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\"-!../node_modules/thread-loader/dist/cjs.js!../node_modules/babel-loader/lib/index.js??clonedRuleSet-40[0].rules[0].use[1]!../node_modules/@vue/vue-loader-v15/lib/index.js??vue-loader-options!./App.vue?vue&type=script&lang=js&\"","import { render, staticRenderFns } from \"./App.vue?vue&type=template&id=62cdd86e&\"\nimport script from \"./App.vue?vue&type=script&lang=js&\"\nexport * from \"./App.vue?vue&type=script&lang=js&\"\nimport style0 from \"./App.vue?vue&type=style&index=0&lang=scss&\"\n\n\n/* normalize component */\nimport normalizer from \"!../node_modules/@vue/vue-loader-v15/lib/runtime/componentNormalizer.js\"\nvar component = normalizer(\n script,\n render,\n staticRenderFns,\n false,\n null,\n null,\n null\n \n)\n\nexport default component.exports","import Vue from 'vue'\nimport VueRouter from 'vue-router'\n\nVue.use(VueRouter)\n\nconst router = new VueRouter({\n mode: 'hash',\n base: process.env.BASE_URL,\n routes: [{ path: '/', redirect: '/topic' }]\n})\n\nexport default router\n","const SAVE_METADATA = 'saveMetadata'\n\nexport function commitMetadata (commit, metadata) {\n commit(SAVE_METADATA, metadata)\n}\n\nfunction saveMetadata (state, metadata) {\n const modules = {}\n\n for (const key in metadata) {\n const m = metadata[key].group\n\n if (m != null) {\n if (modules[m] == null) {\n modules[m] = { key: m, members: [] }\n }\n\n modules[m].members.push(key)\n }\n }\n\n state.modules = modules\n state.metadata = metadata\n}\n\nconst mutators = {\n [SAVE_METADATA]: saveMetadata\n}\n\nexport default mutators\n","import Vue from 'vue'\nimport Vuex from 'vuex'\nimport { Hs } from '@rtidatascience/harness'\n\nimport SelectedParameterMutations from './mutations/selectedParameters'\n\nVue.use(Vuex)\n\nexport default new Vuex.Store({\n state: {\n selectedYear: 2022,\n isLoadingYear: false,\n metadata: {},\n modules: {},\n buildingFilter: {},\n selectedRowParameters: null,\n selectedColumnParameters: null,\n selectedFilter: null\n },\n getters: {\n getQuestion: (state) => (id) => state.metadata[id],\n buildingFilter: (state) => state.buildingFilter,\n year: (state) => state.selectedYear,\n rowId: (state) => state.selectedRowParameters && state.selectedRowParameters.id,\n rowQuestion: (state) => state.selectedRowParameters != null ? state.metadata[state.selectedRowParameters.id] : null,\n filteredRowQuestion: (state) => {\n if (state.selectedRowParameters == null) {\n return null\n }\n\n const question = state.metadata[state.selectedRowParameters.id]\n return filterQuestionBySelection(question, state.selectedRowParameters)\n },\n columnId: (state) => state.selectedColumnParameters && state.selectedColumnParameters.id,\n columnQuestion: (state) => state.selectedColumnParameters != null ? state.metadata[state.selectedColumnParameters.id] : null,\n filteredColumnQuestion: (state) => {\n if (state.selectedColumnParameters == null) {\n return null\n }\n\n const question = state.metadata[state.selectedColumnParameters.id]\n return filterQuestionBySelection(question, state.selectedColumnParameters)\n },\n filterId: (state) => state.selectedFilter && state.selectedFilter.id,\n filterQuestion: (state) => state.selectedFilter != null ? state.metadata[state.selectedFilter.id] : null,\n filterByQuestion: (state) => {\n if (state.selectedFilter == null) {\n return null\n }\n\n const question = state.metadata[state.selectedFilter.id]\n return filterQuestionBySelection(question, state.selectedFilter)\n }\n },\n mutations: {\n ...SelectedParameterMutations,\n buildFilter (state, payload) {\n if (payload == null) {\n state.buildingFilter = null\n } else {\n const hs = new Hs('topic', this)\n state.buildingFilter = {\n id: hs.getFilter('accordion'),\n values: payload\n }\n }\n },\n setYear (state, year) {\n state.selectedYear = year\n },\n setIsLoadingYear (state, isLoading) {\n state.isLoadingYear = isLoading\n },\n setRowQuestion (state) {\n state.selectedRowParameters = state.buildingFilter\n },\n clearRowQuestion (state) {\n state.selectedRowParameters = null\n },\n setColumnQuestion (state) {\n state.selectedColumnParameters = state.buildingFilter\n },\n clearColumnQuestion (state) {\n state.selectedColumnParameters = null\n },\n setFilterQuestion (state, filter) {\n if (filter.id == null) {\n state.selectedFilter = null\n } else {\n state.selectedFilter = filter\n }\n },\n clearFilterQuestion (state) {\n state.selectedFilter = null\n },\n swapSelectedQuestions (state) {\n if (state.selectedRowParameters != null && state.selectedColumnParameters != null) {\n const temp = state.selectedRowParameters\n state.selectedRowParameters = state.selectedColumnParameters\n state.selectedColumnParameters = temp\n }\n }\n }\n})\n\nfunction filterQuestionBySelection (question, selection) {\n const copy = { ...question, id: selection.id }\n copy.levels = copy.levels.filter(l => selection.values.find(v => v === l.value) != null)\n\n return copy\n}\n","var render = function () {var _vm=this;var _h=_vm.$createElement;var _c=_vm._self._c||_h;return _c('div',{staticClass:\"container\"},[_c('div',{staticClass:\"year-banner\"},[_c('p',[_c('label',{attrs:{\"for\":\"year-select\"}},[_vm._v(\"Data Year:\")]),_c('select',{directives:[{name:\"model\",rawName:\"v-model\",value:(_vm.dataYear),expression:\"dataYear\"}],staticClass:\"hcps-year-select\",attrs:{\"id\":\"year-select\"},on:{\"change\":function($event){var $$selectedVal = Array.prototype.filter.call($event.target.options,function(o){return o.selected}).map(function(o){var val = \"_value\" in o ? o._value : o.value;return val}); _vm.dataYear=$event.target.multiple ? $$selectedVal : $$selectedVal[0]}}},[_c('option',[_vm._v(\"2014\")]),_c('option',[_vm._v(\"2022\")])])]),_c('p',{staticClass:\"year-description\"},[_vm._v(\" Changing the year will clear the selected questions and filters. \")])]),_c('div',{staticClass:\"options\"},[_c('div',{staticClass:\"topics\"},[_c('sidebar-component')],1),_c('div',{staticClass:\"hcps-parameters\"},[(!_vm.isLoadingYear && _vm.chartData != null && _vm.chartData.data.length > 0)?_c('div',{staticClass:\"topbar clip-required\"},[_c('div',{staticClass:\"row\"},[_c('div',{staticClass:\"col-12 col-sm-6 col-md-3 topbar-option\"},[_c('filterGrid',{attrs:{\"only\":['showPercentage'],\"label-position\":'vertical',\"clear-button\":false}})],1),_c('div',{staticClass:\"col-12 col-sm-6 col-md-3 topbar-option\"},[_c('filterGrid',{attrs:{\"only\":['confidenceInterval'],\"label-position\":'vertical',\"clear-button\":false}})],1),_c('div',{staticClass:\"col-12 col-sm-6 col-md-3 topbar-option\"},[_c('filterGrid',{attrs:{\"only\":['showGraph'],\"label-position\":'vertical',\"clear-button\":false}})],1),_c('div',{staticClass:\"col-12 col-sm-6 col-md-3 topbar-option harness-ui-filtergrid-row\"},[_c('fieldset',[_c('legend',{staticClass:\"col-form-label harness-ui-radiogroup-legend\"},[_vm._v(\" Download: \")]),_c('div',{staticClass:\"topbar-option-value\"},[_c('button',{staticClass:\"download-button\",attrs:{\"aria-label\":\"Download chart as PNG\"},on:{\"click\":_vm.exportToPNG}},[_vm._v(\" Chart \"),_c('span',{staticClass:\"badge\"},[_vm._v(\"PNG\")])])]),_c('div',{staticClass:\"topbar-option-value\"},[_c('button',{staticClass:\"download-button\",attrs:{\"aria-label\":\"Download table as CSV\"},on:{\"click\":_vm.exportToCSV}},[_vm._v(\" Table \"),_c('span',{staticClass:\"badge\"},[_vm._v(\"CSV\")])])])])])])]):_vm._e(),_c('div',{attrs:{\"id\":\"dashboard-chart-container\"}},[(_vm.isLoadingYear || _vm.chartData == null || _vm.chartData.data.length === 0)?[_vm._m(0)]:(_vm.isChartNoResults())?[_vm._m(1)]:[_c('chartGrid',{class:(\"clip-required \" + (!_vm.showGraph && 'hidden')),attrs:{\"columns\":1,\"only\":['graphChart'],\"aria-hidden\":!_vm.showGraph}}),_c('chartGrid',{class:(\"clip-required \" + (_vm.showGraph && 'hidden')),attrs:{\"columns\":1,\"only\":['tableChart'],\"aria-hidden\":_vm.showGraph}}),(_vm.chartData != null && _vm.chartData.data.length > 0)?_c('div',{staticClass:\"table-footnotes clip-required\",attrs:{\"id\":\"dashboard-footnotes-container\"}},[_c('p',{staticClass:\"table-footnotes-header\"},[_vm._v(\" Notes: \")]),(_vm.chartData.footnotes.benchmark.hasBenchmark)?_c('div',{staticClass:\"table-footnotes-item\"},[_c('span',{staticClass:\"table-footnotes-benchmark-symbol\"},[_vm._v(_vm._s(_vm.chartData.footnotes.benchmark.symbol))]),_vm._v(\" \"+_vm._s(_vm.chartData.footnotes.benchmark.text)+\" \")]):_vm._e(),(_vm.chartData.footnotes.subpops)?_c('div',{staticClass:\"table-footnotes-item\"},[_c('p',[_vm._v(\" \"+_vm._s(_vm.chartData.footnotes.subpops.text)+\" \")]),(_vm.chartData.footnotes.subpops && _vm.chartData.footnotes.subpops.items)?_c('ul',_vm._l((_vm.chartData.footnotes.subpops.items),function(subpop){return _c('li',{key:subpop.id},[_vm._v(\" \"+_vm._s(subpop.text)+\" \")])}),0):_vm._e()]):_vm._e(),(_vm.chartData.footnotes.suppressed)?_c('div',{staticClass:\"table-footnotes-item\"},[_c('span',{staticClass:\"table-footnotes-suppressed-symbol\"},[_vm._v(_vm._s(_vm.chartData.footnotes.suppressed.symbol))]),_vm._v(\" \"+_vm._s(_vm.chartData.footnotes.suppressed.text)+\" \")]):_vm._e(),_c('div',{staticClass:\"table-footnotes-item\"},[_vm._v(\" \"+_vm._s(_vm.chartData.footnotes.variableName)+\" \")]),_c('div',{staticClass:\"table-footnotes-item\"},[_vm._v(\" \"+_vm._s(_vm.chartData.footnotes.weighting)+\" \")]),_c('div',{staticClass:\"table-footnotes-item\"},[_vm._v(\" \"+_vm._s(_vm.chartData.footnotes.compare2014)+\" \")])]):_vm._e()]],2)])])])}\nvar staticRenderFns = [function () {var _vm=this;var _h=_vm.$createElement;var _c=_vm._self._c||_h;return _c('div',{staticClass:\"alert-message alert-initial-state\"},[_c('p',[_vm._v(\" Select a Primary Question to get started. \")]),_c('p',[_vm._v(\" After you select a Primary Question, a chart or table will appear in this space. The chart or table will be updated as you make additional selections. \")])])},function () {var _vm=this;var _h=_vm.$createElement;var _c=_vm._self._c||_h;return _c('div',{staticClass:\"alert-message alert-no-results\"},[_c('p',[_vm._v(\" No survey responses are available for the selected analysis. As a result, no results can be produced. \")]),_c('p',[_vm._v(\" Please adjust the selected questions or filters. \")])])}]\n\nexport { render, staticRenderFns }","var render = function () {var _vm=this;var _h=_vm.$createElement;var _c=_vm._self._c||_h;return _c('div',{staticClass:\"sidebar-container\"},[_c('div',{staticClass:\"clear-questions\",class:{ disabled: _vm.needsFirstSelection }},[_c('button',{attrs:{\"disabled\":_vm.needsFirstSelection},on:{\"click\":function($event){return _vm.clearQuestions()}}},[_vm._v(\" Clear all selections \"),_c('i',{staticClass:\"bi bi-x-circle-fill\"})])]),_c('sidebar-topic',{attrs:{\"step\":1,\"title\":\"Primary Question\",\"description\":\"Select the primary survey question for the analysis. The results will show the distribution of this question's response categories.