Battle of Telpaneca

Battle of Telpaneca
Part of the Occupation of Nicaragua, Banana Wars

Men of the 5th Marines garrisoning a Nicaraguan village.
Date19 September 1927
Location
Telpaneca, Nicaragua
Result American-Nicaraguan victory
Belligerents
 United States
 Nicaragua		 Sandinistas
Commanders and leaders
United States Herbert S. Keimling Nicaragua Gen. Salgado
Strength
21 marines
25 national guard		 200 guerrillas
Casualties and losses
2 killed
1 wounded		 25 killed
50 wounded

The Battle of Telpaneca was an engagement fought during the United States occupation of Nicaragua in 1927.

At about 1:00 am on the 19 September a force of around 200 rebel troops, loyal to Augusto César Sandino, attacked the small garrison of Telpaneca under the command of Marine First Lieutenant Herbert S. Keimling. Keimling's garrison included twenty men of the 5th Marines and a force of twenty-five Nicaraguan National Guardsmen. The first sound of the fight occurred when a rebel soldier tossed an improvised explosive at the marine barracks but it exploded without hurting anyone and only served to alert the sleeping garrison. Not long after the bombing the rebels opened up with rifle fire while the garrison was still dressing themselves. The rebels then charged the barracks under cover of fog but were beaten back by accurate fire. At that point the battle was a skirmish in which both sides engaged at a further range until about 2:30 am when the fog began to lift. The rebels then began collecting their dead and wounded and within another half-hour the fighting had ceased. Keimling estimated the loss of the enemy to be twenty-five killed and twice as many wounded while sustaining one marine killed in action, a second who died of wounds and one Nicaraguan guard who was seriously wounded.[1]

Sandino lost one of his "generals" with the death of Salgado, and this latest defeat in a string of defeats, forced Sandino to adopt a guerrilla war.[2]: 319–320 

See also

References

  1. ^ Nalty, Bernard C. (1968). The United States Marines in Nicaragua. Washington D. C.: US Marines Historical Branch.
  2. ^ Musicant, I, The Banana Wars, 1990, New York: MacMillan Publishing Co., ISBN 0025882104

Read other articles:

Charles Spurgeon

Charles Haddon SpurgeonLukisan Spurgeon oleh Alexander Melville (1885)Lahir(1834-06-19)19 Juni 1834Kelvedon, Essex, InggrisMeninggal31 Januari 1892(1892-01-31) (umur 57)Menton, Alpes-Maritimes, PrancisKebangsaanBritania RayaPekerjaanPendeta, penulisSuami/istriSusannah Spurgeon (née Thompson)(8 Januari 1856)AnakCharles & Thomas Spurgeon (kembar) (1856)Orang tuaJohn & Eliza SpurgeonTanda tangan Charles Haddon Spurgeon (19 Juni 1834 – 31 Januari 1892) adalah seoran...

 

 

1783 en science

Chronologies Données clés 1780 1781 1782  1783  1784 1785 1786Décennies :1750 1760 1770  1780  1790 1800 1810Siècles :XVIe XVIIe  XVIIIe  XIXe XXeMillénaires :-Ier Ier  IIe  IIIe Chronologies géographiques Afrique Afrique du Sud, Algérie, Angola, Bénin, Botswana, Burkina Faso, Burundi, Cameroun, Cap-Vert, République centrafricaine, Comores, République du Congo, République démocratique du Congo, Côte d'Ivoire, Djibouti, Égyp...

 

 

Persona 5: The Animation

2018 anime television series Persona 5: The AnimationVolume 1 artwork, showing the lead character Ren AmamiyaGenreVigilante[1][2]Created byAtlus Anime television seriesDirected byMasashi IshihamaProduced byKazuki AdachiKen KawakitaKozue KaneniwaYoshikazu Tanaka (#1–27)Hirohito Shindō (#28, OVAs)Written byShinichi InotsumeKazuho HyodoNoboru KimuraMusic byShoji MeguroStudioCloverWorks[a]Licensed byAUS: Crunchyroll[b]NA: Aniplex of...

Similarity (geometry)

Property of objects which are scaled or mirrored versions of each other For other uses, see Similarity (disambiguation) and Similarity transformation (disambiguation). Similar figures In Euclidean geometry, two objects are similar if they have the same shape, or if one has the same shape as the mirror image of the other. More precisely, one can be obtained from the other by uniformly scaling (enlarging or reducing), possibly with additional translation, rotation and reflection. This means tha...

