\n }\n\n marker._latlng = latlng;\n e.latlng = latlng;\n e.oldLatLng = this._oldLatLng; // @event drag: Event\n // Fired repeatedly while the user drags the marker.\n\n marker.fire('move', e).fire('drag', e);\n },\n _onDragEnd: function _onDragEnd(e) {\n // @event dragend: DragEndEvent\n // Fired when the user stops dragging the marker.\n cancelAnimFrame(this._panRequest); // @event moveend: Event\n // Fired when the marker stops moving (because of dragging).\n\n delete this._oldLatLng;\n\n this._marker.fire('moveend').fire('dragend', e);\n }\n });\n /*\r\n * @class Marker\r\n * @inherits Interactive layer\r\n * @aka L.Marker\r\n * L.Marker is used to display clickable/draggable icons on the map. Extends `Layer`.\r\n *\r\n * @example\r\n *\r\n * ```js\r\n * L.marker([50.5, 30.5]).addTo(map);\r\n * ```\r\n */\n\n var Marker = Layer.extend({\n // @section\n // @aka Marker options\n options: {\n // @option icon: Icon = *\n // Icon instance to use for rendering the marker.\n // See [Icon documentation](#L.Icon) for details on how to customize the marker icon.\n // If not specified, a common instance of `L.Icon.Default` is used.\n icon: new IconDefault(),\n // Option inherited from \"Interactive layer\" abstract class\n interactive: true,\n // @option keyboard: Boolean = true\n // Whether the marker can be tabbed to with a keyboard and clicked by pressing enter.\n keyboard: true,\n // @option title: String = ''\n // Text for the browser tooltip that appear on marker hover (no tooltip by default).\n title: '',\n // @option alt: String = ''\n // Text for the `alt` attribute of the icon image (useful for accessibility).\n alt: '',\n // @option zIndexOffset: Number = 0\n // By default, marker images zIndex is set automatically based on its latitude. Use this option if you want to put the marker on top of all others (or below), specifying a high value like `1000` (or high negative value, respectively).\n zIndexOffset: 0,\n // @option opacity: Number = 1.0\n // The opacity of the marker.\n opacity: 1,\n // @option riseOnHover: Boolean = false\n // If `true`, the marker will get on top of others when you hover the mouse over it.\n riseOnHover: false,\n // @option riseOffset: Number = 250\n // The z-index offset used for the `riseOnHover` feature.\n riseOffset: 250,\n // @option pane: String = 'markerPane'\n // `Map pane` where the markers icon will be added.\n pane: 'markerPane',\n // @option shadowPane: String = 'shadowPane'\n // `Map pane` where the markers shadow will be added.\n shadowPane: 'shadowPane',\n // @option bubblingMouseEvents: Boolean = false\n // When `true`, a mouse event on this marker will trigger the same event on the map\n // (unless [`L.DomEvent.stopPropagation`](#domevent-stoppropagation) is used).\n bubblingMouseEvents: false,\n // @section Draggable marker options\n // @option draggable: Boolean = false\n // Whether the marker is draggable with mouse/touch or not.\n draggable: false,\n // @option autoPan: Boolean = false\n // Whether to pan the map when dragging this marker near its edge or not.\n autoPan: false,\n // @option autoPanPadding: Point = Point(50, 50)\n // Distance (in pixels to the left/right and to the top/bottom) of the\n // map edge to start panning the map.\n autoPanPadding: [50, 50],\n // @option autoPanSpeed: Number = 10\n // Number of pixels the map should pan by.\n autoPanSpeed: 10\n },\n\n /* @section\r\n *\r\n * In addition to [shared layer methods](#Layer) like `addTo()` and `remove()` and [popup methods](#Popup) like bindPopup() you can also use the following methods:\r\n */\n initialize: function initialize(latlng, options) {\n setOptions(this, options);\n this._latlng = toLatLng(latlng);\n },\n onAdd: function onAdd(map) {\n this._zoomAnimated = this._zoomAnimated && map.options.markerZoomAnimation;\n\n if (this._zoomAnimated) {\n map.on('zoomanim', this._animateZoom, this);\n }\n\n this._initIcon();\n\n this.update();\n },\n onRemove: function onRemove(map) {\n if (this.dragging && this.dragging.enabled()) {\n this.options.draggable = true;\n this.dragging.removeHooks();\n }\n\n delete this.dragging;\n\n if (this._zoomAnimated) {\n map.off('zoomanim', this._animateZoom, this);\n }\n\n this._removeIcon();\n\n this._removeShadow();\n },\n getEvents: function getEvents() {\n return {\n zoom: this.update,\n viewreset: this.update\n };\n },\n // @method getLatLng: LatLng\n // Returns the current geographical position of the marker.\n getLatLng: function getLatLng() {\n return this._latlng;\n },\n // @method setLatLng(latlng: LatLng): this\n // Changes the marker position to the given point.\n setLatLng: function setLatLng(latlng) {\n var oldLatLng = this._latlng;\n this._latlng = toLatLng(latlng);\n this.update(); // @event move: Event\n // Fired when the marker is moved via [`setLatLng`](#marker-setlatlng) or by [dragging](#marker-dragging). Old and new coordinates are included in event arguments as `oldLatLng`, `latlng`.\n\n return this.fire('move', {\n oldLatLng: oldLatLng,\n latlng: this._latlng\n });\n },\n // @method setZIndexOffset(offset: Number): this\n // Changes the [zIndex offset](#marker-zindexoffset) of the marker.\n setZIndexOffset: function setZIndexOffset(offset) {\n this.options.zIndexOffset = offset;\n return this.update();\n },\n // @method getIcon: Icon\n // Returns the current icon used by the marker\n getIcon: function getIcon() {\n return this.options.icon;\n },\n // @method setIcon(icon: Icon): this\n // Changes the marker icon.\n setIcon: function setIcon(icon) {\n this.options.icon = icon;\n\n if (this._map) {\n this._initIcon();\n\n this.update();\n }\n\n if (this._popup) {\n this.bindPopup(this._popup, this._popup.options);\n }\n\n return this;\n },\n getElement: function getElement() {\n return this._icon;\n },\n update: function update() {\n if (this._icon && this._map) {\n var pos = this._map.latLngToLayerPoint(this._latlng).round();\n\n this._setPos(pos);\n }\n\n return this;\n },\n _initIcon: function _initIcon() {\n var options = this.options,\n classToAdd = 'leaflet-zoom-' + (this._zoomAnimated ? 'animated' : 'hide');\n var icon = options.icon.createIcon(this._icon),\n addIcon = false; // if we're not reusing the icon, remove the old one and init new one\n\n if (icon !== this._icon) {\n if (this._icon) {\n this._removeIcon();\n }\n\n addIcon = true;\n\n if (options.title) {\n icon.title = options.title;\n }\n\n if (icon.tagName === 'IMG') {\n icon.alt = options.alt || '';\n }\n }\n\n addClass(icon, classToAdd);\n\n if (options.keyboard) {\n icon.tabIndex = '0';\n }\n\n this._icon = icon;\n\n if (options.riseOnHover) {\n this.on({\n mouseover: this._bringToFront,\n mouseout: this._resetZIndex\n });\n }\n\n var newShadow = options.icon.createShadow(this._shadow),\n addShadow = false;\n\n if (newShadow !