OpenLLM-France/wikimedia huggingface dataset:
# Masbrough boat disaster

The Masbrough boat disaster (also known as the Rotherham boat disaster and the Masbrough ship disaster) was a disaster that occurred in a boatyard on the River Don in Masbrough, Yorkshire, now a suburb of Rotherham, on 5 July 1841. The disaster occurred during the launching of a new boat: sixty-four people, mainly children were drowned in the river.

## Events

The disaster took place at the launching of the sea-going riverboat the John and William from Chambers' boatyard on the Masbrough side of the River Don. The boat was built for Messrs. Henry and Edward Cadnam of Pitsmoor, Sheffield. On the occasion of the launching of a boat it was common to invite local people to celebrate the launch. Local teachers and schoolchildren came along and a gala was planned. It was customary at this yard to invite people to stand on the boat during the launch to enjoy the rush into the water. Upwards of 100 people (some accounts say 150), mainly children from 11 to 16, were standing upon the boat during the launch.
Owing to the narrow river channel, boats at this yard were launched sideways. As the boat slid down the slipway towards the water, the people on board rushed towards the river side of the boat to get a better view of the boat hitting the water. This caused the boat to overbalance on its keel, throwing the people on the deck into the river. The boat landed on top of many of the people who had been thrown into the river, drowning them. Although members of the gathering managed to rescue some, sixty-four people died in the disaster, either instantly, or not long after being retrieved from the river. Fifty of those who died were children. Several families lost two or even three members.
The losses cut across social classes. Several of the children who died were the sons of wealthy local businessmen, including sons of both partners of the iron founders Yates Haywood. Indeed, one casualty had just turned 21 and come into significant property. The majority, however, were children of ordinary families of the local area.

## Aftermath

A grand jury was sitting at Rotherham on the day of disaster. This was adjourned after news of the disaster reached them so that the gentlemen sitting on the jury could survey the scene of the disaster.
The later coroner's inquest sat at the Angel Inn in Rotherham. They spent the first four hours going from house to house to see the bodies of the dead. After that evidence was heard from various witnesses. The jury found that the disaster was an accident.
After the disaster £200 was raised to assist with relieving the poorer bereaved families, and to build a memorial to the dead.

## Memorials

Memorials to the disaster were built next the Walker mausoleum in Masbrough, and in the Rotherham parish church (now Rotherham Minster). The Masbrough memorial along with the mausoleum is now in a state of disrepair and is subject to a local appeal for renovation.
# Masc

Masc or MASc may refer to:
* Masc (band), a South Korean boy band
* "Masc" (song), by Doja Cat
* 'masculine', as an abbreviation used in the context of grammatical gender
* Masculinity, or having male characteristics
* Master of Applied Science, a kind of academic degree
# Masca (disambiguation)

Masca is a village on the island of Tenerife, Spain.
Masca may also refer to:
* Mașca, a village in Iara, Romania
* Mâsca, a village in Șiria, Romania
* Masca (moth), a genus of moths in the family Erebidae
* Masca (shaman) [it], shaman women believed to possess healing powers in Piedmontese folklore
# Massama Asselmo

Massama Asselmo (born 1 June 1990) is a Chadian football player and a member of the Chad national football team.

## Club career

He played club football in Foullah Edifice in Chad where he won national championship in 2011, and Coupe de Ligue de N'Djaména in 2010. He wore number 15, and captained the team. In 2012, he was transferred to US Bitam, in Gabon. In 2015 he moved to O'Mbila Nziami, and in 2017 to Colombe Sportive Sangmélima in Cameroon. In the season 2017/18 he played for Ethiopian club Wolaitta Dicha.

## International career

Asselmo played in 2012 Africa Cup of Nations qualification matches against Togo home and away, Botswana home and away, Tunisia home and away, Malawi away. In a match against Botswana on 26 March 2011 he was the captain of the team. So far, he has 13 FIFA official and 5 unofficial caps and 1 unofficial goal for Chad.
# Mastododera

Mastododera is a genus in the longhorn beetle family Cerambycidae. There are about 11 described species in Mastododera.

