Aleksei Shumskikh

Aleksei Shumskikh
Shumskikh with Torpedo Moscow in 2021
Personal information
Full name Aleksei Alekseyevich Shumskikh
Date of birth (1990-07-01) 1 July 1990 (age 34)
Place of birth Barnaul, Russian SFSR
Height 1.89 m (6 ft 2 in)
Position(s) Centre-back
Team information
Current team
 Rotor Volgograd
Number 5
Senior career*
Years Team Apps (Gls)
2008 Torpedo Moscow 11 (1)
2009 Sportakademklub Moscow 11 (2)
2009 Saturn-2 Moscow Oblast 10 (0)
2010 Neftekhimik Nizhnekamsk 19 (0)
2011–2012 Zenit Penza 53 (0)
2013–2014 Strogino Moscow 28 (0)
2014 Kaluga 17 (0)
2015–2018 Khimki 107 (4)
2018–2019 Tom Tomsk 45 (4)
2020 Kaisar 1 (0)
2020–2021 Nizhny Novgorod 36 (2)
2021–2022 Torpedo Moscow 40 (4)
2022–2023 Arsenal Tula 4 (0)
2023– Rotor Volgograd 27 (1)
International career
2008–2009 Russia U19 7 (0)
*Club domestic league appearances and goals, correct as of 8 June 2024

Aleksei Alekseyevich Shumskikh (Russian: Алексей Алексеевич Шумских; born 1 July 1990) is a Russian professional football player who plays for Rotor Volgograd.

Club career

Shumskikh made his Russian Football National League debut for FC Torpedo Moscow on 16 April 2008 in a game against FC Metallurg-Kuzbass Novokuznetsk.[citation needed]

On 10 February 2020, FC Kaisar announced the signing of Shumskikh.[1]

On 17 June 2020, Shumskikh signed for Nizhny Novgorod.[2]

Shumskikh made his Russian Premier League debut for FC Torpedo Moscow on 17 July 2022 against PFC Sochi.[3]

Honours

Torpedo Moscow

Career statistics

As of 27 November 2022[4]
Club Season League Cup Continental Other Total
Division Apps Goals Apps Goals Apps Goals Apps Goals Apps Goals
Torpedo Moscow 2008 First League 11 1 0 0 – – 11 1
Sportakademklub Moscow 2009 Second League 11 2 1 0 – – 12 2
Saturn-2 Moscow Oblast 10 0 – – – 10 0
Neftekhimik Nizhnekamsk 2010 19 0 1 1 – – 20 1
Zenit Penza 2011–12 37 0 2 0 – – 39 0
2012–13 16 0 1 0 – – 17 0
Total 53 0 3 0 0 0 0 0 56 0
Strogino Moscow 2013–14 Second League 28 0 3 0 – – 31 0
Kaluga 2014–15 17 0 2 0 – – 19 0
Khimki 2014–15 9 1 – – – 9 1
2015–16 28 2 6 0 – – 34 2
2016–17 First League 36 0 2 0 – – 38 0
2017–18 34 1 2 0 – – 36 1
Total 107 4 10 0 0 0 0 0 117 4
Tom Tomsk 2018–19 First League 31 3 0 0 – 2[a] 0 33 3
2019–20 14 1 1 0 – – 15 1
Total 45 4 1 0 0 0 2 0 48 4
Kaisar 2020 Kazakhstan Premier League 1 0 – – 0 0 1 0
Nizhny Novgorod 2020–21 First League 36 2 3 0 – – 39 2
Torpedo Moscow 2021–22 37 4 1 0 – – 38 4
2022–23 Premier League 3 0 0 0 – – 3 0
Total (2 spells) 51 5 1 0 0 0 2 0 52 5
Arsenal Tula 2022–23 First League 4 0 0 0 – – 4 0
Career total 382 17 25 1 0 0 2 0 409 18
  1. ^ Appearances in the promotion play-offs

