{"@context":"http://iiif.io/api/presentation/3/context.json","id":"https://makingscience.royalsociety.org/items/rr_33_118/referees-report-by-arthur-lee-dixon-on-a-paper-on-a-set-of-quartic-surfaces-in-space-of-four-dimensions-and-a-certain-involutory-transformation-by-h-g-telling/manifest.json","type":"Manifest","label":{"en":["Referee's report by Arthur Lee Dixon, on a paper 'On a set of quartic surfaces in space of four dimensions; and a certain involutory transformation' by H G Telling"]},"requiredStatement":{"label":{"en":["Attribution"]},"value":{"en":["The Royal Society"]}},"rights":"http://creativecommons.org/licenses/by/4.0/legalcode","provider":[{"id":"https://royalsociety.org/","type":"Agent","label":{"en":["The Royal Society"]},"homepage":[{"id":"https://makingscience.royalsociety.org","type":"Text","label":{"en":["The Royal Society - Science in the Making"]},"format":"text/html"}]}],"thumbnail":[{"id":"https://royalsociety-image-public.s3.eu-west-2.amazonaws.com/w400/RR%2FRR_33_60-124%2FRR_33_118%2FTIF%2FRR_33_118_001.jpeg","type":"Image","format":"image/jpeg"}],"metadata":[{"label":{"en":["Format"]},"value":{"en":["Manuscript"]}},{"label":{"en":["Reference Number"]},"value":{"en":["RR/33/118"]}},{"label":{"en":["Physical description"]},"value":{"en":["Standardised form (type D)"]}},{"label":{"en":["Creator"]},"value":{"en":["Arthur Lee Dixon"]}}],"items":[{"id":"https://rs-images.cogapp.cloud/iiif/3/RR%2FRR_33_60-124%2FRR_33_118%2FTIF%2FRR_33_118_001.ptif/canvas","type":"Canvas","label":{"en":["Referee's report by Arthur Lee Dixon, on a paper 'On a set of quartic surfaces in space of four dimensions; and a certain involutory transformation' by H G Telling - 1"]},"height":5401,"width":8389,"thumbnail":[{"id":"https://royalsociety-image-public.s3.eu-west-2.amazonaws.com/w128/RR%2FRR_33_60-124%2FRR_33_118%2FTIF%2FRR_33_118_001.jpeg","type":"Image","format":"image/jpeg","width":128,"height":128}],"items":[{"id":"https://rs-images.cogapp.cloud/iiif/3/RR%2FRR_33_60-124%2FRR_33_118%2FTIF%2FRR_33_118_001.ptif/annotation_page","type":"AnnotationPage","items":[{"id":"https://rs-images.cogapp.cloud/iiif/3/RR%2FRR_33_60-124%2FRR_33_118%2FTIF%2FRR_33_118_001.ptif/annotation","type":"Annotation","motivation":"Painting","body":{"id":"https://rs-images.cogapp.cloud/iiif/3/RR%2FRR_33_60-124%2FRR_33_118%2FTIF%2FRR_33_118_001.ptif/info.json","type":"Image","service":[{"id":"https://rs-images.cogapp.cloud/iiif/3/RR%2FRR_33_60-124%2FRR_33_118%2FTIF%2FRR_33_118_001.ptif","type":"ImageService2","profile":"http://iiif.io/api/image/2/level2.json"}],"height":8389,"width":5401},"target":"https://rs-images.cogapp.cloud/iiif/3/RR%2FRR_33_60-124%2FRR_33_118%2FTIF%2FRR_33_118_001.ptif/canvas"}]}]},{"id":"https://rs-images.cogapp.cloud/iiif/3/RR%2FRR_33_60-124%2FRR_33_118%2FTIF%2FRR_33_118_002.ptif/canvas","type":"Canvas","label":{"en":["Referee's report by Arthur Lee Dixon, on a paper 'On a set of quartic surfaces in space of four dimensions; and a certain involutory transformation' by H G Telling - 2"]},"height":8396,"width":5420,"thumbnail":[{"id":"https://royalsociety-image-public.s3.eu-west-2.amazonaws.com/w128/RR%2FRR_33_60-124%2FRR_33_118%2FTIF%2FRR_33_118_002.jpeg","type":"Image","format":"image/jpeg","width":128,"height":128}],"items":[{"id":"https://rs-images.cogapp.cloud/iiif/3/RR%2FRR_33_60-124%2FRR_33_118%2FTIF%2FRR_33_118_002.ptif/annotation_page","type":"AnnotationPage","items":[{"id":"https://rs-images.cogapp.cloud/iiif/3/RR%2FRR_33_60-124%2FRR_33_118%2FTIF%2FRR_33_118_002.ptif/annotation","type":"Annotation","motivation":"Painting","body":{"id":"https://rs-images.cogapp.cloud/iiif/3/RR%2FRR_33_60-124%2FRR_33_118%2FTIF%2FRR_33_118_002.ptif/info.json","type":"Image","service":[{"id":"https://rs-images.cogapp.cloud/iiif/3/RR%2FRR_33_60-124%2FRR_33_118%2FTIF%2FRR_33_118_002.ptif","type":"ImageService2","profile":"http://iiif.io/api/image/2/level2.json"}],"height":5420,"width":8396},"target":"https://rs-images.cogapp.cloud/iiif/3/RR%2FRR_33_60-124%2FRR_33_118%2FTIF%2FRR_33_118_002.ptif/canvas"}]}]}]}