Difference between revisions of "Cnidus"

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== American Tract Society Bible Dictionary <ref name="term_15792" /> ==
== Hastings' Dictionary of the New Testament <ref name="term_55525" /> ==
<p> A town and peninsula of [[Doris]] in Caria, jutting out from the southwest corner of [[Asia]] Minor, between the islands of [[Rhodes]] and Cos. It had a fine harbor, and was celebrated for the worship of Venus. [[Paul]] passed by it in his voyage to Rome, Acts 27:7 . </p>
<p> (Κνίδος) </p> <p> [[Cnidus]] was a city of Caria, at the S.W. angle of Asia Minor, between the islands of [[Cos]] and Rhodes. It lay at the end of a long peninsula-Triopium-which juts into the aegean Sea and forms the southern shore of the Sinus Ceramicus. [[Strabo]] (XIV. ii. 15) accurately describes it: ‘Cnidus has two harbours, one of which is a close harbour, fit for receiving triremes, and a naval station for twenty ships. In front of the city is an island, seven stadia in circuit; it rises high, in the form of a theatre, and is joined by a mole to the mainland, making Cnidus in a manner two cities, for a great part of the inhabitants live on the island, which shelters both the harbours.’ In the lapse of time the mole has become a sandy isthmus. The situation of the city in the highway of the seas gave it much commercial importance. It was a free city of the [[Roman]] Empire. [[Jews]] were settled there in the Maccabaean period (1 [[Maccabees]] 15:23). </p> <p> St. Paul’s ship of [[Alexandria]] sailed from [[Myra]] ‘slowly’ and ‘with difficulty,’ probably on account of adverse winds rather than of calms, taking ‘many days’ to come ‘over against Cnidus.’ The distance between the two ports was 130 miles, which with a fair wind could have been run in one day. After passing the point which divides the southern from the western coast, the ship was in a worse position than before, having no longer the advantage of a weather shore, and being exposed to the full force of the N.W. winds-called Etesian-which prevail in the aegean towards the end of summer. Instead of taking a straight course to the north of Crete-the wind not permitting this (μὴ προσεῶντος ἡμᾶς τοῦ ἀνέμον)-she had to run under the lee of the island. Some interpret St. Luke’s words as meaning that the crew made a vain attempt to reach Cnidus, ‘the wind not allowing’ them; but there was apparently no reason why they should not have entered the southern harbour, which was well sheltered from N.W. winds. </p> <p> Literature.-C. T. Newton and R. P. Pullan, <i> Hist. of Discoveries at Halicarnassus, Cnidus and Branchidae </i> , 1863; T. Lewin, <i> St. Paul </i> , 1875, ii. 190; Conybeare-Howson, <i> St. Paul </i> , 1856, ii. 390ff.; W. Smith, <i> Dict. of Gr. and Rom. Geog. </i> i. [1856] 638ff. </p> <p> James Strahan. </p>
          
          
== Easton's Bible Dictionary <ref name="term_30925" /> ==
== Hastings' Dictionary of the Bible <ref name="term_50223" /> ==
Acts 27:7
<p> <strong> CNIDUS </strong> . A city of Caria, in S.W. of Asia Minor. It was the dividing point between the S. and W. coasts of Asia Minor, and at this point St. Paul’s ship changed its course in the voyage to Rome ( Acts 27:7 ). It contained [[Jewish]] inhabitants as early as the 2nd cent. b.c. ( 1Ma 15:23 ), and had the rank of a free city. </p> <p> A. Souter. </p>
          
          
== Fausset's Bible Dictionary <ref name="term_35044" /> ==
== Fausset's Bible Dictionary <ref name="term_35044" /> ==
<p> A magnificent city S.W. of [[Asia]] Minor, in [[Caria]] on the promontory, now cape Crio, projecting between the islands [[Cos]] and [[Rhodes]] (Acts 21:1). [[Passed]] by [[Paul]] in sailing from Myra, N. of Rhodes, to Crete. The promontory is what was originally an island, joined to the mainland by an artificial causeway, forming two harbors, one on the N. the other on the S. </p>
<p> A magnificent city S.W. of Asia Minor, in [[Caria]] on the promontory, now cape Crio, projecting between the islands Cos and [[Rhodes]] (Acts 21:1). Passed by Paul in sailing from Myra, N. of Rhodes, to Crete. The promontory is what was originally an island, joined to the mainland by an artificial causeway, forming two harbors, one on the N. the other on the S. </p>
          
