Tu blog sobre Power BI, DAX... PRUEBAAA

<script type="text/javascript" src="https://www.blogger.com/static/v1/widgets/321148285-widgets.js"></script>
<script type='text/javascript'>
window['__wavt'] = 'AEUoTZq9p8H_xeUIoslWPNo9_ND-:1784062226408';_WidgetManager._Init('//www.blogger.com/rearrange?blogID\x3d5051033232932230433','//blogdepruebajsr.blogspot.com/2022/05/','5051033232932230433');
_WidgetManager._SetDataContext([{'name': 'blog', 'data': {'blogId': '5051033232932230433', 'title': 'Tu blog sobre Power BI, DAX... PRUEBAAA', 'url': 'https://blogdepruebajsr.blogspot.com/2022/05/', 'canonicalUrl': 'https://blogdepruebajsr.blogspot.com/2022/05/', 'homepageUrl': 'https://blogdepruebajsr.blogspot.com/', 'searchUrl': 'https://blogdepruebajsr.blogspot.com/search', 'canonicalHomepageUrl': 'https://blogdepruebajsr.blogspot.com/', 'blogspotFaviconUrl': 'https://blogdepruebajsr.blogspot.com/favicon.ico', 'bloggerUrl': 'https://www.blogger.com', 'hasCustomDomain': false, 'httpsEnabled': true, 'enabledCommentProfileImages': true, 'gPlusViewType': 'FILTERED_POSTMOD', 'adultContent': false, 'analyticsAccountNumber': '', 'encoding': 'UTF-8', 'locale': 'es', 'localeUnderscoreDelimited': 'es', 'languageDirection': 'ltr', 'isPrivate': false, 'isMobile': false, 'isMobileRequest': false, 'mobileClass': '', 'isPrivateBlog': false, 'isDynamicViewsAvailable': true, 'feedLinks': '\x3clink rel\x3d\x22alternate\x22 type\x3d\x22application/atom+xml\x22 title\x3d\x22Tu blog sobre Power BI, DAX... PRUEBAAA - Atom\x22 href\x3d\x22https://blogdepruebajsr.blogspot.com/feeds/posts/default\x22 /\x3e\n\x3clink rel\x3d\x22alternate\x22 type\x3d\x22application/rss+xml\x22 title\x3d\x22Tu blog sobre Power BI, DAX... PRUEBAAA - RSS\x22 href\x3d\x22https://blogdepruebajsr.blogspot.com/feeds/posts/default?alt\x3drss\x22 /\x3e\n\x3clink rel\x3d\x22service.post\x22 type\x3d\x22application/atom+xml\x22 title\x3d\x22Tu blog sobre Power BI, DAX... PRUEBAAA - Atom\x22 href\x3d\x22https://www.blogger.com/feeds/5051033232932230433/posts/default\x22 /\x3e\n', 'meTag': '', 'adsenseHostId': 'ca-host-pub-1556223355139109', 'adsenseHasAds': false, 'adsenseAutoAds': false, 'boqCommentIframeForm': true, 'loginRedirectParam': '', 'view': '', 'dynamicViewsCommentsSrc': '//www.blogblog.com/dynamicviews/4224c15c4e7c9321/js/comments.js', 'dynamicViewsScriptSrc': '//www.blogblog.com/dynamicviews/8e532f7cd2afb1fe', 'plusOneApiSrc': 'https://apis.google.com/js/platform.js', 'disableGComments': true, 'interstitialAccepted': false, 'sharing': {'platforms': [{'name': 'Obtener enlace', 'key': 'link', 'shareMessage': 'Obtener enlace', 'target': ''}, {'name': 'Facebook', 'key': 'facebook', 'shareMessage': 'Compartir en Facebook', 'target': 'facebook'}, {'name': 'Escribe un blog', 'key': 'blogThis', 'shareMessage': 'Escribe un blog', 'target': 'blog'}, {'name': 'X', 'key': 'twitter', 'shareMessage': 'Compartir en X', 'target': 'twitter'}, {'name': 'Pinterest', 'key': 'pinterest', 'shareMessage': 'Compartir en Pinterest', 'target': 'pinterest'}, {'name': 'Correo electr\xf3nico', 'key': 'email', 'shareMessage': 'Correo electr\xf3nico', 'target': 'email'}], 'disableGooglePlus': true, 'googlePlusShareButtonWidth': 0, 'googlePlusBootstrap': '\x3cscript type\x3d\x22text/javascript\x22\x3ewindow.