== this._shadow) {\n this._removeShadow();\n\n addShadow = true;\n }\n\n if (newShadow) {\n addClass(newShadow, classToAdd);\n newShadow.alt = '';\n }\n\n this._shadow = newShadow;\n\n if (options.opacity < 1) {\n this._updateOpacity();\n }\n\n if (addIcon) {\n this.getPane().appendChild(this._icon);\n }\n\n this._initInteraction();\n\n if (newShadow && addShadow) {\n this.getPane(options.shadowPane).appendChild(this._shadow);\n }\n },\n _removeIcon: function _removeIcon() {\n if (this.options.riseOnHover) {\n this.off({\n mouseover: this._bringToFront,\n mouseout: this._resetZIndex\n });\n }\n\n _remove(this._icon);\n\n this.removeInteractiveTarget(this._icon);\n this._icon = null;\n },\n _removeShadow: function _removeShadow() {\n if (this._shadow) {\n _remove(this._shadow);\n }\n\n this._shadow = null;\n },\n _setPos: function _setPos(pos) {\n if (this._icon) {\n setPosition(this._icon, pos);\n }\n\n if (this._shadow) {\n setPosition(this._shadow, pos);\n }\n\n this._zIndex = pos.y + this.options.zIndexOffset;\n\n this._resetZIndex();\n },\n _updateZIndex: function _updateZIndex(offset) {\n if (this._icon) {\n this._icon.style.zIndex = this._zIndex + offset;\n }\n },\n _animateZoom: function _animateZoom(opt) {\n var pos = this._map._latLngToNewLayerPoint(this._latlng, opt.zoom, opt.center).round();\n\n this._setPos(pos);\n },\n _initInteraction: function _initInteraction() {\n if (!this.options.interactive) {\n return;\n }\n\n addClass(this._icon, 'leaflet-interactive');\n this.addInteractiveTarget(this._icon);\n\n if (MarkerDrag) {\n var draggable = this.options.draggable;\n\n if (this.dragging) {\n draggable = this.dragging.enabled();\n this.dragging.disable();\n }\n\n this.dragging = new MarkerDrag(this);\n\n if (draggable) {\n this.dragging.enable();\n }\n }\n },\n // @method setOpacity(opacity: Number): this\n // Changes the opacity of the marker.\n setOpacity: function setOpacity(opacity) {\n this.options.opacity = opacity;\n\n if (this._map) {\n this._updateOpacity();\n }\n\n return this;\n },\n _updateOpacity: function _updateOpacity() {\n var opacity = this.options.opacity;\n\n if (this._icon) {\n _setOpacity(this._icon, opacity);\n }\n\n if (this._shadow) {\n _setOpacity(this._shadow, opacity);\n }\n },\n _bringToFront: function _bringToFront() {\n this._updateZIndex(this.options.riseOffset);\n },\n _resetZIndex: function _resetZIndex() {\n this._updateZIndex(0);\n },\n _getPopupAnchor: function _getPopupAnchor() {\n return this.options.icon.options.popupAnchor;\n },\n _getTooltipAnchor: function _getTooltipAnchor() {\n return this.options.icon.options.tooltipAnchor;\n }\n }); // factory L.marker(latlng: LatLng, options? : Marker options)\n // @factory L.marker(latlng: LatLng, options? : Marker options)\n // Instantiates a Marker object given a geographical point and optionally an options object.\n\n function marker(latlng, options) {\n return new Marker(latlng, options);\n }\n /*\n * @class Path\n * @aka L.Path\n * @inherits Interactive layer\n *\n * An abstract class that contains options and constants shared between vector\n * overlays (Polygon, Polyline, Circle). Do not use it directly. Extends `Layer`.\n */\n\n\n var Path = Layer.extend({\n // @section\n // @aka Path options\n options: {\n // @option stroke: Boolean = true\n // Whether to draw stroke along the path. Set it to `false` to disable borders on polygons or circles.\n stroke: true,\n // @option color: String = '#3388ff'\n // Stroke color\n color: '#3388ff',\n // @option weight: Number = 3\n // Stroke width in pixels\n weight: 3,\n // @option opacity: Number = 1.0\n // Stroke opacity\n opacity: 1,\n // @option lineCap: String= 'round'\n // A string that defines [shape to be used at the end](https://developer.mozilla.org/docs/Web/SVG/Attribute/stroke-linecap) of the stroke.\n lineCap: 'round',\n // @option lineJoin: String = 'round'\n // A string that defines [shape to be used at the corners](https://developer.mozilla.org/docs/Web/SVG/Attribute/stroke-linejoin) of the stroke.\n lineJoin: 'round',\n // @option dashArray: String = null\n // A string that defines the stroke [dash pattern](https://developer.mozilla.org/docs/Web/SVG/Attribute/stroke-dasharray). Doesn't work on `Canvas`-powered layers in [some old browsers](https://developer.mozilla.org/docs/Web/API/CanvasRenderingContext2D/setLineDash#Browser_compatibility).\n dashArray: null,\n // @option dashOffset: String = null\n // A string that defines the [distance into the dash pattern to start the dash](https://developer.mozilla.org/docs/Web/SVG/Attribute/stroke-dashoffset). Doesn't work on `Canvas`-powered layers in [some old browsers](https://developer.mozilla.org/docs/Web/API/CanvasRenderingContext2D/setLineDash#Browser_compatibility).\n dashOffset: null,\n // @option fill: Boolean = depends\n // Whether to fill the path with color. Set it to `false` to disable filling on polygons or circles.\n fill: false,\n // @option fillColor: String = *\n // Fill color. Defaults to the value of the [`color`](#path-color) option\n fillColor: null,\n // @option fillOpacity: Number = 0.2\n // Fill opacity.\n fillOpacity: 0.2,\n // @option fillRule: String = 'evenodd'\n // A string that defines [how the inside of a shape](https://developer.mozilla.org/docs/Web/SVG/Attribute/fill-rule) is determined.\n fillRule: 'evenodd',\n // className: '',\n // Option inherited from \"Interactive layer\" abstract class\n interactive: true,\n // @option bubblingMouseEvents: Boolean = true\n // When `true`, a mouse event on this path will trigger the same event on the map\n // (unless [`L.DomEvent.stopPropagation`](#domevent-stoppropagation) is used).\n bubblingMouseEvents: true\n },\n beforeAdd: function beforeAdd(map) {\n // Renderer is set here because we need to call renderer.getEvents\n // before this.getEvents.\n this._renderer = map.getRenderer(this);\n },\n onAdd: function onAdd() {\n this._renderer._initPath(this);\n\n this._reset();\n\n this._renderer._addPath(this);\n },\n onRemove: function onRemove() {\n this._renderer._removePath(this);\n },\n // @method redraw(): this\n // Redraws the layer. Sometimes useful after you changed the coordinates that the path uses.\n redraw: function redraw() {\n if (this._map) {\n this._renderer._updatePath(this);\n }\n\n return this;\n },\n // @method setStyle(style: Path options): this\n // Changes the appearance of a Path based on the options in the `Path options` object.\n setStyle: function setStyle(style) {\n setOptions(this, style);\n\n if (this._renderer) {\n this._renderer._updateStyle(this);\n\n if (this.options.stroke && style && Object.prototype.hasOwnProperty.call(style, 'weight')) {\n this._updateBounds();\n }\n }\n\n return this;\n },\n // @method bringToFront(): this\n // Brings the layer to the top of all path layers.