Дискография на Тайга

Дискография на Tyga
Издания
Студийни албуми3
Сингли9

Майкъл Стивънсън, по-известен като Tyga (съкратено за Thank You God Always), е американски рапър с виетнамски и ямайски корени. Дискографията му включва 3 албума,1 съвместен албум,14 микс касети и 9 сингли.

Албуми

Самостоятелни

  • No Introduction (2008)
  • Careless World: Rise of the Last King (2012)
  • Hotel California (2013)[1]

Съвместни

  • We Are Young Money (с другите изпълнители от лейбъла Young Money) (2010)

Микс касети

  • Young On Probation (2007)
  • No Introduction The Series: April 10 (2008)[2]
  • No Introduction The Series: May 10 (2008)[3]
  • Outraged & Underaged (2009)[4]
  • The Potential (2009)[5]
  • The Free Album (с участието на Клинтън Спаркс) (2009)
  • Black Thoughts (2009)[6]
  • Fan of a Fan (с участието на Крис Браун) (2010)[7][8]
  • Well Done (2010)[9]
  • Black Thoughts 2 (2011) [10]
  • Well Done 2 (Finish Him) (2011)[11]
  • #BitchImTheShit (2011)
  • Well Done 3 (2012)
  • Fan of a Fan 2 (с участието на Крис Браун)(2015)[12][13]

Сингли

  • Coconut Juice (с участието на Травис Маккой) (2008)[14]
  • Cali Love (2009)
  • I'm on It (с участието на Лил Уейн)
  • Far Away (с участието на Крис Ричърдсън) (2011)
  • Still Got It (с участието на Дрейк) (2011)
  • Rack City (2011)
  • Faded (с участието на Лил Уейн) (2012)
  • Make It Nasty (2012)
  • Do My Dance (с участието на Ту Чейнс) (2012)

#BitchImTheShit

Дискография на Тайга
Албум на Tyga
Записан5 декември 2011 г.
ЖанрРап
Музикален издателYoung Money
ЕзикАнглийски
Хронология на Tyga
Well Done 2 (Finish Him)
2011
  1. BitchImTheShit
    2011
Well Done 3
2012

#BitchImTheShit е 12-ата му микс касета. Издадена е на 5 декември 2011 г.[15]

Траклист[16]

  1. Bitch I'm The Shit
  2. Bitch Betta Have My Money (с участието на YG и Kurupt)
  3. Make It Nasty
  4. Pop It
  5. In This Thang
  6. Orgasm
  7. Dancing 4 Dollas
  8. Heisman (с участието на Хъни Кокейн)
  9. Mack Down (с участието на Juicy J)
  10. Bad Bitches (Remix) (с участието на Ту Чейнс и Гъда Гъда)
  11. Get Gnarley
  12. Bouncin on my Dick (с участието на Dash D Cadet)
  13. Heisman (Part 2) (с участието на Хъни Кокейн)
  14. Fuck With You
  15. The Motto (с участието на Дрейк и Лил Уейн)

Източници

Read other articles:

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (أبريل 2019) أوتيس ثورنتون معلومات شخصية الميلاد 30 يونيو 1945 (79 سنة)  مواطنة الولايات المتحدة  الحياة العملية المهنة لاعب كرة قاعدة  الرياضة كرة القاعدة  تعديل م�...

 

RER B IkhtisarStasiun47Penumpang165 juta/tahun (2004)OperasiDibuka1977(terakhir diperpanjang 1994)RangkaianMI 79, MI 84Data teknisPanjang lintas80,0 km (49,7 mi)Lebar sepur1.435 mm (4 ft 8+1⁄2 in) Peta rute Jalur RER B yang akurat secara geografis lbsRER B Legenda  B3  AéroportCharles de Gaulle 2 TGV  B5  AéroportCharles de Gaulle 1 Mitry – Claye Parc des Expositions Villeparisis – Mitry-le-Neuf Villepinte Vert-...

 

Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada Oktober 2022. Nova Harivan Paloh (lahir 11 November 1976)[1] adalah seorang anggota legislatif DPRD DKI Jakarta terpilih periode 2019-2024 dari Partai Nasional Demokrat (NasDem) mewakili dapil 8, yang meliputi Jagakarsa, Mampang Prapatan, Pancoran, Pasar Min...

