Bobak marmot

Bobak marmot
above in Ukraine, below in Volgograd Oblast, Russia
Scientific classification Edit this classification
Domain: Eukaryota
Kingdom: Animalia
Phylum: Chordata
Class: Mammalia
Order: Rodentia
Family: Sciuridae
Genus: Marmota
Species:
M. bobak
Binomial name
Marmota bobak
(Müller, 1776)
Bobak marmot range.[1]

The bobak marmot (Marmota bobak), also known as the steppe marmot, is a species of marmot that inhabits the steppes of Eastern Europe and Central Asia. It is a social animal and inhabits steppe grassland, including cultivated field borders. It hibernates for more than half the year. Litter sizes average about five offspring and it takes three years for the young marmots to reach sexual maturity. Male offspring leave the home colony after their second winter, and about 60% of mature females give birth in any one year.

Taxonomy

There are two recognized subspecies:[2][3]

  • M. b. bobak — western part of range
  • M. b. tschaganensis (alternatively shaganensis) — eastern part of range

Although western animals are larger and darker than eastern, their separation into subspecies is questionable, as the variation appears to be clinal.[3]

In the past, the other relatively short-furred and short-tailed marmots of the Palearctic region, i.e. Himalayan, Tarbagan, gray and forest-steppe, all were regarded as subspecies of the bobak marmot.[3] Today they are consistently recognized as separate from the bobak marmot.[2] Genetic studies have shown that the bobak marmot forms a species group with the gray and forest-steppe marmots, while the Himalayan and Tarbagan marmots are more distantly related.[3]

Distribution

The bobak marmot is native to the steppes of Eastern Europe and Central Asia, ranging from central and eastern Ukraine, through far southwestern Russia, to northern and central Kazakhstan.[3][2][1] Historically, its range was continuous, but it has disappeared from several regions, including its past range in southeastern Belarus and eastern Hungary, making its overall range discontinuous.[3] In some places it has been reintroduced and is slowly expanding its range again.[3] In Kazakhstan's highlands the bobak marmot comes into contact with the gray marmot and animals tend to show intermediate features.[3] Scientists Alyona Koshkina, Johannes Kamp, et al. used satellite imagery to map the location of 7,000 Bobak marmot burrows across Kazakhstan's steppes in 2019, which are home to approximately six million marmots. [4][5]

Ecology

The bobak marmot is often described as a large analog of the North American prairie dog, with a round stomach, stubby legs, and a short tail. Bobak marmots inhabit steppe ecosystems and prosper on rolling grasslands and on the edge of cultivated fields.[6] Active for about five and a half months each year, dispersers leave their natal social group after their second hibernation. Litter sizes average a little over five, and it takes at least three years to reach sexual maturity. About 60% of adult females breed in a given year. They have a single alarm call, but studies have demonstrated that bobak marmots call faster when they live in steep terrain and slower when they live in flatter terrain. Bobak marmots' fur is used to make hats and the occasional coat. Outside Moscow, a fur farm is experimenting with breeding bobak marmots in captivity for captive fur production.

Like other marmots, the bobak is susceptible to infection by bubonic plague. A population of bobaks living in the Ural Mountains is believed to have served as a reservoir host for the bubonic plague epidemic that struck western Russia at the end of the 19th century.

Marmots are preyed upon by snow leopards. They can also act as a buffer against other prey of the snow leopard.[7]

Cultural references

The bobak marmot is a symbol of Luhansk Oblast, Ukraine, as is found on its coat of arms and on the coats of arms of some of its districts.

Bobak is on the flag and c.o.a of Bizhbulyaksky District, Bashkortostan, Russia and on the c.o.a. of Kupiansk, Ukraine.