 

 

Pan (satelit)

PanGambar Pan dari Cassini di 2017.[a]PenemuanDitemukan olehM. R. ShowalterTanggal penemuan16 Juli 1990PenamaanKata sifat bahasa InggrisPanCiri-ciri orbit[1]Sumbu semimayor133.584,0±0,1 kmEksentrisitas0,0000144±0,0000054Periode orbit0,575050718 h (13,801217 j)Inklinasi0,0001°±0,0004°Satelit dariSaturnusCiri-ciri fisikDimensi34.4 × 31.4 × 20.8 kmJari-jari rata-rata14,1±1,3 km[2]Massa(4,95±0,75)×1015 kg[2...

 

 

Long Island

Long Island Long Island (Pulau Panjang) adalah sebuah pulau besar yang berpenduduk padat di lepas Pantai Timur Amerika Serikat, dimulai di New York Harbor hanya 0,56 km dari Pulau Manhattan dan membentang ke arah timur ke Samudera Atlantik Utara. Pulau ini terdiri dari empat county di negara bagian New York: Kings dan Queens di sebelah barat; Dan Nassau dan Suffolk di timur. Namun, banyak orang di wilayah metropolitan New York (bahkan mereka yang tinggal di Brooklyn dan Queens) secara bahasa ...

Industrial design right

Intellectual property rights Intellectual property Authors' rights Copyleft Copyright Database right Farmers' rights Geographical indication Indigenous intellectual property Industrial design right Integrated circuit layout design protection Moral rights Patent Peasants' rights Plant breeders' rights Plant genetic resources Related rights Supplementary protection certificate Trade dress Trade secret Trademark Utility model Related topics Abandonware Artificial intelligence and copyright Brand...

 

 

Poupée de cire, poupée de son

Poupée de cire,poupée de son France Gall chante la chanson au Concours Eurovision de la chanson 1965. Single de France Gallextrait de l'album Poupée de cire, poupée de son Face A Poupée de cire, poupée de sonUn prince charmant Face B Dis à ton capitaineLe cœur qui jazze Sortie Mars 1965 Enregistré 1965Studio Blanqui, Paris (13e arr.) Durée 2:30 Genre Pop Format Super 45 tours Auteur-compositeur Serge Gainsbourg Producteur Denis Bourgeois Édition Sidonie (catalogue Bagatelle) ...

 

 

Lincolnshire

Disambiguazione – Se stai cercando altri significati, vedi Lincolnshire (disambigua). LincolnshireContea cerimoniale e (più piccola) non metropolitana LocalizzazioneStato Regno Unito    Inghilterra RegioneMidlands OrientaliYorkshire e Humber AmministrazioneCapoluogoLincoln GovernoLincolnshire County Council (Conservatore) TerritorioCoordinatedel capoluogo53°13′58″N 0°32′15″W / 53.232778°N 0.5375°W53.232778; -0.5375 (Lincolnshire)...

Sejarah ilmu linguistik

Sejarah ilmu linguistik beralih ke halaman ini, yang bukan mengenai linguistik historis. Sejarah ilmu linguistik (bahasa Inggris: History of linguistics) adalah catatan mengenai perkembangan studi tentang linguistik dari zaman Yunani kuno hingga modern.[1] Ilmu mengenai linguistik telah dibahas sejak peradaban Babilonia, namun proses penelitian yang terstandar baru dimulai sejak periode Yunani kuno.[1] Dari perjalanan ilmu bahasa zaman Yunani, berkembang aliran linguistik trad...

 

 

Villa di Spedaletto

Villa di SpedalettoLa villa di SpedalettoLocalizzazioneStato Italia LocalitàLajatico Coordinate43°27′05.34″N 10°46′46.3″E / 43.451483°N 10.779528°E43.451483; 10.779528Coordinate: 43°27′05.34″N 10°46′46.3″E / 43.451483°N 10.779528°E43.451483; 10.779528 Informazioni generaliCondizioniIn uso Modifica dati su Wikidata · Manuale Stemma Corsini La Villa di Spedaletto si trova in località Spedaletto, località del comune di Lajatic...

 

 

Sacred Heart Cathedral, Broken Hill

Roman Catholic cathedral in Broken Hill, Australia Sacred Heart Cathedral, Broken HillReligionAffiliationRoman Catholic Latin RiteDistrictDiocese of Wilcannia-ForbesEcclesiastical or organizational statusCathedral[1]LeadershipColumba Macbeth-Green OSPPEYear consecrated2 July 1905LocationLocationBroken Hill, AustraliaGeographic coordinates31°57′12″S 141°27′30″E / 31.953317697478543°S 141.45827948681668°E / -31.953317697478543; 141.45827948681668Archi...