Floating bridge in Seattle, Washington, U.S. Homer M. Hadley Memorial BridgeThe two spans of the Homer M. Hadley Memorial Bridge (left) and the Lacey V. Murrow Memorial Bridge (right) in 2016, looking east toward Mercer IslandCoordinates47°35′23″N 122°16′08″W / 47.5898°N 122.269°W / 47.5898; -122.269Carries I-90 (four westbound lanes)CrossesLake WashingtonLocaleSeattle, Washington, U.S.Maintained byWashington State Department of TransportationPreceded byLac...

 

التحالف الإنجليزي اليابانيمعلومات عامةالبداية 30 يناير 1902 الاسم الأصل Anglo-Japanese Alliance (بالإنجليزية) 日英同盟 (باليابانية) موقع التأسيس Lansdowne House (en) حل محله Four-Power Treaty (en) بتاريخ 30 يناير 1902 المشاركون إمبراطورية اليابانالإمبراطورية البريطانية تاريخ الحل أو الإلغاء أو الهدم 17 أغسطس...

 

Brian McDermott Informasi pribadiNama lengkap Brian James McDermottTanggal lahir 8 April 1961 (umur 63)Tempat lahir Slough, Berkshire, InggrisPosisi bermain GelandangInformasi klubKlub saat ini Reading (Manajer)Karier senior*Tahun Tim Tampil (Gol)1978–1984 Arsenal 61 (12)1983 → Fulham (pinjaman) 3 (0)1984 → IFK Norrköping (pinjaman) 17 (5)1984–1987 Oxford United 24 (2)1986 → Huddersfield Town (pinjaman) 4 (1)1987–1988 Cardiff City 51 (8)1988–1990 Exeter City 68 (4)1990–...

Summary of living conditions in India The standard of living in India varies from state to state. In 2021, extreme poverty was reduced to 0.8%[1] and India is no longer the nation with the largest population living in poverty.[2] There is significant income inequality within India, as it is simultaneously home to some of the world's richest people.[3] The average wages are estimated to quadruple between 2013-30.[4] The standard of living in India shows large ge...

 

この記事は検証可能な参考文献や出典が全く示されていないか、不十分です。出典を追加して記事の信頼性向上にご協力ください。(このテンプレートの使い方)出典検索?: コルク – ニュース · 書籍 · スカラー · CiNii · J-STAGE · NDL · dlib.jp · ジャパンサーチ · TWL(2017年4月) コルクを打ち抜いて作った瓶の栓 コルク(木栓、�...

 

Not to be confused with Hamilton Academical F.C.. Former association football club in Scotland Football clubHamiltonFull nameHamilton Football ClubFounded1874Dissolved1878GroundSouth AvenueSecretaryRichard Mackintosh[1] Home colours Hamilton Football Club was a 19th-century football club based in Hamilton, in Lanarkshire, Scotland. History Report of a friendly match between Hamilton F.C. and Queen's Park F.C., Hamilton Advertiser, 21 April 1877 The club was founded shortly after the d...

Barrage de Castelnau-LassoutsLe barrage de Castelnau-Lassouts.GéographiePays  FranceRégion OccitanieDépartement AveyronCommune Castelnau-de-Mandailles et LassoutsCoordonnées 44° 30′ 21″ N, 2° 52′ 27″ ECours d'eau LotObjectifs et impactsVocation Énergie hydroélectriquePropriétaire État françaisDate du début des travaux 1941Date de la fin des travaux 1947Date de mise en service 1948BarrageType Barrage poidsHauteur(lit de rivière) 52 m...

 

Steam-driven three-wheeled vehicle This article's lead section may be too short to adequately summarize the key points. Please consider expanding the lead to provide an accessible overview of all important aspects of the article. (November 2016) Cugnot's Steam Wagon, from a 19th-century engraving A steam tricycle is a steam-driven three-wheeled vehicle. History In the early days of motorised vehicle development, a number of experimenters built steam-powered vehicles with three wheels. The fir...

