高國慶

高 國慶
Kao Kuo-Ching
統一ライオンズ 二軍ヘッドコーチ #68
基本情報
国籍 中華民国の旗 中華民国台湾
出身地 台東県鹿野郷瑞豊村
生年月日 (1978-10-06) 1978年10月6日(46歳)
身長
体重
181 cm
93 kg
選手情報
投球・打席 右投右打
ポジション 一塁手
プロ入り 2003年 代訓選手ドラフト4位
初出場 2004年3月3日
年俸 月給40万台湾元(2020年)
経歴(括弧内はプロチーム在籍年度)
選手歴
指導歴
  • 統一ライオンズ (2024 - )
国際大会
代表チーム チャイニーズタイペイの旗 チャイニーズタイペイ
WBC 2009年
高 國慶
各種表記
繁体字 高 國慶
簡体字 高 国庆
拼音 Gāo Guóqìng
注音符号 ㄍㄠㄍㄨㄛˊㄑㄧㄥˋ
和名表記: こう こくけい
発音転記: ガオ・グォーチン
英語名 Kao Kuo-Ching
テンプレートを表示

高 國慶(ガオ・グォーチン、1978年10月6日 - )は、台湾中華民国)の台東県出身の元プロ野球選手内野手)。アミ族[1]。右投右打。

経歴

2004年CPBL統一ライオンズに入団。

2007年には、当時の台湾球界新記録となる152安打を記録し年間MVPを獲得。リーグ優勝に貢献した。

2017年4月23日、富邦ガーディアンズ戦でリーグ通算1500本安打を達成。

2023年シーズン限りで現役を引退した[2]

2024年から、統一でコーチを務める。

選手としての特徴

ファーストとしての守備はCPBL最高レベルと言われることがある[3]

通算打率が3割を超える安定した打撃が武器であり、長年クリーンナップを担っている選手である。

人物

兄の高健龍は、2000年から2006年まで興農ブルズLa Newベアーズでプレーしていた。

2009年に日本人女性と結婚した[4]

詳細情報

年度別打撃成績

















































O
P
S
2004 統一 99 344 301 37 72 16 2 12 128 34 10 4 5 1 28 0 9 68 15 .239 .322 .425 .747
2005 99 391 358 33 112 26 0 5 153 52 2 3 0 3 27 2 3 63 17 .313 .363 .427 .791
2006 82 320 291 32 82 16 2 3 111 26 2 1 7 3 17 1 2 38 11 .282 .323 .381 .704
2007 100 459 425 79 152 24 1 20 238 89 0 2 0 4 29 2 1 51 20 .358 .397 .560 .957
2008 96 432 395 60 131 28 2 7 184 74 0 0 0 5 24 1 8 49 10 .332 .377 .466 .843
2009 70 306 277 39 98 18 0 5 131 47 0 0 0 6 21 2 2 37 13 .354 .395 .473 .868
2010 106 460 408 46 111 20 1 3 142 47 1 1 0 4 42 4 6 63 14 .272 .346 .348 .694
2011 120 530 472 74 157 29 4 22 260 84 2 2 0 5 48 2 5 64 14 .333 .396 .551 .947
2012 114 488 432 59 115 23 3 13 183 82 1 1 0 4 46 0 6 63 16 .266 .342 .424 .766
2013 112 447 418 53 123 19 0 6 160 46 3 0 0 4 24 0 1 64 15 .294 .331 .383 .714
2014 107 371 340 32 89 13 2 2 112 32 1 1 0 2 26 1 2 49 15 .262 .318 .329 .647
2015 91 382 346 51 113 16 2 5 148 57 6 2 0 3 27 1 5 44 12 .327 .382 .428 .810
2016 111 486 437 70 132 14 2 11 183 74 1 1 0 3 38 0 8 74 18 .302 .366 .419 .785
2017 102 355 323 39 95 17 0 6 130 34 1 0 0 1 24 0 7 62 11 .294 .355 .402 .757
2018 98 299 274 35 89 14 0 6 121 46 2 2 3 3 14 1 4 33 8 .325 .363 .442 .805
2019 100 271 242 28 65 9 0 5 89 27 0 0 0 2 16 3 8 38 12 .269 .332 .368 .700
2020 68 168 159 13 48 5 0 3 62 26 0 1 1 2 6 0 0 25 5 .302 .323 .390 .713
通算:17年 1675 6509 5898 780 1784 307 21 134 2535 877 32 21 16 55 443 20 77 889 226 .302 .356 .430 .786
  • 2020年度シーズン終了時
  • 各年度の太字はリーグ最高