\",\"disabled\":_vm.isQuestionDisabled,\"selection-required\":true,\"selected-topic\":_vm.selectedRowQuestion},on:{\"onSelectTopic\":function($event){return _vm.selectFirst($event)}}}),_c('div',{staticClass:\"swap-questions\",class:{ disabled: _vm.needsFirstSelection || _vm.needsSecondSelection }},[_c('button',{attrs:{\"disabled\":_vm.needsFirstSelection || _vm.needsSecondSelection},on:{\"click\":function($event){return _vm.swapQuestions()}}},[_vm._v(\" Swap primary/comparison questions \"),_c('svg',{staticClass:\"swap-icon\",attrs:{\"xmlns\":\"http://www.w3.org/2000/svg\",\"viewBox\":\"0 0 16 16\",\"fill\":\"currentColor\"}},[_c('path',{attrs:{\"d\":\"m8 0c-4.418 0-8 3.582-8 8 0 4.418 3.582 8 8 8 4.418 0 8-3.582 8-8 0-4.418-3.582-8-8-8zm-2.162 4.004c0.25 0 0.5 0.1667 0.5 0.5v5.783l1.398-1.396c0.472-0.472 1.181 0.2374 0.709 0.709l-2.254 2.248c-0.1954 0.1959-0.5117 0.1959-0.707 0l-2.227-2.275c-0.472-0.472 0.235-1.179 0.707-0.707l1.373 1.422v-5.783c0-0.3333 0.25-0.5 0.5-0.5zm4.299 0c0.1282 0 0.2558 0.04856 0.3535 0.1465l2.254 2.25c0.4725 0.4715-0.237 1.179-0.709 0.707l-1.398-1.396v5.783c0 0.6667-1 0.6667-1 0v-5.783l-1.373 1.422c-0.472 0.472-1.179-0.235-0.707-0.707l2.227-2.275c0.09768-0.09793 0.2254-0.1465 0.3535-0.1465z\"}})])])]),_c('sidebar-topic',{attrs:{\"step\":2,\"title\":\"Comparison Question\",\"description\":\"To compare the results by another survey question, select the comparison question. The results will show the distribution of this question's response categories within each response category of the primary question.\",\"disabled\":_vm.isComparisonDisabled,\"selected-topic\":_vm.selectedColumnQuestion},on:{\"onSelectTopic\":function($event){return _vm.selectSecond($event)}}}),_c('sidebar-topic',{attrs:{\"step\":3,\"title\":\"Population Filter\",\"description\":\"To narrow the analysis to a subpopulation, select a survey question and one or more of its response categories. The results will be filtered to include only the patients in one of these categories. The filter is limited to one question at a time; you cannot combine categories from multiple questions into a single filter.\",\"disabled\":_vm.isFilterDisabled,\"selected-topic\":_vm.selectedFilterQuestion,\"selected-levels\":_vm.filterByQuestion,\"use-sub-selection\":true},on:{\"onSelectTopic\":function($event){return _vm.selectFilter($event)}}})],1)}\nvar staticRenderFns = []\n\nexport { render, staticRenderFns }","var render = function () {var _vm=this;var _h=_vm.$createElement;var _c=_vm._self._c||_h;return _c('div',{ref:\"container\",staticClass:\"sidebar-topic\",class:{ disabled: _vm.disabled }},[_c('div',{staticClass:\"sidebar-topic-header\"},[_c('h3',[_vm._v(_vm._s(_vm.step)+\" - \"+_vm._s(_vm.title))])]),_c('div',{staticClass:\"sidebar-topic-help-text\"},[_c('p',[_vm._v(\" \"+_vm._s(_vm.description)+\" \")])]),_c('div',{staticClass:\"sidebar-topic-action-zone\"},[_c('button',{staticClass:\"call-to-action\",attrs:{\"aria-label\":(\"Select the \" + _vm.title),\"disabled\":_vm.disabled},on:{\"click\":function($event){return _vm.openQuestions()}}},[_vm._v(\" Select \"),_c('i',{staticClass:\"bi bi-chevron-down\"})]),(_vm.selectedTopic)?_c('button',{attrs:{\"aria-label\":(\"Clear the \" + _vm.title),\"disabled\":_vm.disabled},on:{\"click\":function($event){return _vm.clearSelection()}}},[_vm._v(\" Clear \"),_c('i',{staticClass:\"bi bi-x-circle-fill\"})]):_vm._e()]),(_vm.disabled)?_c('div',{staticClass:\"sidebar-topic-disabled-message\"},[_c('i',[_vm._v(\"Selecting a \"+_vm._s(_vm.title)+\" is unavailable until a Primary Question is selected.\")])]):_vm._e(),(_vm.areQuestionsOpen)?_c('question-list',{attrs:{\"use-sub-selection\":_vm.useSubSelection,\"selected-levels\":_vm.selectedLevels,\"selected-question\":_vm.selectedTopic},on:{\"onSelectQuestion\":function($event){return _vm.selectQuestion($event)},\"onClosePopup\":function($event){return _vm.closeQuestions()},\"onListOpen\":function($event){return _vm.listOpened()}}}):_vm._e(),_c('div',{staticClass:\"sidebar-topic-selection\"},[(_vm.selectedTopic)?_c('dl',[_c('div',[_c('dt',[_vm._v(\"Selected question:\")]),_c('dd',[_vm._v(\" \"+_vm._s(_vm.selectedTopic.label)+\" \")])]),(_vm.useSubSelection && _vm.selectedLevels)?[_c('div',[_c('dt',[_vm._v(\"Selected categories:\")]),_c('dd',[_c('ul',_vm._l((_vm.selectedLevels.levels),function(level){return _c('li',{key:level.value},[_vm._v(\" \"+_vm._s(level.label)+\" \")])}),0)])])]:_vm._e(),(_vm.selectedTopic)?[_c('div',[_c('dt',{staticClass:\"detail-label\"},[_vm._v(\" Question group: \")]),_c('dd',{staticClass:\"detail-value\"},[_vm._v(\" \"+_vm._s(_vm.selectedTopic.group)+\" \")])]),_c('div',[_c('dt',{staticClass:\"detail-label\"},[_vm._v(\" PUF variable name: \")]),_c('dd',{staticClass:\"detail-value\"},[_vm._v(\" [\"+_vm._s(_vm.selectedTopic.id)+\"] \")])])]:_vm._e()],2):_c('p',{staticClass:\"no-selection\"},[_vm._v(\" No \"+_vm._s(_vm.title)+\" is selected.\"),_c('br'),_c('span',{class:{ 'selection-required-message': _vm.selectionRequired }},[_c('i',[_vm._v(\"This selection is \"+_vm._s(_vm.selectionRequired ? \"required\" : \"optional\")+\".\")])])])])],1)}\nvar staticRenderFns = []\n\nexport { render, staticRenderFns }","var render = function () {var _vm=this;var _h=_vm.$createElement;var _c=_vm._self._c||_h;return _c('div',{staticClass:\"question-modal\"},[_c('question-list',{attrs:{\"use-sub-selection\":_vm.useSubSelection,\"selected-question\":_vm.selectedQuestion,\"selected-levels\":_vm.selectedLevels},on:{\"onSelectQuestion\":function($event){return _vm.$emit('onSelectQuestion', $event)}}}),_c('div',{staticClass:\"mouse-capture\",on:{\"click\":function($event){return _vm.$emit('onClosePopup')}}})],1)}\nvar staticRenderFns = []\n\nexport { render, staticRenderFns }","var render = function () {\nvar this$1 = this;\nvar _vm=this;var _h=_vm.$createElement;var _c=_vm._self._c||_h;return _c('div',{staticClass:\"question-list\"},[_c('FilterGrid',{attrs:{\"only\":['accordion'],\"clear-button\":false,\"on-accordion-select\":function (value) { return this$1.onSelectFilter(value); },\"use-sub-selection\":_vm.useSubSelection,\"selected-levels\":_vm.selectedLevels,\"selected-question\":_vm.selectedQuestion}})],1)}\nvar staticRenderFns = []\n\nexport { render, staticRenderFns }","\n\n\n\n\n","import mod from \"-!../../node_modules/thread-loader/dist/cjs.js!../../node_modules/babel-loader/lib/index.js??clonedRuleSet-40[0].rules[0].use[1]!../../node_modules/@vue/vue-loader-v15/lib/index.js??vue-loader-options!./QuestionList.vue?vue&type=script&lang=js&\"; export default mod; export * from \"-!../../node_modules/thread-loader/dist/cjs.js!../../node_modules/babel-loader/lib/index.js??clonedRuleSet-40[0].rules[0].use[1]!../../node_modules/@vue/vue-loader-v15/lib/index.js??vue-loader-options!./QuestionList.vue?vue&type=script&lang=js&\"","import { render, staticRenderFns } from \"./QuestionList.vue?vue&type=template&id=09fdb78c&scoped=true&\"\nimport script from \"./QuestionList.vue?vue&type=script&lang=js&\"\nexport * from \"./QuestionList.vue?vue&type=script&lang=js&\"\nimport style0 from \"./QuestionList.vue?vue&type=style&index=0&id=09fdb78c&lang=scss&scoped=true&\"\n\n\n/* normalize component */\nimport normalizer from \"!../../node_modules/@vue/vue-loader-v15/lib/runtime/componentNormalizer.js\"\nvar component = normalizer(\n script,\n render,\n staticRenderFns,\n false,\n null,\n \"09fdb78c\",\n null\n \n)\n\nexport default component.exports","\n\n\n\n\n","import mod from \"-!../../node_modules/thread-loader/dist/cjs.js!../../node_modules/babel-loader/lib/index.js??clonedRuleSet-40[0].rules[0].use[1]!../../node_modules/@vue/vue-loader-v15/lib/index.js??vue-loader-options!./QuestionPopup.vue?vue&type=script&lang=js&\"; export default mod; export * from \"-!../../node_modules/thread-loader/dist/cjs.js!../../node_modules/babel-loader/lib/index.js??clonedRuleSet-40[0].rules[0].use[1]!../../node_modules/@vue/vue-loader-v15/lib/index.js??vue-loader-options!./QuestionPopup.vue?vue&type=script&lang=js&\"","import { render, staticRenderFns } from \"./QuestionPopup.vue?vue&type=template&id=451e6436&scoped=true&\"\nimport script from \"./QuestionPopup.vue?vue&type=script&lang=js&\"\nexport * from \"./QuestionPopup.vue?vue&type=script&lang=js&\"\nimport style0 from \"./QuestionPopup.vue?vue&type=style&index=0&id=451e6436&lang=scss&scoped=true&\"\n\n\n/* normalize component */\nimport normalizer from \"!../../node_modules/@vue/vue-loader-v15/lib/runtime/componentNormalizer.js\"\nvar component = normalizer(\n script,\n render,\n staticRenderFns,\n false,\n null,\n \"451e6436\",\n null\n \n)\n\nexport default component.exports","\n\n\n\n\n","import mod from \"-!../../node_modules/thread-loader/dist/cjs.js!../../node_modules/babel-loader/lib/index.js??clonedRuleSet-40[0].rules[0].use[1]!../../node_modules/@vue/vue-loader-v15/lib/index.js??vue-loader-options!./SidebarTopic.vue?vue&type=script&lang=js&\"; export default mod; export * from \"-!../../node_modules/thread-loader/dist/cjs.js!../../node_modules/babel-loader/lib/index.js??clonedRuleSet-40[0].rules[0].use[1]!../../node_modules/@vue/vue-loader-v15/lib/index.js??vue-loader-options!./SidebarTopic.vue?vue&type=script&lang=js&\"","import { render, staticRenderFns } from \"./SidebarTopic.vue?vue&type=template&id=ae98023a&scoped=true&\"\nimport script from \"./SidebarTopic.vue?vue&type=script&lang=js&\"\nexport * from \"./SidebarTopic.vue?vue&type=script&lang=js&\"\nimport style0 from \"./SidebarTopic.vue?vue&type=style&index=0&id=ae98023a&lang=scss&scoped=true&\"\n\n\n/* normalize component */\nimport normalizer from \"!../../node_modules/@vue/vue-loader-v15/lib/runtime/componentNormalizer.js\"\nvar component = normalizer(\n script,\n render,\n staticRenderFns,\n false,\n null,\n \"ae98023a\",\n null\n \n)\n\nexport default component.exports","\n\n\n\n\n","import mod from \"-!../../node_modules/thread-loader/dist/cjs.js!../../node_modules/babel-loader/lib/index.js??clonedRuleSet-40[0].rules[0].use[1]!../../node_modules/@vue/vue-loader-v15/lib/index.js??vue-loader-options!./Sidebar.vue?vue&type=script&lang=js&\"; export default mod; export * from \"-!../../node_modules/thread-loader/dist/cjs.js!../../node_modules/babel-loader/lib/index.js??clonedRuleSet-40[0].rules[0].use[1]!../../node_modules/@vue/vue-loader-v15/lib/index.js??vue-loader-options!./Sidebar.vue?vue&type=script&lang=js&\"","import { render, staticRenderFns } from \"./Sidebar.vue?vue&type=template&id=0256618e&scoped=true&\"\nimport script from \"./Sidebar.vue?vue&type=script&lang=js&\"\nexport * from \"./Sidebar.vue?vue&type=script&lang=js&\"\nimport style0 from \"./Sidebar.vue?vue&type=style&index=0&id=0256618e&lang=scss&scoped=true&\"\n\n\n/* normalize component */\nimport normalizer from \"!../../node_modules/@vue/vue-loader-v15/lib/runtime/componentNormalizer.js\"\nvar component = normalizer(\n script,\n render,\n staticRenderFns,\n false,\n null,\n \"0256618e\",\n null\n \n)\n\nexport default component.exports","/**\n * Nicely formats a proportion as a percentage.\n *\n * A proportion is in the range [0, 1], while a percentage is in the range [0,\n * 100]. In the typical case, this function multiplies the proportion by 100\n * and rounds to the desired number of decimal places.\n * It also handles the following edge cases:\n *\n * - Null proportions are formatted as \"n/a\".\n * - Suppose the number of decimal places is 1. Percentages smaller than 0.1 are\n * formatted as \"<0.1\". The exception is 0, which is formatted as \"0.0\".\n * Similar logic is applied to percentages greater than 99.9.\n *\n * @param {number} proportion Proportion value to be formatted.\n * @param {number} decimals Number of decimal places to round the percentage to.\n *\n * @return {String} The formatted percentage value.\n */\nexport function formatAsPercentage (proportion, decimals) {\n if (proportion === null) {\n return 'n/a'\n }\n const pct = 100 * proportion\n if (pct === 0 || pct === 100) {\n return `${pct.toFixed(decimals)}`\n }\n const minValue = Math.pow(10, -decimals)\n const maxValue = 100 - minValue\n if (pct < minValue) {\n return `<${minValue}`\n }\n if (pct > maxValue) {\n return `>${maxValue}`\n }\n return `${pct.toFixed(decimals)}`\n}\n\n/**\n * Nicely formats a count rounded to the nearest thousand.\n *\n * In the typical case, this function rounds the count to the nearest thousand\n * and formats it using the user's locale. It also handles the following edge\n * cases:\n *\n * - Null counts are formatted as \"n/a\".