          
== Holman Bible Dictionary <ref name="term_39298" /> ==
== Smith's Bible Dictionary <ref name="term_72046" /> ==
Acts 27:7
<p> Cni'dus. (Hebrew, nidus). A city of great consequence, situated at the extreme south west of the peninsula of Asia Minor, on a promontory now called Cape Crio, which projects between the islands of Cos and Rhodes. See Acts 21:1. It is now in ruins. </p>
          
          
== Hitchcock's Bible Names <ref name="term_45328" /> ==
== American Tract Society Bible Dictionary <ref name="term_15792" /> ==
 
<p> A town and peninsula of [[Doris]] in Caria, jutting out from the southwest corner of Asia Minor, between the islands of Rhodes and Cos. It had a fine harbor, and was celebrated for the worship of Venus. Paul passed by it in his voyage to Rome, Acts 27:7 . </p>
          
          
== Hastings' Dictionary of the Bible <ref name="term_50223" /> ==
== People's Dictionary of the Bible <ref name="term_69818" /> ==
<p> <strong> CNIDUS </strong> . A city of Caria, in S.W. of [[Asia]] Minor. It was the dividing point between the S. and W. coasts of Asia Minor, and at this point St. Paul’s ship changed its course in the voyage to [[Rome]] ( Acts 27:7 ). It contained [[Jewish]] inhabitants as early as the 2nd cent. b.c. ( 1Ma 15:23 ), and had the rank of a free city. </p> <p> A. Souter. </p>
<p> Cnidus (nî'dus). A Greek city at the extreme southwestern corner of Asia Minor, now in ruins, on Cape Crio. </p>
          
          
== Hastings' Dictionary of the New Testament <ref name="term_55525" /> ==
== Morrish Bible Dictionary <ref name="term_65571" /> ==
<p> (Κνίδος) </p> <p> [[Cnidus]] was a city of Caria, at the S.W. angle of [[Asia]] Minor, between the islands of [[Cos]] and Rhodes. It lay at the end of a long peninsula-Triopium-which juts into the aegean [[Sea]] and forms the southern shore of the [[Sinus]] Ceramicus. [[Strabo]] (XIV. ii. 15) accurately describes it: ‘Cnidus has two harbours, one of which is a close harbour, fit for receiving triremes, and a naval station for twenty ships. In front of the city is an island, seven stadia in circuit; it rises high, in the form of a theatre, and is joined by a mole to the mainland, making Cnidus in a manner two cities, for a great part of the inhabitants live on the island, which shelters both the harbours.’ In the lapse of time the mole has become a sandy isthmus. The situation of the city in the highway of the seas gave it much commercial importance. It was a free city of the [[Roman]] Empire. [[Jews]] were settled there in the Maccabaean period (1 [[Maccabees]] 15:23). </p> <p> St. Paul’s ship of [[Alexandria]] sailed from [[Myra]] ‘slowly’ and ‘with difficulty,’ probably on account of adverse winds rather than of calms, taking ‘many days’ to come ‘over against Cnidus.’ The distance between the two ports was 130 miles, which with a fair wind could have been run in one day. After passing the point which divides the southern from the western coast, the ship was in a worse position than before, having no longer the advantage of a weather shore, and being exposed to the full force of the N.W. winds-called Etesian-which prevail in the aegean towards the end of summer. [[Instead]] of taking a straight course to the north of Crete-the wind not permitting this (μὴ προσεῶντος ἡμᾶς τοῦ ἀνέμον)-she had to run under the lee of the island. Some interpret St. Luke’s words as meaning that the crew made a vain attempt to reach Cnidus, ‘the wind not allowing’ them; but there was apparently no reason why they should not have entered the southern harbour, which was well sheltered from N.W. winds. </p> <p> Literature.-C. T. Newton and R. P. Pullan, <i> Hist. of [[Discoveries]] at Halicarnassus, Cnidus and Branchidae </i> , 1863; T. Lewin, <i> St. [[Paul]] </i> , 1875, ii. 190; Conybeare-Howson, <i> St. Paul </i> , 1856, ii. 390ff.; W. Smith, <i> Dict. of Gr. and Rom. Geog. </i> i. [1856] 638ff. </p> <p> James Strahan. </p>
<p> City and seaport on the extreme S.W. corner of Asia Minor. Acts 27:7 . The spot is now called Cape <i> Krio </i> . </p>
          
