DESK, SLANT-TOP

Category
FURNITURE
Object Name
DESK, SLANT-TOP
Maker/Artist
Matthews, Robert
MESDA Craftsman ID Number
75943
Place Made
Randolph / Guilford County area
Date
c. 1810-1820
Materials
walnut __primary ||yellow pine –poplar –unidentified wood __secondary
Dimensions
[Overall Ht]44″ __[Overall Wdth]42″ __[Overall Depth]22 3/4″
Description
desk with slant fall-board supported by lopers; graduated full-width drawers straight bracket feet ; interior with central document drawer flanked by document drawers, each side with four bracketed pigeon holes over two drawers over two drawers
Object Location
private collection
Photo Number
D-31004
File Location
NCP-8-11B/NCP-53-2
History
On right document drawer: “This Desk was once the property of / John Long, while a Member of Congress, / made by a Mr. Thompson of Orange [?] / or Chatham Co. N.C. / about 1842”
Alterations-Condition
top derawer pulls appear to be original, all other replaced __ __ __feet replaced; small section to fall board replaced where hinges are set in ; pieces of wood on top and bottom of document drawers appear to be a later addition
Sign/Marks
drawer bottom inside – behind prospect door __”Cash place” ||left document drawer in stain __”R” on one side “M” on the other ||on wooden pieces forming a compartment on one of desk drawers __”April 29, 1878″ and “W.L.K(or R) i.v.[?]+” and “To be filled / in two / years” ||signed on drawers in red crayon __”Robert Matthews” and “Matthews” ||bottom of one desk drawer __”J.H.B. / Bought of Jeff Kivett / Sale Aug. 3/95″ ||See also “History” ||additional undecipherable writing
Joinery
document drawers pegged; small desk drawers dovetailed and bottoms pegged on ; all small desk drawers are original – fall board has original lock; one hinge original, one replaced – top of desk has exposed dovetails – bottom drawers have slightly rounded sides (5/8″ wide boards) back not rounded (1/2″ wide), drawer bottoms dadoed in, pegged at back – fallboard has 3 tenons and mortices holding batten, held together with 3 sets of two pegs (total of 6 on each side)
Examined
June Lucas __No __No __Fall 2008