OpenLLM-France/wikimedia huggingface dataset:
# 2024 Macha Lake Open – Doubles

Karolína Kubáňová and Aneta Kučmová were the defending champions, but lost in the quarterfinals to Yvonne Cavallé Reimers and María Paulina Pérez.
Maja Chwalińska and Anastasia Dețiuc won the title, defeating Feng Shuo and Sapfo Sakellaridi in the final; 6–3, 2–6, [10–6].

## Seeds

* Valeriya Strakhova / Tang Qianhui (quarterfinals)
* Jessie Aney / Lena Papadakis (first round)
* Maja Chwalińska / Anastasia Dețiuc (champions)
* Feng Shuo / Sapfo Sakellaridi (final)

## Draw
### Key

* Q = Qualifier
* WC = Wild card
* LL = Lucky loser
* Alt = Alternate
* SE = Special exempt
* PR = Protected ranking
* ITF = ITF entry
* JE = Junior exempt
* w/o = Walkover
* r = Retired
* d = Defaulted
* SR = Special ranking
| First round | First round | First round | First round | First round | Quarterfinals | Quarterfinals | Quarterfinals | Quarterfinals | Semifinals | Semifinals | Semifinals | Semifinals | Final | Final | Final | Final | Final |
| 1 | V Strakhova Q Tang | 6 | 6 | | | | | | | | | | | | | | |
| | D Marcinkēviča S Shapatava | 2 | 1 | | 1 | V Strakhova Q Tang | 0 | 6$^5$ | | | | | | | | | |
| | M Bayerlová L Karatancheva | 4 | 4 | | | D Hindová T Valentová | 6 | 7$^7$ | | | | | | | | | |
| | D Hindová T Valentová | 6 | 6 | | | | | | | D Hindová T Valentová | 6$^5$ | 4 | | | | | |
| 3 | M Chwalińska A Dețiuc | 6 | 6 | | | | | | 3 | M Chwalińska A Dețiuc | 7$^7$ | 6 | | | | | |
| WC | A Dvořáčková L Šafářová | 1 | 2 | | 3 | M Chwalińska A Dețiuc | 7$^7$ | 7$^9$ | | | | | | | | | |
| | M Matoula M Okáľová | 6 | 2 | [10] | | M Matoula M Okáľová | 6$^5$ | 6$^7$ | | | | | | | | | |
| WC | K Mandelíková L Urbanová | 4 | 6 | [3] | | | | | | | | | 3 | M Chwalińska A Dețiuc | 6 | 2 | [10] |
| WC | A Kovačková L Samson | 6 | 6 | | | | | | | | | | 4 | S Feng S Sakellaridi | 3 | 6 | [6] |
| | L Hietaranta E Pridankina | 4 | 2 | | WC | A Kovačková L Samson | 2 | 4 | | | | | | | | | |
| | L Radivojević I Shinikova | 3 | 2 | | 4 | S Feng S Sakellaridi | 6 | 6 | | | | | | | | | |
| 4 | S Feng S Sakellaridi | 6 | 6 | | | | | | 4 | S Feng S Sakellaridi | 6 | 6 | | | | | |
| | Y Cavallé Reimers MP Pérez | 6 | 6 | | | | | | | Y Cavallé Reimers MP Pérez | 0 | 1 | | | | | |
| | A Osborne J Štruplová | 4 | 4 | | | Y Cavallé Reimers MP Pérez | 7 | 6 | | | | | | | | | |
| | K Kubáňová A Kučmová | 6 | 6 | | | K Kubáňová A Kučmová | 5 | 4 | | | | | | | | | |
| 2 | J Aney L Papadakis | 4 | 4 | | | | | | | | | | | | | | |
# Radio Nationale (France)