\n bringToFront: function bringToFront() {\n if (this._renderer) {\n this._renderer._bringToFront(this);\n }\n\n return this;\n },\n // @method bringToBack(): this\n // Brings the layer to the bottom of all path layers.\n bringToBack: function bringToBack() {\n if (this._renderer) {\n this._renderer._bringToBack(this);\n }\n\n return this;\n },\n getElement: function getElement() {\n return this._path;\n },\n _reset: function _reset() {\n // defined in child classes\n this._project();\n\n this._update();\n },\n _clickTolerance: function _clickTolerance() {\n // used when doing hit detection for Canvas layers\n return (this.options.stroke ? this.options.weight / 2 : 0) + this._renderer.options.tolerance;\n }\n });\n /*\n * @class CircleMarker\n * @aka L.CircleMarker\n * @inherits Path\n *\n * A circle of a fixed size with radius specified in pixels. Extends `Path`.\n */\n\n var CircleMarker = Path.extend({\n // @section\n // @aka CircleMarker options\n options: {\n fill: true,\n // @option radius: Number = 10\n // Radius of the circle marker, in pixels\n radius: 10\n },\n initialize: function initialize(latlng, options) {\n setOptions(this, options);\n this._latlng = toLatLng(latlng);\n this._radius = this.options.radius;\n },\n // @method setLatLng(latLng: LatLng): this\n // Sets the position of a circle marker to a new location.\n setLatLng: function setLatLng(latlng) {\n var oldLatLng = this._latlng;\n this._latlng = toLatLng(latlng);\n this.redraw(); // @event move: Event\n // Fired when the marker is moved via [`setLatLng`](#circlemarker-setlatlng). Old and new coordinates are included in event arguments as `oldLatLng`, `latlng`.\n\n return this.fire('move', {\n oldLatLng: oldLatLng,\n latlng: this._latlng\n });\n },\n // @method getLatLng(): LatLng\n // Returns the current geographical position of the circle marker\n getLatLng: function getLatLng() {\n return this._latlng;\n },\n // @method setRadius(radius: Number): this\n // Sets the radius of a circle marker. Units are in pixels.\n setRadius: function setRadius(radius) {\n this.options.radius = this._radius = radius;\n return this.redraw();\n },\n // @method getRadius(): Number\n // Returns the current radius of the circle\n getRadius: function getRadius() {\n return this._radius;\n },\n setStyle: function setStyle(options) {\n var radius = options && options.radius || this._radius;\n Path.prototype.setStyle.call(this, options);\n this.setRadius(radius);\n return this;\n },\n _project: function _project() {\n this._point = this._map.latLngToLayerPoint(this._latlng);\n\n this._updateBounds();\n },\n _updateBounds: function _updateBounds() {\n var r = this._radius,\n r2 = this._radiusY || r,\n w = this._clickTolerance(),\n p = [r + w, r2 + w];\n\n this._pxBounds = new Bounds(this._point.subtract(p), this._point.add(p));\n },\n _update: function _update() {\n if (this._map) {\n this._updatePath();\n }\n },\n _updatePath: function _updatePath() {\n this._renderer._updateCircle(this);\n },\n _empty: function _empty() {\n return this._radius && !this._renderer._bounds.intersects(this._pxBounds);\n },\n // Needed by the `Canvas` renderer for interactivity\n _containsPoint: function _containsPoint(p) {\n return p.distanceTo(this._point) <= this._radius + this._clickTolerance();\n }\n }); // @factory L.circleMarker(latlng: LatLng, options?: CircleMarker options)\n // Instantiates a circle marker object given a geographical point, and an optional options object.\n\n function circleMarker(latlng, options) {\n return new CircleMarker(latlng, options);\n }\n /*\n * @class Circle\n * @aka L.Circle\n * @inherits CircleMarker\n *\n * A class for drawing circle overlays on a map. Extends `CircleMarker`.\n *\n * It's an approximation and starts to diverge from a real circle closer to poles (due to projection distortion).\n *\n * @example\n *\n * ```js\n * L.circle([50.5, 30.5], {radius: 200}).addTo(map);\n * ```\n */\n\n\n var Circle = CircleMarker.extend({\n initialize: function initialize(latlng, options, legacyOptions) {\n if (typeof options === 'number') {\n // Backwards compatibility with 0.7.x factory (latlng, radius, options?)\n options = extend({}, legacyOptions, {\n radius: options\n });\n }\n\n setOptions(this, options);\n this._latlng = toLatLng(latlng);\n\n if (isNaN(this.options.radius)) {\n throw new Error('Circle radius cannot be NaN');\n } // @section\n // @aka Circle options\n // @option radius: Number; Radius of the circle, in meters.\n\n\n this._mRadius = this.options.radius;\n },\n // @method setRadius(radius: Number): this\n // Sets the radius of a circle. Units are in meters.\n setRadius: function setRadius(radius) {\n this._mRadius = radius;\n return this.redraw();\n },\n // @method getRadius(): Number\n // Returns the current radius of a circle. Units are in meters.\n getRadius: function getRadius() {\n return this._mRadius;\n },\n // @method getBounds(): LatLngBounds\n // Returns the `LatLngBounds` of the path.\n getBounds: function getBounds() {\n var half = [this._radius, this._radiusY || this._radius];\n return new LatLngBounds(this._map.layerPointToLatLng(this._point.subtract(half)), this._map.layerPointToLatLng(this._point.add(half)));\n },\n setStyle: Path.prototype.setStyle,\n _project: function _project() {\n var lng = this._latlng.lng,\n lat = this._latlng.lat,\n map = this._map,\n crs = map.options.crs;\n\n if (crs.distance === Earth.distance) {\n var d = Math.PI / 180,\n latR = this._mRadius / Earth.R / d,\n top = map.project([lat + latR, lng]),\n bottom = map.project([lat - latR, lng]),\n p = top.add(bottom).divideBy(2),\n lat2 = map.unproject(p).lat,\n lngR = Math.acos((Math.cos(latR * d) - Math.sin(lat * d) * Math.sin(lat2 * d)) / (Math.cos(lat * d) * Math.cos(lat2 * d))) / d;\n\n if (isNaN(lngR) || lngR === 0) {\n lngR = latR / Math.cos(Math.PI / 180 * lat); // Fallback for edge case, #2425\n }\n\n this._point = p.subtract(map.getPixelOrigin());\n this._radius = isNaN(lngR) ? 0 : p.x - map.project([lat2, lng - lngR]).x;\n this._radiusY = p.y - top.y;\n } else {\n var latlng2 = crs.unproject(crs.project(this._latlng).subtract([this._mRadius, 0]));\n this._point = map.latLngToLayerPoint(this._latlng);\n this._radius = this._point.x - map.latLngToLayerPoint(latlng2).x;\n }\n\n this._updateBounds();\n }\n }); // @factory L.circle(latlng: LatLng, options?: Circle options)\n // Instantiates a circle object given a geographical point, and an options object\n // which contains the circle radius.\n // @alternative\n // @factory L.circle(latlng: LatLng, radius: Number, options?: Circle options)\n // Obsolete way of instantiating a circle, for compatibility with 0.7.x code.\n // Do not use in new applications or plugins.\n\n function circle(latlng, options, legacyOptions) {\n return new Circle(latlng, options, legacyOptions);\n }\n /*\n * @class Polyline\n * @aka L.Polyline\n * @inherits Path\n *\n * A class for drawing polyline overlays on a map. Extends `Path`.