          
== Morrish Bible Dictionary <ref name="term_65571" /> ==
== Holman Bible Dictionary <ref name="term_39298" /> ==
<p> City and seaport on the extreme S.W. corner of [[Asia]] Minor. Acts 27:7 . The spot is now called [[Cape]] <i> Krio </i> . </p>
Acts 27:7
          
          
== People's Dictionary of the Bible <ref name="term_69818" /> ==
== Easton's Bible Dictionary <ref name="term_30925" /> ==
<p> [[Cnidus]] (nî'dus). A [[Greek]] city at the extreme southwestern corner of [[Asia]] Minor, now in ruins, on [[Cape]] Crio. </p>
Acts 27:7
          
          
== Smith's Bible Dictionary <ref name="term_72046" /> ==
== Cyclopedia of Biblical, Theological and Ecclesiastical Literature <ref name="term_33084" /> ==
<p> Cni'dus. (Hebrew, nidus). A city of great consequence, situated at the extreme south west of the peninsula of [[Asia]] Minor, on a promontory now called [[Cape]] Crio, which projects between the islands of [[Cos]] and Rhodes. See Acts 21:1. It is now in ruins. </p>
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 </p>
          
          
== International Standard Bible Encyclopedia <ref name="term_2548" /> ==
== International Standard Bible Encyclopedia <ref name="term_2548" /> ==
<p> '''''nı̄´dus''''' , '''''knı̄´dus''''' ( Κνίδος , <i> '''''Knı́dos''''' </i> , "age"): A city of [[Caria]] in the [[Roman]] province of Asia, past which, according to Acts 27:7 , [[Paul]] sailed. At the Southwest corner of [[Asia]] Minor there projects for 90 miles into the sea a long, narrow peninsula, practically dividing the [[Aegean]] from the Mediterranean. It now bears the name of [[Cape]] Crio. [[Ships]] sailing along the southern coast of Asia Minor here turn northward as they round the point. [[Upon]] the very end of the peninsula, and also upon a small island off its point was the city of Cnidus. The island which in ancient times was connected with the mainland by a causeway is now joined to it by a sandy bar. [[Thus]] were formed two harbors, one of which could be closed by a chain. [[Though]] [[Cnidus]] was in Caria, it held the rank of a free city. There were [[Jews]] here as early as the 2nd century bc. </p> <p> The ruins of Cnidus are the only objects of interest on the long peninsula, and as they may be reached by land only with great difficulty, few travelers have visited them; they may, however, be reached more easily by boat. The nearest modern village is Yazi Keui, 6 miles away. The ruins of Cnidus are unusually interesting, for the entire plan of the city may easily be traced. The sea-walls and piers remain. The acropolis was upon the hill in the western portion of the town; upon the terraces below stood the public buildings, among which were two theaters and the odeum still well preserved. The city was especially noted for its shrine of [[Venus]] and for the statue of that goddess by Praxiteles. Here in 1875-78 [[Sir]] C. Newton discovered the statue of Demeter, now in the [[British]] Museum. See also the [[Aphrodite]] of Cnidus in the South [[Kensington]] Museum, one of the loveliest statues in the world. From here also came the huge Cnidian lion. The vast necropolis West of the ruins contains tombs of every size and shape, and from various ages. </p>
<p> '''''nı̄´dus''''' , '''''knı̄´dus''''' ( Κνίδος , <i> '''''Knı́dos''''' </i> , "age"): A city of Caria in the Roman province of Asia, past which, according to Acts 27:7 , Paul sailed. At the Southwest corner of Asia Minor there projects for 90 miles into the sea a long, narrow peninsula, practically dividing the Aegean from the Mediterranean. It now bears the name of Cape Crio. [[Ships]] sailing along the southern coast of Asia Minor here turn northward as they round the point. Upon the very end of the peninsula, and also upon a small island off its point was the city of Cnidus. The island which in ancient times was connected with the mainland by a causeway is now joined to it by a sandy bar. Thus were formed two harbors, one of which could be closed by a chain. Though Cnidus was in Caria, it held the rank of a free city. There were Jews here as early as the 2nd century bc. </p> <p> The ruins of Cnidus are the only objects of interest on the long peninsula, and as they may be reached by land only with great difficulty, few travelers have visited them; they may, however, be reached more easily by boat. The nearest modern village is Yazi Keui, 6 miles away. The ruins of Cnidus are unusually interesting, for the entire plan of the city may easily be traced. The sea-walls and piers remain. The acropolis was upon the hill in the western portion of the town; upon the terraces below stood the public buildings, among which were two theaters and the odeum still well preserved. The city was especially noted for its shrine of [[Venus]] and for the statue of that goddess by Praxiteles. Here in 1875-78 Sir C. Newton discovered the statue of Demeter, now in the British Museum. See also the Aphrodite of Cnidus in the South [[Kensington]] Museum, one of the loveliest statues in the world. From here also came the huge Cnidian lion. The vast necropolis West of the ruins contains tombs of every size and shape, and from various ages. </p>
          