Radio nationale, commonly called Radio-Vichy, was a radio station operated by the Vichy government of France between 6 July 1940 and 26 August 1944.
The armistice of 22 June 1940 signed by officials of Nazi Germany and the French Third Republic outlawed all French radio broadcasts in Nazi-occupied France and made those active in the Zone libre subject to special authorization. Philippe Pétain, leader of the collaborationist Vichy state, obtained from the Germans the creation of two radio stations in the Zone libre: Radio nationale in 1940 and La Voix de la France in 1941.
Radio nationale broadcast from the Vichy Casino, hence its nickname Radio-Vichy. Pro-Nazi journalists from the antisemitic weekly Je suis partout—Alain Laubreaux and Lucien Rebatet, working under the direction of Jean-Louis Tixier-Vignancour—were among the founders, and gave through their programs an extremist image of the Vichy regime among the French, contradicting the initial Pétainist strategy. As the head of Radio-Vichy, Tixier-Vignancour offered a large broadcast time to collaborationist Marcel Déat. Concerned not to shock the listeners with excessive propaganda, Pierre Laval eventually dismissed the team in September 1940. Laval entrusted the direction of information to René Bonnefoy, who became in charge of developing the themes of the Révolution Nationale over the radio.
In the summer of 1940, a "radio war" (guerre des ondes) broke out, marked by oratory battles between the "totalitarian radio stations" (Radio Paris and Radio-Vichy) and the "resistant" BBC and Radio Londres which increased the power of their transmitters and the intensity of slogans, in response to radio jamming and threats to listeners by the Germans. From 1942, Philippe Henriot was the main propagandist of the station.
On 26 August 1944, the French Forces of the Interior invaded the recording studio of Radio Nationale in the city of Vichy, which definitively ceased broadcasting.
# Niquinohomo

Niquinohomo (Spanish pronunciation:) is a municipality in the Masaya department of Nicaragua. It is home to the oldest extant church in Nicaragua; Church of Saint Ann (Iglesia de Santa Ana). The city's patron saint, as well as the birthplace of Augusto César Sandino, after whom the Sandinista movement was named.
# Satterwhite

Satterwhite is a surname. Notable people with the surname include:
* Cody Satterwhite (born 1987), American baseball player
* Jacolby Satterwhite (born 1986), American artist
* John Satterwhite (1943–2014), American expert shotgun sport shooter/Olympic skeet team leader
* John W. Satterwhite (1841-1885), American politician; full name John Woodward Satterwhite Sr.
# Heliosia monosticta

Heliosia monosticta is a moth of the family Erebidae. It was described by George Hampson in 1900. It is found on Borneo. The habitat consists of lowland forests, dry heath forests and coastal scrubs.
# Clendenenville, West Virginia

Clendenenville is an unincorporated community in Greenbrier County, West Virginia, United States. Clendenenville is located along U.S. Route 219, 5.5 miles (8.9 km) north-northeast of Lewisburg.
# Chaube, Hazaribagh

Chaube is a village in the Chalkusha CD block in the Barhi subdivision of the Hazaribagh district in the Indian state of Jharkhand.

## Demographics

According to the 2011 Census of India, Chaube had a total population of 6,730, of which 3,528 (52%) were males and 3,202 (48%) were females. Population in the age range 0-6 years was 1,233. The total number of literate persons in Chaube was 3,814 (69.38% of the population over 6 years).

## Transport

Chaube has a railway station in the Dhanbad-Koderma sector of the Grand chord.
Chaube is linked to Markacho through the Markacho-Chaube road and to Keshwari through the Chaube-Keshwari road.
# Pristimantis sobetes

Pristimantis sobetes is a species of frog in the family Strabomantidae. It is endemic to Ecuador. Its natural habitat is tropical moist montane forests. It is threatened by habitat loss.
# Saperdoglenea gleneoides

Saperdoglenea gleneoides is a species of beetle in the family Cerambycidae, and the only species in the genus Saperdoglenea. It was described by Stephan von Breuning, in 1964.
# Cheiroukes