\n * - Counts less than 1,000 are formatted as \"<1,000\". The exception is 0, which\n * is formatted as \"0\".\n *\n * @param {number} count Count value to be formatted.\n *\n * @return {String} The formatted count.\n */\nexport function formatAsThousands (count) {\n if (count === null) {\n return 'n/a'\n }\n if (count === 0) {\n return '0'\n }\n if (count < 1000) {\n return `<${(1000).toLocaleString()}`\n }\n return (Math.round(count / 1000) * 1000).toLocaleString()\n}\n\n/**\n * Nicely formats a proportion.\n *\n * Examples:\n * 0.1234 => \"12.3\"\n * 0.0008 => \"<0.1\"\n * 0.0 => \"0.0\"\n * null => \"n/a\"\n */\nexport function prettyPrintProportion (x) {\n return x === null ? 'n/a' : formatAsPercentage(x, 1)\n}\n\n/**\n * Nicely formats the confidence interval of a proportion.\n *\n * Examples:\n * (0.1234, 0.2345) => \"12.3 – 23.4\"\n * (0.0008, 0.2345) => \"<0.1 – 23.4\"\n * (0.0, 0.2345) => \"0.0 – 23.4\"\n * (null, null) => \"n/a\"\n */\nexport function prettyPrintProportionCI (x) {\n return x.lower === null\n ? 'n/a'\n : `${formatAsPercentage(x.lower, 1)} – ${formatAsPercentage(x.upper, 1)}`\n}\n\n/**\n * Nicely formats the sample size.\n *\n * Examples:\n * 55 => \"55\"\n * 1234 => \"1,234\"\n */\nexport function prettyPrintSampleSize (x) {\n return x === null ? 'n/a' : x.toLocaleString()\n}\n\n/**\n * Nicely formats the estimated population size.\n *\n * Examples:\n * 0.0 => \"0\"\n * 55.0 => \"<1,000\"\n * 1567.89 => \"2,000\"\n * 1234567.89 => \"1,234,000\"\n * null => \"n/a\"\n */\nexport function prettyPrintPopulationSize (x) {\n return formatAsThousands(x)\n}\n\n/**\n * Nicely formats the confidence interval of an estimated population size.\n *\n * Examples:\n * (890123.45, 1234567.89) => \"890,100 – 1,234,000\"\n * (55.0, 1567.89) => \"<1,000 - 2,000\"\n * (0.0, 1567.89) => \"0 - 2,000\"\n * (null, null) => \"n/a\"\n */\nexport function prettyPrintPopulationSizeCI (x) {\n return x.lower === null\n ? 'n/a'\n : `${formatAsThousands(x.lower)} – ${formatAsThousands(x.upper)}`\n}\n\nexport function safeStringForCSV (value) {\n return `\"${csvSafeDoubleQuotes(value)}\"`\n}\n\nexport function csvSafeDoubleQuotes (value) {\n if (value.replace === undefined) {\n return value\n }\n\n return value.replace(/\"/g, '\"\"')\n}\n","export default `\n/* latin-ext */\n@font-face {\n font-family: 'Merriweather';\n font-style: normal;\n font-weight: 400;\n src: 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) 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) 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) format('woff2');\n unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+2000-206F, U+2074, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;\n}\n/* greek-ext */\n@font-face {\n font-family: 'Source Sans Pro';\n font-style: normal;\n font-weight: 400;\n src: url(data:font/woff2;base64,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) format('woff2');\n unicode-range: U+1F00-1FFF;\n}\n/* greek */\n@font-face {\n font-family: 'Source Sans Pro';\n font-style: normal;\n font-weight: 400;\n src: 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) 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format('woff2');\n unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+2000-206F, U+2074, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;\n}\n/* greek-ext */\n@font-face {\n font-family: 'Source Sans Pro';\n font-style: normal;\n font-weight: 700;\n src: url(data:font/woff2;base64,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) format('woff2');\n unicode-range: U+1F00-1FFF;\n}\n/* greek */\n@font-face {\n font-family: 'Source Sans Pro';\n font-style: normal;\n font-weight: 700;\n src: 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To63vzN7O7dujdnaTvh1bRZ/ZtbDuz+F2+i6/wV1mosM4uJT/j915wsJngRcamqysO7avKg5IQGL677mhXwH5wzo8fLnH1er7NvXG1GPb/ueQtqTF36lpnRczeuWLQOEU2Ep+gyWzQOI824K6AIcXVp5DGpmhc9j/bH36ufL3IppTy7UCgRqTLu0nz9YtyPfoQbVUvlsU4NcG8+NJWEBZTo86I5/2Emenjyjvkj+TOw7BnwV8aq51bFipJ9DyQ+u2n+uU3/cwu/zm1ZhL/Ja1lwCYF06p2pLbhJx+Tqu1NPyJTdpV3GLmEBI/ryby/8EH1yKvHYMyffok8BVU7lWPKO9SMjO1arE14dPsHVYP2jpBKq01k8+/n7Le5VGq3ZfZZ/1uwB4o9GktavXHds+/6gwh5Wz6jDcntw//Zj69atHEn6CPBGe2EL11wclVU7Nky7o1HRcNOqZfgoxxyCe0eRToJowBVydZvNoE232tIBQifYsPufTo4Ha7BFC1M48CNS1b1h3K8ZatIqOVb+EJwR3vESfnX2MKPgRA72H1zXCw8TJAsfo0t9klFybxEmRAirKAqj084zAt3cGmtpb6vBI29kaD06EcexEZ6pqLc6VLXVvBJWqLCSA8dZPcWsHWLmkjA3B9e573EO+z0Cl1dOhOyoLY7n9HngoTkaNZUixK+SbLfMjO4heoWdvNU4K+zYlzy/83JhL7tXNyF0LoNbOACL6Dqk2labhO0xK/q3ar3K0oi9VjaQW0LqLm3IYQiKcM23nG/q9JQKmVXe0a46/Y1sA5OVp+E+nlysMgEE0beTtSaxSP4oXF5DED3egFfwooU2aS1QUw/m8axYEegwzGczZYWFGlH+lecVNX9U5oLpRwbprnVZ2c2bPwgIJfX+MvWKzmUWid4JeVBfDvUPYdIqw8ZGRh1DIzWmOdNvqAqKoqBhDuWGL6IOK2X7yIUn4vJdETza37YmOQTfdMglHkNn7TcgE2mduvbgg1PzrS2I1edac22ONtePqjjtNT+4IOfbXFJuCOU2zA0vwxLwOiJ/Kb9cFNqdDK9ED3PyDdmYzEFs97/twBDBowMjO21aai3sCDY06vYhGyIm2upthk5b7O+TKUq7aX2m+UKuS4EHF1JmUxb+4K/FkHK/SySOjHN44bYmYveV/2Yb3DDQzx3bRZZ8QCzYTNVidBjIxv6zfLaT2vP8MM1tzrzxOAYdMoEH0qoVF2z7JvcQSxlRcmNhfStMC1DnMMGd6WHuYcusrBqsf2SQXrMuK3t4khNkl7q0XLp9oRw+KrTyCwfq5/6cHjo/NMwSsCnfMXP+lMaDTdkii0JAObnrIcc2PbOgOAqyEF2P2jjkDxjj6qPTd6tN8YDfNKR+uhEhx6U3cMqFAokY9PEHGSQjAX2NOwNyQNXseCTjleTYziRcE+55f3evIyFpqJaDigFnakFTbiLlKLZr8Xugnput04x2KUzdE9OjIdVorVZCNOZdZsFduZ5iusTiWhdmSxy6trY3QTqi71Tp+v1hc3+vTFs0PrTghc3MkMKmbGuR60dYPIOmjBtgsz616/lWIEMq1DXuz3b2OBJ643uF0BivwIRL3/VXZs/IRoBGnDVSTr2WirbTxPDp2WrXUIkJHSLWeiKLbXGVpHfjjFsISPYy7Yqh7YA/d+4yehZT66bO7tyNs5t05LF9yGOhx2TbiYOLcOXLB85bn7fg2iZ+hoFo7lQt1GsW9Bm7Dr2JET41OzEhi2jL5KatS9uhKq8VpNUXT//vkpvVX7Z53d5V0CnwAxJtX7+KnVVFqfRvFJczerQSgp5oqKW0OA85WyiS9wnFZJuZhRgKjevWleSwx9wrGzbV8CrYYlhsY4Oah+N01yNZ+Vt+KDKR20ghrdfU168yChz405a6VGqp3KbWSH//LdDILsRXAy1SUlVkL+PELJ9ZhT2Nepe8ka6t0IlKXFZ40VzKLBfa9LVdPMty9lYB65Ys6+dLmFSMhK/yheBMQ4aZsa2IM4znsh3gIYA/5Si2YdD2Yu/Ro1hdhNdV3e6n4lpnqmh54hxSPjGrCorUpYxRjMYCF0kmroyKFROrH774SN+1ycT864of++tCis0aPntd20oyTKvLZTUJOR7zG5KZ4x3lZF+56zbyW0zSfUSaGlZYc4rhUCpY9sggvXsUixv/UFOnUre6wpb+EZnj9HhpkCI3ae3iWSPOPeClFeBrzsq7LBx/A5p9KPaAC70V7Qf/XNuKXZUU5VME8jbJtrKJ232Re3s/GlebaLh7t3qtzf3ldV0Xh+fr3y1NaQK+NZnsXbnLBeeBNCewBmMD78V/cLAHYdCYLBoD/VlMGih/Gu+OK/UwineNWsVi1DJEYofBXz0KuJwYjvzR1jzQrSBuIBIGH1I7gdj+CHGMSOgipLFYxxjofZTYRiC0Ecvxn1R+YNqWl15YmJaXnwa1pk9g9WnUj1qzec/mv5Kfn3ePAOmSptSsonSmJCRmubGwtyGtYvciQDEABgACMAj2A0NJz4MwLgagCoRGMMpACQiDElESSkYpCEGpKN0nDQDGg4JSAJb8zsQC/GgANEpUyDQAYQuYNbcHABMAD1wFLhNHuQCo3H6IbmRpUUKWHokUY6tgJmtA2r1QvnSrRhOzBqRPoWFkPGMczIA4pQb7EhNBDwBi3shch8hrwBBes5h3Bwb0AgBvt/VUregOrAQEDhMF3FeQbc9+N6CqAG/VW9Nm25SlefIHHMoxm7LP5gdTuVqkXodbE6ff3y1vvwln8iaCShADI4zhVHi73t1m7295vlE+z5MDOjX2N9t96AIf61QttFSV5xU0eXu23vzz7F++ygK65RaB6ZqpD0yAU8p/KHAKTuTPIHy92vbICrvM008LyF+WTcEf2u0HxZUd7lgcTi4LJ//OTTRzL9+DAqj4sd+Tyw/VZ6j/S4L0j4Avjh2dBnx7Xth8KH/4XNjz/IBeLQAC+ov/PyB8oQDkCwGhN+dW/7fTS6CWuVvVckcTcDx3/Lxa4S14oPtF0wvq1vBoJidWibsRnuH47qv2zkQY9ss9TMuEEKz0WNWXhikYgYXJ7koj8PhzBINAGjhtee4mllvGPDywj2K6dMbjEuXeMBN/1X+a24um1nu3O3R/v3zJ3UlCJ/KS1eopxK1PyEd1PxdAK0JfjrsfjUlbMtw7JiVifnRmjs+qKMyLRaJ2M4S4+1tUis2wSZkpWZaG4X7WKpspcWVOJ1R/mtqPJu4JO6CXPjqzcQg0gSWQGkTdIgQJIU/EF1/F6y3B42wHfsy4eavKJ5KpTBe4DOzGpf65/MCD+1v5YZTf2c3pqj+4V24Lv3+me5EA92xnOSMxzdtn0EDIeWjERMCH4m2PFHoTHakIZfKRmvW+PtIw0ZD+j/Tg3B3pNaPOo2N3xrFcPU1XqX8Ty0Ast5yKmFzWJyZl4JWc2nHkEmUzsLBLQGU6Y6BWbaBknBuYwURQqglVSFldQ4+AsrBW/kGowhE6ZZ1SogJIsAd/x/gXHMwb6DQ1EHS8FMITGzmxyZnw4DrrtlJLfqoXQdCXn1L5dndMEMUvSVGOo+2EVQO2k9dxqHEI/x65FYUS2HOfiuVYaLUA+5VxJiykR3xWbREAEiiIK+nui1ZM0KkJi2DChTCTID+AxA7j0OpxAig0Zkg+nsQUMIiTvsgHOqZq/feARkPHwsUj+PGEuJh8/cvjDX+Uomq6YVq2k7Os6/n8cDJlyZYjV558BQoVKYZHyBF9JGQUVDR0DEwsbBxcPHwCQiVKibLPHBLSHDKfnIKSShk1DS0dPQMjEzMLKxs7B6dyLm4VPLx8/AKCQsIqRVKSgbCoKtVqxPPZZ6tkvWVsNHttNMSHlEWNSlGzpnQKW223ve75DbOm+zfnrtazC4oCvm3NJDJV3Q/Plmv7lXUlPBz3Ph229hA0DbxHoIw5cB7bzhPbeUd8p7+8s02q84y4LgTquSS8Aq4rsH3X/cRcZ0KSbwo7O4sgFrNexKkZRqEvmB+CFjNwQ7eB8IIcwf9zqQwfIGgd/zpIxl7oXiBYifngCg8cWWAc4IXnF5tsHz6+wA/EyAoQJCkyUNnXTaGWy0BkQivLhhpkgRb10MPSca0Wb1aboq3yfJUUOO7GcDbOIY2RxmhjdpPsHDpBIph2ZHpH72MZLdlqsjpZG8pW4XalW2s7AOrSG8uYQEfWi8qGZ/j07qpQE2gRjL1b64FO5QriN3a53dmnjVi7Xm/MBg==) 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) format('woff2');\n unicode-range: U+0000-00FF, U+0131, U+0152-0153, U+02BB-02BC, U+02C6, U+02DA, U+02DC, U+2000-206F, U+2074, U+20AC, U+2122, U+2191, U+2193, U+2212, U+2215, U+FEFF, U+FFFD;\n}\n/* includes only the double-dagger glyph (‡) */\n@font-face {\n font-family: \"Roboto Mono Dagger\";\n font-weight: 400;\n font-style: normal;\n src: url(data:application/octet-stream;base64,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);\n}\n`\n","\n\n\n\n\n\n\n","import mod from \"-!../../node_modules/thread-loader/dist/cjs.js!../../node_modules/babel-loader/lib/index.js??clonedRuleSet-40[0].rules[0].use[1]!../../node_modules/@vue/vue-loader-v15/lib/index.js??vue-loader-options!./Topic.vue?vue&type=script&lang=js&\"; export default mod; export * from \"-!../../node_modules/thread-loader/dist/cjs.js!../../node_modules/babel-loader/lib/index.js??clonedRuleSet-40[0].rules[0].use[1]!../../node_modules/@vue/vue-loader-v15/lib/index.js??vue-loader-options!./Topic.vue?vue&type=script&lang=js&\"","import { render, staticRenderFns } from \"./Topic.vue?vue&type=template&id=206e8b60&scoped=true&\"\nimport script from \"./Topic.vue?vue&type=script&lang=js&\"\nexport * from \"./Topic.vue?vue&type=script&lang=js&\"\nimport style0 from \"./Topic.vue?vue&type=style&index=0&lang=scss&\"\nimport style1 from \"./Topic.vue?vue&type=style&index=1&id=206e8b60&lang=scss&scoped=true&\"\n\n\n/* normalize component */\nimport normalizer from \"!../../node_modules/@vue/vue-loader-v15/lib/runtime/componentNormalizer.js\"\nvar component = normalizer(\n script,\n render,\n staticRenderFns,\n false,\n null,\n \"206e8b60\",\n null\n \n)\n\nexport default component.exports","var render = function () {var _vm=this;var _h=_vm.$createElement;var _c=_vm._self._c||_h;return _c('div',{staticClass:\"inlinechart-container\"},[(_vm.hasChart)?[_c('div',{staticClass:\"table-container\"},[_c('div',{staticClass:\"table-header\",attrs:{\"id\":\"hcps-table-header\"}},[_c('p',{staticClass:\"table-title\"},[_vm._v(\" \"+_vm._s(_vm.chartData.title)+\" \")]),_c('p',{staticClass:\"table-subtitle\"},[_vm._v(\" \"+_vm._s(_vm.chartData.subtitle)+\" \")])]),_c('div',{staticClass:\"chart\"},[_c('table',{attrs:{\"aria-labelledby\":\"hcps-table-header\"}},[_c('thead',[_c('tr',[_c('th',{attrs:{\"scope\":\"col\"}},[_vm._v(\" \"+_vm._s((\"[\" + _vm.rowId + \"]\"))+\" \")]),(_vm.columnQuestion)?_c('th',{attrs:{\"scope\":\"col\"}},[_vm._v(\" \"+_vm._s((\"[\" + _vm.columnId + \"]\"))+\" \")]):_vm._e(),_c('th',{staticClass:\"numeric\",attrs:{\"scope\":\"col\"}},[_vm._v(\" \"+_vm._s(_vm.columnQuestion ? (\"Percentage within [\" + _vm.rowId + \"] category\") : 'Percentage')+\" \")]),(_vm.showCI())?_c('th',{staticClass:\"numeric\",attrs:{\"scope\":\"col\"}},[_vm._v(\" Lower bound of 95% confidence interval for percentage \")]):_vm._e(),(_vm.showCI())?_c('th',{staticClass:\"numeric\",attrs:{\"scope\":\"col\"}},[_vm._v(\" Upper bound of 95% confidence interval for percentage \")]):_vm._e(),(_vm.hasBenchmark())?_c('th',{staticClass:\"numeric benchmark\",attrs:{\"scope\":\"col\"}},[_vm._v(\" CG-CAHPS benchmark for percentage \"),_c('sup',[_vm._v(_vm._s(_vm.chartData.footnotes.benchmark.symbol))])]):_vm._e(),_c('th',{staticClass:\"numeric\",attrs:{\"scope\":\"col\"}},[_vm._v(\" Sample size \")]),_c('th',{staticClass:\"numeric\",attrs:{\"scope\":\"col\"}},[_vm._v(\" Population size \")]),(_vm.showCI())?_c('th',{staticClass:\"numeric\",attrs:{\"scope\":\"col\"}},[_vm._v(\" Lower bound of 95% confidence interval for population size \")]):_vm._e(),(_vm.showCI())?_c('th',{staticClass:\"numeric\",attrs:{\"scope\":\"col\"}},[_vm._v(\" Upper bound of 95% confidence interval for population size \")]):_vm._e()])]),(_vm.columnQuestion)?