## Species

These 11 species belong to the genus Mastododera:
* Mastododera fallaciosa Villiers, 1982 (Madagascar)
* Mastododera jansoni Waterhouse, 1882 (Madagascar)
* Mastododera lateralis (Guérin-Méneville, 1844) (Madagascar)
* Mastododera monticola Villiers, 1982 (Madagascar)
* Mastododera nodicollis (Klug, 1833) (Madagascar)
* Mastododera rufosericans Fairmaire, 1893 (Comoros)
* Mastododera tibialis Fairmaire, 1894 (Madagascar)
* Mastododera transversalis Fairmaire, 1889 (Madagascar)
* Mastododera velutina Villiers, 1982 (Madagascar)
* Mastododera vicina Villiers, 1982 (Madagascar)
* Mastododera villiersi Vives, 2001 (Madagascar)
# Ulong

Ulong may refer to:
* Ulong Island, in the Republic of Palau in the Pacific Ocean, sometimes called Aulong and originally written Oroolong in English
* Ulong channel, a gap in the reef to the west of Ulong Island, popular with divers.
* Ulong, New South Wales, a small town in Australia lying inland from Coffs Harbour.
* Ulong, a tribe in Survivor: Palau, the tenth season, set in Palau, of the American TV series Survivor.
* Ulong is an unsigned long integer datatype in computer programming languages and operating systems
* Ulong tea, an alternate spelling for oolong tea.
* Ulong, a character in the anime franchise Dragon Ball.
# Luigi Luiggi

Luigi Luiggi (born 3 August 1856 in Genoa - 1 February 1931 in Rome) was an Italian engineer and politician. He was a senator for the Italian parliament. He led the Cabinet on the Ministry of Public Works from 1892 to 1893. He received the Order of the Crown of Italy and French Legion of Honour.
# Mecyclothorax pele

Mecyclothorax pele is a species of ground beetle in the subfamily Psydrinae. It was described by Blackburn in 1879.
# Hughart, West Virginia

Hughart is an unincorporated community in Greenbrier County, West Virginia, United States. Hughart is 9 miles (14 km) northwest of Lewisburg.
The community was named after nearby Hughart Creek.
# Reedswood Park

Reedswood Park is a public park situated in Walsall, West Midlands, England. It is surrounded by the residential areas of Birchills and Beechdale, and is about half a mile west of Walsall town centre.
Historically, the park had an outdoor public swimming pool dating from 1888, and updated in 1931; it was demolished some time after 1993.
The modern park has a skating ramp, children's play area, outdoor gym, fishing pond, a basketball court and football pitches.
In 2013, there was a semi-wild conservation area. In May 2023, there were plans to restore the park's ponds to create a wildlife habitat. The park was awarded Green Flag status in July 2023.
52°35′36″N 2°00′11″W﻿ / ﻿52.5933°N 2.0030°W﻿ / 52.5933; -2.0030
# Q-exponential

In combinatorial mathematics, a q-exponential is a q-analog of the exponential function, namely the eigenfunction of a q-derivative. There are many q-derivatives, for example, the classical q-derivative, the Askey–Wilson operator, etc. Therefore, unlike the classical exponentials, q-exponentials are not unique. For example, $e_{q}(z)$ is the q-exponential corresponding to the classical q-derivative while ${\mathcal {E}}_{q}(z)$ are eigenfunctions of the Askey–Wilson operators.
The q-exponential is also known as the quantum dilogarithm.

## Definition

The q-exponential $e_{q}(z)$ is defined as
    $e_{q}(z)=\sum _{n=0}^{\infty }{\frac {z^{n}}{[n]_{q}!}}=\sum _{n=0}^{\infty }{\frac {z^{n}(1-q)^{n}}{(q;q)_{n}}}=\sum _{n=0}^{\infty }z^{n}{\frac {(1-q)^{n}}{(1-q^{n})(1-q^{n-1})\cdots (1-q)}}$
where $[n]!_{q}$ is the q-factorial and
    $(q;q)_{n}=(1-q^{n})(1-q^{n-1})\cdots (1-q)$
is the q-Pochhammer symbol. That this is the q-analog of the exponential follows from the property
    $\left({\frac {d}{dz}}\right)_{q}e_{q}(z)=e_{q}(z)$
where the derivative on the left is the q-derivative. The above is easily verified by considering the q-derivative of the monomial
    $\left({\frac {d}{dz}}\right)_{q}z^{n}=z^{n-1}{\frac {1-q^{n}}{1-q}}=[n]_{q}z^{n-1}.$
Here, $[n]_{q}$ is the q-bracket. For other definitions of the q-exponential function, see Exton (1983), Ismail & Zhang (1994), and Cieśliński (2011).

## Properties

For real $q>1$, the function $e_{q}(z)$ is an entire function of $z$. For $q<1$, $e_{q}(z)$ is regular in the disk $|z|<1/(1-q)$.
Note the inverse, $~e_{q}(z)~e_{1/q}(-z)=1$.

### Addition Formula

The analogue of $\exp(x)\exp(y)=\exp(x+y)$ does not hold for real numbers $x$ and $y$. However, if these are operators satisfying the commutation relation $xy=qyx$, then $e_{q}(x)e_{q}(y)=e_{q}(x+y)$ holds true.