年度別投手成績





















































W
H
I
P
2019 統一 1 0 0 0 0 0 0 0 0 ---- 5 1.0 2 0 0 0 0 0 0 0 0 0 0.00 2.00
2020 1 0 0 0 0 0 0 0 0 ---- 3 0.2 1 0 0 0 0 1 0 0 0 0 0.00 1.50
通算:2年 2 0 0 0 0 0 0 0 0 ---- 8 1.2 3 0 0 0 0 1 0 0 0 0 0.00 1.80
  • 2020年度シーズン終了時

タイトル

表彰

記録

背番号

  • 4 (2004年 - 2006年)
  • 68 (2007年 - )

脚注

  1. ^ 統一獅高國慶 娶得日本美嬌娘”. www.tipp.org.tw (2009年2月2日). 2024年6月2日閲覧。
  2. ^ https://x.com/cpbl_news/status/1730264575885635989?s=46&t=eZP8Q-G79vEQv5eJbip1Jg
  3. ^ 2015 CPBL 守備 Win Shares 結算 批踢踢實業坊›Sabermetrics (中国語) (2016年1月11日) 2017年7月23日閲覧
  4. ^ 高國慶 明迎娶東瀛美女 - 自由電子報,2009年2月1日

関連項目

外部リンク

Read other articles:

Additional ice hockey period to break ties Overtime is a method of determining a winner in an ice hockey game when the score is tied after regulation. The main methods of determining a winner in a tied game are the overtime period (commonly referred to as overtime), the shootout, or a combination of both. If league rules dictate a finite time in which overtime may be played, with no penalty shoot-out to follow, the game's winning team may or may not be necessarily determined. Overtime periods...

 

Putri FeodoraPutri Hohenlohe-LangenburgPutri Feodora, oleh William RossKelahiran(1807-12-07)7 Desember 1807AmorbachKematian23 September 1872(1872-09-23) (umur 64)Baden-BadenWangsaLeiningenNama lengkapAnna Feodora Auguste Charlotte WilhelmineAnne Theodora Augusta Charlotte WilhelminaAyahEmich Carl, Pangeran Leiningen ke-2IbuPutri Victoria dari Saxe-Coburg-SaalfeldPasanganErnst I, Pangeran Hohenlohe-LangenburgAnakCarl Ludwig II, Pangeran Hohenlohe-LangenburgPutri EliseHermann, Pangeran Hoh...

 

Secret Royal Inspector & JoyPoster promosiHangul어사와 조이 GenreDrama sejarahKomedi[1]Ditulis olehLee Jae-yoon[2]SutradaraYoo Jong-seon[2]PemeranOk Taec-yeonKim Hye-yoonNegara asalKorea SelatanBahasa asliKoreaJmlh. episode16[1]ProduksiRumah produksiStudio DragonMongjakso[3]DistributortvNiQiyiRilisJaringan aslitvNRilis asli8 November 2021 (2021-11-08)Pranala luarSitus webSitus web produksi Secret Royal Inspector & Joy[4] (Hangu...

Ministry of Agriculture, Livestock and FisheriesMinistry overviewPreceding agenciesMinistry of Agriculture, Food Security and CooperativesMinistry of Livestock and Fisheries DevelopmentDissolvedOctober 2017Superseding agenciesMinistry of AgricultureMinistry of Livestock and FisheriesJurisdictionGovernment of Tanzania The Ministry of Agriculture, Livestock and Fisheries was a former ministry of the Government of Tanzania. History The Ministry was formed by the amalgamation of the former Minist...

