A heavenly proclamation to fly Romish Babylon A sermon preached at Oxford in St Maries Nov. 21. 1613. By Sampson Price Master of Arts of Exeter Colledge and preacher to the citty of Oxford.

Price, Sampson, 1585 or 6-1630
Publisher: Printed by Ioseph Barnes
Place of Publication: Oxford
Publication Year: 1614
Approximate Era: JamesI
TCP ID: A10077 ESTC ID: S115216 STC ID: 20331
Subject Headings: Sermons, English -- 17th century;
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Segment 182 located on Page 24

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Location Text Standardized Text Parts of Speech
In-Text That the Pope is Antichrist, I describe him not as a Iewe of the tribe of Dan, or one bred vp in Bethsaida and Chorazin, or as Mahomet, or Nero, or one building vp the citty Ierusalem, or one borne of a Frier & a Nunne, or turning trees vpside downe with the tops in the ground and forcing the roots to growe vpward, flying vp to heaven and then falling down breaking his necke as some haue opened him; but working the mystery of iniquity, defacing the sacraments, selling pardons, in all things contrary to Christ, an Idoll shepheard, a pandar of all evils, to whom even all the notes of Antichrist doe agree as is sufficiently proved by a most worthy Mr in this our Israel in his learned book Demonstratio Antichristi. That the Pope is Antichrist, I describe him not as a Iewe of the tribe of Dan, or one bred up in Bethsaida and Chorazin, or as Mahomet, or Nero, or one building up the City Ierusalem, or one born of a Friar & a Nun, or turning trees upside down with the tops in the ground and forcing the roots to grow upward, flying up to heaven and then falling down breaking his neck as Some have opened him; but working the mystery of iniquity, defacing the Sacraments, selling Pardons, in all things contrary to christ, an Idol shepherd, a pandar of all evils, to whom even all the notes of Antichrist do agree as is sufficiently proved by a most worthy Mr in this our Israel in his learned book Demonstratio Antichrist. cst dt n1 vbz np1, pns11 vvb pno31 xx c-acp dt np1 pp-f dt n1 pp-f uh, cc crd vvn a-acp p-acp np1 cc np1, cc c-acp np1, cc np1, cc crd n1 a-acp dt n1 np1, cc crd vvn pp-f dt n1 cc dt n1, cc vvg n2 av a-acp p-acp dt n2 p-acp dt n1 cc vvg dt n2 pc-acp vvi av-j, vvg a-acp p-acp n1 cc av vvg a-acp vvg po31 n1 p-acp d vhb vvd pno31; p-acp vvg dt n1 pp-f n1, vvg dt n2, vvg n2, p-acp d n2 j-jn p-acp np1, dt n1 n1, dt n1 pp-f d n2-jn, p-acp ro-crq av d dt n2 pp-f np1 vdb vvi a-acp vbz av-j vvn p-acp dt av-ds j n1 p-acp d po12 np1 p-acp po31 j n1 fw-la fw-la.
Note 0 Blew. in Thes. Blew. in Thebes vvd. p-acp np1
Note 1 D. Abbot. M. of Baliol. Col. D. Abbot. M. of Balliol Col. np1 n1. n1 pp-f np1 np1




Quotations and Paraphrases (QP)

Adjacent References with Relevance: 2 Thessalonians 2.4; John 1.44 (AKJV)
Only the top predictions per textual unit are considered for adjacency. An adjacent reference is located either in the same or an immediately neighboring segment/note as a given query reference. A reference is relevant to the query if they are identical, parallel texts of each other, or one is a known cross references of the other.
Verse & Version Verse Text Text Is a Partial Textual Segment/Note Cosine Similarity Score Cross Encoder Score Okapi BM25 Score
John 1.44 (AKJV) john 1.44: now philip was of bethsaida, the citie of andrew and peter. one bred vp in bethsaida and chorazin True 0.691 0.533 0.046
John 1.44 (Geneva) john 1.44: nowe philip was of bethsaida, the citie of andrew and peter. one bred vp in bethsaida and chorazin True 0.685 0.523 0.043
John 1.44 (Tyndale) john 1.44: philip was of bethsaida the cite of andrew and peter. one bred vp in bethsaida and chorazin True 0.681 0.496 0.046
John 1.44 (ODRV) john 1.44: and philippe was of bethsaida, the citie of andrew and peter. one bred vp in bethsaida and chorazin True 0.673 0.549 0.046
John 1.44 (Wycliffe) john 1.44: filip was of bethsaida, the citee of andrew and of petre. one bred vp in bethsaida and chorazin True 0.667 0.506 0.046
John 1.44 (Vulgate) john 1.44: erat autem philippus a bethsaida, civitate andreae et petri. one bred vp in bethsaida and chorazin True 0.658 0.468 0.039




Citations
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