Evansville Purple Aces women's basketball

Evansville Purple Aces
2024–25 Evansville Purple Aces women's basketball team
UniversityUniversity of Evansville
Head coachRobyn Scherr-Wells (4th season)
ConferenceMissouri Valley
LocationEvansville, Indiana
ArenaMeeks Family Fieldhouse
(capacity: 1,800)
NicknamePurple Aces
ColorsPurple, white, and orange[1]
     
Uniforms
Home jersey
Team colours
Home
Away jersey
Team colours
Away
Alternate jersey
Team colours
Alternate
NCAA tournament appearances
1999, 2009
Conference tournament champions
1999, 2009
Conference regular season champions
2008

The Evansville Purple Aces women's basketball team represents the Purple Aces of the University of Evansville, located in Evansville, Indiana, in NCAA Division I basketball competition. They play in the Missouri Valley Conference.[2]

History

Evansville began play in 1969. The Purple Aces have (as of the end of the 2015–16 season) an all-time record of 484–650. They played in the North Star Conference from 1983 to 1986 and the Midwestern Collegiate from 1986 to 1994 before joining the Missouri Valley Conference in 1994. They made the NCAA Tournament in 1999 and 2009, losing in the First Round each time. They have won the MVC Tournament twice (1999, 2009), winning the latter after finishing the regular season 15–19. They have made the WNIT in 2000 and 2008, getting to the Second Round in the latter year. They have made one appearance in the Women's Basketball Invitational (2014). [3]

NCAA tournament results

Year Seed Round Opponent Result
1999 #13 First Round #4 LSU L 69−78
2009 #15 First Round #2 Texas A&M L 45−80

References

  1. ^ Missouri Valley Conference Style Guide (PDF). August 29, 2022. Retrieved February 26, 2023.
  2. ^ "University of Evansville".
  3. ^ "2016–17 Evansville Women's Basketball Info Guide".


Stub icon

This college basketball team article is a stub. You can help Wikipedia by expanding it.

Stub icon

This article about a basketball team in Indiana is a stub. You can help Wikipedia by expanding it.

Read other articles:

Attack! Pro Wrestling

Welsh professional wrestling promotion Some of this article's listed sources may not be reliable. Please help improve this article by looking for better, more reliable sources. Unreliable citations may be challenged and removed. (October 2017) (Learn how and when to remove this template message) Attack! Pro WrestlingAcronymATTACK!Founded2011StyleProfessional wrestlingSports entertainmentHeadquartersCardiff, Wales, United KingdomFounder(s)Pete DunneOwner(s)Mark AndrewsWebsiteattackprowrestling...

 

Distrik Da'an

Distrik Da'an distrik di Taiwan Tempat categoria:Articles mancats de coordenades Negara dengan pengakuan terbatasTaiwanKotaTaipei NegaraTaiwan Pembagian administratifLongmen Village (en) Minzhao Village (en) Minhui Village (en) Zhengsheng Village (en) Checeng Village (en) Changlong Village (en) Quan'an Village (en) Zhu'an Village (en) Yongkang Village (en) Yi'an Village (en) Yi Village (en) Wolong Village (en) Xuefu Village (en) He'an Village (en) Huxiao Village (en) Huasheng Village (en)...

 

Topeng

Konten dan perspektif penulisan artikel ini tidak menggambarkan wawasan global pada subjeknya. Silakan bantu mengembangkan atau bicarakan artikel ini di halaman pembicaraannya, atau buat artikel baru, bila perlu. (Pelajari cara dan kapan saatnya untuk menghapus pesan templat ini) Untuk judul album, lihat Topeng (album). Pemakaian topeng pada festival di Jerman. Anak yang memakai topeng mainan Topeng adalah benda yang dipakai di atas wajah. Biasanya topeng dipakai untuk mengiringi musik keseni...