\n *\n * @example\n *\n * ```js\n * // create a red polyline from an array of LatLng points\n * var latlngs = [\n * \t[45.51, -122.68],\n * \t[37.77, -122.43],\n * \t[34.04, -118.2]\n * ];\n *\n * var polyline = L.polyline(latlngs, {color: 'red'}).addTo(map);\n *\n * // zoom the map to the polyline\n * map.fitBounds(polyline.getBounds());\n * ```\n *\n * You can also pass a multi-dimensional array to represent a `MultiPolyline` shape:\n *\n * ```js\n * // create a red polyline from an array of arrays of LatLng points\n * var latlngs = [\n * \t[[45.51, -122.68],\n * \t [37.77, -122.43],\n * \t [34.04, -118.2]],\n * \t[[40.78, -73.91],\n * \t [41.83, -87.62],\n * \t [32.76, -96.72]]\n * ];\n * ```\n */\n\n\n var Polyline = Path.extend({\n // @section\n // @aka Polyline options\n options: {\n // @option smoothFactor: Number = 1.0\n // How much to simplify the polyline on each zoom level. More means\n // better performance and smoother look, and less means more accurate representation.\n smoothFactor: 1.0,\n // @option noClip: Boolean = false\n // Disable polyline clipping.\n noClip: false\n },\n initialize: function initialize(latlngs, options) {\n setOptions(this, options);\n\n this._setLatLngs(latlngs);\n },\n // @method getLatLngs(): LatLng[]\n // Returns an array of the points in the path, or nested arrays of points in case of multi-polyline.\n getLatLngs: function getLatLngs() {\n return this._latlngs;\n },\n // @method setLatLngs(latlngs: LatLng[]): this\n // Replaces all the points in the polyline with the given array of geographical points.\n setLatLngs: function setLatLngs(latlngs) {\n this._setLatLngs(latlngs);\n\n return this.redraw();\n },\n // @method isEmpty(): Boolean\n // Returns `true` if the Polyline has no LatLngs.\n isEmpty: function isEmpty() {\n return !this._latlngs.length;\n },\n // @method closestLayerPoint(p: Point): Point\n // Returns the point closest to `p` on the Polyline.\n closestLayerPoint: function closestLayerPoint(p) {\n var minDistance = Infinity,\n minPoint = null,\n closest = _sqClosestPointOnSegment,\n p1,\n p2;\n\n for (var j = 0, jLen = this._parts.length; j < jLen; j++) {\n var points = this._parts[j];\n\n for (var i = 1, len = points.length; i < len; i++) {\n p1 = points[i - 1];\n p2 = points[i];\n var sqDist = closest(p, p1, p2, true);\n\n if (sqDist < minDistance) {\n minDistance = sqDist;\n minPoint = closest(p, p1, p2);\n }\n }\n }\n\n if (minPoint) {\n minPoint.distance = Math.sqrt(minDistance);\n }\n\n return minPoint;\n },\n // @method getCenter(): LatLng\n // Returns the center ([centroid](http://en.wikipedia.org/wiki/Centroid)) of the polyline.\n getCenter: function getCenter() {\n // throws error when not yet added to map as this center calculation requires projected coordinates\n if (!this._map) {\n throw new Error('Must add layer to map before using getCenter()');\n }\n\n var i,\n halfDist,\n segDist,\n dist,\n p1,\n p2,\n ratio,\n points = this._rings[0],\n len = points.length;\n\n if (!len) {\n return null;\n } // polyline centroid algorithm; only uses the first ring if there are multiple\n\n\n for (i = 0, halfDist = 0; i < len - 1; i++) {\n halfDist += points[i].distanceTo(points[i + 1]) / 2;\n } // The line is so small in the current view that all points are on the same pixel.\n\n\n if (halfDist === 0) {\n return this._map.layerPointToLatLng(points[0]);\n }\n\n for (i = 0, dist = 0; i < len - 1; i++) {\n p1 = points[i];\n p2 = points[i + 1];\n segDist = p1.distanceTo(p2);\n dist += segDist;\n\n if (dist > halfDist) {\n ratio = (dist - halfDist) / segDist;\n return this._map.layerPointToLatLng([p2.x - ratio * (p2.x - p1.x), p2.y - ratio * (p2.y - p1.y)]);\n }\n }\n },\n // @method getBounds(): LatLngBounds\n // Returns the `LatLngBounds` of the path.\n getBounds: function getBounds() {\n return this._bounds;\n },\n // @method addLatLng(latlng: LatLng, latlngs?: LatLng[]): this\n // Adds a given point to the polyline. By default, adds to the first ring of\n // the polyline in case of a multi-polyline, but can be overridden by passing\n // a specific ring as a LatLng array (that you can earlier access with [`getLatLngs`](#polyline-getlatlngs)).\n addLatLng: function addLatLng(latlng, latlngs) {\n latlngs = latlngs || this._defaultShape();\n latlng = toLatLng(latlng);\n latlngs.push(latlng);\n\n this._bounds.extend(latlng);\n\n return this.redraw();\n },\n _setLatLngs: function _setLatLngs(latlngs) {\n this._bounds = new LatLngBounds();\n this._latlngs = this._convertLatLngs(latlngs);\n },\n _defaultShape: function _defaultShape() {\n return isFlat(this._latlngs) ? this._latlngs : this._latlngs[0];\n },\n // recursively convert latlngs input into actual LatLng instances; calculate bounds along the way\n _convertLatLngs: function _convertLatLngs(latlngs) {\n var result = [],\n flat = isFlat(latlngs);\n\n for (var i = 0, len = latlngs.length; i < len; i++) {\n if (flat) {\n result[i] = toLatLng(latlngs[i]);\n\n this._bounds.extend(result[i]);\n } else {\n result[i] = this._convertLatLngs(latlngs[i]);\n }\n }\n\n return result;\n },\n _project: function _project() {\n var pxBounds = new Bounds();\n this._rings = [];\n\n this._projectLatlngs(this._latlngs, this._rings, pxBounds);\n\n if (this._bounds.isValid() && pxBounds.isValid()) {\n this._rawPxBounds = pxBounds;\n\n this._updateBounds();\n }\n },\n _updateBounds: function _updateBounds() {\n var w = this._clickTolerance(),\n p = new Point(w, w);\n\n this._pxBounds = new Bounds([this._rawPxBounds.min.subtract(p), this._rawPxBounds.max.add(p)]);\n },\n // recursively turns latlngs into a set of rings with projected coordinates\n _projectLatlngs: function _projectLatlngs(latlngs, result, projectedBounds) {\n var flat = latlngs[0] instanceof LatLng,\n len = latlngs.length,\n i,\n ring;\n\n if (flat) {\n ring = [];\n\n for (i = 0; i < len; i++) {\n ring[i] = this._map.latLngToLayerPoint(latlngs[i]);\n projectedBounds.extend(ring[i]);\n }\n\n result.push(ring);\n } else {\n for (i = 0; i < len; i++) {\n this._projectLatlngs(latlngs[i], result, projectedBounds);\n }\n }\n },\n // clip polyline by renderer bounds so that we have less to render for performance\n _clipPoints: function _clipPoints() {\n var bounds = this._renderer._bounds;\n this._parts = [];\n\n if (!this._pxBounds || !this._pxBounds.intersects(bounds)) {\n return;\n }\n\n if (this.options.noClip) {\n this._parts = this._rings;\n return;\n }\n\n var parts = this._parts,\n i,\n j,\n k,\n len,\n len2,\n segment,\n points;\n\n for (i = 0, k = 0, len = this._rings.length; i < len; i++) {\n points = this._rings[i];\n\n for (j = 0, len2 = points.length; j < len2 - 1; j++) {\n segment = clipSegment(points[j], points[j + 1], bounds, j, true);\n\n if (!segment) {\n continue;\n }\n\n parts[k] = parts[k] || [];\n parts[k].push(segment[0]); // if segment goes out of screen, or it's the last one, it's the end of the line part\n\n if (segment[1] !