Selected quad for the lemma: reason_n

Word A	Word B	Word C	Word D	Occurrence	Frequency Band	MI	MI Band	Prominent
reason_n	freeze_a	horizon_n	zone_n	16	3	13.1120	5	false

EEBO-TCP documents containing the quad

All documents containing the selected quad are listed below. At the top of the list are documents containing denser examples of each quad, e.g. where each word in the quad may occur more than once in close proximity. Click ‘View Text’ to view the text containing the quad. Hover over column headings for further information.

ID	Title	Author	Corrected Date of Publication (TCP Date of Publication)	STC	Words	Pages
A19942	The vvorldes hydrographical discription Wherein is proued not onely by aucthoritie of writers, but also by late experience of trauellers and reasons of substantiall probabilitie. that the worlde in all his zones clymats and places, is habitable and inhabited, and the seas likewise vniuersally nauigable ... whereby appeares that from England there is a short and speedie passage into the South Seas, to China, Molucca, Phillipina, and India, by northely nauigation ... Published by I. Dauis of Sandrudg by Dartmouth in the countie of Deuon. Gentleman. Anno 1595. May 27.	Davis, John, 1550?-1605.	1595 (1595)	STC 6372; ESTC S105205	22,123	50
A19937	The seamans secrets deuided into 2. partes, wherein is taught the three kindes of sayling, horizontall, peradoxall [sic], and sayling vpon a great circle : also an horizontall tyde table for the easie finding of the ebbing and flowing of the tydes, with a regiment newly calculated for the finding of the declination of the sunne, and many other most necessary rules and instruments, not heeretofore set foorth by any / newly published by Iohn Dauis of Sandrudge ...	Davis, John, 1550?-1605.	1595 (1595)	STC 6368.4; ESTC S319	62,822	93
A29742	An account of the rotula arithmetica invented by Mr. George Brown.	Brown, George, 1650-1730.; Dary, Michael. Dary's Miscellanies.; Cooke, Francis, fl. 1669. Principles of geometrie.; Georgius, Henisschius. Tables of the astronomical institutions.	1700 (1700)	Wing B5019; ESTC R4627	82,687	247