Cheiroukes (XEIPOΥKOΣ, ruled circa 50 BCE), was probably the governor of the Arsacid provinces of Sakastan and Arachosia. On his coinage, he presents himself as "Satrap" (CATPAΠOΣ) of the region of "Mazakes" (MAPΣAKOΣ), which covers the eastern provinces of the Arsacid Empire, which came to include Sakastan.
Cheiroukes might have been of Parthian, or perhaps of Saka origin. The Parthian Empire had been ruling the region of Sakastan since the victory of Mithridates II (124–88 BCE) over the Sakas, and these "Satraps" governed in the area until the establishment of the dynasty of Gondophares (19-46 CE).
Cheiroukes minted coins with his portrait. He was probably one of the Arsacid governors of the area, with others such as Tanlis Mardates, before the rise of the dynasty of the Indo-Parthian ruler Gondophares (r. 19–46).
A seal with the inscription "MAPΣAKOY" is otherwise known.
# Caballos de Coclé

Caballos de Coclé (in English: Coclé Horses) is a Panamanian basketball club based in Aguadulce in the Coclé Province. The team plays in the Liga Profesional de Baloncesto (LPB). The home arena of the team is the Gymnasio Municipal de Aguadulce. The Caballos has won one LPB championship, in 2019.
The Cablalos made their debut in international competition during the 2017 FIBA Americas League, finishing third in Group B. The club played in the 2020–21 season of the BCL Americas and reached the quarterfinals. Home games were played in Panama City in the Roberto Durán Arena.

## Honours

Liga Profesional de Baloncesto
* Champions (1): 2019
** Runners-up (3): 2016, 2017, 2022

## Players
### Current roster

Note: Flags indicate national team eligibility at FIBA-sanctioned events. Players may hold other non-FIBA nationalities not displayed.
# Radio Din Raat

Radio Din Raat is a Bangladeshi FM radio station in Dhaka. It started broadcasting on 2016. The owner of the radio station is Square Group.
# Die Zaubergeige

Die Zaubergeige is a 1935 opera by Werner Egk to a libretto by Ludwig Strecker after Count Franz Pocci. Egk revised the opera in 1954.

## Recordings

* Die Zaubergeige (excerpts): Marcel Cordes, Erika Köth, Elisabeth Lindermeier, Gottlob Frick, Richard Holm, Choir & Orchestra of the Bayerisches Staatsoper, Werner Egk
# Progressive Constitutionalist Party

Progressive Constitutionalist Party may refer to:
* Progressive Constitutionalist Party (Malta)
* Progressive Constitutionalist Party (Mexico)
* Czech Constitutionalist Progressive Party, Austria-Hungary
# Satti (surname)

Satti is a surname that may refer to people from the Satti tribe or other people, which include:
* C. John Satti, American politician
* Ghulam Murtaza Satti, Pakistani politician
* Marina Satti (born 1986), Greek singer, songwriter and music producer
* Roberto Satti (born 1945), Italian singer, musician and film actor
* Satinder Satti, Indian television host
* Satpal Singh Satti, Indian politician
* Tauseef Satti (born 1980), New Zealand-based cricketer
* Mohamed Hamad Satti, Sudanese physician (1914-2005)
# Prorella artestata

Prorella artestata is a moth in the family Geometridae first described by John Arthur Grossbeck in 1908. It is found in the US states of Arizona and Texas.
The wingspan is about 17 mm. Adults have been recorded on wing in August and September and from May to June.
# Eskipolatlı, Polatlı

Eskipolatlı is a neighbourhood in the municipality and district of Polatlı, Ankara Province, Turkey. Its population is 138 (2022).
# 2nd Maryland Cavalry Battalion (Confederate)

The 2nd Maryland Cavalry Battalion, a.k.a. Gilmor's Partisan Rangers, was a Confederate unit in the American Civil War.