== points[j + 1] || j === len2 - 2) {\n parts[k].push(segment[1]);\n k++;\n }\n }\n }\n },\n // simplify each clipped part of the polyline for performance\n _simplifyPoints: function _simplifyPoints() {\n var parts = this._parts,\n tolerance = this.options.smoothFactor;\n\n for (var i = 0, len = parts.length; i < len; i++) {\n parts[i] = simplify(parts[i], tolerance);\n }\n },\n _update: function _update() {\n if (!this._map) {\n return;\n }\n\n this._clipPoints();\n\n this._simplifyPoints();\n\n this._updatePath();\n },\n _updatePath: function _updatePath() {\n this._renderer._updatePoly(this);\n },\n // Needed by the `Canvas` renderer for interactivity\n _containsPoint: function _containsPoint(p, closed) {\n var i,\n j,\n k,\n len,\n len2,\n part,\n w = this._clickTolerance();\n\n if (!this._pxBounds || !this._pxBounds.contains(p)) {\n return false;\n } // hit detection for polylines\n\n\n for (i = 0, len = this._parts.length; i < len; i++) {\n part = this._parts[i];\n\n for (j = 0, len2 = part.length, k = len2 - 1; j < len2; k = j++) {\n if (!closed && j === 0) {\n continue;\n }\n\n if (pointToSegmentDistance(p, part[k], part[j]) <= w) {\n return true;\n }\n }\n }\n\n return false;\n }\n }); // @factory L.polyline(latlngs: LatLng[], options?: Polyline options)\n // Instantiates a polyline object given an array of geographical points and\n // optionally an options object. You can create a `Polyline` object with\n // multiple separate lines (`MultiPolyline`) by passing an array of arrays\n // of geographic points.\n\n function polyline(latlngs, options) {\n return new Polyline(latlngs, options);\n } // Retrocompat. Allow plugins to support Leaflet versions before and after 1.1.\n\n\n Polyline._flat = _flat;\n /*\n * @class Polygon\n * @aka L.Polygon\n * @inherits Polyline\n *\n * A class for drawing polygon overlays on a map. Extends `Polyline`.\n *\n * Note that points you pass when creating a polygon shouldn't have an additional last point equal to the first one — it's better to filter out such points.\n *\n *\n * @example\n *\n * ```js\n * // create a red polygon from an array of LatLng points\n * var latlngs = [[37, -109.05],[41, -109.03],[41, -102.05],[37, -102.04]];\n *\n * var polygon = L.polygon(latlngs, {color: 'red'}).addTo(map);\n *\n * // zoom the map to the polygon\n * map.fitBounds(polygon.getBounds());\n * ```\n *\n * You can also pass an array of arrays of latlngs, with the first array representing the outer shape and the other arrays representing holes in the outer shape:\n *\n * ```js\n * var latlngs = [\n * [[37, -109.05],[41, -109.03],[41, -102.05],[37, -102.04]], // outer ring\n * [[37.29, -108.58],[40.71, -108.58],[40.71, -102.50],[37.29, -102.50]] // hole\n * ];\n * ```\n *\n * Additionally, you can pass a multi-dimensional array to represent a MultiPolygon shape.\n *\n * ```js\n * var latlngs = [\n * [ // first polygon\n * [[37, -109.05],[41, -109.03],[41, -102.05],[37, -102.04]], // outer ring\n * [[37.29, -108.58],[40.71, -108.58],[40.71, -102.50],[37.29, -102.50]] // hole\n * ],\n * [ // second polygon\n * [[41, -111.03],[45, -111.04],[45, -104.05],[41, -104.05]]\n * ]\n * ];\n * ```\n */\n\n var Polygon = Polyline.extend({\n options: {\n fill: true\n },\n isEmpty: function isEmpty() {\n return !this._latlngs.length || !this._latlngs[0].length;\n },\n getCenter: function getCenter() {\n // throws error when not yet added to map as this center calculation requires projected coordinates\n if (!this._map) {\n throw new Error('Must add layer to map before using getCenter()');\n }\n\n var i,\n j,\n p1,\n p2,\n f,\n area,\n x,\n y,\n center,\n points = this._rings[0],\n len = points.length;\n\n if (!len) {\n return null;\n } // polygon centroid algorithm; only uses the first ring if there are multiple\n\n\n area = x = y = 0;\n\n for (i = 0, j = len - 1; i < len; j = i++) {\n p1 = points[i];\n p2 = points[j];\n f = p1.y * p2.x - p2.y * p1.x;\n x += (p1.x + p2.x) * f;\n y += (p1.y + p2.y) * f;\n area += f * 3;\n }\n\n if (area === 0) {\n // Polygon is so small that all points are on same pixel.\n center = points[0];\n } else {\n center = [x / area, y / area];\n }\n\n return this._map.layerPointToLatLng(center);\n },\n _convertLatLngs: function _convertLatLngs(latlngs) {\n var result = Polyline.prototype._convertLatLngs.call(this, latlngs),\n len = result.length; // remove last point if it equals first one\n\n\n if (len >= 2 && result[0] instanceof LatLng && result[0].equals(result[len - 1])) {\n result.pop();\n }\n\n return result;\n },\n _setLatLngs: function _setLatLngs(latlngs) {\n Polyline.prototype._setLatLngs.call(this, latlngs);\n\n if (isFlat(this._latlngs)) {\n this._latlngs = [this._latlngs];\n }\n },\n _defaultShape: function _defaultShape() {\n return isFlat(this._latlngs[0]) ? this._latlngs[0] : this._latlngs[0][0];\n },\n _clipPoints: function _clipPoints() {\n // polygons need a different clipping algorithm so we redefine that\n var bounds = this._renderer._bounds,\n w = this.options.weight,\n p = new Point(w, w); // increase clip padding by stroke width to avoid stroke on clip edges\n\n bounds = new Bounds(bounds.min.subtract(p), bounds.max.add(p));\n this._parts = [];\n\n if (!this._pxBounds || !this._pxBounds.intersects(bounds)) {\n return;\n }\n\n if (this.options.noClip) {\n this._parts = this._rings;\n return;\n }\n\n for (var i = 0, len = this._rings.length, clipped; i < len; i++) {\n clipped = clipPolygon(this._rings[i], bounds, true);\n\n if (clipped.length) {\n this._parts.push(clipped);\n }\n }\n },\n _updatePath: function _updatePath() {\n this._renderer._updatePoly(this, true);\n },\n // Needed by the `Canvas` renderer for interactivity\n _containsPoint: function _containsPoint(p) {\n var inside = false,\n part,\n p1,\n p2,\n i,\n j,\n k,\n len,\n len2;\n\n if (!this._pxBounds || !this._pxBounds.contains(p)) {\n return false;\n } // ray casting algorithm for detecting if point is in polygon\n\n\n for (i = 0, len = this._parts.length; i < len; i++) {\n part = this._parts[i];\n\n for (j = 0, len2 = part.length, k = len2 - 1; j < len2; k = j++) {\n p1 = part[j];\n p2 = part[k];\n\n if (p1.y > p.y !== p2.y > p.y && p.x < (p2.x - p1.x) * (p.y - p1.y) / (p2.y - p1.y) + p1.x) {\n inside = !inside;\n }\n }\n } // also check if it's on polygon stroke\n\n\n return inside || Polyline.prototype._containsPoint.call(this, p, true);\n }\n }); // @factory L.polygon(latlngs: LatLng[], options?: Polyline options)\n\n function polygon(latlngs, options) {\n return new Polygon(latlngs, options);\n }\n /*\r\n * @class GeoJSON\r\n * @aka L.GeoJSON\r\n * @inherits FeatureGroup\r\n *\r\n * Represents a GeoJSON object or an array of GeoJSON objects. Allows you to parse\r\n * GeoJSON data and display it on the map. Extends `FeatureGroup`.