 

IAE Business schoolTypePrivateEstablished1978DeanRodolfo Q. RivarolaLocationPilar, ArgentinaWebsitehttp://www.iae.edu.ar IAE Business School is the Management and Business School of the Argentine Austral University. It is located in the suburb of Pilar in Buenos Aires Province, Argentina. The IAE Business School has one of the biggest alumni communities in Latin America with over 15.000 graduates distributed in more than 25 countries.[1] In the 2010 QS Global 200 Business Schools Repo...

 

Wooden horse used to win the Trojan War This article is about the mythological Trojan Horse. For the type of malware, see Trojan horse (computing). For other uses, see Trojan horse (disambiguation). Trojan WarAchilles tending the wounded Patroclus(Attic red-figure kylix, c. 500 BC) Literary sources Iliad Epic Cycle Aeneid, Book 2 Iphigenia in Aulis Philoctetes Ajax The Trojan Women Posthomerica See also: Trojan War in literature and the arts Episodes Judgement of Paris Seduction of Helen Troj...

Diagram yang membandingkan monisme netral dengan dualisme Descartes, fisikalisme, dan idealisme. Dalam filsafat, monisme netral adalah pandangan metafisik bahwa budi dan fisik merupakan dua cara untuk mendeskripsikan satu unsur yang sama, yang pada dasarnya bersifat netral, atau dalam kata lain bukan merupakan materi ataupun budi. Pandangan ini menolak pernyataan bahwa budi dan materi merupakan dua hal yang secara dasar berbeda. Malahan monisme netral meyakini bahwa alam semesta terdiri dari ...

 

Margaret HamiltonHamilton c. 1958LahirMargaret Brainard Hamilton(1902-12-09)9 Desember 1902Cleveland, Ohio, A.S.Meninggal16 Mei 1985(1985-05-16) (umur 82)Salisbury, Connecticut, A.S.MakamAmenia, New YorkKebangsaanAmerikaAlmamaterWheelock CollegePekerjaanAktris, pengajarTahun aktif1933–1982Karya terkenalWicked Witch of the West di The Wizard of Oz (1939)Suami/istriPaul Meserve ​ ​(m. 1931; c. 1938)​Anak1 Margaret Brainard Hamilton (9 ...

 

Indian chef This article relies excessively on references to primary sources. Please improve this article by adding secondary or tertiary sources. Find sources: Mrs Balbir Singh – news · newspapers · books · scholar · JSTOR (January 2016) (Learn how and when to remove this template message) Mrs Balbir Singh, official portrait photograph) Mrs Balbir Singh (1912 – 1994) was an Indian chef, cookery teacher and cookbook author.[1] Her formal cook...

artikel ini perlu dirapikan agar memenuhi standar Wikipedia. Tidak ada alasan yang diberikan. Silakan kembangkan artikel ini semampu Anda. Merapikan artikel dapat dilakukan dengan wikifikasi atau membagi artikel ke paragraf-paragraf. Jika sudah dirapikan, silakan hapus templat ini. (Pelajari cara dan kapan saatnya untuk menghapus pesan templat ini) Artikel ini tidak memiliki referensi atau sumber tepercaya sehingga isinya tidak bisa dipastikan. Tolong bantu perbaiki artikel ini dengan menamba...

 

Segment from the center of a polygon to the midpoint of one of its sides Not to be confused with Apophthegm. Apothem of a hexagon Graphs of side, s; apothem, a; and area, A of regular polygons of n sides and circumradius 1, with the base, b of a rectangle with the same area. The green line shows the case n = 6. The apothem (sometimes abbreviated as apo[1]) of a regular polygon is a line segment from the center to the midpoint of one of its sides. Equivalently, ...

 

Aristocratic family of Bengal This article is about the titular aristocrat family of Murshidabad (1882–1969). For their predecessors that had ruled Bengal (1717–1882), see Nawab of Bengal. Nawab of MurshidabadCreation date1882First holderHassan Ali MirzaLast holderWaris Ali MirzaPresent holderAbbas Ali Meerza (pretender)[1]Extinction date1969Seat(s)Hazarduari PalaceWasif Manzil The Nawab Bahadur of Murshidabad (Bengali: মুর্শিদাবাদের নবাব বা...