## History

The unit was founded and commanded by Colonel Harry Gilmor. Gilmor was a member of the Towson Guards (a.k.a. Baltimore Horse Guards), when the Civil War started. Due to his political views, he was taken prisoner by the U.S. Federal government and imprisoned at Fort McHenry. After he was released, he went to the Shenandoah Valley to join the Confederate Army. He served as a scout for Colonel Turner Ashby, General J. E. B. Stuart's predecessor. Gilmor joined as a private, but was quickly promoted to sergeant major. In March, 1862, he had raised his own company, which was attached to the 12th Virginia Cavalry. Gilmor served with General Stonewall Jackson at the Battle of McDowell in May 1862. Gilmor's Cavalry Company spent the next three months scouting, serving as couriers and harassing enemy camps and trains. In September 1862, Harry Gilmor was with General Jackson when he crossed the Potomac River into Maryland. While in Maryland, Gilmor went on "French leave", to see his family in Towson, Maryland, just north of Baltimore. While en route to his family home, Glen Ellen Plantation, Gilmor was taken prisoner by Union Forces.
Gilmor would spend six months as a prisoner-of-war, but was back with Confederate Forces as part of a prisoner exchange in early 1863, and served as aide-de-camp for General J.E.B. Stuart at the Battle of Kelly's Ford in March 1863.
Shortly after the battle, Harry Gilmor petitioned to raise his own cavalry regiment. He organized several companies of mostly Marylanders into a unit that called themselves "The Band".
Occasionally, Gilmor's Battalion fought alongside other units such as McNeill's Rangers, and the 1st Maryland Cavalry, CSA. During the Confederate campaign into Maryland in June 1863, Harry Gilmor was temporarily placed in command of the 1st Maryland Cavalry, after its commander was wounded in combat.
After the Gettysburg Campaign, the Confederate Army returned to Virginia. During this time, Gilmor had 6 full companies of rangers operating in the Shenandoah Valley. They conducted mainly guerrilla-type operations against Union wagon trains, railroads, telegraph lines, depots, bridges and encampments.
In June 1864, Gilmor's Battalion was designated as the 2nd Maryland Cavalry. The 1st & 2nd Maryland Cavalry units became involved in almost daily skirmishes with Union General Sheridan's cavalry. Colonel Gilmor was seriously wounded near Bunker Hill, West Virginia on September 3, 1864, and did not return to action until October, missing the Battle of Opequon and the Battle of Fisher's Hill. In February 1865, the 2nd Maryland went into West Virginia to forage for supplies, and to meet up with McNeill's Rangers. In the process, Colonel Harry Gilmor was captured on February 4, 1865, and taken to Fort Warren, Massachusetts.
# Essert

Essert may refer to the following places:

## In France

* Essert, Territoire de Belfort
* Essert-Romand, in the Haute-Savoie département

## In Switzerland

* Essert, Switzerland, in the Canton of Fribourg
* Essert-Pittet, in the Canton of Vaud
* Essert-sous-Champvent, in the Canton of Vaud
# Erythronium mesochoreum

Erythronium mesochoreum, the prairie fawn lily or midland fawnlily, is a plant species in the lily family, native to the US states of Illinois, Iowa, Indiana, Nebraska, Kansas, Missouri, Oklahoma, Texas and Arkansas.
Erythronium mesochoreum forms flattened to egg-shaped corms up to 25 mm long. The corms grow offsets in a manner similar to tulips, creating new plants as well as setting seed. Leaves are elliptic to lanceolate, up to 14 cm long. Scape is up to 15 cm tall, bearing only one flower. Tepals are spreading at flowering time, white with blue or purple tinge on the underside and a yellow spot on the upper side. Anthers are yellow, and style is white.