___gcfg \x3d {\x27lang\x27: \x27es\x27};\x3c/script\x3e'}, 'hasCustomJumpLinkMessage': true, 'jumpLinkMessage': 'Read more \xbb', 'pageType': 'archive', 'pageName': 'mayo 2022', 'pageTitle': 'Tu blog sobre Power BI, DAX... PRUEBAAA: mayo 2022', 'metaDescription': ''}}, {'name': 'features', 'data': {}}, {'name': 'messages', 'data': {'edit': 'Editar', 'linkCopiedToClipboard': 'El enlace se ha copiado en el Portapapeles.', 'ok': 'Aceptar', 'postLink': 'Enlace de la entrada'}}, {'name': 'template', 'data': {'name': 'custom', 'localizedName': 'Personalizado', 'isResponsive': true, 'isAlternateRendering': false, 'isCustom': true}}, {'name': 'view', 'data': {'classic': {'name': 'classic', 'url': '?view\x3dclassic'}, 'flipcard': {'name': 'flipcard', 'url': '?view\x3dflipcard'}, 'magazine': {'name': 'magazine', 'url': '?view\x3dmagazine'}, 'mosaic': {'name': 'mosaic', 'url': '?view\x3dmosaic'}, 'sidebar': {'name': 'sidebar', 'url': '?view\x3dsidebar'}, 'snapshot': {'name': 'snapshot', 'url': '?view\x3dsnapshot'}, 'timeslide': {'name': 'timeslide', 'url': '?view\x3dtimeslide'}, 'isMobile': false, 'title': 'Tu blog sobre Power BI, DAX... PRUEBAAA', 'description': '', 'url': 'https://blogdepruebajsr.blogspot.com/2022/05/', 'type': 'feed', 'isSingleItem': false, 'isMultipleItems': true, 'isError': false, 'isPage': false, 'isPost': false, 'isHomepage': false, 'isArchive': true, 'isLabelSearch': false, 'archive': {'year': 2022, 'month': 5, 'rangeMessage': 'Mostrando entradas de mayo, 2022'}}}, {'name': 'widgets', 'data': [{'title': 'Tu blog sobre Power BI, DAX... PRUEBAAA (cabecera)', 'type': 'Header', 'sectionId': 'header', 'id': 'Header51'}, {'title': 'Menu', 'type': 'PageList', 'sectionId': 'header', 'id': 'PageList51'}, {'title': 'Novedades', 'type': 'PopularPosts', 'sectionId': 'header', 'id': 'PopularPosts51', 'posts': [{'title': 'Relaciones en Power BI (III)', 'id': 2044993147533369208}, {'title': 'Entrada 2', 'id': 1165629713877553211}, {'title': 'Inteligencia de tiempos (II) -- Funciones temporales', 'id': 5878731996909749899}, {'title': 'SSIS - Secuenciaci\xf3n y auditoria de paquetes', 'id': 6773512949845274967}, {'title': 'Relaciones en Power BI (II)', 'id': 9162865212346341583}]}, {'title': 'Entradas del blog', 'type': 'Blog', 'sectionId': 'Hero', 'id': 'Blog99', 'posts': [{'id': '8245126919771148926', 'title': 'Datamart con Power BI', 'featuredImage': 'data:image/png;base64,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\x3d', 'showInlineAds': false}], 'footerBylines': [{'regionName': 'footer1', 'items': [{'name': 'author', 'label': 'Publicado por'}, {'name': 'timestamp', 'label': 'en'}, {'name': 'comments', 'label': 'comentarios'}]}, {'regionName': 'footer2', 'items': [{'name': 'labels', 'label': 'Etiquetas:'}]}, {'regionName': 'footer3', 'items': [{'name': 'location', 'label': 'Ubicaci\xf3n:'}]}], 'allBylineItems': [{'name': 'author', 'label': 'Publicado por'}, {'name': 'timestamp', 'label': 'en'}, {'name': 'comments', 'label': 'comentarios'}, {'name': 'labels', 'label': 