File "frame.js"

Full path: /var/www/vhosts/msproyectoscloud.cl/siadrecursos.msproyectoscloud.cl/RECURSOS/recursos.siadspsminsal.cl/Categorizacion_usuario/M2/html5/data/js/frame.js
File size: 118.76 KiB (121615 bytes)
MIME-type: text/plain
Charset: utf-8

Download   Open   Back

window.globalProvideData('frame', '{"default_layout":"npxnabnsnfns00001000111","textdirection":"ltr","device":false,"fontscale":125,"kbshortcuts":false,"skip_nav_enabled":true,"chromeless":false,"outputtype":"undefined","theme":"classic","layouts":{"npnxnanbsnfns00001000111":{"kind":"layout","font":"Montserrat127BCFE9","controllayout":"npnxnanbsnfns00001000111","colorscheme":"npxnabnsnfns00001000111","string_table":"npxnabnsnfns00001000111"},"pxabnsnfns00001000111":{"kind":"layout","font":"Montserrat127BCFE9","controllayout":"pxabnsnfns00001000111","colorscheme":"npxnabnsnfns00001000111","string_table":"npxnabnsnfns00001000111"},"npxnabnsnfns00001000111":{"kind":"layout","font":"Montserrat127BCFE9","controllayout":"npxnabnsnfns00001000111","colorscheme":"npxnabnsnfns00001000111","string_table":"npxnabnsnfns00001000111"},"npnxnanbnsnfns00001000111":{"kind":"layout","font":"Montserrat127BCFE9","controllayout":"npnxnanbnsnfns00001000111","colorscheme":"npxnabnsnfns00001000111","string_table":"npxnabnsnfns00001000111"},"pxabnsnfns00001000110":{"kind":"layout","font":"Montserrat127BCFE9","controllayout":"pxabnsnfns00001000110","colorscheme":"npxnabnsnfns00001000111","string_table":"npxnabnsnfns00001000111"},"pnxanbnsnfns00001000111":{"kind":"layout","font":"Montserrat127BCFE9","controllayout":"pnxanbnsnfns00001000111","colorscheme":"npxnabnsnfns00001000111","string_table":"npxnabnsnfns00001000111"}},"orientations":{"phone":["portrait","landscape"],"tablet":["portrait","landscape"]},"controlOptions":{"sidebarOptions":{"titleEnabled":false,"titleText":"CUDYR-M2-V1","logoEnabled":false,"sidebarEnabled":true,"sidebarPos":"left","closed":false,"tabs":{"sidebar":[{"name":"outline","properties":{}}]},"timeEnabled":false,"timeFormat":"","videoEnabled":false,"height":135},"menuOptions":{"flow":"free","wrapListItems":false,"tooltips":false,"autocollapse":true,"autonumber":false,"enableResultsIcons":true},"controls":{"volume":true,"seekbar":false,"readonly":false,"readonlyOnce":false,"pauseplay":false,"replay":false,"search":true,"closed_captions":false,"font":"Open SansD6FFC9F9","settings":false},"bottomBarOptions":{"bottomBarEnabled":true}},"controlLayouts":{"npnxnanbsnfns00001000111":{"volume":true,"seekbar":false,"replay":false,"pauseplay":false,"logo":false,"previous":false,"next":false,"swipeleft":false,"swiperight":false,"submit":true,"finish":false,"submitall":false,"resources":false,"glossary":false,"transcript":false,"outline":{"enabled":true,"search":true},"close_btn":true},"pxabnsnfns00001000111":{"volume":true,"seekbar":false,"replay":false,"pauseplay":false,"logo":false,"previous":true,"next":true,"swipeleft":true,"swiperight":true,"submit":false,"finish":false,"submitall":false,"resources":false,"glossary":false,"transcript":false,"outline":{"enabled":true,"search":true},"close_btn":true},"npxnabnsnfns00001000111":{"volume":true,"seekbar":false,"replay":false,"pauseplay":false,"logo":false,"previous":false,"next":true,"swipeleft":false,"swiperight":true,"submit":false,"finish":false,"submitall":false,"resources":false,"glossary":false,"transcript":false,"outline":{"enabled":true,"search":true},"close_btn":true},"npnxnanbnsnfns00001000111":{"volume":true,"seekbar":false,"replay":false,"pauseplay":false,"logo":false,"previous":false,"next":false,"swipeleft":false,"swiperight":false,"submit":false,"finish":false,"submitall":false,"resources":false,"glossary":false,"transcript":false,"outline":{"enabled":true,"search":true},"close_btn":true},"pxabnsnfns00001000110":{"volume":true,"seekbar":false,"replay":false,"pauseplay":false,"logo":false,"previous":true,"next":true,"swipeleft":true,"swiperight":true,"submit":false,"finish":false,"submitall":false,"resources":false,"glossary":false,"transcript":false,"outline":{"enabled":true,"search":true},"close_btn":false},"pnxanbnsnfns00001000111":{"volume":true,"seekbar":false,"replay":false,"pauseplay":false,"logo":false,"previous":true,"next":false,"swipeleft":true,"swiperight":false,"submit":false,"finish":false,"submitall":false,"resources":false,"glossary":false,"transcript":false,"outline":{"enabled":true,"search":true},"close_btn":true}},"stringTables":{"npxnabnsnfns00001000111":{"kind":"string_table","string":{"more_info":"Más