## Cultivation

Prairie fawn lily is grown by wildflower gardeners particularly in areas in or near its habitat in the plains. It shows some adaptation to being grown in drier areas such as South Dakota.
# Loch of Hundland

The Loch of Hundland is a shallow freshwater loch in the parish of Birsay in the north west of the mainland of Orkney, Scotland. The loch lies between the larger lochs of Swannay and Boardhouse and acts as the main water catchment for Loch of Boardhouse. It has a great variety of aquatic plants including species that are unusual locally and nationally, and many types of birds including waders, gulls, larks and ducks that nest or use the loch. It is also popular for trout fishing.
The loch was surveyed in 1906 by James Murray and later charted as part of the Bathymetrical Survey of Fresh-Water Lochs of Scotland 1897-1909.

## Climate

Climate data for Orkney: Loch of Hundland, Elevation: 28 m (92 ft), 1991–2020 normals :
| Month | Jan | Feb | Mar | Apr | May | Jun | Jul | Aug | Sep | Oct | Nov | Dec | Year |
| Mean daily maximum °C (°F) | 6.6 (43.9) | 6.8 (44.2) | 8.0 (46.4) | 10.2 (50.4) | 12.8 (55.0) | 14.6 (58.3) | 16.6 (61.9) | 16.5 (61.7) | 14.5 (58.1) | 11.6 (52.9) | 8.9 (48.0) | 7.0 (44.6) | 11.2 (52.1) |
| Daily mean °C (°F) | 4.2 (39.6) | 4.1 (39.4) | 5.1 (41.2) | 7.0 (44.6) | 9.1 (48.4) | 11.3 (52.3) | 13.3 (55.9) | 13.3 (55.9) | 11.7 (53.1) | 8.9 (48.0) | 6.4 (43.5) | 4.5 (40.1) | 8.3 (46.9) |
| Mean daily minimum °C (°F) | 1.8 (35.2) | 1.5 (34.7) | 2.3 (36.1) | 3.7 (38.7) | 5.5 (41.9) | 8.0 (46.4) | 10.1 (50.2) | 10.1 (50.2) | 8.8 (47.8) | 6.3 (43.3) | 3.9 (39.0) | 2.0 (35.6) | 5.4 (41.7) |
| Average precipitation mm (inches) | 121.6 (4.79) | 91.8 (3.61) | 85.4 (3.36) | 61.4 (2.42) | 54.2 (2.13) | 53.0 (2.09) | 59.5 (2.34) | 70.6 (2.78) | 92.2 (3.63) | 122.5 (4.82) | 127.6 (5.02) | 116.2 (4.57) | 1,056 (41.56) |
| Average precipitation days (≥ 1.0 mm) | 20.5 | 17.8 | 17.4 | 13.7 | 11.8 | 11.2 | 11.8 | 12.9 | 15.0 | 19.5 | 21.7 | 21.6 | 194.9 |
| Mean monthly sunshine hours | 27.4 | 58.4 | 97.4 | 147.8 | 199.7 | 146.9 | 137.9 | 135.6 | 97.2 | 71.5 | 37.5 | 21.3 | 1,178.5 |
| Source: Met Office ||||||||||||||
# Loch of Clunie

Loch of Clunie is a small lowland freshwater loch that is located two miles (three kilometres) west of Blairgowrie, Perth and Kinross, Scotland.

## Clunie Castle

The Loch of Clunie has a single island, said to be artificial, which has the remains of Clunie Castle. The house was designed as a simple L-plan tower house and was built by George Brown Bishop of Dunkeld between 1485 and 1514 as a spiritual retreat. A chapel was dedicated to St Catherine in the house in 1507. The island is surrounded by a dry-stone wall and there is a well designed pier at the south-end of the island, that was constructed in 1512–1513. The house was burnt down in a fire and was restored at the end of the 18th Century. It is now currently a ruin as the roof fell in in 1989 and was never rebuilt.
# Márta Weöres

Márta Weöres (born 7 August 1976) is a Hungarian sailor. She competed in the women's 470 event at the 2004 Summer Olympics.
# DHZ

DHZ can refer to:
* An Introduction to the Rock-Forming Minerals, a mineralogy textbook
* People's Republic of Da Han Zhong, in the video game series Front Mission
* Decihertz, a unit of frequency
* Dalian Hi-tech Zone, an industrial district in Dalian, Liaoning province, China
# Cyclic module

In mathematics, more specifically in ring theory, a cyclic module or monogenous module is a module over a ring that is generated by one element. The concept is a generalization of the notion of a cyclic group, that is, an Abelian group (i.e. Z-module) that is generated by one element.