\r\n *\r\n * @example\r\n *\r\n * ```js\r\n * L.geoJSON(data, {\r\n * \tstyle: function (feature) {\r\n * \t\treturn {color: feature.properties.color};\r\n * \t}\r\n * }).bindPopup(function (layer) {\r\n * \treturn layer.feature.properties.description;\r\n * }).addTo(map);\r\n * ```\r\n */\n\n\n var GeoJSON = FeatureGroup.extend({\n /* @section\r\n * @aka GeoJSON options\r\n *\r\n * @option pointToLayer: Function = *\r\n * A `Function` defining how GeoJSON points spawn Leaflet layers. It is internally\r\n * called when data is added, passing the GeoJSON point feature and its `LatLng`.\r\n * The default is to spawn a default `Marker`:\r\n * ```js\r\n * function(geoJsonPoint, latlng) {\r\n * \treturn L.marker(latlng);\r\n * }\r\n * ```\r\n *\r\n * @option style: Function = *\r\n * A `Function` defining the `Path options` for styling GeoJSON lines and polygons,\r\n * called internally when data is added.\r\n * The default value is to not override any defaults:\r\n * ```js\r\n * function (geoJsonFeature) {\r\n * \treturn {}\r\n * }\r\n * ```\r\n *\r\n * @option onEachFeature: Function = *\r\n * A `Function` that will be called once for each created `Feature`, after it has\r\n * been created and styled. Useful for attaching events and popups to features.\r\n * The default is to do nothing with the newly created layers:\r\n * ```js\r\n * function (feature, layer) {}\r\n * ```\r\n *\r\n * @option filter: Function = *\r\n * A `Function` that will be used to decide whether to include a feature or not.\r\n * The default is to include all features:\r\n * ```js\r\n * function (geoJsonFeature) {\r\n * \treturn true;\r\n * }\r\n * ```\r\n * Note: dynamically changing the `filter` option will have effect only on newly\r\n * added data. It will _not_ re-evaluate already included features.\r\n *\r\n * @option coordsToLatLng: Function = *\r\n * A `Function` that will be used for converting GeoJSON coordinates to `LatLng`s.\r\n * The default is the `coordsToLatLng` static method.\r\n *\r\n * @option markersInheritOptions: Boolean = false\r\n * Whether default Markers for \"Point\" type Features inherit from group options.\r\n */\n initialize: function initialize(geojson, options) {\n setOptions(this, options);\n this._layers = {};\n\n if (geojson) {\n this.addData(geojson);\n }\n },\n // @method addData( data ): this\n // Adds a GeoJSON object to the layer.\n addData: function addData(geojson) {\n var features = isArray(geojson) ? geojson : geojson.features,\n i,\n len,\n feature;\n\n if (features) {\n for (i = 0, len = features.length; i < len; i++) {\n // only add this if geometry or geometries are set and not null\n feature = features[i];\n\n if (feature.geometries || feature.geometry || feature.features || feature.coordinates) {\n this.addData(feature);\n }\n }\n\n return this;\n }\n\n var options = this.options;\n\n if (options.filter && !options.filter(geojson)) {\n return this;\n }\n\n var layer = geometryToLayer(geojson, options);\n\n if (!layer) {\n return this;\n }\n\n layer.feature = asFeature(geojson);\n layer.defaultOptions = layer.options;\n this.resetStyle(layer);\n\n if (options.onEachFeature) {\n options.onEachFeature(geojson, layer);\n }\n\n return this.addLayer(layer);\n },\n // @method resetStyle( layer? ): this\n // Resets the given vector layer's style to the original GeoJSON style, useful for resetting style after hover events.\n // If `layer` is omitted, the style of all features in the current layer is reset.\n resetStyle: function resetStyle(layer) {\n if (layer === undefined) {\n return this.eachLayer(this.resetStyle, this);\n } // reset any custom styles\n\n\n layer.options = extend({}, layer.defaultOptions);\n\n this._setLayerStyle(layer, this.options.style);\n\n return this;\n },\n // @method setStyle( style ): this\n // Changes styles of GeoJSON vector layers with the given style function.\n setStyle: function setStyle(style) {\n return this.eachLayer(function (layer) {\n this._setLayerStyle(layer, style);\n }, this);\n },\n _setLayerStyle: function _setLayerStyle(layer, style) {\n if (layer.setStyle) {\n if (typeof style === 'function') {\n style = style(layer.feature);\n }\n\n layer.setStyle(style);\n }\n }\n }); // @section\n // There are several static functions which can be called without instantiating L.GeoJSON:\n // @function geometryToLayer(featureData: Object, options?: GeoJSON options): Layer\n // Creates a `Layer` from a given GeoJSON feature. Can use a custom\n // [`pointToLayer`](#geojson-pointtolayer) and/or [`coordsToLatLng`](#geojson-coordstolatlng)\n // functions if provided as options.\n\n function geometryToLayer(geojson, options) {\n var geometry = geojson.type === 'Feature' ? geojson.geometry : geojson,\n coords = geometry ? geometry.coordinates : null,\n layers = [],\n pointToLayer = options && options.pointToLayer,\n _coordsToLatLng = options && options.coordsToLatLng || coordsToLatLng,\n latlng,\n latlngs,\n i,\n len;\n\n if (!coords && !geometry) {\n return null;\n }\n\n switch (geometry.type) {\n case 'Point':\n latlng = _coordsToLatLng(coords);\n return _pointToLayer(pointToLayer, geojson, latlng, options);\n\n case 'MultiPoint':\n for (i = 0, len = coords.length; i < len; i++) {\n latlng = _coordsToLatLng(coords[i]);\n layers.push(_pointToLayer(pointToLayer, geojson, latlng, options));\n }\n\n return new FeatureGroup(layers);\n\n case 'LineString':\n case 'MultiLineString':\n latlngs = coordsToLatLngs(coords, geometry.type === 'LineString' ? 0 : 1, _coordsToLatLng);\n return new Polyline(latlngs, options);\n\n case 'Polygon':\n case 'MultiPolygon':\n latlngs = coordsToLatLngs(coords, geometry.type === 'Polygon' ? 1 : 2, _coordsToLatLng);\n return new Polygon(latlngs, options);\n\n case 'GeometryCollection':\n for (i = 0, len = geometry.geometries.length; i < len; i++) {\n var layer = geometryToLayer({\n geometry: geometry.geometries[i],\n type: 'Feature',\n properties: geojson.properties\n }, options);\n\n if (layer) {\n layers.push(layer);\n }\n }\n\n return new FeatureGroup(layers);\n\n default:\n throw new Error('Invalid GeoJSON object.');\n }\n }\n\n function _pointToLayer(pointToLayerFn, geojson, latlng, options) {\n return pointToLayerFn ? pointToLayerFn(geojson, latlng) : new Marker(latlng, options && options.markersInheritOptions && options);\n } // @function coordsToLatLng(coords: Array): LatLng\n // Creates a `LatLng` object from an array of 2 numbers (longitude, latitude)\n // or 3 numbers (longitude, latitude, altitude) used in GeoJSON for points.\n\n\n function coordsToLatLng(coords) {\n return new LatLng(coords[1], coords[0], coords[2]);\n } // @function coordsToLatLngs(coords: Array, levelsDeep?: Number, coordsToLatLng?: Function): Array\n // Creates a multidimensional array of `LatLng`s from a GeoJSON coordinates array.