          
== Kitto's Popular Cyclopedia of Biblial Literature <ref name="term_15352" /> ==
== Kitto's Popular Cyclopedia of Biblial Literature <ref name="term_15352" /> ==
<p> Cni´dus, otherwise Gnidus, a town and peninsula of [[Doris]] in Caria, jutting out from the south-west part of [[Asia]] Minor, between the islands of [[Rhodes]] and Cos. It was celebrated for the worship of Venus. The Romans wrote to this city in favor of the [[Jews]] , and St. [[Paul]] passed it in his way to [[Rome]] . </p>
<p> Cni´dus, otherwise Gnidus, a town and peninsula of Doris in Caria, jutting out from the south-west part of Asia Minor, between the islands of Rhodes and Cos. It was celebrated for the worship of Venus. The Romans wrote to this city in favor of the Jews , and St. Paul passed it in his way to Rome . </p>
       
== Cyclopedia of Biblical, Theological and Ecclesiastical Literature <ref name="term_33084" /> ==
<p> <img 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 </p>
          
          
==References ==
==References ==
<references>
<references>


<ref name="term_15792"> [https://bibleportal.com/dictionary/american-tract-society-bible-dictionary/cnidus Cnidus from American Tract Society Bible Dictionary]</ref>
<ref name="term_55525"> [https://bibleportal.com/dictionary/hastings-dictionary-of-the-new-testament/cnidus Cnidus from Hastings' Dictionary of the New Testament]</ref>
          
          
<ref name="term_30925"> [https://bibleportal.com/dictionary/easton-s-bible-dictionary/cnidus Cnidus from Easton's Bible Dictionary]</ref>
<ref name="term_50223"> [https://bibleportal.com/dictionary/hastings-dictionary-of-the-bible/cnidus Cnidus from Hastings' Dictionary of the Bible]</ref>
          
          
<ref name="term_35044"> [https://bibleportal.com/dictionary/fausset-s-bible-dictionary/cnidus Cnidus from Fausset's Bible Dictionary]</ref>
<ref name="term_35044"> [https://bibleportal.com/dictionary/fausset-s-bible-dictionary/cnidus Cnidus from Fausset's Bible Dictionary]</ref>
          
          
<ref name="term_39298"> [https://bibleportal.com/dictionary/holman-bible-dictionary/cnidus Cnidus from Holman Bible Dictionary]</ref>
<ref name="term_72046"> [https://bibleportal.com/dictionary/smith-s-bible-dictionary/cnidus Cnidus from Smith's Bible Dictionary]</ref>
          
          
<ref name="term_45328"> [https://bibleportal.com/dictionary/hitchcock-s-bible-names/cnidus Cnidus from Hitchcock's Bible Names]</ref>
<ref name="term_15792"> [https://bibleportal.com/dictionary/american-tract-society-bible-dictionary/cnidus Cnidus from American Tract Society Bible Dictionary]</ref>
          
          
<ref name="term_50223"> [https://bibleportal.com/dictionary/hastings-dictionary-of-the-bible/cnidus Cnidus from Hastings' Dictionary of the Bible]</ref>
<ref name="term_69818"> [https://bibleportal.com/dictionary/people-s-dictionary-of-the-bible/cnidus Cnidus from People's Dictionary of the Bible]</ref>
          
          
<ref name="term_55525"> [https://bibleportal.com/dictionary/hastings-dictionary-of-the-new-testament/cnidus Cnidus from Hastings' Dictionary of the New Testament]</ref>
<ref name="term_65571"> [https://bibleportal.com/dictionary/morrish-bible-dictionary/cnidus Cnidus from Morrish Bible Dictionary]</ref>
          
