Difference between revisions of "Cnidus"

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== Hastings' Dictionary of the New Testament <ref name="term_55525" /> ==
== Hastings' Dictionary of the New Testament <ref name="term_55525" /> ==
<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 (&nbsp;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> (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 (&nbsp;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>
          
          
== Hastings' Dictionary of the Bible <ref name="term_50223" /> ==
== Hastings' Dictionary of the Bible <ref name="term_50223" /> ==
<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 (&nbsp; 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> <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 (&nbsp; 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]] (&nbsp;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]] (&nbsp;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>
          
          
== Smith's Bible Dictionary <ref name="term_72046" /> ==
== Smith's Bible Dictionary <ref name="term_72046" /> ==
<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 &nbsp;Acts 21:1. It is now in ruins. </p>
<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 &nbsp;Acts 21:1. It is now in ruins. </p>
          
          
== American Tract Society Bible Dictionary <ref name="term_15792" /> ==
== 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, &nbsp;Acts 27:7 . </p>
<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, &nbsp;Acts 27:7 . </p>
          
          
== People's Dictionary of the Bible <ref name="term_69818" /> ==
== People's Dictionary of the Bible <ref name="term_69818" /> ==
<p> [[Cnidus]] (''nî'dus'' ). [[A]] Greek city at the extreme southwestern corner of Asia Minor, now in ruins, on Cape Crio. </p>
<p> [[Cnidus]] ( ''Nî'Dus'' ). A Greek city at the extreme southwestern corner of Asia Minor, now in ruins, on Cape Crio. </p>
          
          
== Morrish Bible Dictionary <ref name="term_65571" /> ==
== Morrish Bible Dictionary <ref name="term_65571" /> ==
<p> City and seaport on the extreme [[S.W.]] corner of Asia Minor. &nbsp;Acts 27:7 . The spot is now called Cape <i> Krio </i> . </p>
<p> City and seaport on the extreme S.W. corner of Asia Minor. &nbsp;Acts 27:7 . The spot is now called Cape <i> Krio </i> . </p>
          
          
== Holman Bible Dictionary <ref name="term_39298" /> ==
== Holman Bible Dictionary <ref name="term_39298" /> ==
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== 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 &nbsp;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 &nbsp;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" /> ==

Latest revision as of 13:27, 13 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 .

References

  1. ↑ Cnidus from Hastings' Dictionary of the New Testament
  2. ↑ Cnidus from Hastings' Dictionary of the Bible
  3. ↑ Cnidus from Fausset's Bible Dictionary
  4. ↑ Cnidus from Smith's Bible Dictionary
  5. ↑ Cnidus from American Tract Society Bible Dictionary
  6. ↑ Cnidus from People's Dictionary of the Bible
  7. ↑ Cnidus from Morrish Bible Dictionary
  8. ↑ Cnidus from Holman Bible Dictionary
  9. ↑ Cnidus from Easton's Bible Dictionary
  10. ↑ Cnidus from Cyclopedia of Biblical, Theological and Ecclesiastical Literature
  11. ↑ Cnidus from International Standard Bible Encyclopedia
  12. ↑ Cnidus from Kitto's Popular Cyclopedia of Biblial Literature
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