\n // `levelsDeep` specifies the nesting level (0 is for an array of points, 1 for an array of arrays of points, etc., 0 by default).\n // Can use a custom [`coordsToLatLng`](#geojson-coordstolatlng) function.\n\n\n function coordsToLatLngs(coords, levelsDeep, _coordsToLatLng) {\n var latlngs = [];\n\n for (var i = 0, len = coords.length, latlng; i < len; i++) {\n latlng = levelsDeep ? coordsToLatLngs(coords[i], levelsDeep - 1, _coordsToLatLng) : (_coordsToLatLng || coordsToLatLng)(coords[i]);\n latlngs.push(latlng);\n }\n\n return latlngs;\n } // @function latLngToCoords(latlng: LatLng, precision?: Number): Array\n // Reverse of [`coordsToLatLng`](#geojson-coordstolatlng)\n\n\n function latLngToCoords(latlng, precision) {\n precision = typeof precision === 'number' ? precision : 6;\n return latlng.alt !== undefined ? [formatNum(latlng.lng, precision), formatNum(latlng.lat, precision), formatNum(latlng.alt, precision)] : [formatNum(latlng.lng, precision), formatNum(latlng.lat, precision)];\n } // @function latLngsToCoords(latlngs: Array, levelsDeep?: Number, closed?: Boolean): Array\n // Reverse of [`coordsToLatLngs`](#geojson-coordstolatlngs)\n // `closed` determines whether the first point should be appended to the end of the array to close the feature, only used when `levelsDeep` is 0. False by default.\n\n\n function latLngsToCoords(latlngs, levelsDeep, closed, precision) {\n var coords = [];\n\n for (var i = 0, len = latlngs.length; i < len; i++) {\n coords.push(levelsDeep ? latLngsToCoords(latlngs[i], levelsDeep - 1, closed, precision) : latLngToCoords(latlngs[i], precision));\n }\n\n if (!levelsDeep && closed) {\n coords.push(coords[0]);\n }\n\n return coords;\n }\n\n function getFeature(layer, newGeometry) {\n return layer.feature ? extend({}, layer.feature, {\n geometry: newGeometry\n }) : asFeature(newGeometry);\n } // @function asFeature(geojson: Object): Object\n // Normalize GeoJSON geometries/features into GeoJSON features.\n\n\n function asFeature(geojson) {\n if (geojson.type === 'Feature' || geojson.type === 'FeatureCollection') {\n return geojson;\n }\n\n return {\n type: 'Feature',\n properties: {},\n geometry: geojson\n };\n }\n\n var PointToGeoJSON = {\n toGeoJSON: function toGeoJSON(precision) {\n return getFeature(this, {\n type: 'Point',\n coordinates: latLngToCoords(this.getLatLng(), precision)\n });\n }\n }; // @namespace Marker\n // @section Other methods\n // @method toGeoJSON(precision?: Number): Object\n // `precision` is the number of decimal places for coordinates.\n // The default value is 6 places.\n // Returns a [`GeoJSON`](http://en.wikipedia.org/wiki/GeoJSON) representation of the marker (as a GeoJSON `Point` Feature).\n\n Marker.include(PointToGeoJSON); // @namespace CircleMarker\n // @method toGeoJSON(precision?: Number): Object\n // `precision` is the number of decimal places for coordinates.\n // The default value is 6 places.\n // Returns a [`GeoJSON`](http://en.wikipedia.org/wiki/GeoJSON) representation of the circle marker (as a GeoJSON `Point` Feature).\n\n Circle.include(PointToGeoJSON);\n CircleMarker.include(PointToGeoJSON); // @namespace Polyline\n // @method toGeoJSON(precision?: Number): Object\n // `precision` is the number of decimal places for coordinates.\n // The default value is 6 places.\n // Returns a [`GeoJSON`](http://en.wikipedia.org/wiki/GeoJSON) representation of the polyline (as a GeoJSON `LineString` or `MultiLineString` Feature).\n\n Polyline.include({\n toGeoJSON: function toGeoJSON(precision) {\n var multi = !isFlat(this._latlngs);\n var coords = latLngsToCoords(this._latlngs, multi ? 1 : 0, false, precision);\n return getFeature(this, {\n type: (multi ? 'Multi' : '') + 'LineString',\n coordinates: coords\n });\n }\n }); // @namespace Polygon\n // @method toGeoJSON(precision?: Number): Object\n // `precision` is the number of decimal places for coordinates.\n // The default value is 6 places.\n // Returns a [`GeoJSON`](http://en.wikipedia.org/wiki/GeoJSON) representation of the polygon (as a GeoJSON `Polygon` or `MultiPolygon` Feature).\n\n Polygon.include({\n toGeoJSON: function toGeoJSON(precision) {\n var holes = !isFlat(this._latlngs),\n multi = holes && !isFlat(this._latlngs[0]);\n var coords = latLngsToCoords(this._latlngs, multi ? 2 : holes ? 1 : 0, true, precision);\n\n if (!holes) {\n coords = [coords];\n }\n\n return getFeature(this, {\n type: (multi ? 'Multi' : '') + 'Polygon',\n coordinates: coords\n });\n }\n }); // @namespace LayerGroup\n\n LayerGroup.include({\n toMultiPoint: function toMultiPoint(precision) {\n var coords = [];\n this.eachLayer(function (layer) {\n coords.push(layer.toGeoJSON(precision).geometry.coordinates);\n });\n return getFeature(this, {\n type: 'MultiPoint',\n coordinates: coords\n });\n },\n // @method toGeoJSON(precision?: Number): Object\n // `precision` is the number of decimal places for coordinates.\n // The default value is 6 places.\n // Returns a [`GeoJSON`](http://en.wikipedia.org/wiki/GeoJSON) representation of the layer group (as a GeoJSON `FeatureCollection`, `GeometryCollection`, or `MultiPoint`).\n toGeoJSON: function toGeoJSON(precision) {\n var type = this.feature && this.feature.geometry && this.feature.geometry.type;\n\n if (type === 'MultiPoint') {\n return this.toMultiPoint(precision);\n }\n\n var isGeometryCollection = type === 'GeometryCollection',\n jsons = [];\n this.eachLayer(function (layer) {\n if (layer.toGeoJSON) {\n var json = layer.toGeoJSON(precision);\n\n if (isGeometryCollection) {\n jsons.push(json.geometry);\n } else {\n var feature = asFeature(json); // Squash nested feature collections\n\n if (feature.type === 'FeatureCollection') {\n jsons.push.apply(jsons, feature.features);\n } else {\n jsons.push(feature);\n }\n }\n }\n });\n\n if (isGeometryCollection) {\n return getFeature(this, {\n geometries: jsons,\n type: 'GeometryCollection'\n });\n }\n\n return {\n type: 'FeatureCollection',\n features: jsons\n };\n }\n }); // @namespace GeoJSON\n // @factory L.geoJSON(geojson?: Object, options?: GeoJSON options)\n // Creates a GeoJSON layer. Optionally accepts an object in\n // [GeoJSON format](https://tools.ietf.org/html/rfc7946) to display on the map\n // (you can alternatively add it later with `addData` method) and an `options` object.\n\n function geoJSON(geojson, options) {\n return new GeoJSON(geojson, options);\n } // Backward compatibility.\n\n\n var geoJson = geoJSON;\n /*\r\n * @class ImageOverlay\r\n * @aka L.ImageOverlay\r\n * @inherits Interactive layer\r\n *\r\n * Used to load and display a single image over specific bounds of the map. Extends `Layer`.