          
<ref name="term_65571"> [https://bibleportal.com/dictionary/morrish-bible-dictionary/cnidus Cnidus from Morrish Bible Dictionary]</ref>
<ref name="term_39298"> [https://bibleportal.com/dictionary/holman-bible-dictionary/cnidus Cnidus from Holman Bible Dictionary]</ref>
          
          
<ref name="term_69818"> [https://bibleportal.com/dictionary/people-s-dictionary-of-the-bible/cnidus Cnidus from People's Dictionary of the Bible]</ref>
<ref name="term_30925"> [https://bibleportal.com/dictionary/easton-s-bible-dictionary/cnidus Cnidus from Easton's Bible Dictionary]</ref>
          
          
<ref name="term_72046"> [https://bibleportal.com/dictionary/smith-s-bible-dictionary/cnidus Cnidus from Smith's Bible Dictionary]</ref>
<ref name="term_33084"> [https://bibleportal.com/encyclopedia/cyclopedia-of-biblical-theological-and-ecclesiastical-literature/cnidus Cnidus from Cyclopedia of Biblical, Theological and Ecclesiastical Literature]</ref>
          
          
<ref name="term_2548"> [https://bibleportal.com/encyclopedia/international-standard-bible-encyclopedia/cnidus Cnidus from International Standard Bible Encyclopedia]</ref>
<ref name="term_2548"> [https://bibleportal.com/encyclopedia/international-standard-bible-encyclopedia/cnidus Cnidus from International Standard Bible Encyclopedia]</ref>
          
          
<ref name="term_15352"> [https://bibleportal.com/encyclopedia/kitto-s-popular-cyclopedia-of-biblial-literature/cnidus Cnidus from Kitto's Popular Cyclopedia of Biblial Literature]</ref>
<ref name="term_15352"> [https://bibleportal.com/encyclopedia/kitto-s-popular-cyclopedia-of-biblial-literature/cnidus Cnidus from Kitto's Popular Cyclopedia of Biblial Literature]</ref>
       
<ref name="term_33084"> [https://bibleportal.com/encyclopedia/cyclopedia-of-biblical-theological-and-ecclesiastical-literature/cnidus Cnidus from Cyclopedia of Biblical, Theological and Ecclesiastical Literature]</ref>
          
          
</references>
</references>

Revision as of 13:46, 12 October 2021

Hastings' Dictionary of the New Testament [1]

(Κνίδος)

Cnidus was a city of Caria, at the S.W. angle of Asia Minor, between the islands of Cos and Rhodes. It lay at the end of a long peninsula-Triopium-which juts into the aegean Sea and forms the southern shore of the Sinus Ceramicus. Strabo (XIV. ii. 15) accurately describes it: ‘Cnidus has two harbours, one of which is a close harbour, fit for receiving triremes, and a naval station for twenty ships. In front of the city is an island, seven stadia in circuit; it rises high, in the form of a theatre, and is joined by a mole to the mainland, making Cnidus in a manner two cities, for a great part of the inhabitants live on the island, which shelters both the harbours.’ In the lapse of time the mole has become a sandy isthmus. The situation of the city in the highway of the seas gave it much commercial importance. It was a free city of the Roman Empire. Jews were settled there in the Maccabaean period (1 Maccabees 15:23).

St. Paul’s ship of Alexandria sailed from Myra ‘slowly’ and ‘with difficulty,’ probably on account of adverse winds rather than of calms, taking ‘many days’ to come ‘over against Cnidus.’ The distance between the two ports was 130 miles, which with a fair wind could have been run in one day. After passing the point which divides the southern from the western coast, the ship was in a worse position than before, having no longer the advantage of a weather shore, and being exposed to the full force of the N.W. winds-called Etesian-which prevail in the aegean towards the end of summer. Instead of taking a straight course to the north of Crete-the wind not permitting this (μὴ προσεῶντος ἡμᾶς τοῦ ἀνέμον)-she had to run under the lee of the island. Some interpret St. Luke’s words as meaning that the crew made a vain attempt to reach Cnidus, ‘the wind not allowing’ them; but there was apparently no reason why they should not have entered the southern harbour, which was well sheltered from N.W. winds.