_vm._l((_vm.tableData.rows),function(r,ri){return _c('tbody',{key:r},_vm._l((_vm.tableData.columns),function(c,ci){return _c('tr',{key:(r + \"_\" + c)},[(_vm.chartData.table && _vm.chartData.table[ri] && _vm.chartData.table[ri][ci])?[(ci === 0)?_c('th',{attrs:{\"rowspan\":_vm.tableData.columns.length,\"scope\":\"rowgroup\"}},[_vm._v(\" \"+_vm._s(r)+\" \")]):_vm._e(),_c('th',{attrs:{\"scope\":\"row\"}},[_vm._v(\" \"+_vm._s(c)+\" \")]),_c('td',{staticClass:\"numeric\",class:{ suppressed: _vm.chartData.table[ri][ci].suppressed }},[_vm._v(\" \"+_vm._s((_vm.chartData.table[ri][ci].suppressed ? _vm.suppressedSymbol : _vm.prettyPrintProportion(_vm.chartData.table[ri][ci].proportion)))+\" \")]),(_vm.showCI())?_c('td',{staticClass:\"numeric\",class:{ suppressed: _vm.chartData.table[ri][ci].suppressed }},[_vm._v(\" \"+_vm._s((_vm.chartData.table[ri][ci].suppressed ? _vm.suppressedSymbol : _vm.prettyPrintProportion(_vm.chartData.table[ri][ci].ciProportion.lower)))+\" \")]):_vm._e(),(_vm.showCI())?_c('td',{staticClass:\"numeric\",class:{ suppressed: _vm.chartData.table[ri][ci].suppressed }},[_vm._v(\" \"+_vm._s((_vm.chartData.table[ri][ci].suppressed ? _vm.suppressedSymbol : _vm.prettyPrintProportion(_vm.chartData.table[ri][ci].ciProportion.upper)))+\" \")]):_vm._e(),(_vm.hasBenchmark())?_c('td',{staticClass:\"numeric\"},[_vm._v(\" \"+_vm._s(_vm.chartData.table[ri][ci].benchmark != null ? _vm.chartData.table[ri][ci].benchmark : 'n/a')+\" \")]):_vm._e(),_c('td',{staticClass:\"numeric\",class:{ suppressed: _vm.chartData.table[ri][ci].suppressed }},[_vm._v(\" \"+_vm._s((_vm.chartData.table[ri][ci].suppressed ? _vm.suppressedSymbol : _vm.prettyPrintSampleSize(_vm.chartData.table[ri][ci].sampleSize)))+\" \")]),_c('td',{staticClass:\"numeric\",class:{ suppressed: _vm.chartData.table[ri][ci].suppressed }},[_vm._v(\" \"+_vm._s((_vm.chartData.table[ri][ci].suppressed ? _vm.suppressedSymbol : _vm.prettyPrintPopulationSize(_vm.chartData.table[ri][ci].numerator)))+\" \")]),(_vm.showCI())?_c('td',{staticClass:\"numeric\",class:{ suppressed: _vm.chartData.table[ri][ci].suppressed }},[_vm._v(\" \"+_vm._s((_vm.chartData.table[ri][ci].suppressed ? _vm.suppressedSymbol : _vm.prettyPrintPopulationSize(_vm.chartData.table[ri][ci].ciNumerator.lower)))+\" \")]):_vm._e(),(_vm.showCI())?_c('td',{staticClass:\"numeric\",class:{ suppressed: _vm.chartData.table[ri][ci].suppressed }},[_vm._v(\" \"+_vm._s((_vm.chartData.table[ri][ci].suppressed ? _vm.suppressedSymbol : _vm.prettyPrintPopulationSize(_vm.chartData.table[ri][ci].ciNumerator.upper)))+\" \")]):_vm._e()]:_vm._e()],2)}),0)}):[_c('tbody',_vm._l((_vm.tableData.rows),function(r,ri){return _c('tr',{key:r},[(_vm.chartData.table[ri] && _vm.chartData.table[ri].length > 0)?[_c('th',{attrs:{\"scope\":\"row\"}},[_vm._v(\" \"+_vm._s(r)+\" \")]),_c('td',{staticClass:\"numeric\",class:{ suppressed: _vm.chartData.table[ri][0].suppressed }},[_vm._v(\" \"+_vm._s(_vm.chartData.table[ri][0].suppressed ? _vm.suppressedSymbol : _vm.prettyPrintProportion(_vm.chartData.table[ri][0].proportion))+\" \")]),(_vm.showCI())?_c('td',{staticClass:\"numeric\",class:{ suppressed: _vm.chartData.table[ri][0].suppressed }},[_vm._v(\" \"+_vm._s(_vm.chartData.table[ri][0].suppressed ? _vm.suppressedSymbol : _vm.prettyPrintProportion(_vm.chartData.table[ri][0].ciProportion.lower))+\" \")]):_vm._e(),(_vm.showCI())?_c('td',{staticClass:\"numeric\",class:{ suppressed: _vm.chartData.table[ri][0].suppressed }},[_vm._v(\" \"+_vm._s(_vm.chartData.table[ri][0].suppressed ? _vm.suppressedSymbol : _vm.prettyPrintProportion(_vm.chartData.table[ri][0].ciProportion.upper))+\" \")]):_vm._e(),(_vm.hasBenchmark())?_c('td',{staticClass:\"numeric\"},[_vm._v(\" \"+_vm._s(_vm.chartData.table[ri][0].benchmark != null ? _vm.chartData.table[ri][0].benchmark : 'n/a')+\" \")]):_vm._e(),_c('td',{staticClass:\"numeric\",class:{ suppressed: _vm.chartData.table[ri][0].suppressed }},[_vm._v(\" \"+_vm._s(_vm.chartData.table[ri][0].suppressed ? _vm.suppressedSymbol : _vm.prettyPrintSampleSize(_vm.chartData.table[ri][0].sampleSize))+\" \")]),_c('td',{staticClass:\"numeric\",class:{ suppressed: _vm.chartData.table[ri][0].suppressed }},[_vm._v(\" \"+_vm._s(_vm.chartData.table[ri][0].suppressed ? _vm.suppressedSymbol : _vm.prettyPrintPopulationSize(_vm.chartData.table[ri][0].numerator))+\" \")]),(_vm.showCI())?_c('td',{staticClass:\"numeric\",class:{ suppressed: _vm.chartData.table[ri][0].suppressed }},[_vm._v(\" \"+_vm._s(_vm.chartData.table[ri][0].suppressed ? _vm.suppressedSymbol : _vm.prettyPrintPopulationSize(_vm.chartData.table[ri][0].ciNumerator.lower))+\" \")]):_vm._e(),(_vm.showCI())?_c('td',{staticClass:\"numeric\",class:{ suppressed: _vm.chartData.table[ri][0].suppressed }},[_vm._v(\" \"+_vm._s(_vm.chartData.table[ri][0].suppressed ? _vm.suppressedSymbol : _vm.prettyPrintPopulationSize(_vm.chartData.table[ri][0].ciNumerator.upper))+\" \")]):_vm._e()]:_vm._e()],2)}),0)]],2)])])]:_vm._e()],2)}\nvar staticRenderFns = []\n\nexport { render, staticRenderFns }","\n\n\n\n\n","import mod from \"-!../../node_modules/thread-loader/dist/cjs.js!../../node_modules/babel-loader/lib/index.js??clonedRuleSet-40[0].rules[0].use[1]!../../node_modules/@vue/vue-loader-v15/lib/index.js??vue-loader-options!./TableChart.vue?vue&type=script&lang=js&\"; export default mod; export * from \"-!../../node_modules/thread-loader/dist/cjs.js!../../node_modules/babel-loader/lib/index.js??clonedRuleSet-40[0].rules[0].use[1]!../../node_modules/@vue/vue-loader-v15/lib/index.js??vue-loader-options!./TableChart.vue?vue&type=script&lang=js&\"","import { render, staticRenderFns } from \"./TableChart.vue?vue&type=template&id=ab89fc68&scoped=true&\"\nimport script from \"./TableChart.vue?vue&type=script&lang=js&\"\nexport * from \"./TableChart.vue?vue&type=script&lang=js&\"\nimport style0 from \"./TableChart.vue?vue&type=style&index=0&id=ab89fc68&lang=scss&scoped=true&\"\n\n\n/* normalize component */\nimport normalizer from \"!../../node_modules/@vue/vue-loader-v15/lib/runtime/componentNormalizer.js\"\nvar component = normalizer(\n script,\n render,\n staticRenderFns,\n false,\n null,\n \"ab89fc68\",\n null\n \n)\n\nexport default component.exports","var render = function () {var _vm=this;var _h=_vm.$createElement;var _c=_vm._self._c||_h;return _c('div',[_c('svg',{attrs:{\"version\":\"1.1\",\"width\":_vm.width,\"height\":_vm.height,\"viewbox\":_vm.viewbox}},[_c('MultilineText',{attrs:{\"lines\":_vm.wrappedChartTitle.lines,\"x\":_vm.width/2,\"y\":0,\"x-align\":\"center\",\"font\":_vm.chartTitleFont}}),_c('MultilineText',{attrs:{\"lines\":_vm.wrappedChartSubtitle.lines,\"x\":_vm.width/2,\"y\":_vm.wrappedChartTitle.height + _vm.space.belowTitle,\"x-align\":\"center\",\"font\":_vm.chartSubtitleFont}}),_c('g',{attrs:{\"transform\":(\"translate(\" + _vm.bufferLeft + \", \" + _vm.bufferTop + \")\")}},[_vm._l((_vm.xTicks),function(tick){return _c('line',{key:(\"grid-\" + tick),attrs:{\"x1\":_vm.xScale(tick),\"x2\":_vm.xScale(tick),\"y1\":0,\"y2\":_vm.plotHeight,\"stroke-width\":\"1\",\"stroke\":\"#e6e6e6\"}})}),_vm._l((_vm.xTicks),function(tick){return _c('text',{key:(\"top-tick-label-\" + tick),attrs:{\"x\":_vm.xScale(tick),\"y\":\"-0.5em\",\"font-size\":_vm.xAxisTickLabelFont.size,\"font-family\":_vm.xAxisTickLabelFont.family,\"fill\":_vm.xAxisTickLabelFont.color,\"text-anchor\":\"middle\"}},[_vm._v(\" \"+_vm._s(_vm.xTickFormatter(tick))+\" \")])}),_c('text',{attrs:{\"x\":_vm.plotWidth / 2,\"y\":\"-2em\",\"font-size\":_vm.xAxisTitleFont.size,\"font-family\":_vm.xAxisTitleFont.family,\"fill\":_vm.xAxisTitleFont.color,\"text-anchor\":\"middle\"}},[_vm._v(\" \"+_vm._s(_vm.xAxisTitle)+\" \")]),_vm._l((_vm.xTicks),function(tick){return _c('text',{key:(\"bottom-tick-label-\" + tick),attrs:{\"x\":_vm.xScale(tick),\"y\":_vm.plotHeight,\"dy\":\"0.5em\",\"font-size\":_vm.xAxisTickLabelFont.size,\"font-family\":_vm.xAxisTickLabelFont.family,\"fill\":_vm.xAxisTickLabelFont.color,\"dominant-baseline\":\"hanging\",\"text-anchor\":\"middle\"}},[_vm._v(\" \"+_vm._s(_vm.xTickFormatter(tick))+\" \")])}),_c('text',{attrs:{\"x\":_vm.plotWidth / 2,\"y\":_vm.plotHeight,\"dy\":\"2em\",\"font-size\":_vm.xAxisTitleFont.size,\"font-family\":_vm.xAxisTitleFont.family,\"fill\":_vm.xAxisTitleFont.color,\"dominant-baseline\":\"hanging\",\"text-anchor\":\"middle\"}},[_vm._v(\" \"+_vm._s(_vm.xAxisTitle)+\" \")]),_c('text',{attrs:{\"x\":_vm.majorLabelX,\"y\":\"-2em\",\"font-size\":_vm.yAxisHeaderFont.size,\"font-family\":_vm.yAxisHeaderFont.family,\"fill\":_vm.yAxisHeaderFont.color,\"text-anchor\":\"end\"}},[_vm._v(\" [\"+_vm._s(_vm.majorQuestionId)+\"] \")]),_vm._l((_vm.wrappedCategories),function(category,i){return _c('MultilineText',{key:(\"category-axis-label-\" + i),attrs:{\"lines\":category.lines,\"x\":_vm.majorLabelX,\"y\":_vm.yScaleMajor(i) - (category.height/2),\"x-align\":\"right\",\"font\":_vm.categoryFont}})}),(_vm.hasMinorLabels)?[_c('text',{attrs:{\"x\":_vm.minorLabelX,\"y\":\"-2em\",\"font-size\":_vm.yAxisHeaderFont.size,\"font-family\":_vm.yAxisHeaderFont.family,\"fill\":_vm.yAxisHeaderFont.color,\"text-anchor\":\"end\"}},[_vm._v(\" [\"+_vm._s(_vm.minorQuestionId)+\"] \")]),_vm._l((_vm.chartData.categories.slice(0, -1)),function(category,i){return _c('line',{key:(\"major-separator-\" + i),attrs:{\"x1\":-_vm.bufferLeft,\"y1\":_vm.yScaleMajor(i) + _vm.majorGroupHeight/2 + _vm.space.betweenMajorGroups/2,\"x2\":_vm.plotWidth + _vm.bufferRight,\"y2\":_vm.yScaleMajor(i) + _vm.majorGroupHeight/2 + _vm.space.betweenMajorGroups/2,\"stroke-width\":\"1\",\"stroke\":\"#e6e6e6\"}})}),_vm._l((_vm.chartData.categories),function(category,i){return _c('g',{key:(\"major-bar-group-\" + i),attrs:{\"transform\":(\"translate(0, \" + (_vm.yScaleMajor(i) - _vm.majorGroupHeight/2) + \")\")}},[_vm._l((_vm.wrappedSubCategories),function(subCategory,j){return _c('MultilineText',{key:(\"subCategory-axis-label-\" + i + \"-\" + j),attrs:{\"lines\":subCategory.lines,\"x\":_vm.minorLabelX,\"y\":_vm.yScaleMinor(j) - subCategory.height/2,\"x-align\":\"right\",\"font\":_vm.subCategoryFont}})}),_vm._l((_vm.chartData.data[i]),function(d,j){return _c('GraphChartBar',{key:(\"bar-\" + i + \"-\" + j),attrs:{\"cell\":d,\"x-scale\":_vm.xScale,\"y\":_vm.yScaleMinor(j),\"height\":_vm.space.barHeight,\"color\":_vm.colorScale(_vm.chartData.subCategories[j]),\"show-confidence-interval\":_vm.showConfidenceInterval,\"show-percentages\":_vm.showPercentages,\"suppression-symbol\":_vm.suppressionSymbol,\"suppression-symbol-font\":_vm.suppressionSymbolFont,\"benchmark-symbol\":_vm.benchmarkSymbol,\"benchmark-symbol-font\":_vm.benchmarkSymbolFont},on:{\"onMouseEnter\":function($event){return _vm.onMouseEnterBar($event.coords, i, j)},\"onMouseLeave\":function($event){return _vm.onMouseLeaveBar()}}})})],2)})]:_vm._l((_vm.chartData.data),function(d,i){return _c('GraphChartBar',{key:(\"bar-\" + i),attrs:{\"cell\":d[0],\"x-scale\":_vm.xScale,\"y\":_vm.yScaleMajor(i),\"height\":_vm.space.barHeight,\"color\":_vm.colorScale(_vm.chartData.categories[i]),\"show-confidence-interval\":_vm.showConfidenceInterval,\"show-percentages\":_vm.showPercentages,\"suppression-symbol\":_vm.suppressionSymbol,\"suppression-symbol-font\":_vm.suppressionSymbolFont,\"benchmark-symbol\":_vm.benchmarkSymbol,\"benchmark-symbol-font\":_vm.benchmarkSymbolFont},on:{\"onMouseEnter\":function($event){return _vm.onMouseEnterBar($event.coords, i, 0)},\"onMouseLeave\":function($event){return _vm.onMouseLeaveBar()}}})})],2)],1),(_vm.showTooltip)?_c('div',{staticClass:\"dashboard-chart-tooltip\",style:(_vm.tooltipStyle),attrs:{\"id\":\"dashboard-chart-tooltip\"}},[_c('p',[_c('b',[_vm._v(_vm._s(_vm.tooltipHeader))])]),(_vm.tooltipCell.suppressed)?[_c('p',[_vm._v(\"Results have been suppressed.