## Definition

A left R-module M is called cyclic if M can be generated by a single element i.e. M = (x) = Rx = {rx | r ∈ R} for some x in M. Similarly, a right R-module N is cyclic if N = yR for some y ∈ N.

## Examples

* 2Z as a Z-module is a cyclic module.
* In fact, every cyclic group is a cyclic Z-module.
* Every simple R-module M is a cyclic module since the submodule generated by any non-zero element x of M is necessarily the whole module M. In general, a module is simple if and only if it is nonzero and is generated by each of its nonzero elements.
* If the ring R is considered as a left module over itself, then its cyclic submodules are exactly its left principal ideals as a ring. The same holds for R as a right R-module, mutatis mutandis.
* If R is F[x], the ring of polynomials over a field F, and V is an R-module which is also a finite-dimensional vector space over F, then the Jordan blocks of x acting on V are cyclic submodules. (The Jordan blocks are all isomorphic to F[x] / (x − λ)$^n$; there may also be other cyclic submodules with different annihilators; see below.)

## Properties

* Given a cyclic R-module M that is generated by x, there exists a canonical isomorphism between M and R / Ann$_R$ x, where Ann$_R$ x denotes the annihilator of x in R.
# Loch of Isbister

Loch of Isbister is a loch of Whalsay, Shetland Islands, Scotland, located on the northern side of Isbister on the eastern side of the island.
# Cyclic microcellular foaming

Cyclic microcellular foaming refers to the solid-state Microcellular plastic manufacturing technique in which the polymer is foamed sequentially. The concept was first introduced in a research article in peer-reviewed international journal, Materials Letters on Acrylonitrile butadiene styrene as the base Polymer.
In the right side, the scanning electron images describes the concept of cyclic microcellular foaming. Clearly, it can be seen that with the repeated microcellular foaming, the cell size enhances significantly and simultaneously the cell wall thickness reduces.
Further, in the research article, these cyclic microcellular foamed polymers were exposed to ultrasound excitations due to which the cell walls got ruptured and open cellular microstructure were developed. The further images describe the scanning electron micrographs of the influence of ultrasonic waves on the microcellular morphological attributes. Certainly, it can be clearly observed that the cells become interconnected and porous which opens up a wide new field of research in microcellular polymers.
# Saperdini

Saperdini is a tribe of longhorn beetles of the subfamily Lamiinae.