See also

References

  1. ^ a b c Tsytsulina, K.; Zagorodynuk, I.; Formozov, N. & Sheftel, B. (2017) [errata version of 2016 assessment]. "Marmota bobak". IUCN Red List of Threatened Species. 2016: e.T12830A115106780. doi:10.2305/IUCN.UK.2016-3.RLTS.T12830A22258375.en. Retrieved 14 December 2023.
  2. ^ a b c Grubb, P. (2005). Wilson, D. E.; Reeder, D. M. (eds.). Mammal Species of the World: A Taxonomic and Geographic Reference (3rd ed.). Baltimore, MD: Johns Hopkins University Press. ISBN 0-8018-8221-4. OCLC 62265494.
  3. ^ a b c d e f g h Kryštufek, B.; B. Vohralík (2013). "Taxonomic revision of the Palaearctic rodents (Rodentia). Part 2. Sciuridae: Urocitellus, Marmota and Sciurotamias". Lynx, N. S. (Praha). 44: 27–138.
  4. ^ Baraniuk, Chris. "How the Soviet Union's end sparked a grand rewilding". BBC. Retrieved 31 January 2021.
  5. ^ Koshkina, Alyona; Grigoryeva, Irina; Tokarsky, Viktor; Urazaliyev, Ruslan; Kuemmerle, Tobias; Hölzel, Norbert; Kamp, Johannes (16 December 2019). "Marmots from space: assessing population size and habitat use of a burrowing mammal using publicly available satellite images". Remote Sensing in Ecology and Conservation. 6 (2): 153–167. doi:10.1002/rse2.138.
  6. ^ Animal Diversity Web, University of Michigan, Marmota bobak
  7. ^ Jackson, R.; Hunter, D. O. (1996). "Snow Leopard Survey and Conservation Handbook Part III" (PDF). Snow Leopard Survey and Conservation Handbook. Seattle, Washington, & Fort Collins Science Center, Colorado, the United States of America: International Snow Leopard Trust & U.S. Geological Survey. pp. 1–55. Archived from the original (PDF) on 2011-07-28. Retrieved 2009-03-14.

Read other articles:

إيفيجنيه في تاورس(بالألمانية: Iphigenie auf Tauris) (بالألمانية: Iphigenie auf Tauris)‏  مشهد من إيفيجنية في تاورس (في فايمار 1802) مع غوته يمثل كأرستيس في الوسط (الفصل الثالث، المشهد الثالث) رسم انجيليكا كاوفمان النوع الفني تراجيديا المؤلف يوهان فولفغانغ فون غوته تاريخ النشر 1787  أول عرض 6 أب

 

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (أكتوبر 2023) زار عدد من القادة الأجانب إسرائيل خلال الحرب الفلسطينية الإسرائيلية عام 2023 ، واجتمعوا مع مسؤولين إسرائيليين وزاروا مناطق في جميع أنحاء البلاد. تشمل هذه القا

 

Cloreto de ZincoAlerta sobre risco à saúde Nome IUPAC Zinc chloride Outros nomes Cloreto de zinco (II),Dicloreto de zinco,manteiga de zinco Identificadores Número CAS 7646-85-7 Número RTECS ZH1400000 Propriedades Fórmula molecular ZnCl2 Massa molar 136.29 g/mol Aparência sólido cristalino branco. Densidade 2.907 g/cm³, sólido Ponto de fusão 275 °C (548 K) Ponto de ebulição 756 °C (1029 K) Solubilidade em água 432 g/100 mL (25 °C) Estrutura Estrutura cristalina Q...

American judge Philip Hicky Morgan41st United States Minister to MexicoIn officeJanuary 26, 1880 – June 6, 1885PresidentRutherford B. HayesPreceded byJohn W. FosterSucceeded byHenry R. JacksonJudge of the International TribunalIn office1876–1880Preceded byNone (position created)Succeeded byElbert E. FarmanAssociate Justice of the Louisiana Supreme CourtIn office1873–1876Preceded byJohn H. KennardSucceeded byJohn E. LeonardUnited States Attorney for the District of LouisianaIn o...