\")])]:[_c('dl',[_c('div',[_c('dt',[_vm._v(_vm._s(_vm.tooltipPercentageLabel)+\":\")]),_c('dd',[_vm._v(_vm._s(_vm.prettyPrintProportion(_vm.tooltipCell.proportion)))])]),_c('div',[_c('dt',[_vm._v(\"95% CI for percentage:\")]),_c('dd',[_vm._v(_vm._s(_vm.prettyPrintProportionCI(_vm.tooltipCell.ciProportion)))])]),(_vm.tooltipCell.benchmark)?_c('div',[_c('dt',[_vm._v(\"CG-CAHPS benchmark for percentage:\")]),_c('dd',[_vm._v(_vm._s(_vm.tooltipCell.benchmark))])]):_vm._e(),_c('div',[_c('dt',[_vm._v(\"Sample size:\")]),_c('dd',[_vm._v(_vm._s(_vm.prettyPrintSampleSize(_vm.tooltipCell.sampleSize)))])]),_c('div',[_c('dt',[_vm._v(\"Population size:\")]),_c('dd',[_vm._v(_vm._s(_vm.prettyPrintPopulationSize(_vm.tooltipCell.numerator)))])]),_c('div',[_c('dt',[_vm._v(\"95% CI for population size:\")]),_c('dd',[_vm._v(_vm._s(_vm.prettyPrintPopulationSizeCI(_vm.tooltipCell.ciNumerator)))])])])]],2):_vm._e()])}\nvar staticRenderFns = []\n\nexport { render, staticRenderFns }","var render = function () {var _vm=this;var _h=_vm.$createElement;var _c=_vm._self._c||_h;return _c('g',[_c('rect',{attrs:{\"x\":\"0\",\"y\":_vm.y - _vm.hoverTargetHeight / 2,\"width\":_vm.hoverTargetWidth,\"height\":_vm.hoverTargetHeight,\"visibility\":\"hidden\",\"pointer-events\":\"painted\"},on:{\"mouseenter\":_vm.onMouseEnter,\"mouseleave\":_vm.onMouseLeave}}),(_vm.isSuppressed)?[_c('text',{attrs:{\"x\":\"4\",\"y\":_vm.y,\"dy\":\"0.15em\",\"font-size\":_vm.suppressionSymbolFont.size,\"font-family\":_vm.suppressionSymbolFont.family,\"dominant-baseline\":\"central\",\"fill\":_vm.suppressionSymbolColor,\"pointer-events\":\"none\"}},[_vm._v(\" \"+_vm._s(_vm.suppressionSymbol)+\" \")])]:[(_vm.hasConfidenceInterval)?_c('rect',{attrs:{\"x\":_vm.confidenceIntervalX.lower,\"y\":_vm.y - (_vm.ciBandHeight / 2),\"width\":_vm.confidenceIntervalX.upper - _vm.confidenceIntervalX.lower,\"height\":_vm.ciBandHeight,\"fill\":\"#d0e5f4\",\"pointer-events\":\"none\"}}):_vm._e(),_c('line',{attrs:{\"x1\":\"0\",\"x2\":_vm.pointEstimateX,\"y1\":_vm.y,\"y2\":_vm.y,\"stroke-width\":_vm.lineThickness,\"stroke\":_vm.color,\"pointer-events\":\"none\"}}),_c('circle',{attrs:{\"cx\":_vm.pointEstimateX,\"cy\":_vm.y,\"r\":_vm.circleRadius,\"fill\":_vm.color,\"pointer-events\":\"none\"}}),(_vm.isHovered)?_c('circle',{attrs:{\"cx\":_vm.pointEstimateX,\"cy\":_vm.y,\"r\":_vm.highlightCircleRadius,\"fill\":\"#ffffff\",\"pointer-events\":\"none\"}}):_vm._e(),(_vm.hasBenchmark)?_c('text',{attrs:{\"x\":_vm.benchmarkX,\"y\":_vm.y,\"dy\":\"-0.12em\",\"font-size\":_vm.benchmarkSymbolFont.size,\"font-family\":_vm.benchmarkSymbolFont.family,\"text-align\":\"middle\",\"dominant-baseline\":\"central\",\"fill\":_vm.benchmarkSymbolColor,\"pointer-events\":\"none\"}},[_vm._v(\" \"+_vm._s(_vm.benchmarkSymbol)+\" \")]):_vm._e()]],2)}\nvar staticRenderFns = []\n\nexport { render, staticRenderFns }","\n\n\n","import mod from \"-!../../node_modules/thread-loader/dist/cjs.js!../../node_modules/babel-loader/lib/index.js??clonedRuleSet-40[0].rules[0].use[1]!../../node_modules/@vue/vue-loader-v15/lib/index.js??vue-loader-options!./GraphChartBar.vue?vue&type=script&lang=js&\"; export default mod; export * from \"-!../../node_modules/thread-loader/dist/cjs.js!../../node_modules/babel-loader/lib/index.js??clonedRuleSet-40[0].rules[0].use[1]!../../node_modules/@vue/vue-loader-v15/lib/index.js??vue-loader-options!./GraphChartBar.vue?vue&type=script&lang=js&\"","import { render, staticRenderFns } from \"./GraphChartBar.vue?vue&type=template&id=2cab0902&\"\nimport script from \"./GraphChartBar.vue?vue&type=script&lang=js&\"\nexport * from \"./GraphChartBar.vue?vue&type=script&lang=js&\"\n\n\n/* normalize component */\nimport normalizer from \"!../../node_modules/@vue/vue-loader-v15/lib/runtime/componentNormalizer.js\"\nvar component = normalizer(\n script,\n render,\n staticRenderFns,\n false,\n null,\n null,\n null\n \n)\n\nexport default component.exports","var render = function () {var _vm=this;var _h=_vm.$createElement;var _c=_vm._self._c||_h;return _c('text',{attrs:{\"x\":_vm.x,\"y\":_vm.y,\"text-anchor\":_vm.textAnchor,\"font-size\":_vm.font.size,\"font-family\":_vm.font.family,\"fill\":_vm.font.color}},_vm._l((_vm.lines),function(line,i){return _c('tspan',{key:(\"line-\" + i),attrs:{\"x\":_vm.x,\"dy\":i > 0 ? _vm.font.lineHeight : 0,\"dominant-baseline\":\"text-before-edge\"}},[_vm._v(_vm._s(line))])}),0)}\nvar staticRenderFns = []\n\nexport { render, staticRenderFns }","\n\n\n","import mod from \"-!../../node_modules/thread-loader/dist/cjs.js!../../node_modules/babel-loader/lib/index.js??clonedRuleSet-40[0].rules[0].use[1]!../../node_modules/@vue/vue-loader-v15/lib/index.js??vue-loader-options!./MultilineText.vue?vue&type=script&lang=js&\"; export default mod; export * from \"-!../../node_modules/thread-loader/dist/cjs.js!../../node_modules/babel-loader/lib/index.js??clonedRuleSet-40[0].rules[0].use[1]!../../node_modules/@vue/vue-loader-v15/lib/index.js??vue-loader-options!./MultilineText.vue?vue&type=script&lang=js&\"","import { render, staticRenderFns } from \"./MultilineText.vue?vue&type=template&id=6b689792&\"\nimport script from \"./MultilineText.vue?vue&type=script&lang=js&\"\nexport * from \"./MultilineText.vue?vue&type=script&lang=js&\"\n\n\n/* normalize component */\nimport normalizer from \"!../../node_modules/@vue/vue-loader-v15/lib/runtime/componentNormalizer.js\"\nvar component = normalizer(\n script,\n render,\n staticRenderFns,\n false,\n null,\n null,\n null\n \n)\n\nexport default component.exports","\n\n\n\n\n","import mod from \"-!../../node_modules/thread-loader/dist/cjs.js!../../node_modules/babel-loader/lib/index.js??clonedRuleSet-40[0].rules[0].use[1]!../../node_modules/@vue/vue-loader-v15/lib/index.js??vue-loader-options!./GraphChart.vue?vue&type=script&lang=js&\"; export default mod; export * from \"-!../../node_modules/thread-loader/dist/cjs.js!../../node_modules/babel-loader/lib/index.js??clonedRuleSet-40[0].rules[0].use[1]!../../node_modules/@vue/vue-loader-v15/lib/index.js??vue-loader-options!./GraphChart.vue?vue&type=script&lang=js&\"","import { render, staticRenderFns } from \"./GraphChart.vue?vue&type=template&id=4dbbff44&scoped=true&\"\nimport script from \"./GraphChart.vue?vue&type=script&lang=js&\"\nexport * from \"./GraphChart.vue?vue&type=script&lang=js&\"\nimport style0 from \"./GraphChart.vue?vue&type=style&index=0&id=4dbbff44&lang=scss&scoped=true&\"\n\n\n/* normalize component */\nimport normalizer from \"!../../node_modules/@vue/vue-loader-v15/lib/runtime/componentNormalizer.js\"\nvar component = normalizer(\n script,\n render,\n staticRenderFns,\n false,\n null,\n \"4dbbff44\",\n null\n \n)\n\nexport default component.exports","var render = function () {var _vm=this;var _h=_vm.$createElement;var _c=_vm._self._c||_h;return _c('div',{staticClass:\"harness-accordion-menu\"},[_c('div',{staticClass:\"search-box\"},[_c('input',{directives:[{name:\"model\",rawName:\"v-model\",value:(_vm.searchString),expression:\"searchString\"}],attrs:{\"type\":\"text\",\"placeholder\":\"Search...\",\"aria-label\":\"Search the survey questions\"},domProps:{\"value\":(_vm.searchString)},on:{\"input\":[function($event){if($event.target.composing){ return; }_vm.searchString=$event.target.value},_vm.onSearchChange]}}),_c('button',{attrs:{\"aria-label\":\"Clear the search term\"},on:{\"click\":_vm.clearSearch}},[_c('i',{staticClass:\"bi bi-x-circle\"})])]),_vm._l((_vm.accordionData),function(module){return _c('accordion-group',{key:module.key,attrs:{\"group\":module,\"is-selected\":_vm.isGroupExpanded(module.key),\"selected-value\":_vm.getFilter(_vm.filter.key),\"get-value-properties\":_vm.getValueProperties,\"use-sub-selection\":_vm.$attrs['use-sub-selection'],\"selected-question\":_vm.selectedQuestion,\"expanded-question\":_vm.expandedQuestion,\"selected-levels\":_vm.$attrs['selected-levels'],\"search-string\":_vm.searchString},on:{\"onExpandGroup\":function($event){return _vm.expandGroup(module.key)},\"onExpandQuestion\":function($event){return _vm.expandQuestion($event)},\"onSelectQuestion\":function($event){return _vm.selectQuestion($event)}}})})],2)}\nvar staticRenderFns = []\n\nexport { render, staticRenderFns }","var render = function () {var _vm=this;var _h=_vm.$createElement;var _c=_vm._self._c||_h;return _c('div',{staticClass:\"harness-accordion-group\",class:{ active: _vm.isSelected }},[_c('button',{staticClass:\"header\",on:{\"click\":_vm.selectGroup}},[_c('accordion-caret',{attrs:{\"is-open\":_vm.isSelected}}),_vm._v(\" \"+_vm._s(_vm.group.key)+\" \")],1),(_vm.isSelected)?_c('ul',_vm._l((_vm.group.members),function(m){return _c('accordion-group-value',{key:m,attrs:{\"id\":m,\"is-selected\":_vm.selectedQuestion != null && _vm.selectedQuestion.id === m,\"would-replace-selection\":_vm.selectedQuestion !== null && _vm.selectedQuestion.id !== m,\"get-value-properties\":_vm.getValueProperties,\"use-sub-selection\":_vm.useSubSelection,\"selected-levels\":_vm.selectedLevels,\"search-string\":_vm.searchString,\"is-expanded\":_vm.expandedQuestion === m},on:{\"onToggleExpansion\":function($event){return _vm.$emit('onExpandQuestion', Object.assign({}, {id: m}, $event))},\"onSelectQuestion\":function($event){return _vm.$emit('onSelectQuestion', Object.assign({}, {id: m}, $event))}}})}),1):_vm._e()])}\nvar staticRenderFns = []\n\nexport { render, staticRenderFns }","var render = function () {var _vm=this;var _h=_vm.$createElement;var _c=_vm._self._c||_h;return _c('i',{staticClass:\"bi\",class:{ 'bi-chevron-down': _vm.isOpen, 'bi-chevron-right': !_vm.isOpen }})}\nvar staticRenderFns = []\n\nexport { render, staticRenderFns }","\n\n\n\n\n","import mod from \"-!../../node_modules/thread-loader/dist/cjs.js!../../node_modules/babel-loader/lib/index.js??clonedRuleSet-40[0].rules[0].use[1]!../../node_modules/@vue/vue-loader-v15/lib/index.js??vue-loader-options!./AccordionCaret.vue?vue&type=script&lang=js&\"; export default mod; export * from \"-!../../node_modules/thread-loader/dist/cjs.js!../../node_modules/babel-loader/lib/index.js??clonedRuleSet-40[0].rules[0].use[1]!../../node_modules/@vue/vue-loader-v15/lib/index.js??vue-loader-options!./AccordionCaret.vue?vue&type=script&lang=js&\"","import { render, staticRenderFns } from \"./AccordionCaret.vue?vue&type=template&id=75db83c4&scoped=true&\"\nimport script from \"./AccordionCaret.vue?vue&type=script&lang=js&\"\nexport * from \"./AccordionCaret.vue?vue&type=script&lang=js&\"\n\n\n/* normalize component */\nimport normalizer from \"!../../node_modules/@vue/vue-loader-v15/lib/runtime/componentNormalizer.js\"\nvar component = normalizer(\n script,\n render,\n staticRenderFns,\n false,\n null,\n \"75db83c4\",\n null\n \n)\n\nexport default component.exports","var render = function () {var _vm=this;var _h=_vm.$createElement;var _c=_vm._self._c||_h;return _c('li',{staticClass:\"accordion-group-value\",class:{ active: _vm.isExpanded, selected: _vm.isSelected }},[_c('div',{staticClass:\"header\"},[_c('button',{staticClass:\"header-click-area\",on:{\"click\":function($event){return _vm.toggleExpansion()}}},[_c('accordion-caret',{attrs:{\"is-open\":_vm.isExpanded}}),_c('span',{staticClass:\"accordion-group-value-label\",domProps:{\"innerHTML\":_vm._s(_vm.formattedLabel)}})],1)]),(_vm.isExpanded)?_c('div',{staticClass:\"options row\"},[_c('div',{staticClass:\"options-left col-9\"},[_c('dl',[_c('dt',[_vm._v(\"Possible Categories\")]),_c('dd',[_c('ul',{class:_vm.useSubSelection && 'no-bullet-list'},_vm._l((_vm.allLevels),function(l,i){return _c('li',{key:l.order},[(_vm.useSubSelection)?[_c('input',{attrs:{\"type\":\"checkbox\",\"id\":(\"checkbox-\" + i),\"name\":i},domProps:{\"checked\":_vm.localSelectedLevels[i]},on:{\"click\":function($event){return _vm.toggleLevel(i)}}}),_c('label',{staticClass:\"category-checkbox-label\",attrs:{\"for\":(\"checkbox-\" + i)}},[_vm._v(\" \"+_vm._s(l.label)+\" \")])]:[_vm._v(\" \"+_vm._s(l.label)+\" \")]],2)}),0),(_vm.useSubSelection)?