A just defence and vindication of Gospel ministers and Gospel ordinances against the Quakers many false accusations, slanders and reproaches. In ansvver to John Horwood his letter, and E.B. his book, called, A just and lawful tryal of the ministers and teachers of this age, and several others. Proving the ministers calling and maintenance just and lawful, and the doctrine of perfection by free justification, preached by them, agreeable to the scriptures. VVith the Quakers objections answered. And the Quakers perfection by hearkning to, and obeying a light within them, proved contrary to the scriptures. And their practices in ten particulars proved contrary to the commands and examples of Christ and his apostles. By a lover of gospel ministers and gospel ordinances.
Gaskin, John, fl. 1660
Publisher: printed by W G for the author and are to be sold by Isaac Pridmore at the signe of the Golden Falcon neer the New Exchange
Place of Publication:
London
Publication Year: 1660
Approximate Era: CharlesII
TCP ID: A70157 ESTC ID: R223664 STC ID: G290
Subject Headings:
Burrough, Edward, 1634-1662. -- Just and lawful trial of the teachers & professed ministers of England, by a perfect proceeding against them;
Quakers -- Controversial literature;
Society of Friends -- Controversial literature;
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| In-Text | Wherefore to shew you your error, I shall shew you the great absurdities, that do follow upon your interpretation, | Wherefore to show you your error, I shall show you the great absurdities, that do follow upon your Interpretation, | c-crq pc-acp vvi pn22 po22 n1, pns11 vmb vvi pn22 dt j n2, cst vdb vvi p-acp po22 n1, |
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Citations
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For example, if 'Note 0' (i.e., the first note) of this segment has three citations, the citation with index 0 is its first citation,
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The index of citation indicates its position within the text of the segment or a particular note of the segment.
For example, if 'Note 0' (i.e., the first note) of this segment has three citations, the citation with index 0 is its first citation,
inclusive of all its parsed components.
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