'Etiquetas:'}, {'name': 'location', 'label': 'Ubicaci\xf3n:'}]}, {'title': '{ content: \x22carousel\x22, top: 3 }', 'type': 'PopularPosts', 'sectionId': 'upper', 'id': 'PopularPosts52', 'posts': [{'title': 'Variables en DAX', 'id': 1828455531467220400}, {'title': 'Variables en DAX II', 'id': 1529823666585362927}, {'title': 'Inteligencia de tiempos (III) - TAM y Grupos Calculados', 'id': 2079518014650986596}]}, {'title': 'Entradas del blog', 'type': 'Blog', 'sectionId': 'Content', 'id': 'Blog1', 'posts': [{'id': '8245126919771148926', 'title': 'Datamart con Power BI', 'featuredImage': 'data:image/png;base64,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\x3d', 'showInlineAds': false}], 'headerByline': {'regionName': 'header1', 'items': [{'name': 'author', 'label': 'Publicado por'}]}, 'footerBylines': [{'regionName': 'footer1', 'items': [{'name': 'share', 'label': ''}, {'name': 'comments', 'label': 'comments'}]}, {'regionName': 'footer2', 'items': [{'name': 'labels', 'label': 'Labels:'}]}], 'allBylineItems': [{'name': 'author', 'label': 'Publicado por'}, {'name': 'share', 'label': ''}, {'name': 'comments', 'label': 'comments'}, {'name': 'labels', 'label': 'Labels:'}]}, {'title': 'Entradas Destacadas', 'type': 'PopularPosts', 'sectionId': 'after-content', 'id': 'PopularPosts1', 'posts': [{'title': 'Variables en DAX', 'id': 1828455531467220400}, {'title': 'Variables en DAX II', 'id': 1529823666585362927}, {'title': 'Inteligencia de tiempos (III) - TAM y Grupos Calculados', 'id': 2079518014650986596}, {'title': 'Totales incorrectos en Power BI - \xbfEs correcto o no?', 'id': 4425110342627077868}, {'title': 'Funciones Ventana (I) -\x26gt; INDEX', 'id': 8340228480250439960}, {'title': 'Semana ISO en Power Query bajo norma ISO:8601', 'id': 2521802483514190138}, {'title': 'Dataflows: Dimensi\xf3n tiempo', 'id': 3559148953236415639}, {'title': 'Relaciones en Power BI (III)', 'id': 2044993147533369208}, {'title': 'Entrada 2', 'id': 1165629713877553211}, {'title': 'Entrada 3', 'id': 1847252993023975505}]}, {'title': 'B\xfasqueda', 'type': 'BlogSearch', 'sectionId': 'sidebar', 'id': 'BlogSearch51'}, {'title': '{ title: \x22Entradas populares\x22, content: \x22trending\x22 }', 'type': 'PopularPosts', 'sectionId': 'sidebar', 'id': 'PopularPosts53', 'posts': [{'title': 'Variables en DAX', 'id': 1828455531467220400}, {'title': 'Variables en DAX II', 'id': 1529823666585362927}, {'title': 'Inteligencia de tiempos (III) - TAM y Grupos Calculados', 'id': 2079518014650986596}, {'title': 'Totales incorrectos en Power BI - \xbfEs correcto o no?', 'id': 4425110342627077868}, {'title': 'Funciones Ventana (I) -\x26gt; INDEX', 'id': 8340228480250439960}]}, {'title': 'Temas', 'type': 'Label', 'sectionId': 'sidebar', 'id': 'Label51'}, {'title': 'Archivo', 'type': 'BlogArchive', 'sectionId': 'sidebar', 'id': 'BlogArchive51'}, {'title': 'Modo', 'type': 'Text', 'sectionId': 'Filters', 'id': 'Text52'}, {'title': 'Orden', 'type': 'Text', 'sectionId': 'Filters', 'id': 'Text53'}, {'title': 'T\xe9rminos', 'type': 'BlogSearch', 'sectionId': 'Filters', 'id': 'BlogSearch52'}, {'title': 'RRSS', 'type': 'LinkList', 'sectionId': 'footer-upper', 'id': 'LinkList52'}, {'title': 'Copyright', 'type': 'HTML', 'sectionId': 'footer-upper', 'id': 'HTML57'}]}]);