información","bio":"Biografía","prev":"ANT","acc_previous":"siguiente","clear":"Borrar y volver al menú","close":"Cerrar","continueresponsive":"Continuar","submit":"ENVIAR","acc_submit":"presentar","submitall":"ENVIAR TODO","acc_submitall":"enviar todo","filter":"Filtro","acc_finish":"finalizar","acc_pause":"pausa","restart":"Reiniciar","acc_replay":"repetición","acc_play":"Reproducir","next":"SIG","acc_next":"siguiente","finish":"FINALIZAR","acc_search_input":"búsqueda","continue":"Continuar","acc_volume":"volumen","acc_definition":"definición","definition":"Definición","search_results":"Resultados de la búsqueda","terms":"Condiciones","search_in":"Buscar en:","send_an_email":"Enviar correo electrónico","transcript_chk":"Notas","slide_text_chk":"Texto Diapositiva","search":"Buscar ...","question_list":"Lista de preguntas","check_include":"De verificación para incluir","disabled_orientation":"Rote el dispositivo","closed_captions":"Subtítulos","glossary":"Glosario","outline":"Menú","transcript":"Notas","resources":"Recursos","acc_resources":"los recursos","exit":"Salir","resume":"Continuar","acc_skipnavigation":"Omitir navegación. Presiona Aceptar para volver a la diapositiva.","acc_closed_captions":"Subtítulos cerrados. Presiona la barra de espacio para activar y desactivar los subtítulos.","acc_active":"activo"}}},"fonts":[{"name":"Montserrat127BCFE9","files":[{"bold":true,"italic":false,"fileData":"data:application/font-woff;base64,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"},{"bold":false,"italic":false,"fileData":"data:application/font-woff;base64,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"}]}],"sounds":{"enabled":true,"sound":[]},"navData":{"outline":{"links":[{"kind":"slidelink","slideid":"_player.5fZ0nFt0Jhd","slidetitle":"","displaytext":"Inicio","expand":false,"type":"slide","links":[{"kind":"slidelink","slideid":"_player.5fZ0nFt0Jhd.6jR2j1PYXse","slidetitle":"Inicio","displaytext":"Inicio","expand":false,"type":"slide"}]},{"kind":"slidelink","slideid":"_player.6KbZZDSau4n","slidetitle":"","displaytext":"Aplicación de CUDYR","expand":false,"type":"slide","links":[{"kind":"slidelink","slideid":"_player.6KbZZDSau4n.6ldvL1Xxczu","slidetitle":"Presentación","displaytext":"Presentación","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.6KbZZDSau4n.5ylks5vwcNb","slidetitle":"Normativa","displaytext":"Normativa","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.6KbZZDSau4n.6hdwwGK7k3b","slidetitle":"Relación entre tipo de cuidado y CUDYR","displaytext":"Relación entre tipo de cuidado y CUDYR","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.6KbZZDSau4n.614jEUVHeru","slidetitle":"Instructivo de aplicación","displaytext":"Instructivo de aplicación","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.6KbZZDSau4n.5zjM78f5NlP","slidetitle":"Monitoreo y validación de resultados de categorización de usuarios","displaytext":"Monitoreo y validación de resultados de categorización de usuarios","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.6KbZZDSau4n.6aMefoLr7ZJ","slidetitle":"Consideraciones y recomendaciones","displaytext":"Consideraciones y recomendaciones","expand":false,"type":"slide"}]},{"kind":"slidelink","slideid":"_player.6J9P7TWD61D","slidetitle":"","displaytext":"CUDYR en usuarias de Servicios de Gineco-obstétricos","expand":false,"type":"slide","links":[{"kind":"slidelink","slideid":"_player.6J9P7TWD61D.5qvgEmFWIkG","slidetitle":"Presentación ","displaytext":"Presentación ","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.6J9P7TWD61D.5cw6WzWokEG","slidetitle":"CUDYR paciente Gineco-Obstétrica","displaytext":"CUDYR paciente Gineco-Obstétrica","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.6J9P7TWD61D.5cQVlP8KgtH","slidetitle":"Consideraciones y recomendaciones","displaytext":"Consideraciones y recomendaciones","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.6J9P7TWD61D.5WzcsWBK6h4","slidetitle":"Dependencia","displaytext":"Dependencia","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.6J9P7TWD61D.5fkStJC0EID","slidetitle":"Riesgo ","displaytext":"Riesgo ","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.6J9P7TWD61D.5mgtOaMtoc6","slidetitle":"Procedimiento Piloto","displaytext":"Procedimiento Piloto","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.6J9P7TWD61D.5itUyLpSXHq","slidetitle":"Recordar","displaytext":"Recordar","expand":false,"type":"slide"}]},{"kind":"slidelink","slideid":"_player.6AOvPruXr72","slidetitle":"","displaytext":"CUDYR en Servicios de Neonatología (CUDYR NEO)","expand":false,"type":"slide","links":[{"kind":"slidelink","slideid":"_player.6AOvPruXr72.5ZOjqaxcO6D","slidetitle":"Presentación","displaytext":"Presentación","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.6AOvPruXr72.6Jod1nLIK3a","slidetitle":"Introducción","displaytext":"Introducción","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.6AOvPruXr72.5o4EQahfva8","slidetitle":"Nueva estructura de CUDYR para Servicios de Neonatología","displaytext":"Nueva estructura de CUDYR para Servicios de Neonatología","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.6AOvPruXr72.5xXRhtZdVdW","slidetitle":"Teoría o Modelo de la disciplina","displaytext":"Teoría o Modelo de la disciplina","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.6AOvPruXr72.6MTJ1ghqQp5","slidetitle":"Metodología","displaytext":"Metodología","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.6AOvPruXr72.5egtlrPIJ9x","slidetitle":"Resultados","displaytext":"Resultados","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.6AOvPruXr72.5xtoswnaH0g","slidetitle":"Propiedades Psicométricas instrumento CUDYR NEO","displaytext":"Propiedades Psicométricas instrumento CUDYR NEO","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.6AOvPruXr72.64ar42eRslb","slidetitle":"Conclusiones","displaytext":"Conclusiones","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.6AOvPruXr72.6W1hI0byjEf","slidetitle":"Instructivo de aplicación de instrumento de CUDYR para Servicios de Neonatología","displaytext":"Instructivo de aplicación de instrumento de CUDYR para Servicios de Neonatología","expand":false,"type":"slide"}]},{"kind":"slidelink","slideid":"_player.6RsHzJmtiaL","slidetitle":"","displaytext":"Aplicación CUDYR Salud mental","expand":false,"type":"slide","links":[{"kind":"slidelink","slideid":"_player.6RsHzJmtiaL.6irY4SBIDDp","slidetitle":"Presentación","displaytext":"Presentación","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.6RsHzJmtiaL.5afM3DYfk5l","slidetitle":"Descripción de dimensiones: Dependencia","displaytext":"Descripción de dimensiones: Dependencia","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.6RsHzJmtiaL.5eKXdlzjOeE","slidetitle":"Descripción de dimensiones: Riesgo","displaytext":"Descripción de dimensiones: Riesgo","expand":false,"type":"slide"},{"kind":"slidelink","slideid":"_player.6RsHzJmtiaL.5Y5uLo728ty","slidetitle":"Resultados","displaytext":"Resultados","expand":false,"type":"slide"}]},{"kind":"slidelink","slideid":"_player.6EcKeHlG0MG","slidetitle":"","displaytext":"Cierre","expand":false,"type":"slide","links":[{"kind":"slidelink","slideid":"_player.6EcKeHlG0MG.6DUqTRln2wq","slidetitle":"Cierre","displaytext":"Cierre","expand":false,"type":"slide"}]}]},"search":[{"kind":"slidetext","slideid":"5fZ0nFt0Jhd.6jR2j1PYXse","slidebank":false,"type":"slide","Text":"   curso “categorización de usuarios según dependencia y riesgo de cuidados (cudyr)”   módulo 2: ”instrumentos y herramientas