References

  1. ^ "ОФИЦИАЛЬНО: АЛЕКСЕЙ ШУМСКИХ БУДЕТ ИГРАТЬ ЗА КАЙСАР". fckaysar.kz/ (in Russian). FC Kaisar. 10 February 2020. Retrieved 10 February 2020.
  2. ^ "Алексей Шумских – в ФК Нижний Новгород". fcnn.ru/ (in Russian). FC Nizhny Novgorod. 17 June 2020. Retrieved 21 July 2020.
  3. ^ "Torpedo v Sochi game report". Russian Premier League. 16 July 2022. Retrieved 17 July 2022.
  4. ^ Aleksei Shumskikh at Sportbox.ru (in Russian)


Flag of RussiaSoccer icon

This biographical article related to a Russian association football defender born in 1990 is a stub. You can help Wikipedia by expanding it.

Read other articles:

Karo, Siantar Selatan, Pematangsiantar

KaroKelurahanKantor Kelurahan KaroPeta lokasi Kelurahan KaroNegara IndonesiaProvinsiSumatera UtaraKotaPematangsiantarKecamatanSiantar SelatanKode Kemendagri12.72.04.1002 Kode BPS1273020005 Luas-Jumlah penduduk-Kepadatan- Tanda selamat datang di Kelurahan Karo Karo adalah salah satu kelurahan di Kecamatan Siantar Selatan, Pematangsiantar, Sumatera Utara, Indonesia. Pranala luar (Indonesia) Keputusan Menteri Dalam Negeri Nomor 050-145 Tahun 2022 tentang Pemberian dan Pemutakhiran Kode, Dat...

 

 

معرض الترفيه الإلكتروني 2014

معرض الترفيه الإلكتروني 2014الشعارمعلومات عامةالنوع متعدد الاغراضتاريخ البداية يونيو 10, 2014تاريخ الانتهاء يونيو 12, 2014المبنى مركز مؤتمرات لوس أنجلوسالمكان لوس انجليسالبلد  الولايات المتحدةالقادم معرض الترفيه الإلكتروني 2015 السابق معرض الترفيه الإلكتروني 2013 الحضور 48٬900 ا...

 

 

1992 United States presidential election in Maryland

U.S. presidential election in Maryland Main article: 1992 United States presidential election 1992 United States presidential election in Maryland ← 1988 November 3, 1992 1996 →   Nominee Bill Clinton George H. W. Bush Ross Perot Party Democratic Republican Independent Home state Arkansas Texas Texas Running mate Al Gore Dan Quayle James Stockdale Electoral vote 10 0 0 Popular vote 988,571 707,094 281,414 Percentage 49.80% 35.62% 14.18% County Re...

David Cross

Untuk orang lain dengan nama yang sama, lihat David Cross (disambiguasi). David CrossCross, 2019Lahir4 April 1964 (umur 60)Roswell, Georgia, ASGenreSatir politik, komedi alternatif, komedi gelap, komedi sketsa, humor surrealSuami/istriAmber Tamblyn ​(m. 2012)​Anak1Karya terkenal dan peranMr. ShowArrested DevelopmentThe Increasingly Poor Decisions of Todd MargaretFreak ShowSeri Kung Fu Panda David Cross (lahir 4 April 1964)[1] adalah seorang pelawak tu...

 

 

العلاقات الجورجية الليسوتوية

العلاقات الجورجية الليسوتوية جورجيا ليسوتو   جورجيا   ليسوتو تعديل مصدري - تعديل   العلاقات الجورجية الليسوتوية هي العلاقات الثنائية التي تجمع بين جورجيا وليسوتو.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدولتين: وجه المقارنة...

 

 

2007–08 Memphis Tigers men's basketball team

American college basketball season 2007–08 Memphis Tigers men's basketballC-USA tournament champions (vacated)C-USA regular season champions (vacated)NCAA tournament Runner-up (vacated) [Note A]ConferenceConference USARankingCoachesNo. 2APNo. 2Record0–1 (38 wins, 1 loss vacated) [Note A] (0–0[Note A] C-USA, 16 wins vacated)Head coachJohn Calipari (8th year)Assistant coaches Derek Kellogg John Robic Chuck Martin Home arenaFedExForumSeasons← 2006–072008–...

