{"viewingHint":"paged","attribution":"semantics","service":[{"profile":"http://iiif.io/api/search/1/search","@context":"http://iiif.io/api/search/1/context.json","@id":"https://visuallibrary.net/i3f/manifest/154239/search","label":"Search within this manifest"}],"structures":[{"ranges":["https://visuallibrary.net/i3f/v20/154239/range/154891"],"viewingHint":"top","@id":"https://visuallibrary.net/i3f/v20/154239/range/154047","@type":"sc:Range","label":"Table of Contents"},{"canvases":["https://visuallibrary.net/i3f/v20/154239/canvas/154240","https://visuallibrary.net/i3f/v20/154239/canvas/154241","https://visuallibrary.net/i3f/v20/154239/canvas/154242","https://visuallibrary.net/i3f/v20/154239/canvas/154243","https://visuallibrary.net/i3f/v20/154239/canvas/154244","https://visuallibrary.net/i3f/v20/154239/canvas/154245","https://visuallibrary.net/i3f/v20/154239/canvas/154246"],"ranges":["https://visuallibrary.net/i3f/v20/154239/range/154049","https://visuallibrary.net/i3f/v20/154239/range/154054","https://visuallibrary.net/i3f/v20/154239/range/154056","https://visuallibrary.net/i3f/v20/154239/range/154060","https://visuallibrary.net/i3f/v20/154239/range/154063","https://visuallibrary.net/i3f/v20/154239/range/154089","https://visuallibrary.net/i3f/v20/154239/range/154126","https://visuallibrary.net/i3f/v20/154239/range/154134","https://visuallibrary.net/i3f/v20/154239/range/154174","https://visuallibrary.net/i3f/v20/154239/range/154186","https://visuallibrary.net/i3f/v20/154239/range/154216","https://visuallibrary.net/i3f/v20/154239/range/154221","https://visuallibrary.net/i3f/v20/154239/range/154239","https://visuallibrary.net/i3f/v20/154239/range/154247","https://visuallibrary.net/i3f/v20/154239/range/154255","https://visuallibrary.net/i3f/v20/154239/range/154282","https://visuallibrary.net/i3f/v20/154239/range/154299","https://visuallibrary.net/i3f/v20/154239/range/154326","https://visuallibrary.net/i3f/v20/154239/range/154337","https://visuallibrary.net/i3f/v20/154239/range/154361","https://visuallibrary.net/i3f/v20/154239/range/154391","https://visuallibrary.net/i3f/v20/154239/range/154432","https://visuallibrary.net/i3f/v20/154239/range/154440","https://visuallibrary.net/i3f/v20/154239/range/154448","https://visuallibrary.net/i3f/v20/154239/range/154460","https://visuallibrary.net/i3f/v20/154239/range/154466","https://visuallibrary.net/i3f/v20/154239/range/154494","https://visuallibrary.net/i3f/v20/154239/range/154503","https://visuallibrary.net/i3f/v20/154239/range/154506","https://visuallibrary.net/i3f/v20/154239/range/154517","https://visuallibrary.net/i3f/v20/154239/range/154525","https://visuallibrary.net/i3f/v20/154239/range/154540","https://visuallibrary.net/i3f/v20/154239/range/154579","https://visuallibrary.net/i3f/v20/154239/range/154603","https://visuallibrary.net/i3f/v20/154239/range/154647","https://visuallibrary.net/i3f/v20/154239/range/154665","https://visuallibrary.net/i3f/v20/154239/range/154677","https://visuallibrary.net/i3f/v20/154239/range/154682","https://visuallibrary.net/i3f/v20/154239/range/154693","https://visuallibrary.net/i3f/v20/154239/range/154698","https://visuallibrary.net/i3f/v20/154239/range/154731","https://visuallibrary.net/i3f/v20/154239/range/154747","https://visuallibrary.net/i3f/v20/154239/range/154786","https://visuallibrary.net/i3f/v20/154239/range/154818","https://visuallibrary.net/i3f/v20/154239/range/154836","https://visuallibrary.net/i3f/v20/154239/range/415817","https://visuallibrary.net/i3f/v20/154239/range/227515"],"@id":"https://visuallibrary.net/i3f/v20/154239/range/154891","@type":"sc:Range","label":"96 (1927)"},{"canvases":["https://visuallibrary.net/i3f/v20/154239/canvas/154240","https://visuallibrary.net/i3f/v20/154239/canvas/154241","https://visuallibrary.net/i3f/v20/154239/canvas/154242","https://visuallibrary.net/i3f/v20/154239/canvas/154243","https://visuallibrary.net/i3f/v20/154239/canvas/154244","https://visuallibrary.net/i3f/v20/154239/canvas/154245","https://visuallibrary.net/i3f/v20/154239/canvas/154246"],"@id":"https://visuallibrary.net/i3f/v20/154239/range/154239","@type":"sc:Range","label":"Ph. Furtw\u00e4ngler: \u00dcber die simultane Approximation von Irrationalzahlen"}],"sequences":[{"canvases":[{"height":3094,"width":2320,"images":[{"resource":{"service":{"profile":"http://iiif.io/api/image/2/level2.json","@context":"http://iiif.io/api/image/2/context.json","@id":"https://visuallibrary.net/i3f/v20/154240"},"format":"image/jpeg","height":1333,"width":1000,"@id":"https://visuallibrary.net/download/webcache/1000/154240","@type":"dctypes:Image"},"on":"https://visuallibrary.net/i3f/v20/154239/canvas/154240","motivation":"sc:painting","@id":"https://visuallibrary.net/i3f/v20/154239/annotation/154240","@type":"oa:Annotation"}],"label":"[1]","@id":"https://visuallibrary.net/i3f/v20/154239/canvas/154240","@type":"sc:Canvas"},{"height":3094,"width":2320,"images":[{"resource":{"service":{"profile":"http://iiif.io/api/image/2/level2.json","@context":"http://iiif.io/api/image/2/context.json","@id":"https://visuallibrary.net/i3f/v20/154241"},"format":"image/jpeg","height":1333,"width":1000,"@id":"https://visuallibrary.net/download/webcache/1000/154241","@type":"dctypes:Image"},"on":"https://visuallibrary.net/i3f/v20/154239/canvas/154241","motivation":"sc:painting","@id":"https://visuallibrary.net/i3f/v20/154239/annotation/154241","@type":"oa:Annotation"}],"label":"170","@id":"https://visuallibrary.net/i3f/v20/154239/canvas/154241","@type":"sc:Canvas"},{"height":3094,"width":2320,"images":[{"resource":{"service":{"profile":"http://iiif.io/api/image/2/level2.json","@context":"http://iiif.io/api/image/2/context.json","@id":"https://visuallibrary.net/i3f/v20/154242"},"format":"image/jpeg","height":1333,"width":1000,"@id":"https://visuallibrary.net/download/webcache/1000/154242","@type":"dctypes:Image"},"on":"https://visuallibrary.net/i3f/v20/154239/canvas/154242","motivation":"sc:painting","@id":"https://visuallibrary.net/i3f/v20/154239/annotation/154242","@type":"oa:Annotation"}],"label":"171","@id":"https://visuallibrary.net/i3f/v20/154239/canvas/154242","@type":"sc:Canvas"},{"height":3094,"width":2320,"images":[{"resource":{"service":{"profile":"http://iiif.io/api/image/2/level2.json","@context":"http://iiif.io/api/image/2/context.json","@id":"https://visuallibrary.net/i3f/v20/154243"},"format":"image/jpeg","height":1333,"width":1000,"@id":"https://visuallibrary.net/download/webcache/1000/154243","@type":"dctypes:Image"},"on":"https://visuallibrary.net/i3f/v20/154239/canvas/154243","motivation":"sc:painting","@id":"https://visuallibrary.net/i3f/v20/154239/annotation/154243","@type":"oa:Annotation"}],"label":"172","@id":"https://visuallibrary.net/i3f/v20/154239/canvas/154