_c('div',[_c('button',{staticClass:\"select-button\",on:{\"click\":_vm.selectAll}},[_vm._v(\" Select All \")]),_c('button',{staticClass:\"select-button\",on:{\"click\":_vm.unselectAll}},[_vm._v(\" Unselect All \")])]):_vm._e()]),_c('dt',[_vm._v(\"PUF Variable Name\")]),_c('dd',[_vm._v(\"[\"+_vm._s(_vm.id)+\"]\")]),_c('dt',[_vm._v(\"Applicable Population\")]),_c('dd',[_vm._v(_vm._s(_vm.applicablePopulation))])])]),_c('div',{staticClass:\"options-right col-3\"},[_c('button',{staticClass:\"apply-button\",attrs:{\"disabled\":_vm.useSubSelection && (!_vm.hasMadeSelection || _vm.hasSelectedAll)},on:{\"click\":function($event){return _vm.onApply()}}},[_vm._v(\" Apply \"),_c('i',{staticClass:\"bi bi-check-circle-fill\"})]),(_vm.useSubSelection && !_vm.hasMadeSelection)?_c('p',{staticClass:\"error-message\"},[_vm._v(\" Please select at least one category. \")]):_vm._e(),(_vm.useSubSelection && _vm.hasSelectedAll)?_c('p',{staticClass:\"error-message\"},[_vm._v(\" Please unselect at least one category. \")]):_vm._e(),(_vm.useSubSelection && _vm.wouldReplaceSelection && _vm.hasMadeSelection && !_vm.hasSelectedAll)?_c('p',{staticClass:\"warning-message\"},[_vm._v(\" This will replace the existing filter. \")]):_vm._e()])]):_vm._e()])}\nvar staticRenderFns = []\n\nexport { render, staticRenderFns }","\n\n\n\n\n\n\n","import mod from \"-!../../node_modules/thread-loader/dist/cjs.js!../../node_modules/babel-loader/lib/index.js??clonedRuleSet-40[0].rules[0].use[1]!../../node_modules/@vue/vue-loader-v15/lib/index.js??vue-loader-options!./AccordionGroupValue.vue?vue&type=script&lang=js&\"; export default mod; export * from \"-!../../node_modules/thread-loader/dist/cjs.js!../../node_modules/babel-loader/lib/index.js??clonedRuleSet-40[0].rules[0].use[1]!../../node_modules/@vue/vue-loader-v15/lib/index.js??vue-loader-options!./AccordionGroupValue.vue?vue&type=script&lang=js&\"","import { render, staticRenderFns } from \"./AccordionGroupValue.vue?vue&type=template&id=412bafbf&scoped=true&\"\nimport script from \"./AccordionGroupValue.vue?vue&type=script&lang=js&\"\nexport * from \"./AccordionGroupValue.vue?vue&type=script&lang=js&\"\nimport style0 from \"./AccordionGroupValue.vue?vue&type=style&index=0&id=412bafbf&lang=scss&scoped=true&\"\nimport style1 from \"./AccordionGroupValue.vue?vue&type=style&index=1&lang=scss&\"\n\n\n/* normalize component */\nimport normalizer from \"!../../node_modules/@vue/vue-loader-v15/lib/runtime/componentNormalizer.js\"\nvar component = normalizer(\n script,\n render,\n staticRenderFns,\n false,\n null,\n \"412bafbf\",\n null\n \n)\n\nexport default component.exports","\n\n\n\n\n","import mod from \"-!../../node_modules/thread-loader/dist/cjs.js!../../node_modules/babel-loader/lib/index.js??clonedRuleSet-40[0].rules[0].use[1]!../../node_modules/@vue/vue-loader-v15/lib/index.js??vue-loader-options!./AccordionGroup.vue?vue&type=script&lang=js&\"; export default mod; export * from \"-!../../node_modules/thread-loader/dist/cjs.js!../../node_modules/babel-loader/lib/index.js??clonedRuleSet-40[0].rules[0].use[1]!../../node_modules/@vue/vue-loader-v15/lib/index.js??vue-loader-options!./AccordionGroup.vue?vue&type=script&lang=js&\"","import { render, staticRenderFns } from \"./AccordionGroup.vue?vue&type=template&id=f96cc6a6&scoped=true&\"\nimport script from \"./AccordionGroup.vue?vue&type=script&lang=js&\"\nexport * from \"./AccordionGroup.vue?vue&type=script&lang=js&\"\nimport style0 from \"./AccordionGroup.vue?vue&type=style&index=0&id=f96cc6a6&lang=scss&scoped=true&\"\n\n\n/* normalize component */\nimport normalizer from \"!../../node_modules/@vue/vue-loader-v15/lib/runtime/componentNormalizer.js\"\nvar component = normalizer(\n script,\n render,\n staticRenderFns,\n false,\n null,\n \"f96cc6a6\",\n null\n \n)\n\nexport default component.exports","\n\n\n\n\n","import mod from \"-!../../node_modules/thread-loader/dist/cjs.js!../../node_modules/babel-loader/lib/index.js??clonedRuleSet-40[0].rules[0].use[1]!../../node_modules/@vue/vue-loader-v15/lib/index.js??vue-loader-options!./AccordionFilter.vue?vue&type=script&lang=js&\"; export default mod; export * from \"-!../../node_modules/thread-loader/dist/cjs.js!../../node_modules/babel-loader/lib/index.js??clonedRuleSet-40[0].rules[0].use[1]!../../node_modules/@vue/vue-loader-v15/lib/index.js??vue-loader-options!./AccordionFilter.vue?vue&type=script&lang=js&\"","import { render, staticRenderFns } from \"./AccordionFilter.vue?vue&type=template&id=fb91b1fc&scoped=true&\"\nimport script from \"./AccordionFilter.vue?vue&type=script&lang=js&\"\nexport * from \"./AccordionFilter.vue?vue&type=script&lang=js&\"\nimport style0 from \"./AccordionFilter.vue?vue&type=style&index=0&id=fb91b1fc&lang=scss&scoped=true&\"\n\n\n/* normalize component */\nimport normalizer from \"!../../node_modules/@vue/vue-loader-v15/lib/runtime/componentNormalizer.js\"\nvar component = normalizer(\n script,\n render,\n staticRenderFns,\n false,\n null,\n \"fb91b1fc\",\n null\n \n)\n\nexport default component.exports","/**\n * Computes the inverse of the cumulative density function (CDF) for the\n * Student's t distribution.\n *\n * Instead of bringing in a dependency to compute this for arbitrary parameters,\n * this function hardcodes return values for the small set of parameters we'll\n * need to handle. (The degrees of freedom parameter is static for each survey,\n * and we expect to have 2-4 surveys. The area under the curve is derived from\n * the size of the confidence interval, and we expect to give the user no more\n * than 3 options for the size of the confidence interval.) The hardcoded values\n * can be found using any of several statistical tools, such as:\n *\n * - Python's scipy.stats.t.ppf()\n * - R's qt()\n * - JavaScript's jStat.studentt.inv()\n * - JavaScript's @stdlib/stats-base-dists-t-quantile\n *\n * @param {number} area Area under the CDF curve starting from -infinity.\n * @param {number} dof Degrees of freedom.\n * @return {number} The t value such that the area under the CDF curve in the range\n * (-infinity, t) is equal to the value of the area parameter.\n */\nfunction tInverse (area, dof) {\n if (area === 0.975 && dof === 157) {\n return 1.975189163\n } else if (area === 0.975 && dof === 95) {\n return 1.985251004\n } else if (area === 0.975 && dof === 81) {\n return 1.989686323\n } else {\n throw new Error('Unsupported values for area and dof parameters')\n }\n}\n\n/**\n * Computes the asymmetric confidence interval (CI) of a proportion.\n *\n * Because a proportion is bounded in [0, 1], its CI should be as well. This\n * function ensures that the CI is bounded in [0, 1] by allowing it be\n * asymmetric. Values close to 0 or 1 will exhibit the greatest asymmetry.\n *\n * If p is exactly 0 or 1, the confidence intervals are undefined and the\n * function returns null for both the lower and upper bounds.\n *\n * @param {number} p Proportion around which to compute the CI.\n * @param {number} v Variance of the proportion.\n * @param {number} dof Degrees of freedom.\n * @param {number} confidence Confidence level for the interval. For a 95% CI,\n * this parameter should be 0.95.\n *\n * @return {Object} Lower and upper bounds of the confidence interval.\n */\nfunction computeCiProportion (p, v, dof, confidence) {\n if (p === 0 || p === 1 || p === null) {\n return { lower: null, upper: null }\n }\n\n const pPrime = Math.log(p) - Math.log(1 - p)\n const sPrime = Math.sqrt(v) / (p * (1 - p))\n\n const tArea = 1 - ((1 - confidence) / 2)\n const t = tInverse(tArea, dof)\n\n const lowerPrime = pPrime - t * sPrime\n const upperPrime = pPrime + t * sPrime\n\n const lower = Math.exp(lowerPrime) / (1 + Math.exp(lowerPrime))\n const upper = Math.exp(upperPrime) / (1 + Math.exp(upperPrime))\n\n return { lower: lower, upper: upper }\n}\n\n/**\n * Computes the confidence interval (CI) of a count.\n *\n * The returned CI is symmetric around the count, except when the lower CI bound\n * is negative, in which case the lower CI bound is set to 0. (Because a count\n * cannot be negative, its lower CI bound should also not be negative.)\n *\n * If the count is 0, the confidence interval is undefined and the function\n * returns null for both the lower and upper bounds.\n *\n * @param {number} x Count around which to compute the CI.\n * @param {number} v Variance of the count.\n * @param {number} dof Degrees of freedom.\n * @param {number} confidence Confidence level for the interval. For a 95% CI,\n * this parameter should be 0.95.\n *\n * @return {Object} Lower and upper bounds of the confidence interval.\n */\nfunction computeCiCount (x, v, dof, confidence) {\n if (x === 0 || x === null) {\n return { lower: null, upper: null }\n }\n\n const s = Math.sqrt(v)\n\n const tArea = 1 - ((1 - confidence) / 2)\n const t = tInverse(tArea, dof)\n\n const lower = Math.max(x - t * s, 0)\n const upper = x + t * s\n\n return { lower: lower, upper: upper }\n}\n\n/**\n * Computes the relative standard error (RSE) of a proportion.\n *\n * The general equation for the RSE of an estimate X is SE(X) / X. However,\n * because a proportion's properties are symmetric around 0.5, this method uses\n * a modified equation to compute RSEs that are symmetric around 0.5. For\n * example, RSE(0.1) will equal RSE(0.9), assuming the standard errors are the\n * same.\n *\n * If p is exactly 0 or 1, the RSE is undefined and the function returns null.\n *\n * @param {number} p Proportion for which to compute the RSE.\n * @param {number} v Variance of the proportion.\n */\nfunction computeRseProportion (p, v) {\n if (p === 0 || p === 1 || p === null) {\n return null\n }\n if (p < 0.5) {\n return Math.sqrt(v) / p\n }\n return Math.sqrt(v) / (1 - p)\n}\n\n/**\n * Initialize a data structure for holding intermediate and output values in the\n * distribution function.\n */\nfunction initDataBuffer (keys1, keys2, value) {\n const buffer = {}\n keys1.forEach(k1 => {\n buffer[k1] = {}\n keys2.forEach(k2 => {\n buffer[k1][k2] = value\n })\n })\n return buffer\n}\n\n/**\n * In a Taylor WR Survey, all estimates are computed assuming a weighted,\n * stratified, and clustered design using the Taylor linearization method for\n * variances and assuming clusters were sampled with replacement within each\n * stratum.\n */\nexport class TaylorWRSurvey {\n /**\n * @param {Array} data Object of arrays containing all the survey data. The data\n * MUST be sorted by the stratum and cluster variables.\n * @param {string} weightName Name of the survey's weight variable.\n * @param {string} stratumName Name of the survey's stratum variable.\n * @param {string} clusterName Name of the survey's cluster variable.\n * @param {string} ddf Design-based degrees of freedom for the survey.\n */\n constructor (data, weightName, stratumName, clusterName, ddf) {\n this.data = data\n this.weight = data[weightName]\n this.stratum = data[stratumName]\n this.cluster = data[clusterName]\n this.ddf = ddf\n }\n\n /**\n * Computes the weighted frequency distribution of a variable.\n *\n * The distribution is computed within each level of another variable, called\n * the \"by\" variable. Only those records appearing in the subpopulation of\n * interest are included.\n *\n * Also computes the variance and 95% confidence interval.\n *\n * @param {string} xName Name of the variable whose distribution will be\n * computed.\n * @param {Array} xLevels Unique levels of x.\n * @param {string} byName Name of the variable whose levels form the\n * by-groups, within which independent distributions of x will be\n * computed.\n * @param {Array} byLevels Unique levels of the by variable.