Battaglia della Sacca di Fornovo

Questa voce sugli argomenti battaglie e seconda guerra mondiale è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti dei progetti di riferimento 1, 2. Battaglia della Sacca di Fornovoparte della offensiva della primavera 1945 sul fronte italiano della Campagna d'ItaliaIl Gen. Otto Fretter-Pico si arrende alle truppe brasilianeData24 - 29 aprile 1945 LuogoFornovo di Taro, (Parma) EsitoVittoria Alleata, fine delle ostilità militari terr...

 

 

Stadion Teladan

Stadion TeladanLokasiLokasiTeladan Barat, Medan Kota, MedanKonstruksiDibuat1952Dibuka1953Direnovasi2024Biaya pembuatanRp 6.000.000 (1952) Rp 510.000.000.000 (2024)[1]ArsitekLiem Bwan TjieData teknisKapasitas20.000PemakaiPSMS Medan Pro Titan FCSunting kotak info • L • BBantuan penggunaan templat ini Stadion Teladan adalah sebuah stadion yang terletak di Kelurahan Teladan Barat, Kecamatan Medan Kota, Kota Medan, Sumatera Utara. Stadion tersebut mempunyai kapasitas sekitar ...

 

 

Allium unifolium

Allium unifolium Klasifikasi ilmiah Kerajaan: Plantae (tanpa takson): Tracheophyta (tanpa takson): Angiospermae (tanpa takson): Monokotil Ordo: Asparagales Famili: Amaryllidaceae Genus: Allium Spesies: Allium unifolium Nama binomial Allium unifoliumKellogg Allium unifolium adalah spesies tumbuhan yang tergolong ke dalam famili Amaryllidaceae. Spesies ini juga merupakan bagian dari ordo Asparagales. Spesies Allium unifolium sendiri merupakan bagian dari genus bawang Allium.[1] Nama il...

Sistersien

Para rahib Sistersien saat sedang bekerja Sistersien (O.Cist.) adalah tarekat atau ordo kerahiban yang dirintis Robert dari Molesme.[1] Tarekat ini terbentuk di Citeaux, Prancis pada tahun 1098.[2] Perkembangan dari tarekat ini akibat rasa tidak puas terhadap Peraturan Benediktus di biara Benediktin yang dinilai terlalu longgar pelaksanaannya.[1] Oleh karena itu, tarekat Sistersien berkomitmen untuk lebih memperketat peraturannya dibanding biara Benediktin.[2] ...

 

 

Surface (topology)

Two-dimensional manifold For broader coverage of this topic, see Surface (mathematics). An open surface with x-, y-, and z-contours shown. In the part of mathematics referred to as topology, a surface is a two-dimensional manifold. Some surfaces arise as the boundaries of three-dimensional solid figures; for example, the sphere is the boundary of the solid ball. Other surfaces arise as graphs of functions of two variables; see the figure at right. However, surfaces can also be defined abstrac...

 

 

Ermindo Onega

Argentine footballer (1940–79) Ermindo Onega Onega in 1961Personal informationFull name Ermindo Ángel OnegaDate of birth (1940-04-30)April 30, 1940Place of birth Las Parejas, Santa Fe, ArgentinaDate of death December 21, 1979(1979-12-21) (aged 39)Position(s) Offensive midfielderSenior career*Years Team Apps (Gls)1957–1968 River Plate 222 (98)1969–1971 Peñarol 74 (22)1972 Vélez Sársfield 30 (6)1975–1977 Deportes La Serena 71 (17)Total 397 (143)International career1960–1967 A...

Intelsat IV F-5

Luxembourg satellite for geostationary communication Intelsat IV F-5Launch of Intelsat IV F-5.Mission typeCommunicationsOperatorIntelsatCOSPAR ID1972-041A SATCAT no.06052Mission duration7 years (planned) Spacecraft propertiesBusHS-312ManufacturerHughes AircraftLaunch mass1,414 kilograms (3,117 lb)BOL mass730 kilograms (1,610 lb) Start of missionLaunch dateJune 13, 1972, 21:53:04 (1972-06-13UTC21:53:04Z) UTC[1]RocketAtlas SLV-3D Centaur-DLaunch siteCape Canaver...