_WidgetManager._RegisterWidget('_HeaderView', new _WidgetInfo('Header51', 'header', document.getElementById('Header51'), {}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_PageListView', new _WidgetInfo('PageList51', 'header', document.getElementById('PageList51'), {'title': 'Menu', 'links': [], 'mobile': false, 'showPlaceholder': true, 'hasCurrentPage': false}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_PopularPostsView', new _WidgetInfo('PopularPosts51', 'header', document.getElementById('PopularPosts51'), {}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_BlogView', new _WidgetInfo('Blog99', 'Hero', document.getElementById('Blog99'), {'cmtInteractionsEnabled': false, 'lightboxEnabled': true, 'lightboxModuleUrl': 'https://www.blogger.com/static/v1/jsbin/1771668880-lbx__es.js', 'lightboxCssUrl': 'https://www.blogger.com/static/v1/v-css/828616780-lightbox_bundle.css'}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_PopularPostsView', new _WidgetInfo('PopularPosts52', 'upper', document.getElementById('PopularPosts52'), {}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_BlogView', new _WidgetInfo('Blog1', 'Content', document.getElementById('Blog1'), {'cmtInteractionsEnabled': false, 'lightboxEnabled': true, 'lightboxModuleUrl': 'https://www.blogger.com/static/v1/jsbin/1771668880-lbx__es.js', 'lightboxCssUrl': 'https://www.blogger.com/static/v1/v-css/828616780-lightbox_bundle.css'}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_PopularPostsView', new _WidgetInfo('PopularPosts1', 'after-content', document.getElementById('PopularPosts1'), {}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_BlogSearchView', new _WidgetInfo('BlogSearch51', 'sidebar', document.getElementById('BlogSearch51'), {}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_PopularPostsView', new _WidgetInfo('PopularPosts53', 'sidebar', document.getElementById('PopularPosts53'), {}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_LabelView', new _WidgetInfo('Label51', 'sidebar', document.getElementById('Label51'), {}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_BlogArchiveView', new _WidgetInfo('BlogArchive51', 'sidebar', document.getElementById('BlogArchive51'), {'languageDirection': 'ltr', 'loadingMessage': 'Cargando\x26hellip;'}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_TextView', new _WidgetInfo('Text52', 'Filters', document.getElementById('Text52'), {}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_TextView', new _WidgetInfo('Text53', 'Filters', document.getElementById('Text53'), {}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_BlogSearchView', new _WidgetInfo('BlogSearch52', 'Filters', document.getElementById('BlogSearch52'), {}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_LinkListView', new _WidgetInfo('LinkList52', 'footer-upper', document.getElementById('LinkList52'), {}, 'displayModeFull'));
_WidgetManager._RegisterWidget('_HTMLView', new _WidgetInfo('HTML57', 'footer-upper', document.getElementById('HTML57'), {}, 'displayModeFull'));
</script>
</body>