XXX sermons lately preached at the parish church of Saint Mary Magdalen Milkstreet, London to which is annexed, A sermon preached at the funerall of George Whitmore, Knight, sometime Lord Mayor of the City / by Anthony Farindon.
Farindon, Anthony, 1598-1658
Publisher: Printed for Richard Marriot
Place of Publication:
London
Publication Year: 1647
Approximate Era: CivilWar
TCP ID: A40891 ESTC ID: R2168 STC ID: F434
Subject Headings:
Funeral sermons;
Sermons, English -- 17th century;
Whitmore, George, -- Sir, d. 1654;
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Segment 13433 located on Page 506
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| Location | Text | Standardized Text | Parts of Speech |
|---|---|---|---|
| In-Text | and when he will no longer uphold them, all shall be dissolved, and the Elements shall melt with heat: | and when he will no longer uphold them, all shall be dissolved, and the Elements shall melt with heat: | cc c-crq pns31 vmb av-dx av-jc vvi pno32, d vmb vbi vvn, cc dt n2 vmb vvi p-acp n1: |
Quotations and Paraphrases (QP)
Adjacent References with Relevance: 2 Peter 3.12 (AKJV); Psalms 32.6 (ODRV)
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 |
|---|---|---|---|---|---|---|
| 2 Peter 3.12 (AKJV) | 2 peter 3.12: looking for and hasting vnto the comming of the day of god, wherein the heauens being on fire shalbe dissolued, and the elements shall melt with feruent heat. | the elements shall melt with heat | True | 0.603 | 0.96 | 8.374 |
Citations
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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.
| Location | Phrase | Citations | Outliers |
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