 

 

Space Capsule Recovery Experiment

Indian spacecraft SRE-1The SRE-1 spacecraft on public display at Thiruvananthapuram in April 2007Mission typeTechnologyOperatorISROCOSPAR ID2007-001C SATCAT no.29711Mission duration12 days Spacecraft propertiesManufacturerISROLaunch mass550 kilograms (1,210 lb) Start of missionLaunch date10 January 2007, 03:54 (2007-01-10UTC03:54Z) UTCRocketPSLV PSLV C7Launch siteSatish Dhawan FLPContractorISRO End of missionLanding date22 January 2007, 04:16 (2007-01-22UTC04:17Z)...

 

 

Nowsud

City in Kermanshah province, Iran For the administrative division, see Nowsud District. City in Kermanshah, IranNowsud Persian: نوسودCityNowsudCoordinates: 35°09′38″N 46°12′14″E / 35.16056°N 46.20389°E / 35.16056; 46.20389[1]CountryIranProvinceKermanshahCountyPavehDistrictNowsudPopulation (2016)[2] • Total1,949Time zoneUTC+3:30 (IRST) Nowsud (Persian: نوسود)[a] is a city in, and the capital of, Nowsud Distr...

Danielle Brooks

Danielle BrooksBrooks tahun 2014LahirDanielle Brittany Brooks17 September 1989 (umur 34)Augusta, Georgia, Amerika SerikatAlmamaterJuilliard School (BFA)PekerjaanAktrispenyanyiTahun aktif2009–sekarangSuami/istriDennis Gelin ​(m. 2022)​Anak1 Danielle Brittany Brooks (lahir 17 September 1989)[1] adalah seorang aktris dan penyanyi asal Amerika Serikat. Dia dikenal karena perannya sebagai Tasha Taystee Jefferson di serial drama komedi Orange is the...

 

 

Écu á la couronne

Carlo VI: Écu d'or á la couronne (corona) KAROLVS DEI GRACIA FRANCORVM REX stemma reale coronato (corona) XPC VInCIT XPC REGnAT XPC ImPERAT[1] croce fiorita e fogliata, gigli nei quarti, dentro un quadrilobo con corone nei quarti AV 29mm, 3,40 g, 11h, zecca di Tolosa, 1445. L'écu á la couronne è stata una moneta d'oro francese. Si tratta di una delle numerose varianti dell'écu d'oro, una moneta coniata in Francia dal 1336 al 1640. L'écu á la couronne fu coniato dal 1384 e...

 

 

Walter Kohn

Walter KohnKohn pada 2012Lahir(1923-03-09)9 Maret 1923Wina, AustriaMeninggal19 April 2016(2016-04-19) (umur 93)Santa Barbara, California, A.S.KebangsaanAmerika SerikatAlmamaterUniversitas Toronto, HarvardDikenal atasTeori fungsi rapatanmetode KKRSuami/istriLois (Adams)[1]Mara (Vishniac) Schiff[2]PenghargaanPenghargaan Benda Terkondensasi Oliver E. Buckley (1961)National Medal of Science (1988)Penghargaan Nobel Kimia (1998)Karier ilmiahBidangFisika, KimiaInstitusiUC Santa...

Compact space

Compactness redirects here. For other uses, see Compactness (disambiguation). Type of mathematical space Per the compactness criteria for Euclidean space as stated in the Heine–Borel theorem, the interval A = (−∞, −2] is not compact because it is not bounded. The interval C = (2, 4) is not compact because it is not closed (but bounded). The interval B = [0, 1] is compact because it is both closed and bounded. In mathematics, specifically general topology, compactness is a property tha...

 

 

Claude-Victor Perrin

Pour les articles homonymes, voir Perrin et Duc de Bellune. Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. Certaines informations figurant dans cet article ou cette section devraient être mieux reliées aux sources mentionnées dans les sections « Bibliographie », « Sources » ou « Liens externes » (octobre 2016). Vous pouvez améliorer la vérifiabilité en associant ces informations à des références à l'aide d'appels...