 

Chess variant for three players This article is about the three-player variant by Dekle. For Dekle's two-player variant, see Triangular Chess § Tri-chess. For three-player chess variants in general, see Three-player chess. Tri-chess gameboard and starting position. In the diagram, chancellors are represented by rook and knight combined; cardinals are represented by bishop and knight combined. Tri-chess is the name of a chess variant for three players invented by George R. Dekle Sr. in 1...

 

Artikel ini bukan mengenai Putri Pariwisata Indonesia. Puteri Indonesia PariwisataLulu Zaharani, Puteri Indonesia Pariwisata 2023Diberikan kepadaPemenang ketiga kontes Puteri IndonesiaNegaraIndonesiaDipersembahkan olehYayasan Puteri IndonesiaDiberikan perdana1995Pemegang gelar saat iniLulu Zaharani LampungIkhtisarPemegang terbanyakDKI Jakarta (3)Situs webwww.puteri-indonesia.com Puteri Indonesia Pariwisata (kadang disingkat PI Pariwisata) adalah gelar yang sejak 2006 diberikan kepada pem...

Triwarna Melayu Semenanjung Malaka Malayisasi (Melayu: Pemelayuan[1] atau Melayuisasi[2] atau lazimnya Masuk Melayu[3][4][5][6][7][8]) adalah proses ketika orang-orang dari berbagai latar budaya dan etnis di Asia Tenggara Maritim mengadopsi identitas budaya Islam dan Melayu. Proses ini awalnya terjadi di semenanjung Melayu, Sumatra, dan Kalimantan zaman pra-modern dan cenderung didorong oleh penyebaran Islam sekaligus pendiri...

 

Species of spider Argiope anasuja In Chennai, India Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Arthropoda Subphylum: Chelicerata Class: Arachnida Order: Araneae Infraorder: Araneomorphae Family: Araneidae Genus: Argiope Species: A. anasuja Binomial name Argiope anasujaThorell, 1887[1] Synonyms[1] Argiope plagiata Karsch, 1892 Argiope anasuja Female Spider in Kerala, India Argiope anasuja, is a species of harmless orb-weaver spider (family Aranei...

 

Distillery in London The London Distillery Company Ltd.TypePrivateIndustryDistillationFounded2011; 12 years ago (2011) in London, United KingdomFoundersDarren RookNick TaylorDefunct2020 (2020)Headquarters58 Druid Street, Bermondsey, SE1 2EZ, London, United KingdomProductsSingle malt English whisky The London Distillery Company, also known as TLDC, was a distillery based in Bermondsey, London. Originally located in Battersea[1] TLDC produced English whisky, Rye w...

Jewish American gangster (c. 1889–1962) Benjamin FeinBornc. 1889New York CityDied1962New York City (uncertain) Benjamin Dopey Benny Fein (c. 1889–1962) was an early Jewish American gangster who dominated New York labor racketeering in the 1910s. With a criminal record dating back to 1900, Fein's arrest record included thirty charges from petty theft and assault to grand larceny and murder (of which he was acquitted twice due to lack of evidence). Fein was nicknamed Dopey Benny because of ...

 

For other ships with the same name, see Japanese ship Akagi. Akagi at Kure in 1902 History Empire of Japan Name Akagi Ordered1885 BuilderOnohama Shipyards Laid down20 July 1886 Launched7 August 1888 Commissioned20 August 1890 Stricken1 April 1911 FateSold 1912; scrapped 1953 General characteristics Class and typeMaya-class gunboat Displacement622 long tons (632 t) Length51.0 m (167.3 ft) Beam8.2 m (26 ft 11 in) Draught2.95 m (9 ft 8 in) Propulsion ...

 

Desktop computer by Apple Inc. Mac StudioDeveloperApple Inc.TypeCompact desktopWorkstationRelease dateMarch 18, 2022; 20 months ago (2022-03-18)Operating systemmacOSSystem on a chipApple M-seriesPredecessoriMac ProRelatedMac Mini, Mac ProWebsiteapple.com/mac-studio The Mac Studio is a small-form-factor workstation made by Apple Inc. It is one of four desktop computers in the Mac lineup, sitting above the consumer-range Mac Mini and iMac, and positioned below the Mac Pro. It ...