243","@type":"sc:Canvas"},{"height":3094,"width":2320,"images":[{"resource":{"service":{"profile":"http://iiif.io/api/image/2/level2.json","@context":"http://iiif.io/api/image/2/context.json","@id":"https://visuallibrary.net/i3f/v20/154244"},"format":"image/jpeg","height":1333,"width":1000,"@id":"https://visuallibrary.net/download/webcache/1000/154244","@type":"dctypes:Image"},"on":"https://visuallibrary.net/i3f/v20/154239/canvas/154244","motivation":"sc:painting","@id":"https://visuallibrary.net/i3f/v20/154239/annotation/154244","@type":"oa:Annotation"}],"label":"173","@id":"https://visuallibrary.net/i3f/v20/154239/canvas/154244","@type":"sc:Canvas"},{"height":3094,"width":2320,"images":[{"resource":{"service":{"profile":"http://iiif.io/api/image/2/level2.json","@context":"http://iiif.io/api/image/2/context.json","@id":"https://visuallibrary.net/i3f/v20/154245"},"format":"image/jpeg","height":1333,"width":1000,"@id":"https://visuallibrary.net/download/webcache/1000/154245","@type":"dctypes:Image"},"on":"https://visuallibrary.net/i3f/v20/154239/canvas/154245","motivation":"sc:painting","@id":"https://visuallibrary.net/i3f/v20/154239/annotation/154245","@type":"oa:Annotation"}],"label":"174","@id":"https://visuallibrary.net/i3f/v20/154239/canvas/154245","@type":"sc:Canvas"},{"height":3094,"width":2320,"images":[{"resource":{"service":{"profile":"http://iiif.io/api/image/2/level2.json","@context":"http://iiif.io/api/image/2/context.json","@id":"https://visuallibrary.net/i3f/v20/154246"},"format":"image/jpeg","height":1333,"width":1000,"@id":"https://visuallibrary.net/download/webcache/1000/154246","@type":"dctypes:Image"},"on":"https://visuallibrary.net/i3f/v20/154239/canvas/154246","motivation":"sc:painting","@id":"https://visuallibrary.net/i3f/v20/154239/annotation/154246","@type":"oa:Annotation"}],"label":"175","@id":"https://visuallibrary.net/i3f/v20/154239/canvas/154246","@type":"sc:Canvas"}],"viewingHint":"paged","startCanvas":"https://visuallibrary.net/i3f/v20/154239/canvas/154240","viewingDirection":"left-to-right","label":"Current Page Order","@context":"http://iiif.io/api/presentation/2/context.json","@id":"https://visuallibrary.net/i3f/v20/154239/sequence/normal","@type":"sc:Sequence"}],"label":"Mathematische Annalen: 96 (1927), Ph. Furtw\u00e4ngler: \u00dcber die simultane Approximation von Irrationalzahlen","thumbnail":{"width":304,"height":405,"@id":"https://visuallibrary.net/i3f/v21/154240/full/304/0/default.jpg","@type":"dctypes:Image","format":"image/jpeg"},"logo":{"@id":"https://visuallibrary.net/domainresource/static/graphics/connectors/viewerLogo.gif","service":{"profile":"http://iiif.io/api/image/2/level2.json","@context":"http://iiif.io/api/image/2/context.json","@id":"https://visuallibrary.net"}},"@context":"http://iiif.io/api/presentation/2/context.json","metadata":[{"value":"\u00dcber die simultane Approximation von Irrationalzahlen","label":"Titel"},{"value":"Furtw\u00e4ngler, Ph.","label":"Verfasser"},{"value":"Mathematische Annalen / begr. 1868 durch Alfred Clebsch [u.a.], (1869-)","label":"Enthalten in"},{"value":"Aachen : semantics, 2013","label":"Online-Ausgabe"}],"@id":"https://visuallibrary.net/i3f/v20/154239/manifest","@type":"sc:Manifest","seeAlso":{"format":"application/xml","@id":"https://visuallibrary.net/oai?verb=GetRecord&metadataPrefix=mets&identifier=154239","label":"METS"}}