Park Min-young

Ini adalah nama Korea; marganya adalah Park. Park Min-youngPark Min-young pada tahun 2019Lahir4 Maret 1986 (umur 38)Seoul, Korea SelatanKebangsaanKoreaPekerjaanAktris, ModelTahun aktif2006-sekarang Park Min-youngHangul박민영 Alih AksaraBak Min-yeongMcCune–ReischauerPak Min-yŏng Templat:Korean membutuhkan parameter |hangul=. Park Min-young (Hangul: 박민영; lahir 4 Maret 1986) adalah seorang aktris asal Korea Selatan. Ia paling dikenal untuk peran utamanya d...

 

Military Sealift Command

United States Navy command for logistics Further information: List of Military Sealift Command ships Military Sealift CommandThe official seal of Military Sealift Command.Active9 July 1949 – presentCountry United States of AmericaBranch United States NavyTypeComponent CommandRoleSea-based transportationHeadquartersNaval Station Norfolk, Norfolk, Virginia, U.S.CommandersCurrent commander RADM Philip E. Sobeck, USN (8 Sept 2023 – present)[1][2] InsigniaFlagMilitary unit...

 

Kalinga (historical region)

Historical region of India This article is about the region. For other uses, see Kalinga. Region in IndiaKalingaRegionKalingaclass=notpageimage| Location of Kalinga in eastern IndiaCountryIndiaState Odisha (central and southern) Andhra Pradesh (northern) Founded byKing Kalinga of MahabharataLanguages • SpokenOdia, Telugu (only in parts of Northern AP)Time zoneUTC+5:30 (IST)Ancient and Medieval CapitalsTosali, Sisupalgarh, Dantapuram, Prishtapura, Kalinganagara, Cuttack Kalinga is ...

TCF/LEF family

Group of genes Composite gene models of TCF/LEF genes. Extracted from Torres-Aguila et. al. (2022).[1] The TCF/LEF family (T cell factor/lymphoid enhancer factor family) is a group of genes that encode transcription factors which bind to DNA through a SOX-like high mobility group domain. They are involved in the Wnt signaling pathway, particularly during embryonic [2] and stem-cell development,[3] but also had been found to play a role in cancer[4] and diabetes...

 

East Acton

Cet article est une ébauche concernant une localité britannique et Londres. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Ne doit pas être confondu avec East Acton (métro de Londres). East ActonGéographiePays  Royaume-UniNation constitutive AngleterreRégion Londres (d)Comté cérémonial Grand LondresBorough londonien Borough londonien d'EalingBorough londonien borough londonien de Hammersmith et Fu...

 

Curug Cipendok

Curug CipendokCurug CipendokLokasiKarangtengah, Cilongok, Banyumas, Jawa Tengah, IndonesiaTinggi total92 m (302 ft) Curug Cipendok adalah air terjun dengan ketinggian 92 meter yang terletak di lereng Gunung Slamet. Curug Cipendok mempunyai daya tarik tersendiri, karena lingkungan masih betul-betul alami. Kesunyian juga masih sangat terasa, sebab belum banyak pelancong yang datang menikmati keindahan alamnya. Hawa di sekitarnya sejuk dan sepanjang jalan menuju ke sana terdapat area p...

Thomas Erl

Canadian author, and public speaker This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) This article reads like a press release or a news article and may be largely based on routine coverage. Please help improve this article and add independent sources. (November 2013) This biography of a living person relies too much on references to primary sources. Please help by adding secondary or tertia...

 

Ancient and modern arms

Ancient and modern are terms used in heraldry to differentiate two different coats of arms used at different periods by a family or other bearer. Reasons for changing arms have been numerous, the most famous being the 1376 change in the French royal arms by Charles V of France to show three fleurs-de-lis instead of semee de lis, possibly to symbolize the Holy Trinity. The reasons for other changes were more prosaic, for example where a court of chivalry ordered a change or differencing where ...

 

Sabadell Airport

Airport in Sabadell, SpainSabadell AirportAeroport de SabadellIATA: QSA[1]ICAO: LELLSummaryAirport typePublicOperatorAenaLocationSabadell, SpainElevation AMSL485 ft / 148 mCoordinates41°31′N 2°6′E / 41.517°N 2.100°E / 41.517; 2.100Runways Direction Length Surface m ft 13/31 1,050 3,444 Asphalt Statistics (2016)Movements36,002Movements change 15-1620.1%Sources: Aena[2] Sabadell Airport (IATA: QSA, ICAO: LELL) is located next to the...