\n * @param {Array} subpopName Name of the boolean variable indicating which\n * records to include in the analysis.\n *\n * @return {Object} Data structure containing all estimates in the distribution.\n * Top-level keys are the byLevels. The value for each key is another Object\n * whose keys are the variable levels. The value for each of those keys is\n * another Object containing the estimates with keys like 'proportion' and\n * 'ciProportion'.\n */\n distribution (xName, xLevels, byName, byLevels, subpopName) {\n // ---------------------------------------------------------------------------\n // Initialize objects that will hold intermediate calculations for each\n // level.\n\n const N = initDataBuffer(byLevels, xLevels, 0)\n const n = initDataBuffer(byLevels, xLevels, 0)\n const denom = initDataBuffer(byLevels, xLevels, 0)\n const numer = initDataBuffer(byLevels, xLevels, 0)\n const p = initDataBuffer(byLevels, xLevels, null)\n\n const zNumer = initDataBuffer(byLevels, xLevels, 0)\n const rNumer = initDataBuffer(byLevels, xLevels, 0)\n const r2Numer = initDataBuffer(byLevels, xLevels, 0)\n const vNumer = initDataBuffer(byLevels, xLevels, 0)\n\n const zP = initDataBuffer(byLevels, xLevels, 0)\n const rP = initDataBuffer(byLevels, xLevels, 0)\n const r2P = initDataBuffer(byLevels, xLevels, 0)\n const vP = initDataBuffer(byLevels, xLevels, 0)\n\n // ---------------------------------------------------------------------------\n // Store data arrays in shorter names for cleaner references later.\n\n const x = this.data[xName]\n const by = this.data[byName]\n const subpop = this.data[subpopName]\n\n // ---------------------------------------------------------------------------\n // Pass 1: Compute the proportion for each level.\n\n for (let i = 0; i < x.length; i++) {\n if (by[i] === '' || !subpop[i]) {\n continue\n }\n const byLevel = by[i]\n xLevels.forEach(xLevel => {\n if (x[i] !== '') {\n N[byLevel][xLevel] += 1\n denom[byLevel][xLevel] += this.weight[i]\n }\n if (x[i] === xLevel) {\n n[byLevel][xLevel] += 1\n numer[byLevel][xLevel] += this.weight[i]\n }\n })\n }\n\n byLevels.forEach(byLevel => {\n xLevels.forEach(xLevel => {\n if (denom[byLevel][xLevel] > 0) {\n p[byLevel][xLevel] = numer[byLevel][xLevel] / denom[byLevel][xLevel]\n }\n })\n })\n\n // ---------------------------------------------------------------------------\n // Pass 2: Compute the variance of the proportion for each level.\n\n let h = 0\n let startData = false\n let startStratum = false\n let startCluster = false\n let endData = false\n let endStratum = false\n let endCluster = false\n\n for (let i = 0; i < x.length; i++) {\n startData = (i === 0)\n startStratum = (startData || this.stratum[i] !== this.stratum[i - 1])\n startCluster = (startStratum || this.cluster[i] !== this.cluster[i - 1])\n endData = (i === x.length - 1)\n endStratum = (endData || this.stratum[i] !== this.stratum[i + 1])\n endCluster = (endStratum || this.cluster[i] !== this.cluster[i + 1])\n\n if (startStratum) {\n h = 0\n byLevels.forEach(byLevel => {\n xLevels.forEach(xLevel => {\n rNumer[byLevel][xLevel] = 0\n r2Numer[byLevel][xLevel] = 0\n rP[byLevel][xLevel] = 0\n r2P[byLevel][xLevel] = 0\n })\n })\n }\n\n if (startCluster) {\n h += 1\n byLevels.forEach(byLevel => {\n xLevels.forEach(xLevel => {\n zNumer[byLevel][xLevel] = 0\n zP[byLevel][xLevel] = 0\n })\n })\n }\n\n if (by[i] !== '' && subpop[i]) {\n const byLevel = by[i]\n xLevels.forEach(xLevel => {\n if (x[i] !== '') {\n zNumer[byLevel][xLevel] += (\n this.weight[i] * (x[i] === xLevel ? 1 : 0)\n )\n zP[byLevel][xLevel] += (\n this.weight[i] * (\n (x[i] === xLevel ? 1 : 0) - p[byLevel][xLevel]\n ) / denom[byLevel][xLevel]\n )\n }\n })\n }\n\n if (endCluster) {\n byLevels.forEach(byLevel => {\n xLevels.forEach(xLevel => {\n rNumer[byLevel][xLevel] += zNumer[byLevel][xLevel]\n r2Numer[byLevel][xLevel] += Math.pow(zNumer[byLevel][xLevel], 2)\n rP[byLevel][xLevel] += zP[byLevel][xLevel]\n r2P[byLevel][xLevel] += Math.pow(zP[byLevel][xLevel], 2)\n })\n })\n }\n\n if (endStratum) {\n byLevels.forEach(byLevel => {\n xLevels.forEach(xLevel => {\n vNumer[byLevel][xLevel] += (\n (h * r2Numer[byLevel][xLevel] - Math.pow(rNumer[byLevel][xLevel], 2)) / (h - 1)\n )\n vP[byLevel][xLevel] += (\n (h * r2P[byLevel][xLevel] - Math.pow(rP[byLevel][xLevel], 2)) / (h - 1)\n )\n })\n })\n }\n }\n\n // ---------------------------------------------------------------------------\n // Create an output object collecting the results from each level.\n\n const out = initDataBuffer(byLevels, xLevels, null)\n\n const confidence = 0.95\n\n byLevels.forEach(byLevel => {\n xLevels.forEach(xLevel => {\n out[byLevel][xLevel] = {\n proportion: p[byLevel][xLevel],\n ciProportion: computeCiProportion(\n p[byLevel][xLevel],\n vP[byLevel][xLevel],\n this.ddf,\n confidence\n ),\n varianceProportion: N[byLevel][xLevel] === 0 ? null : vP[byLevel][xLevel],\n sampleSize: n[byLevel][xLevel],\n unweightedDenominator: N[byLevel][xLevel],\n numerator: numer[byLevel][xLevel],\n ciNumerator: computeCiCount(\n numer[byLevel][xLevel],\n vNumer[byLevel][xLevel],\n this.ddf,\n confidence\n ),\n varianceNumerator: N[byLevel][xLevel] === 0 ? null : vNumer[byLevel][xLevel],\n denominator: denom[byLevel][xLevel],\n rseProportion: computeRseProportion(\n p[byLevel][xLevel],\n vP[byLevel][xLevel]\n )\n }\n })\n })\n\n return out\n }\n}\n","import TopicView from '../components/Topic'\nimport { components } from '@rtidatascience/harness-ui'\nimport TableChart from '../components/TableChart'\nimport GraphChart from '../components/GraphChart'\nimport AccordionFilter from '../components/AccordionFilter'\nimport { json } from 'd3-fetch'\nimport { commitMetadata } from '../store/mutations/selectedParameters'\nimport { TaylorWRSurvey } from '../vest'\n\nconst hashes = {\n 2014: {\n puf: 'ac55ec37',\n metadata: 'b809a909',\n design: '23c821a9'\n },\n 2022: {\n puf: '3cc90034',\n metadata: '70e706f5',\n design: 'bf9ef903'\n }\n}\n\nexport default class TopicPage {\n title = 'Topics'\n key = 'topic'\n pageComponent = TopicView\n\n retrieveData = async (state, pageObject, hs) => {\n const data = await loadData(hs)\n\n if (data.metadata !== hs.store.state.metadata) {\n commitMetadata(hs.store.commit, data.metadata)\n hs.setOptionsForFilter(\n 'accordion',\n {\n groups: hs.store.state.modules,\n metadata: data.metadata\n },\n true\n )\n }\n\n const survey = createSurvey(data.surveyData, data.surveyDesign)\n const filteredSurvey = filterSurvey(survey, hs.store.state.selectedFilter)\n const tabledData = buildTable(\n filteredSurvey,\n data.metadata,\n hs.store.state.selectedRowParameters,\n hs.store.state.selectedColumnParameters,\n hs.store.state.selectedFilter,\n hs.store.getters.year\n )\n const footnotes = buildFootnotes(\n tabledData.table,\n hs.store.getters.rowQuestion,\n hs.store.getters.columnQuestion,\n hs.store.getters.filterQuestion,\n hs.store.getters.year\n )\n\n hs.store.commit('setIsLoadingYear', false)\n\n return {\n tableChart: {\n ...tabledData,\n footnotes\n },\n graphChart: {\n ...buildGraph(\n tabledData,\n data.metadata,\n hs.store.state.selectedRowParameters,\n hs.store.state.selectedColumnParameters\n ),\n footnotes\n },\n accordion: {\n groups: hs.store.state.modules,\n metadata: data.metadata\n }\n }\n }\n\n filters = function () {\n return {\n year: {\n key: 'year',\n label: 'Data Year',\n component: null,\n options: []\n },\n accordion: {\n title: 'Accordion',\n component: AccordionFilter,\n props: {\n getValueProperties (id) {\n return this.$store.getters.getQuestion(id)\n }\n },\n afterSet: (action, hs) => {\n if (action.type === hs.getFilterActionString('accordion')) {\n hs.setOptionsForFilter(\n 'questionLevels',\n extractQuestionLevels(action, hs),\n true\n )\n }\n }\n },\n questionLevels: {\n key: 'questionLevels',\n label: 'Levels',\n component: components.HarnessUiCheckboxGroup,\n props: {\n multiple: true,\n collapse: false\n },\n options: [\n {\n key: 'q1',\n label: 'Level 1',\n default: true\n }\n ],\n afterSet: (action, hs) => {\n if (action.type === hs.getFilterActionString('questionLevels')) {\n // hs.store.commit('buildFilter', action.payload)\n }\n }\n },\n rowFilter: {\n key: 'rowFilter',\n label: 'Levels',\n component: null,\n options: []\n },\n columnFilter: {\n key: 'columnFilter',\n label: 'Levels',\n component: null,\n options: []\n },\n confidenceInterval: {\n label: 'Confidence Intervals:',\n component: components.HarnessUiRadioGroup,\n props: {\n inline: false\n },\n options: [\n {\n key: true,\n label: 'On',\n disabled: false,\n default: false\n },\n {\n key: false,\n label: 'Off',\n disabled: false,\n default: true\n }\n ]\n },\n showGraph: {\n label: 'View As:',\n component: components.HarnessUiRadioGroup,\n props: {\n inline: false\n },\n options: [\n {\n key: true,\n label: 'Chart',\n disabled: false,\n default: true\n },\n {\n key: false,\n label: 'Table',\n disabled: false,\n default: false\n }\n ],\n afterSet: (action, hs) => {\n if (action.payload) {\n hs.enableOptions('showPercentage', [true, false])\n } else {\n hs.disableOptions('showPercentage', [true, false])\n }\n }\n },\n showPercentage: {\n label: 'Chart Unit:',\n component: components.HarnessUiRadioGroup,\n props: {\n inline: false\n },\n options: [\n {\n key: true,\n label: 'Percentage',\n disabled: false,\n default: true\n },\n {\n key: false,\n label: 'Population Size',\n disabled: false,\n default: false\n }\n ]\n }\n }\n }\n\n charts = function () {\n return {\n tableChart: {\n title: 'Table Chart',\n component: TableChart\n },\n graphChart: {\n title: 'Graph Chart',\n component: GraphChart\n }\n }\n }\n}\n\nconst dataSource = 'Scripts/hcps/data/'\n\nfunction variableFilePath (id, year) {\n return `${process.env.BASE_URL}${dataSource}${year}/puf_${hashes[year].puf}/${id}.json`\n}\n\nfunction metadataFilePath (year) {\n return `${process.env.BASE_URL}${dataSource}${year}/metadata.${hashes[year].metadata}.json`\n}\n\nfunction designFilePath (year) {\n return `${process.env.BASE_URL}${dataSource}${year}/design.${hashes[year].design}.json`\n}\n\nasync function loadData (hs) {\n const cache = hs.getRequestCache()\n const year = hs.store.getters.year\n const yearCache = cache?.[year]\n\n const metadata = await loadMetadata(yearCache, year)\n const surveyDesign = await loadSurveyDesign(yearCache, year)\n const surveyData = await loadSurveyData(hs, surveyDesign, yearCache, year)\n\n const data = {\n metadata,\n surveyDesign,\n surveyData\n }\n\n const newCache = {\n ...cache,\n [year]: data\n }\n hs.setRequestCache(newCache)\n\n return data\n}\n\nasync function loadSurveyData (hs, surveyDesign, cache) {\n const { rowId, columnId, filterId, year } = hs.store.getters\n\n const weight = await loadVariableFile(cache?.surveyData, surveyDesign.weight, year)\n const stratum = await loadVariableFile(cache?.surveyData, surveyDesign.stratum, year)\n const cluster = await loadVariableFile(cache?.surveyData, surveyDesign.cluster, year)\n const row = await loadVariableFile(cache?.surveyData, rowId, year)\n const col = await loadVariableFile(cache?.surveyData, columnId, year)\n const filter = await loadVariableFile(cache?.surveyData, filterId, year)\n\n // Add special variables that we'll use when computing estimates.