de  usuarios según dependencia y riesgo (cudyr)” maureen gold semmler daniela vargas guzmán nicolás ramirez aguilera natalia méndez ibaceta  comenzar > comenzar > comenzar >"},{"kind":"slidetext","slideid":"6KbZZDSau4n.6ldvL1Xxczu","slidebank":false,"type":"slide","Text":"   presentación"},{"kind":"slidetext","slideid":"6KbZZDSau4n.5ylks5vwcNb","slidebank":false,"type":"slide","Text":"   normativa"},{"kind":"slidetext","slideid":"6KbZZDSau4n.6hdwwGK7k3b","slidebank":false,"type":"slide","Text":"   relación entre tipo de cuidado y cudyr"},{"kind":"slidetext","slideid":"6KbZZDSau4n.614jEUVHeru","slidebank":false,"type":"slide","Text":"   instructivo de aplicación"},{"kind":"slidetext","slideid":"6KbZZDSau4n.5zjM78f5NlP","slidebank":false,"type":"slide","Text":"   monitoreo y validación de resultados de categorización de usuarios"},{"kind":"slidetext","slideid":"6KbZZDSau4n.6aMefoLr7ZJ","slidebank":false,"type":"slide","Text":"   consideraciones y recomendaciones"},{"kind":"slidetext","slideid":"6J9P7TWD61D.5qvgEmFWIkG","slidebank":false,"type":"slide","Text":"presentación   "},{"kind":"slidetext","slideid":"6J9P7TWD61D.5cw6WzWokEG","slidebank":false,"type":"slide","Text":"cudyr paciente gineco-obstétrica   "},{"kind":"slidetext","slideid":"6J9P7TWD61D.5cQVlP8KgtH","slidebank":false,"type":"slide","Text":"consideraciones y recomendaciones   "},{"kind":"slidetext","slideid":"6J9P7TWD61D.5WzcsWBK6h4","slidebank":false,"type":"slide","Text":"dependencia   "},{"kind":"slidetext","slideid":"6J9P7TWD61D.5fkStJC0EID","slidebank":false,"type":"slide","Text":"riesgo   "},{"kind":"slidetext","slideid":"6J9P7TWD61D.5mgtOaMtoc6","slidebank":false,"type":"slide","Text":"procedimiento piloto   "},{"kind":"slidetext","slideid":"6J9P7TWD61D.5itUyLpSXHq","slidebank":false,"type":"slide","Text":"recordar   "},{"kind":"slidetext","slideid":"6AOvPruXr72.5ZOjqaxcO6D","slidebank":false,"type":"slide","Text":"presentación   "},{"kind":"slidetext","slideid":"6AOvPruXr72.6Jod1nLIK3a","slidebank":false,"type":"slide","Text":"introducción   "},{"kind":"slidetext","slideid":"6AOvPruXr72.5o4EQahfva8","slidebank":false,"type":"slide","Text":"nueva estructura de cudyr para servicios de neonatología   "},{"kind":"slidetext","slideid":"6AOvPruXr72.5xXRhtZdVdW","slidebank":false,"type":"slide","Text":"teoría o modelo de la disciplina   "},{"kind":"slidetext","slideid":"6AOvPruXr72.6MTJ1ghqQp5","slidebank":false,"type":"slide","Text":"metodología   "},{"kind":"slidetext","slideid":"6AOvPruXr72.5egtlrPIJ9x","slidebank":false,"type":"slide","Text":"resultados   "},{"kind":"slidetext","slideid":"6AOvPruXr72.5xtoswnaH0g","slidebank":false,"type":"slide","Text":"propiedades psicométricas instrumento cudyr neo   "},{"kind":"slidetext","slideid":"6AOvPruXr72.64ar42eRslb","slidebank":false,"type":"slide","Text":"conclusiones   "},{"kind":"slidetext","slideid":"6AOvPruXr72.6W1hI0byjEf","slidebank":false,"type":"slide","Text":"instructivo de aplicación de instrumento de cudyr para servicios de neonatología   "},{"kind":"slidetext","slideid":"6RsHzJmtiaL.6irY4SBIDDp","slidebank":false,"type":"slide","Text":"presentación   "},{"kind":"slidetext","slideid":"6RsHzJmtiaL.5afM3DYfk5l","slidebank":false,"type":"slide","Text":"descripción de dimensiones: dependencia dimensión 1-6   "},{"kind":"slidetext","slideid":"6RsHzJmtiaL.5eKXdlzjOeE","slidebank":false,"type":"slide","Text":"descripción de dimensiones: riesgo dimensión 7-14   "},{"kind":"slidetext","slideid":"6RsHzJmtiaL.5Y5uLo728ty","slidebank":false,"type":"slide","Text":"resultados   "},{"kind":"slidetext","slideid":"6EcKeHlG0MG.6DUqTRln2wq","slidebank":false,"type":"slide","Text":"  salir salir salir reiniciar reiniciar reiniciar   módulo 2: ”instrumentos y herramientas de  usuarios según dependencia y riesgo (cudyr)” maureen gold semmler daniela vargas guzmán nicolás ramirez aguilera natalia méndez ibaceta   curso “categorización de usuarios según dependencia y riesgo de cuidados (cudyr)”"}]},"resourceData":{"description":""}}');