Music technology (mechanical)

For electric music technologies, see Music technology; for electronic or digital music technologies, see Music technology The modern bassoon was only feasible as an instrument when the mechanical technology for creating precise key mechanisms was developed. In the 2010s, flutes, clarinets and many other woodwind instruments use similar key mechanisms. Mechanical music technology is the use of any device, mechanism, machine or tool by a musician or composer to make or perform music; to compose...

 

Charles S. Deneen

American attorney and politician (1863–1940) Charles S. DeneenDeneen in 1925United States Senatorfrom IllinoisIn officeFebruary 26, 1925 – March 3, 1931Preceded byMedill McCormickSucceeded byJ. Hamilton Lewis23rd Governor of IllinoisIn officeJanuary 9, 1905 – February 3, 1913LieutenantLawrence ShermanJohn G. OglesbyPreceded byRichard Yates Jr.Succeeded byEdward Fitzsimmons DunneCook County State's AttorneyIn office1896–1904Preceded byJacob J. KernSucceeded byJohn...

 

Закон о гражданских правах (1964)

Для улучшения этой статьи желательно: Дополнить статью (статья слишком короткая либо содержит лишь словарное определение).После исправления проблемы исключите её из списка. Удалите шаблон, если устранены все недостатки. Закон о гражданских правахангл. The Civil Rights Act of 196...

Hamilton–Reynolds affair

Sex scandal in early United States history The Reynolds Pamphlet redirects here. For the song, see The Reynolds Pamphlet (song). Alexander Hamilton at around the time of the scandal, 1792 The Hamilton–Reynolds affair was the first major sex scandal in United States political history. It involved Secretary of the Treasury Alexander Hamilton, who conducted an affair with Maria Reynolds from 1791 to 1792, during the presidency of George Washington. When he discovered the affair, Reynolds' ...

 

Distretti del Nepal

Distretti del Nepal I distretti del Nepal (in lingua nepalese: जिल्ला, jillā) costituiscono la suddivisione territoriale di secondo livello del Paese, dopo le province, e ammontano a 77; ciascuno di essi si suddivide a sua volta in municipalità cittadine o rurali. Indice 1 Lista dei distretti per provincia 1.1 Koshi Pradesh 1.2 Madhesh Pradesh 1.3 Bagmati Pradesh 1.4 Gandaki Pradesh 1.5 Lumbini Pradesh 1.6 Karnali Pradesh 1.7 Sudurpashchim Pradesh 2 Note 3 Voci correlate 4 Altri...

 

صدرية (زي ديني)

هذه المقالة بحاجة لصندوق معلومات. فضلًا ساعد في تحسين هذه المقالة بإضافة صندوق معلومات مخصص إليها. الرداء الكهنوتي[1] أو الصداري هي الملابس الطقوسية المرتبطة بالشعائر الدينية للدين المسيحي، وخاصة بين الأرثوذكس الشرقييين، الكاثوليك (الكنيسة اللاتينية وغيرها)، الأنجلي...

بلدة فريدريك (ميشيغان)

بلدة فريدريك الإحداثيات 44°45′58″N 84°46′18″W / 44.7661°N 84.7717°W / 44.7661; -84.7717   [1] تقسيم إداري  البلد الولايات المتحدة[2]  التقسيم الأعلى مقاطعة كروفورد  خصائص جغرافية  المساحة 186.5 كيلومتر مربع  ارتفاع 409 متر  عدد السكان  عدد السكان 1161 (1 أبريل 2020...

 

Teorema del rango

Il teorema di nullità più rango. In algebra lineare, il teorema del rango, detto anche teorema di nullità più rango, o teorema della dimensione, afferma che la somma tra la dimensione dell'immagine e la dimensione del nucleo di una trasformazione lineare è uguale alla dimensione del dominio di tale trasformazione lineare; equivalentemente, la somma del rango e della nullità di una matrice è uguale al numero di colonne della matrice. Indice 1 Enunciato 2 Dimostrazione 3 Dimostrazione co...