\n const dataLength = countData(weight)\n const zero = createConstantVariable('__zero__', '0', dataLength)\n const subpop = createConstantVariable('__subpop__', true, dataLength)\n\n return {\n ...weight,\n ...stratum,\n ...cluster,\n ...row,\n ...col,\n ...filter,\n ...zero,\n ...subpop\n }\n}\n\nfunction createConstantVariable (id, value, dataLength) {\n const values = new Array(dataLength)\n for (let i = 0; i < dataLength; i++) {\n values[i] = value\n }\n return { [id]: values }\n}\n\nasync function loadVariableFile (cache, id, year) {\n if (id == null) {\n return {}\n }\n\n if (cache != null && cache[id]) {\n return { [id]: cache[id] }\n }\n\n const file = await json(variableFilePath(id, year))\n return { [id]: file.data }\n}\n\nfunction countData (data) {\n const sampleKey = Object.keys(data)[0]\n return data[sampleKey].length\n}\n\nfunction createSurvey (surveyData, surveyDesign) {\n const survey = new TaylorWRSurvey(\n surveyData,\n surveyDesign.weight,\n surveyDesign.stratum,\n surveyDesign.cluster,\n surveyDesign.ddf\n )\n\n return survey\n}\n\nasync function loadMetadata (cache, year) {\n if (cache != null && cache.metadata != null) {\n return cache.metadata\n }\n\n const metadata = await json(metadataFilePath(year))\n return processMetadata(metadata)\n}\n\nasync function loadSurveyDesign (cache, year) {\n if (cache != null && cache.surveyDesign != null) {\n return cache.surveyDesign\n }\n\n const surveyDesign = await json(designFilePath(year))\n return surveyDesign\n}\n\nfunction processMetadata (metadata) {\n for (const key in metadata) {\n metadata[key].id = key\n }\n\n return metadata\n}\n\nfunction extractQuestionLevels (action, hs) {\n if (action.payload == null) {\n return []\n } else {\n return hs.store.getters.getQuestion(action.payload).levels.map(l => ({ key: l.value, label: l.label, default: true }))\n }\n}\n\nfunction filterSurvey (survey, filter) {\n // For survey data, it's important not to remove data when filtering. Instead,\n // we should flag the data to include/exclude.\n const subpopData = survey.data.__subpop__\n\n if (filter === null) {\n for (let i = 0; i < subpopData.length; i++) {\n subpopData[i] = true\n }\n } else {\n const filterData = survey.data[filter.id]\n for (let i = 0; i < subpopData.length; i++) {\n subpopData[i] = filter.values.includes(filterData[i])\n }\n }\n\n return survey\n}\n\nexport function suppressCell (cell) {\n if (cell.unweightedDenominator < 50 || cell.rseProportion > 0.3) {\n return {\n suppressed: true,\n proportion: null,\n ciProportion: { lower: null, upper: null },\n varianceProportion: null,\n sampleSize: null,\n unweightedDenominator: null,\n numerator: null,\n ciNumerator: { lower: null, upper: null },\n varianceNumerator: null,\n denominator: null,\n rseProportion: null\n }\n } else {\n return {\n suppressed: false,\n ...cell\n }\n }\n}\n\nfunction setCellHasResult (cell) {\n return {\n noResult: cell.unweightedDenominator === 0\n }\n}\n\nfunction buildTable (survey, metadata, rowFilter, columnFilter, subpopFilter, year) {\n if (rowFilter == null) {\n return { table: [], title: '', subtitle: '' }\n }\n\n let subpopTitleClause = ''\n let subpopSubtitleClause = ''\n if (subpopFilter !== null) {\n const meta = metadata[subpopFilter.id]\n const valueLabels = subpopFilter.values.map(value => {\n const label = meta.levels.find(level => {\n return level.value === value\n }).label\n return `\"${label}\"`\n })\n const valueClause = makeNarrativeList(valueLabels, 'or')\n subpopTitleClause = ` (filtered to include only patients where ${meta.label} is ${valueClause})`\n subpopSubtitleClause = ` where [${subpopFilter.id}] = ${valueClause}`\n }\n\n let table\n let title\n let subtitle\n\n if (columnFilter) {\n const rowMeta = metadata[rowFilter.id]\n const colMeta = metadata[columnFilter.id]\n\n title = `${rowMeta.label}, by ${colMeta.label}${subpopTitleClause}, ${year}`\n subtitle = `[${rowFilter.id}] by [${columnFilter.id}]${subpopSubtitleClause}`\n\n const varName = columnFilter.id\n const varLevels = colMeta.levels.map(l => l.value)\n const byName = rowFilter.id\n const byLevels = rowMeta.levels.map(l => l.value)\n\n const results = survey.distribution(\n varName,\n varLevels,\n byName,\n byLevels,\n '__subpop__'\n )\n\n const height = rowFilter.values.length\n const width = columnFilter.values.length\n table = initializeTable(height, width)\n\n Object.keys(results).forEach((byLevel) => {\n Object.keys(results[byLevel]).forEach((varLevel, vi) => {\n const row = rowFilter.values.indexOf(byLevel)\n const col = columnFilter.values.indexOf(varLevel)\n table[row][col] = {\n ...suppressCell(results[byLevel][varLevel]),\n ...setCellHasResult(results[byLevel][varLevel]),\n benchmark: colMeta.levels[vi].benchmark\n }\n })\n })\n } else {\n const meta = metadata[rowFilter.id]\n title = `${meta.label}${subpopTitleClause}, ${year}`\n subtitle = `[${rowFilter.id}]${subpopSubtitleClause}`\n\n const varName = rowFilter.id\n const varLevels = meta.levels.map(l => l.value)\n const byName = '__zero__'\n const byLevels = ['0']\n\n const results = survey.distribution(\n varName,\n varLevels,\n byName,\n byLevels,\n '__subpop__'\n )\n\n const height = rowFilter.values.length\n const width = 1\n table = initializeTable(height, width)\n\n Object.keys(results['0']).forEach((varLevel, i) => {\n const row = rowFilter.values.indexOf(varLevel)\n table[row][0] = {\n ...suppressCell(results['0'][varLevel]),\n ...setCellHasResult(results['0'][varLevel]),\n benchmark: meta.levels[i].benchmark\n }\n })\n }\n\n return {\n table,\n title,\n subtitle\n }\n}\n\nfunction initializeTable (rows, columns) {\n const table = new Array(rows)\n\n for (let i = 0; i < rows; i++) {\n table[i] = new Array(columns).fill(0)\n }\n\n return table\n}\n\n/**\n * Converts an array to a string as it would appear in a narrative English\n * sentence, such as \"x, y, and z\".\n *\n * @param {Array} arr Array of strings to be converted to a narrative list.\n * @param {String} conjunction Word to use as the conjunction between the last\n * two items of the list. Typically either \"and\" or \"or\".\n *\n * @return {String} The string containing the narrative list.\n */\nfunction makeNarrativeList (arr, conjunction) {\n if (arr.length === 1) {\n return arr[0]\n } else if (arr.length === 2) {\n return arr.join(` ${conjunction} `)\n } else {\n return [\n arr.slice(0, -1).join(', '),\n arr[arr.length - 1]\n ].join(`, ${conjunction} `)\n }\n}\n\nfunction buildGraph ({ table: data, title, subtitle }, metadata, rowFilter, columnFilter) {\n if (data.length === 0) {\n return { type: 'lollipop', data: [], title: 'Make a selection at left to begin.' }\n }\n\n // plot single question\n if (data[0].length === 1) {\n const meta = metadata[rowFilter.id]\n return {\n type: 'lollipop',\n categories: meta.levels.map(l => l.label),\n categoryId: rowFilter.id,\n data: data,\n title: title,\n subtitle: subtitle,\n dependencies: [meta.pop]\n }\n }\n\n // plot comparison\n const rowMeta = metadata[rowFilter.id]\n const colMeta = metadata[columnFilter.id]\n\n return {\n type: 'lollipop',\n categories: rowMeta.levels.map(l => l.label),\n categoryId: rowFilter.id,\n subCategories: colMeta.levels.map(l => l.label),\n subCategoryId: columnFilter.id,\n data: data,\n title: title,\n subtitle: subtitle,\n dependencies: [\n rowMeta.pop,\n colMeta.pop\n ]\n }\n}\n\nfunction buildFootnotes (table, rowFilter, columnFilter, subpopFilter, year) {\n function doesHaveSubPop (filter) {\n return filter && filter.pop !== 'all patients'\n }\n\n function doesHaveBenchmark (row, col) {\n if (row == null && col == null) {\n return false\n }\n\n if (col) {\n return col.levels.some(l => l.benchmark != null)\n } else {\n return row.levels.some(l => l.benchmark != null)\n }\n }\n\n function buildSubpop (filter) {\n return doesHaveSubPop(filter) && {\n id: filter.id,\n population: filter.pop,\n text: `[${filter.id}] applies only to: ${filter.pop}`\n }\n }\n\n const rowId = rowFilter?.id\n const hasSuppressed = table.some(r => r.some(c => c.suppressed))\n\n const hasRowSubpop = doesHaveSubPop(rowFilter)\n const hasColSubpop = doesHaveSubPop(columnFilter)\n const hasFilterSubpop = doesHaveSubPop(subpopFilter)\n const hasSubpop = hasRowSubpop || hasColSubpop || hasFilterSubpop\n const hasBenchmark = doesHaveBenchmark(rowFilter, columnFilter)\n\n const subpopItems = []\n hasRowSubpop && subpopItems.push(buildSubpop(rowFilter))\n hasColSubpop && subpopItems.push(buildSubpop(columnFilter))\n hasFilterSubpop && subpopItems.push(buildSubpop(subpopFilter))\n\n return {\n weighting: `All dashboard results are calculated using data from the ${year} HCPS PUF. Individual records in the PUF are weighted so that estimates of percentages, population sizes, and confidence intervals are representative of the health center patient population. Sample sizes are not representative of the health center patient population; instead, they are unweighted counts of the number of survey responses. Population sizes are rounded to the nearest thousand. Confidence intervals are calculated to reflect the complex sample design of the survey.`,\n subpops: hasSubpop && {\n text: 'The estimates in this analysis are representative of a subset of the health center patient population, because one or more selected survey questions apply to a subset of the population:',\n items: subpopItems\n },\n suppressed: hasSuppressed && {\n symbol: '*',\n text: \"Result has been suppressed. Results are suppressed when the percentage's denominator is based on fewer than 50 survey responses or when the relative standard error of the percentage is greater than 30%. Failure to meet these criteria is an indicator of poor statistical reliability.\"\n },\n variableName: rowId && `Text displayed in square brackets, such as [${rowId}], indicates a variable name from the ${year} HCPS PUF. The dashboard interface uses the variable names as an abbreviated way to identify survey questions. Analysts may wish to use the variable names to find the corresponding data in the PUF.`,\n benchmark: {\n hasBenchmark,\n symbol: '‡',\n text: 'National Benchmark: Corresponding estimate from the 2019 Consumer Assessment of Healthcare Providers and Systems (CAHPS®) Clinician & Group Survey Database (CG-CAHPS Database), where available. This estimate is intended to provide a benchmark for comparing the HCPS estimate to a broader population of U.S. medical practices. However, please be aware of the CG-CAHPS Database\\'s limitations and take them into consideration when making any comparisons between the HCPS and the CG-CAHPS Database: The organizations that contribute data to the CG-CAHPS Database do so voluntarily, and a limited number of practices choose to participate. The organizations contributing data are not representative of all U.S. medical practices. Estimates based on these voluntarily submitted data sets might be biased as it is not possible to compute estimates of precision from them.'\n },\n compare2014: 'Comparing estimates from 2022 data to estimates from 2014 data is not recommended. Data collection procedures were changed during the 2022 survey because of the COVID-19 pandemic. These changes are a potential confounding factor in any differences observed between 2014 and 2022.'\n }\n}\n","import topicPage from './topicPage'\nconst pages = [topicPage] // add pages to this array\nexport default pages\n","import Vue from 'vue'\nimport App from './App.vue'\nimport router from './router'\nimport store from './store'\nimport pages from './harness-pages/manifest'\nimport harness from '@rtidatascience/harness'\nimport { harnessUI } from '@rtidatascience/harness-ui'\n\n// import 'bootstrap' // enable this line for bootstrap javascript features\nimport './styles/main.scss'\n\nVue.use(harness, { store, router, pages })\nVue.use(harnessUI)\nVue.config.productionTip = false\n\nnew Vue({\n router,\n store,\n render: h => h(App)\n}).$mount('#app')\n","// The module cache\nvar __webpack_module_cache__ = {};\n\n// The require function\nfunction __webpack_require__(moduleId) {\n\t// Check if module is in cache\n\tvar cachedModule = __webpack_module_cache__[moduleId];\n\tif 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