TY  - GEN
T1  - Parnassian bagatelles: being a miscellaneous collection of poetical attempts. To which are added a comic sketch in one act, called The way to get un-married, As performing with universal Applause at the Theatre-Royal, Covent-Garden. And the Village Doctor, or Killing no Cure; a Favourite Burletta, Exhibited at Jones's Royal-Circus, St. George's Fields. By J. C. Cross, Author of the Divertisement, Purse on Benevolent Tar, British Fortitude, the Apparition, Point at Herqui, &c
DA  - 1796.
CY  - London :
AU  - Cross, J. C.
PB  - printed by Burton and Co. No. 11, Gate-Street, Lincoln's-Inn-Fields ; published by Bellamy, King-Street, Covent-Garden,
PP  - London :
PY  - 1796.
N1  - With a half-title.
N1  - A greatly enlarged version of J. C. Cross's 1792 'Parnassian trifles', including some poems from his 'Insolvent debtor' published a year later.
N1  - Microopaque only contains "The way to get unmarried" and "The village doctor".
N1  - Reproduction of original from British Library.
ID  - 598721
KW  - Ballads, English
TI  - Parnassian bagatelles: being a miscellaneous collection of poetical attempts. To which are added a comic sketch in one act, called The way to get un-married, As performing with universal Applause at the Theatre-Royal, Covent-Garden. And the Village Doctor, or Killing no Cure; a Favourite Burletta, Exhibited at Jones's Royal-Circus, St. George's Fields. By J. C. Cross, Author of the Divertisement, Purse on Benevolent Tar, British Fortitude, the Apparition, Point at Herqui, &c
LK  - https://univsouthin.idm.oclc.org/login?url=http://find.gale.com/ecco/infomark.do?contentSet=ECCOArticles&docType=ECCOArticles&bookId=0663900800&type=getFullCitation&tabID=T001&prodId=ECCO&docLevel=TEXT_GRAPHICS&version=1.0&source=library&userGroupName=usi
UR  - https://univsouthin.idm.oclc.org/login?url=http://find.gale.com/ecco/infomark.do?contentSet=ECCOArticles&docType=ECCOArticles&bookId=0663900800&type=getFullCitation&tabID=T001&prodId=ECCO&docLevel=TEXT_GRAPHICS&version=1.0&source=library&userGroupName=usi
ER  -