Literature.-C. T. Newton and R. P. Pullan, Hist. of Discoveries at Halicarnassus, Cnidus and Branchidae , 1863; T. Lewin, St. Paul , 1875, ii. 190; Conybeare-Howson, St. Paul , 1856, ii. 390ff.; W. Smith, Dict. of Gr. and Rom. Geog. i. [1856] 638ff.

James Strahan.

Hastings' Dictionary of the Bible [2]

CNIDUS . A city of Caria, in S.W. of Asia Minor. It was the dividing point between the S. and W. coasts of Asia Minor, and at this point St. Paul’s ship changed its course in the voyage to Rome ( Acts 27:7 ). It contained Jewish inhabitants as early as the 2nd cent. b.c. ( 1Ma 15:23 ), and had the rank of a free city.

A. Souter.

Fausset's Bible Dictionary [3]

A magnificent city S.W. of Asia Minor, in Caria on the promontory, now cape Crio, projecting between the islands Cos and Rhodes (Acts 21:1). Passed by Paul in sailing from Myra, N. of Rhodes, to Crete. The promontory is what was originally an island, joined to the mainland by an artificial causeway, forming two harbors, one on the N. the other on the S.

Smith's Bible Dictionary [4]

Cni'dus. (Hebrew, nidus). A city of great consequence, situated at the extreme south west of the peninsula of Asia Minor, on a promontory now called Cape Crio, which projects between the islands of Cos and Rhodes. See Acts 21:1. It is now in ruins.

American Tract Society Bible Dictionary [5]

A town and peninsula of Doris in Caria, jutting out from the southwest corner of Asia Minor, between the islands of Rhodes and Cos. It had a fine harbor, and was celebrated for the worship of Venus. Paul passed by it in his voyage to Rome, Acts 27:7 .

People's Dictionary of the Bible [6]

Cnidus (nî'dus). A Greek city at the extreme southwestern corner of Asia Minor, now in ruins, on Cape Crio.

Morrish Bible Dictionary [7]

City and seaport on the extreme S.W. corner of Asia Minor. Acts 27:7 . The spot is now called Cape Krio .

Holman Bible Dictionary [8]

Acts 27:7

Easton's Bible Dictionary [9]

Acts 27:7

Cyclopedia of Biblical, Theological and Ecclesiastical Literature [10]

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

International Standard Bible Encyclopedia [11]

nı̄´dus , knı̄´dus ( Κνίδος , Knı́dos , "age"): A city of Caria in the Roman province of Asia, past which, according to Acts 27:7 , Paul sailed. At the Southwest corner of Asia Minor there projects for 90 miles into the sea a long, narrow peninsula, practically dividing the Aegean from the Mediterranean. It now bears the name of Cape Crio. Ships sailing along the southern coast of Asia Minor here turn northward as they round the point. Upon the very end of the peninsula, and also upon a small island off its point was the city of Cnidus. The island which in ancient times was connected with the mainland by a causeway is now joined to it by a sandy bar. Thus were formed two harbors, one of which could be closed by a chain. Though Cnidus was in Caria, it held the rank of a free city. There were Jews here as early as the 2nd century bc.

The ruins of Cnidus are the only objects of interest on the long peninsula, and as they may be reached by land only with great difficulty, few travelers have visited them; they may, however, be reached more easily by boat. The nearest modern village is Yazi Keui, 6 miles away. The ruins of Cnidus are unusually interesting, for the entire plan of the city may easily be traced. The sea-walls and piers remain. The acropolis was upon the hill in the western portion of the town; upon the terraces below stood the public buildings, among which were two theaters and the odeum still well preserved. The city was especially noted for its shrine of Venus and for the statue of that goddess by Praxiteles. Here in 1875-78 Sir C. Newton discovered the statue of Demeter, now in the British Museum. See also the Aphrodite of Cnidus in the South Kensington Museum, one of the loveliest statues in the world. From here also came the huge Cnidian lion. The vast necropolis West of the ruins contains tombs of every size and shape, and from various ages.

Kitto's Popular Cyclopedia of Biblial Literature [12]

Cni´dus, otherwise Gnidus, a town and peninsula of Doris in Caria, jutting out from the south-west part of Asia Minor, between the islands of Rhodes and Cos. It was celebrated for the worship of Venus. The Romans wrote to this city in favor of the Jews , and St. Paul passed it in his way to Rome .

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