This article is about the children's science fiction book. For the television film, see Zenon: Girl of the 21st Century (film). For other uses, see Zenon (disambiguation). Zenon: Girl of the 21st Century AuthorMarilyn SadlerIllustratorRoger BollenGenreScience fiction, Young adult fictionPublisherSimon & Schuster Books for Young ReadersPublication date1996Pages48ISBN978-0-689-80514-1 Zenon: Girl of the 21st Century is a 1996 children's science fiction picture book written by Marilyn Sadler...

 

This article relies largely or entirely on a single source. Relevant discussion may be found on the talk page. Please help improve this article by introducing citations to additional sources.Find sources: 2015 Supercopa Centroamericana – news · newspapers · books · scholar · JSTOR (June 2015) Football match2015 Supercopa Centroamericana Cartaginés Olimpia Costa Rican Cup Honduran Cup VenueEstadio Fello Meza, CartagoVenueEstadio Nacional, Tegucigalpa T...

 

Karakter CJKV berasal dari karakter Cina Kuno. Dari kiri ke kanan: Jepang, Vietnam, Korea, Cina Sederhana, Cina Tradisional. Karakter CJKV atau Karakter CJK adalah istilah komputer yang mengacu pada sekumpulan karakter-karakter aksara yang digunakan dalam sistem penulisan Bahasa Tionghoa, Jepang, dan Korea (CJK). Vietnam juga kadang dimasukkan, karena dalam bahasa Vietnam menggunakan aksara Han (Chu Nom) dalam sistem penulisannya sekitar tahun 1788-1802 sebelum akhirnya mengadopsi tulisan Lat...

Archon of the Bosporus from 389 to 349 BC Leucon IArchon of the Bosporus, Theodosia, all SindikeReign389–349 BCPredecessorSatyrus ISuccessorSpartokos II and Paerisades IBornc. 410 BCPanticapaeumDied349 BC (aged c. 60)Bosporan KingdomBurialRoyal KurganConsortTheodosiaIssue Spartocus II Paerisades I Apollonius Orchamus GreekΛευκώνHouseSpartocidFatherSatyrus IMotherUnknownReligionGreek Polytheism Leucon I of Bosporus (Greek: Λευκὼν, romanized: Leukon, lived c. 410–349 BC) a...

 

Religion in Montenegro (2011)[1]   Eastern Orthodoxy (72.07%)  Catholicism (3.44%)  Other Christian (0.43%)  Islam (19.11%)  Atheist/Agnosticism (1.31%)  Undeclared (2.61%)  Other religions (1.04%) St. Tryphon's Cathedral in Kotor Eastern Orthodox Christianity is largest religion in Montenegro, but there are also sizeable numbers of adherents of both Catholic Christianity and Islam. The majority of Orthodox Christia...

 

Municipal building in Leicester, Leicestershire, England Leicester GuildhallLocationLeicester, LeicestershireCoordinates52°38′4.9″N 1°8′15.7″W / 52.634694°N 1.137694°W / 52.634694; -1.137694Built1390; 633 years ago (1390) Listed Building – Grade IDesignated5 January 1950Reference no.1361405 Location of Leicester Guildhall in Leicester The Guildhall in Leicester, England, is a timber framed building, with the earliest part dating fro...

The following is a timeline of the history of the city of Abidjan, Ivory Coast. This is a dynamic list and may never be able to satisfy particular standards for completeness. You can help by adding missing items with reliable sources. Prior to 20th century Part of a series on the History of Ivory Coast Gyaaman Kong Empire Ashanti Empire French West Africa 1960–1999 1999 coup d'état First Civil War Second Civil War (Crisis)  Africa portalvte 1898 - Village of Abidjan founded.[1...

 

District in Sindh, PakistanMirpur Khas District ضلع میرپور خاصميرپور خاص ضلعو‎DistrictTop: Tombs at ChitorriBottom: Buddhist stupa at KahujodaroLocation of Mirpurkhas in Sindh provinceCoordinates: 25°33′02″N 069°00′11″E / 25.55056°N 69.00306°E / 25.55056; 69.00306Country PakistanProvince SindhDivisionMirpur KhasEstablished31 October 1990HeadquartersMirpur KhasGovernment • TypeDistrict Administration ...

 

Strategi Solo vs Squad di Free Fire: Cara Menang Mudah!