Fort O'RourkePart of the Civil War defenses of Washington, D.C.Fairfax County, Virginia, USA TypeEarthwork fortSite informationControlled byUnion ArmyConditionStabilizedSite historyBuilt1862-3In use1862–1865MaterialsEarth, timberDemolished1865Battles/warsAmerican Civil War Fort O'Rourke is a former Union Army installation now located in the Belle Haven area of Fairfax County in the U.S. state of Virginia. It was the southernmost fort built to defend Washington, D.C. in the America...

 

Canadian soccer player Armaan Wilson Personal informationDate of birth (2002-05-29) May 29, 2002 (age 21)Place of birth Kleinburg, Ontario, CanadaHeight 6 ft 3 in (1.91 m)Position(s) MidfielderTeam informationCurrent team HFX Wanderers FCYouth career Vaughan Azzurri Woodbridge StrikersCollege careerYears Team Apps (Gls)2020–2022 Providence Friars 44 (2)Senior career*Years Team Apps (Gls)2022 Woodbridge Strikers 7 (0)2023– HFX Wanderers FC 11 (1) *Club domestic league a...

 

Railroad line in Maine, US Maine Central Railroad Rangeley branch, Livermore Falls branch, Farmington branch and Lewiston branch in 1917. The Maine Central Railroad Rumford Branch is a railroad line in Maine now operated as part of the Pan Am Railways system. The Rumford Branch leaves the mainline at Leeds Junction and continues northwest up the Androscoggin River valley, passing through Livermore Falls and terminating at Rumford. The branch comprises the remaining trackage of three earlier b...

2006 South Korean TV series Alone in LovePromotional poster for Alone in LoveHangul연애시대Hanja戀愛時代Revised RomanizationYeonaesidaeMcCune–ReischauerYŏnaeshidae GenreRomanceMelodramaBased onRen'ai Jidaiby Hisashi NozawaWritten byPark Yeon-seonDirected byHan Ji-seungStarringKam Woo-sung Son Ye-jin Gong Hyung-jin Lee Ha-naCountry of originSouth KoreaOriginal languageKoreanNo. of episodes16ProductionExecutive producersHeo Woong Oh Nam-seokProducerKoh Kyoung-heeProduction locationSo...

 

Book series The Nome Trilogy(The Bromeliad Trilogy)The first edition set of the trilogyTruckersDiggersWingsAuthorTerry PratchettCountryUnited KingdomGenreFantasyPublished1989–1990 The Nome Trilogy, also known as The Bromeliad Trilogy or just The Bromeliad, is a trilogy of children's books by British writer Terry Pratchett, consisting of the books Truckers (1989), Diggers (1990) and Wings (1990). The trilogy tells the story of the Nomes, a race of tiny people from another world who now live ...

 

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: Monster Hospital – news · newspapers · books · scholar · JSTOR (December 2009) (Learn how and when to remove this template message) 2006 single by MetricMonster HospitalSingle by Metricfrom the album Live It Out ReleasedAugust 7, 2006[1]GenreIndie rock,...

العلاقات الدومينيكية النيكاراغوية دومينيكا نيكاراغوا   دومينيكا   نيكاراغوا تعديل مصدري - تعديل   العلاقات الدومينيكية النيكاراغوية هي العلاقات الثنائية التي تجمع بين دومينيكا ونيكاراغوا.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومر...

 

جزء من سلسلة مقالات حولميكانيكا الكم i ℏ ∂ ∂ t | ψ ( t ) ⟩ = H ^ | ψ ( t ) ⟩ {\displaystyle i\hbar {\frac {\partial }{\partial t}}|\psi (t)\rangle ={\hat {H}}|\psi (t)\rangle } معادلة شرودنغر مقدمة معجم تاريخ خلفية ميكانيكا كلاسيكية النظرية الكمومية القديمة ترميز برا-كيت هاملتوني تداخل أساسيات مكاملة ...

 

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