\r\n *\r\n * @example\r\n *\r\n * ```js\r\n * var imageUrl = 'http://www.lib.utexas.edu/maps/historical/newark_nj_1922.jpg',\r\n * \timageBounds = [[40.712216, -74.22655], [40.773941, -74.12544]];\r\n * L.imageOverlay(imageUrl, imageBounds).addTo(map);\r\n * ```\r\n */\n\n var ImageOverlay = Layer.extend({\n // @section\n // @aka ImageOverlay options\n options: {\n // @option opacity: Number = 1.0\n // The opacity of the image overlay.\n opacity: 1,\n // @option alt: String = ''\n // Text for the `alt` attribute of the image (useful for accessibility).\n alt: '',\n // @option interactive: Boolean = false\n // If `true`, the image overlay will emit [mouse events](#interactive-layer) when clicked or hovered.\n interactive: false,\n // @option crossOrigin: Boolean|String = false\n // Whether the crossOrigin attribute will be added to the image.\n // If a String is provided, the image will have its crossOrigin attribute set to the String provided. This is needed if you want to access image pixel data.\n // Refer to [CORS Settings](https://developer.mozilla.org/en-US/docs/Web/HTML/CORS_settings_attributes) for valid String values.\n crossOrigin: false,\n // @option errorOverlayUrl: String = ''\n // URL to the overlay image to show in place of the overlay that failed to load.\n errorOverlayUrl: '',\n // @option zIndex: Number = 1\n // The explicit [zIndex](https://developer.mozilla.org/docs/Web/CSS/CSS_Positioning/Understanding_z_index) of the overlay layer.\n zIndex: 1,\n // @option className: String = ''\n // A custom class name to assign to the image. Empty by default.\n className: ''\n },\n initialize: function initialize(url, bounds, options) {\n // (String, LatLngBounds, Object)\n this._url = url;\n this._bounds = toLatLngBounds(bounds);\n setOptions(this, options);\n },\n onAdd: function onAdd() {\n if (!this._image) {\n this._initImage();\n\n if (this.options.opacity < 1) {\n this._updateOpacity();\n }\n }\n\n if (this.options.interactive) {\n addClass(this._image, 'leaflet-interactive');\n this.addInteractiveTarget(this._image);\n }\n\n this.getPane().appendChild(this._image);\n\n this._reset();\n },\n onRemove: function onRemove() {\n _remove(this._image);\n\n if (this.options.interactive) {\n this.removeInteractiveTarget(this._image);\n }\n },\n // @method setOpacity(opacity: Number): this\n // Sets the opacity of the overlay.\n setOpacity: function setOpacity(opacity) {\n this.options.opacity = opacity;\n\n if (this._image) {\n this._updateOpacity();\n }\n\n return this;\n },\n setStyle: function setStyle(styleOpts) {\n if (styleOpts.opacity) {\n this.setOpacity(styleOpts.opacity);\n }\n\n return this;\n },\n // @method bringToFront(): this\n // Brings the layer to the top of all overlays.\n bringToFront: function bringToFront() {\n if (this._map) {\n toFront(this._image);\n }\n\n return this;\n },\n // @method bringToBack(): this\n // Brings the layer to the bottom of all overlays.\n bringToBack: function bringToBack() {\n if (this._map) {\n toBack(this._image);\n }\n\n return this;\n },\n // @method setUrl(url: String): this\n // Changes the URL of the image.\n setUrl: function setUrl(url) {\n this._url = url;\n\n if (this._image) {\n this._image.src = url;\n }\n\n return this;\n },\n // @method setBounds(bounds: LatLngBounds): this\n // Update the bounds that this ImageOverlay covers\n setBounds: function setBounds(bounds) {\n this._bounds = toLatLngBounds(bounds);\n\n if (this._map) {\n this._reset();\n }\n\n return this;\n },\n getEvents: function getEvents() {\n var events = {\n zoom: this._reset,\n viewreset: this._reset\n };\n\n if (this._zoomAnimated) {\n events.zoomanim = this._animateZoom;\n }\n\n return events;\n },\n // @method setZIndex(value: Number): this\n // Changes the [zIndex](#imageoverlay-zindex) of the image overlay.\n setZIndex: function setZIndex(value) {\n this.options.zIndex = value;\n\n this._updateZIndex();\n\n return this;\n },\n // @method getBounds(): LatLngBounds\n // Get the bounds that this ImageOverlay covers\n getBounds: function getBounds() {\n return this._bounds;\n },\n // @method getElement(): HTMLElement\n // Returns the instance of [`HTMLImageElement`](https://developer.mozilla.org/docs/Web/API/HTMLImageElement)\n // used by this overlay.\n getElement: function getElement() {\n return this._image;\n },\n _initImage: function _initImage() {\n var wasElementSupplied = this._url.tagName === 'IMG';\n var img = this._image = wasElementSupplied ? this._url : create$1('img');\n addClass(img, 'leaflet-image-layer');\n\n if (this._zoomAnimated) {\n addClass(img, 'leaflet-zoom-animated');\n }\n\n if (this.options.className) {\n addClass(img, this.options.className);\n }\n\n img.onselectstart = falseFn;\n img.onmousemove = falseFn; // @event load: Event\n // Fired when the ImageOverlay layer has loaded its image\n\n img.onload = bind(this.fire, this, 'load');\n img.onerror = bind(this._overlayOnError, this, 'error');\n\n if (this.options.crossOrigin || this.options.crossOrigin === '') {\n img.crossOrigin = this.options.crossOrigin === true ? '' : this.options.crossOrigin;\n }\n\n if (this.options.zIndex) {\n this._updateZIndex();\n }\n\n if (wasElementSupplied) {\n this._url = img.src;\n return;\n }\n\n img.src = this._url;\n img.alt = this.options.alt;\n },\n _animateZoom: function _animateZoom(e) {\n var scale = this._map.getZoomScale(e.zoom),\n offset = this._map._latLngBoundsToNewLayerBounds(this._bounds, e.zoom, e.center).min;\n\n setTransform(this._image, offset, scale);\n },\n _reset: function _reset() {\n var image = this._image,\n bounds = new Bounds(this._map.latLngToLayerPoint(this._bounds.getNorthWest()), this._map.latLngToLayerPoint(this._bounds.getSouthEast())),\n size = bounds.getSize();\n setPosition(image, bounds.min);\n image.style.width = size.x + 'px';\n image.style.height = size.y + 'px';\n },\n _updateOpacity: function _updateOpacity() {\n _setOpacity(this._image, this.options.opacity);\n },\n _updateZIndex: function _updateZIndex() {\n if (this._image && this.options.zIndex !== undefined && this.options.zIndex !== null) {\n this._image.style.zIndex = this.options.zIndex;\n }\n },\n _overlayOnError: function _overlayOnError() {\n // @event error: Event\n // Fired when the ImageOverlay layer fails to load its image\n this.fire('error');\n var errorUrl = this.options.errorOverlayUrl;\n\n if (errorUrl && this._url !== errorUrl) {\n this._url = errorUrl;\n this._image.src = errorUrl;\n }\n }\n }); // @factory L.imageOverlay(imageUrl: String, bounds: LatLngBounds, options?: ImageOverlay options)\n // Instantiates an image overlay object given the URL of the image and the\n // geographical bounds it is tied to.\n\n var imageOverlay = function imageOverlay(url, bounds, options) {\n return new ImageOverlay(url, bounds, options);\n };\n /*\r\n * @class VideoOverlay\r\n * @aka L.VideoOverlay\r\n * @inherits ImageOverlay\r\n *\r\n * Used to load and display a video player over specific bounds of the map. Extends `ImageOverlay`.\r\n *\r\n * A video overlay uses the [`