 

Egyptian jurist and theologian (1849–1905) Muhammad AbduhGrand Mufti of Egypt[1][2]In office1899 – 1905[3] PersonalBorn1849 (1849)[4]Shubra Khit, Egypt, Ottoman EmpireDied11 July 1905 (aged 56)Alexandria, Egypt, Ottoman EmpireCause of deathRenal cell carcinomaReligionIslamNationalityEgyptianRegionMiddle EastDenominationSunniMovementIslamic Modernism[5][6][7][8][9]Pan-Islamism[5][10][11]Neo...

This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: British Rail Class 424 – news · newspapers · books · scholar · JSTOR (October 2023) (Learn how and when to remove this message) British Rail Class 424Class 424 vehicle on display at London Victoria in 1998In service1997ManufacturerHolgate Road carriage worksAdt...

 

Rationella tal är inom matematiken tal som kan skrivas som en kvot (ett bråk) av två heltal:[1] T N {\displaystyle {\frac {T}{N}}} där heltalet T är bråkets täljare och heltalet N bråkets nämnare. Mängden av rationella tal betecknas vanligtvis med Q eller ℚ (från engelskans quotient). Ett alternativt sätt att uppfatta denna mängd är som mängden av alla lösningar (x) till ekvationer ax - b = 0, där a och b är heltal och a är nollskilt.[2][3] Räkneregler Om elementen i mä...

 

Used to measure the force produced by a muscle Acceleromyography - Quantitative neuromuscular monitoring using the TOF-Watch. Acceleromyography using the TOF- Watch An acceleromyograph is a piezoelectric myograph, used to measure the force produced by a muscle after it has undergone nerve stimulation. Acceleromyographs may be used, during anaesthesia when muscle relaxants are administered, to measure the depth of neuromuscular blockade and to assess adequacy of recovery from these agents at t...

هانس شتورم معلومات شخصية الميلاد 3 سبتمبر 1935   الوفاة 24 يونيو 2007 (71 سنة)   كولونيا  سبب الوفاة سرطان الدماغ  [لغات أخرى]‏  مركز اللعب مهاجم الجنسية ألمانيا  مسيرة الشباب سنوات فريق 1951–1952 كولن المسيرة الاحترافية1 سنوات فريق م. (هـ.) 1955–1963 كولن(Oberliga West (1947–1963...

 

تشارلز كينجسلي معلومات شخصية الميلاد 12 يونيو 1819هولنى · ديفون · انجلترا الوفاة 23 يناير 1875إيفرسلى ، هامبشاير، انجلترا الجنسية أنجليزى مشكلة صحية تلعثم  إخوة وأخوات هنري كينغسلي  أقرباء هنرى كينجسلي الحياة العملية النوع أدب الأطفال المواضيع أدب،  وشعر،  وتاريخ ...

 

Untuk pengarang dan penjelajah abad ke-19, lihat Henry Koster (pengarang). Henry KosterLahirHermann Kosterlitz(1905-05-01)1 Mei 1905Berlin, German EmpireMeninggal21 September 1988(1988-09-21) (umur 83)Camarillo, California, ASPekerjaansutradara, penulis naskah, produserTahun aktif1925–1967Suami/istriKató Király (1935–1941; bercerai; 1 anak)[1]Peggy Moran (1942–1988; kematiannya; 2 anak)[2] Henry Koster (nama lahir Hermann Kosterlitz, 1 Mei 1905 –&#...

Indian sport shooter Jaspal RanaPersonal informationNationalityIndianBorn (1976-06-28) 28 June 1976 (age 48)Uttarkashi, Uttarakhand, IndiaHeight175 cm (5 ft 9 in)SpouseAarushie VermaSportCountryIndiaSportShootingEvent(s)25 metre center-fire pistol25 metre standard pistolClubUttranchal Rifle Association Medal record Men's shooting Representing  India ISSF World Shooting Championships 1994 Milan 25 m standard pistol (juniors) Asian Shooting Championships 1995 Jakarta 25...

 

Regioni del Perù Le regioni del Perù (in spagnolo: regiones) costituiscono la suddivisione territoriale di primo livello del Paese e sono pari a 25, cui si aggiunge la provincia di Lima. La regione di Callao, inoltre, è formalmente definita come provincia costituzionale. Istituite nel 2002 in luogo dei precedenti 24 dipartimenti, si suddividono a loro volta in province, pari nel loro complesso a 196. Indice 1 Lista 2 Evoluzione storica 3 Note 4 Voci correlate 5 Altri progetti 6 Collegament...