Theōrēma hō kechrētai, en tō Psammitē ho Archimēdēs ̇: hōte, kai pollakis, Aristarchos ho Samios en tō peri tōn megethōn kai apostēmatōn; hypo men tou Eudoxou, hōs eoiken, exeurethen; sesōsmenon de eis hēmas hypo tou Ptolemaiou, en tō, tou prōtou tēs megalēs syntaxeōs, peri tōn en tō kyklō eutheiōn.
Archimedes.
Eudoxus,of Cnidus,approximately 400 B.C.-approximately 350 B.C.
Moor, James,1712-1779.
Barnwell, Charles,active 1833.
[Glasgow : Foulis Press,
1751]
Edited by James Moor, professor of Greek at Glasgow University, from a manuscript borrowed from the Bibliothèque du Roi, Paris.  Moor planned an edition of Archimedes which was never completed (ODNB).
Title page describes only the contents of the first two pages: the theorem of Eudoxus said to have been used by Archimedes.
Pages [1]-32 cover the text of Archimedes 'Arenarius' (Sand-reckoner).
Title page transliterated from the Greek.
Tipped in inside the front cover are two leaves of manuscript notes, bound in at front of work, by Charles Barnwell of the British Museum, dated 7 November 1833, explaining the history of the publication and subsequent fate of the manuscript on which it is based.
ESTC
Gaskell, P.  Foulis Press
Number theory
Mathematics, Greek