- Text-inc Id:
- tip00017000
- Headings:
-
Pamphilus de amore
- Imprint:
-
[Cologne
Printer of Augustinus, 'De fide'
about 1473]
4°
The printer has been identified with Goiswin Gops and with Johann Schilling (cf. Corsten(Anfänge) pp.44-45 and Needham(Corsten Festschrift) pp.126-28)
- References:
-
ISTC: ip00017000
Source: Cambridge UL
- Cambridge Metadata:
=LDR 01875cam a2200349 4500
=001 4830245
=005 20110919120929.0
=008 800621s1473\\\\gw\\\\\\\\\\\\\\\\\\lat\\
=035 \\$a(Uk-IS)ip00017000
=130 0\$aPamphilus de amore.$lLatin
=245 10$aQuerimonia panphili.
=246 3\$aQuaerimonia Pamphili
=246 3\$aQuaerimonia de amore
=260 \\$a[Cologne :$bPrinter of Augustinus, 'De fide',$cca. 1473]
=300 \\$a[16] leaves ;$c194 mm. (4to)
=500 \\$aTitle from caption at incipit on leaf [a1] recto.
=500 \\$aFor the controversial identification of the printer with Goiswin Gops or Johann Schilling, see Paul Needham, "William Caxton and his Cologne partners: an enquiry based on Veldener's Cologne type", in Hans Limburg, H. Lohse and W. Schmitz (eds), Ars Impressoria: Entstehung und Entwicklung des Buchdrucks, Eine internationale Festgabe für Severin Corsten zum 65. Geburtstag, Munich, 1986, 103-131 (pp. 126-128)
=500 \\$aSpaces left blank for initials.
=500 \\$aSignatures: [a-b⁸]
=505 0\$aPamphilus de amore, [a1]r-[b8]v.
=510 4\$aCopinger,$c4583
=510 4\$aGoff,$cP17
=510 4\$aGW,$cM29191
=510 4\$aISTC,$cip00017000
=510 4\$aOates,$c581
=561 \\$aProvenance: Marked "Pahmphilus // XV 255243" on upper pastedown. Ludwig Rosenthal (bookseller), Munich, 21 July 1891, lot 1001. Marked "FRS. mi // F.R." in pencil on lower pastedown. Bought of Bernard Quaritch (831-1891) on 24 September 1891.$5UkCU
=563 \\$aBinding: Green paper over pasteboards, with title gilt on brown morocco spine label, Germany, 19th century.$5UkCU
=650 backslash_zero_replaced$aLatin drama (Comedy)$xEarly works to 1800.
=700 1\$aPrinter of Augustinus De fide,$eprinter.
=700 1\$aRosenthal, Ludwig,$d1840-1928,$eformer owner.$5UkCU
=752 \\$aGermany$dCologne.
=948 1\$a20110919$bln260$cULRBP-h$dc