## Taxonomy

* Bifidunguiglenea Lin & Tavakilian, 2012
* Cagosima Thomson, 1864
* Callundine Thomson, 1879
* Chlorisanis Pascoe, 1867
* Clavoserixia Breuning, 1954
* Conizonia Fairmaire, 1864
* Coptosia Fairmaire, 1864
* Cristoberea Breuning, 1954
* Cyaneophytoecia Breuning, 1950
* Dyenmonus Thomson, 1868
* Dystomorphus Pic, 1926
* Elongatoserixia Breuning, 1982
* Entelopes Guérin-Méneville, 1844
* Eudaphisia Pic, 1926
* Eutetrapha Bates, 1884
* Glenea Newman, 1842
* Gleneonupserha Breuning, 1949
* Glenida Gahan, 1888
* Gracilinitocris Breuning, 1950
* Hemicryllis Aurivillius, 1922
* Heteroglenea Gahan, 1897
* Kabylophytoecia Sama, 2005
* Leuconitocris Breuning, 1950
* Linda Thomson, 1864
* Loboberea Breuning, 1950
* Malloderma Lacordaire, 1872
* Mallosia Mulsant, 1863
* Mallosiola Semenov, 1895
* Mandibularia Pic, 1925
* Mecas LeConte, 1852
* Menesia Mulsant, 1856
* Menesida Gahan, 1907
* Metallonupserha Breuning, 1980
* Micromandibularia Pic, 1936
* Mimocagosima Breuning, 1968
* Mystrocnemis Quedenfeldt, 1882
* Nedytisis Pascoe, 1866
* Neonitocris Breuning, 1950
* Neoserixia Schwarzer, 1925
* Neoxantha Pascoe, 1856
* Nupserha Thomson, 1860
* Nupserhoglenea Breuning, 1963
* Oberea Mulsant, 1839
* Obereopsis Chevrolat, 1855
* Ossonis Pascoe, 1867
* Oxylia Mulsant, 1863
* Pannychella Gilmour, 1962
* Pannychina Gilmour, 1962
* Parablepisanis Breuning, 1950
* Paradystus Aurivillius, 1923
* Paraglenea Bates, 1866
* Paramallosia Fuchs, 1955
* Paramenesia Breuning, 1952
* Paranitocris Breuning, 1950
* Paraschoenionta Breuning, 1950
* Paraserixia Breuning, 1954
* Parastenostola Breuning, 1952
* Parathyestes Breuning, 1980
* Pardaloberea Pic, 1926
* Parentelopes Breuning, 1954
* Pareutetrapha Breuning, 1952
* Parobereopsis Breuning, 1956
* Phytoecia Dejean, 1835
* Poecilobactris Kolbe, 1897
* Praolia Bates, 1884
* Pseudochlorisanis Breuning, 1954
* Pseudoconizonia Breuning, 1956
* Pseudoglenea Gilmour & Breuning, 1963
* Pseudolinda Breuning, 1954
* Pseudonitocris Breuning, 1961
* Pseudonupserha Aurivillius, 1914
* Pseudophytoecia Breuning
* Pseudoschoenionta Breuning, 1954
* Pseudothyestes Breuning, 1980
* Saperda Fabricius, 1775
* Saperdoglenea Breuning, 1964
* Savang Breuning, 1963
* Schoenionta J. Thomson, 1868
* Scytasis Pascoe, 1867
* Serixia Pascoe, 1856
* Serixiophytoecia Breuning, 1950
* Spinoberea Breuning, 1954
* Stenostola Mulsant, 1839
* Stibara Hope, 1840
* Striophytoecia Breuning, 1969
* Thermistis Pascoe, 1867
* Thyestilla Aurivillius, 1923
* Trichonitocris Breuning, 1961
* Vespinitocris Breuning, 1950
* Zosne Pascoe, 1866
incertae sedis
* Saperda bilabilis Newman, 1850
* Saperda mellancholica Montrouzier, 1855
* Saperda punctata Montrouzier, 1855
# If I Fall You're Going Down with Me

"If I Fall You're Going Down with Me" is a song written by Matraca Berg and Annie Roboff, and recorded by American country music group Dixie Chicks. It was released in February 2001 as the sixth single from their August 1999 album Fly. The song peaked at number 3 on the U.S. country charts. It also reached number 38 on the Billboard Hot 100.

## Chart performance

"If I Fall You're Going Down with Me" debuted at number 42 on the U.S. Billboard Hot Country Singles & Tracks for the chart week of February 24, 2001.
| Chart (2001) | Peak position |
| US Hot Country Songs (Billboard) | 3 |
| US Billboard Hot 100 | 38 |

### Year-end charts

| Chart (2001) | Position |
| US Country Songs (Billboard) | 20 |

## Release history

Release dates and format(s) for "If I Fall You're Going Down with Me" :
| Region | Date | Format(s) | Label(s) | Ref. |
| United States | February 12, 2001 | Country radio | Monument | |