These images are provided for non-commercial use under a Creative Commons License (BY-NC-ND). To license a high resolution version, please contact our image library who will discuss fees, terms and waivers.
Download this imageCreative commons explained - what it means, how you can use our's and other people's content.
Maker: Unknown
Triangular. Fine canvas over pink silk, two identical sides joined by a band of pink ribbon. Polychrome silk embroidery.
Miss Grace Clarke Bequest
Length: 4.75 cm
Width: 3.8 cm
Method of acquisition: Bequeathed (1940-05) by Clarke, Grace F., Miss
18th Century, Late-19th Century, Early#
Circa
1775
CE
-
Circa
1825
CE
Accession number: T.13-1940
Primary reference Number: 221594
Stable URI
Owner or interested party:
The Fitzwilliam Museum
Associated department:
Applied Arts
This record can be cited in the Harvard Bibliographic style using the text below:
Mirador deep zoom
IIIF Manifest
The Fitzwilliam Museum (2024) "Textile" Web page available at: https://data.fitzmuseum.cam.ac.uk/id/object/221594 Accessed: 2024-04-26 08:38:04
To cite this record on Wikipedia you can use this code snippet:
{{cite web|url=https://data.fitzmuseum.cam.ac.uk/id/object/221594
|title=Textile
|author=The Fitzwilliam Museum|accessdate=2024-04-26 08:38:04|publisher=The
University of Cambridge}}
To call these data via our API (remember this needs to be authenticated) you can use this code snippet:
https://data.fitzmuseum.cam.ac.uk/api/v1/objects/object-221594
To use this as a simple code embed, copy this string:
<div class="text-center">
<figure class="figure">
<img src="https://data.fitzmuseum.cam.ac.uk/imagestore/aa/aa40/large_T_13_1940_1_201703_amt49_dc2.jpg"
alt="Textile"
class="img-fluid" />
<figcaption class="figure-caption text-info">Textile</figcaption>
</figure>
</div>
Accession Number: E.6.1991
Accession Number: E.8.1991
Accession Number: E.GA.1457.1947
Accession Number: E.5.1991
Updates about future exhibitions and displays, family activities, virtual events & news. You'll be the first to know...
.jpg?key=directus-large-contain)