哈比卜·布尔吉巴

哈比卜·布尔吉巴الحبيب بورقيبة‎第1任突尼斯总统任期1957年7月25日—1987年11月7日（30年105天）总理巴希·拉德加姆（英语：Bahi Ladgham）（1969年－1970年）赫迪·努伊拉（英语：Hedi Nouira）（1970年－1980年）穆罕默德·姆扎利（英语：Mohammed Mzali）（1980年－1986年）拉希德·斯法尔（英语：Rachid Sfar）（1986年－1987年）宰因·阿比丁·本·阿里（1987年）继任宰因·阿比丁·本·...

 

 

Provéditeur (Venise)

Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. Cet article ne cite pas suffisamment ses sources (juillet 2021). Si vous disposez d'ouvrages ou d'articles de référence ou si vous connaissez des sites web de qualité traitant du thème abordé ici, merci de compléter l'article en donnant les références utiles à sa vérifiabilité et en les liant à la section « Notes et références ». En pratique : Quelles sources sont attendues ? C...

 

 

GMMTV

GMMTVSebelumnyaGrammy TelevisionJenisLimitedIndustriProduksi televisiDidirikan3 Agustus 1995; 28 tahun lalu (1995-08-03)Kantorpusat30th Floor of GMM Grammy Place, Bangkok, ThailandTokohkunciSataporn PanichraksapongInduk GMM Grammy GMM Channel Holding Situs webwww.gmm-tv.com GMMTV (Thai: จีเอ็มเอ็มทีวีcode: th is deprecated , RTGS: Chi em em thiwi, atau sebelumnya bernama Grammy Television) adalah anak perusahaan konglomerat hiburan Thailand GMM Grammy, di bawa...

Rose and Thorn

Fictional character(s) in DC Comics Rose and Thorn are each the personalities of two different characters within publication of DC Comics, and in which Thorn is a villainous persona. Rose Canton originated during the Golden Age of comics, and Rhosyn Rose Forrest during the Silver Age. Until the Crisis on Infinite Earths, Canton and Forrest were from Earth-Two and Earth-One respectively, of the DC Multiverse.[1] Fictional character biography Rose Canton Comics character ThornPublicatio...

 

 

List of particles

List of particles in matter including fermions and bosons This is a list of known and hypothesized particles. Standard Model elementary particles Main article: Elementary particle See Standard Model for the current consensus theory of these particles. Elementary particles are particles with no measurable internal structure; that is, it is unknown whether they are composed of other particles.[1] They are the fundamental objects of quantum field theory. Many families and sub-families of...

 

 

Aaron T. Bliss

American politician (1837–1906) Aaron T. Bliss25th Governor of MichiganIn officeJanuary 1, 1901 – January 1, 1905LieutenantOrrin W. RobinsonAlexander MaitlandPreceded byHazen S. PingreeSucceeded byFred M. WarnerMember of the U.S. House of Representativesfrom Michigan's 8th districtIn officeMarch 4, 1889 – March 3, 1891Preceded byTimothy E. TarsneySucceeded byHenry M. YoumansMember of the Michigan Senatefrom the 25th districtIn office1883–1884Preceded ...

Morita-za

Morita-za森田座 Prasasti Saruwaka-machi Morita-za di Asakusa Kota Edo Negara Jepang Penetapan Treater berlisensi Dimiliki Keluarga Morita, kemudian Shōchiku Jenis Teater Kabuki Dibuka Januari 1660 Dibangun kembali 1704, sejumlah waktu lainnya Ditutup 1923 Nama sebelumnya Morita-za (守田座), Shintomi-za Morita-za (森田座・守田座), yang juga kemudian dikenal dengan sebutan Shintomi-za (新富座), adalah salah satu teater Kabuki utama di Edo (sekarang Tokyo) pada zaman Edo dan pa...

 

 

Kodeks Gigas

Codeks Gigas; halaman pengantar yang menampilkan ilustrasi sosok setan Codex Gigas (bahasa Inggris: Giant Book) adalah manuskrip abad pertengahan terbesar di dunia.[1] Codex ini juga dikenal sebagai Kitab Suci Setan karena ilustrasi dan legenda penciptaan setan pada codex tersebut. Codex Gigas diperkirakan dibuat pada awal abad ke-13 di biara Podlažice, Bohemia (kini Republik Ceko). Pada manuskrip ini terdapat Kitab Suci Vulgata, dan juga dokumen-dokumen historis yang ditulis dal...