## Relations

For $-1<q<1$, a function that is closely related is $E_{q}(z).$ It is a special case of the basic hypergeometric series,
    $E_{q}(z)=\;_{1}\phi _{1}\left({\scriptstyle {0 \atop 0}}\,;\,z\right)=\sum _{n=0}^{\infty }{\frac {q^{\binom {n}{2}}(-z)^{n}}{(q;q)_{n}}}=\prod _{n=0}^{\infty }(1-q^{n}z)=(z;q)_{\infty }.$
Clearly,
    $\lim _{q\to 1}E_{q}\left(z(1-q)\right)=\lim _{q\to 1}\sum _{n=0}^{\infty }{\frac {q^{\binom {n}{2}}(1-q)^{n}}{(q;q)_{n}}}(-z)^{n}=e^{-z}.~$

### Relation with Dilogarithm

$e_{q}(x)$ has the following infinite product representation:
    $e_{q}(x)=\left(\prod _{k=0}^{\infty }(1-q^{k}(1-q)x)\right)^{-1}.$
On the other hand, $\log(1-x)=-\sum _{n=1}^{\infty }{\frac {x^{n}}{n}}$ holds. When $|q|<1$,
    ${\begin{aligned}\log e_{q}(x)&=-\sum _{k=0}^{\infty }\log(1-q^{k}(1-q)x)\\&=\sum _{k=0}^{\infty }\sum _{n=1}^{\infty }{\frac {(q^{k}(1-q)x)^{n}}{n}}\\&=\sum _{n=1}^{\infty }{\frac {((1-q)x)^{n}}{(1-q^{n})n}}\\&={\frac {1}{1-q}}\sum _{n=1}^{\infty }{\frac {((1-q)x)^{n}}{[n]_{q}n}}\end{aligned}}.$
By taking the limit $q\to 1$,
    $\lim _{q\to 1}(1-q)\log e_{q}(x/(1-q))=\mathrm {Li} _{2}(x),$
where $\mathrm {Li} _{2}(x)$ is the dilogarithm.
# Wyżyny (Bydgoszcz district)

Wyżyny is a district in Bydgoszcz, Poland.

## History

Construction was started in the Wyżyny district on 3 May 1971. The development was intended to house around 60,000 inhabitants and was completed in 1982. Its main architect was Andrzej Modrzejewski.

## Public buildings

* Church of the Holy Polish Brothers Martyrs
* Church Matki Bożej Fatimskiej
* Church Sacred Joseph
* "Perła" pool
* Chemik Bydgoszcz Stadium
Schools
* Elementary school number 25
* Junior High number 16
* I.J.Paderewski Junior High number 17
* Synów Pułków Junior High number 38
* High school number 9

## Main streets

* Pope John Paul II
* Glinki
* Szpitalna
* Bełzy
* Perłowa
* Polish Army
# William Wilson (died 1582)

William Wilson (died 1582) was an English politician.
He was a Member (MP) of the Parliament of England for Southwark in 1571.
# Morronea

Morronea is a genus of flowering plants belonging to the family Poaceae.
Its native range is Mexico to Tropical America.
Species:
* Morronea arundinariae (Trin. ex E.Fourn.) Zuloaga & Scataglini
* Morronea cayoensis (Swallen) Zuloaga & Scataglini
* Morronea guatemalensis (Swallen) Zuloaga & Scataglini
* Morronea incumbens (Swallen) Zuloaga & Scataglini
* Morronea parviglumis (Hack.) Zuloaga & Scataglini
* Morronea trichidiachnis (Döll) Zuloaga & Scataglini
# Mount Du

Mount Du (Chinese: 独山; pinyin: Dú Shān), which means Lonely Hill in Chinese, is a small mountain near Nanyang City, Henan province, China.

## Mine

The hill is rich in a jade substitute or simulant stone, saussurite. "Dushan jade" is a misnomer. It is not the true jade found in Xinjiang, China: nephrite, a CaMg silicate (Si), nor the true jade found in Burma: jadeite, a NaAl silicate (Si). It is a fine grained mixture of feldspar and epidote. It is currently marketed under the names, Dushan jade, Swiss jade (1st identified by Swiss mineralogist), and Nanyang jade (Nanyang, Henan Province).

## Local culture

On the third day of the third month of the Chinese calendar, people climb the mountain.
# Mosaiculture

Mosaiculture is the horticultural art of creating giant topiary-like sculptures using thousands of annual bedding plants to carpet steel armature forms. It is different from classical topiary.
Mosaïcultures Internationales® is the name of an international competition governed by the International Mosaiculture Committee, which was formed in 2000, the first year the event was staged. Mosaïcultures Internationales® is an internationally protected name and patent. In 2013 an international competition in Mosaicultures was held in Montreal, Canada.
As part of Canada's 150th anniversary celebrations in 2017, a large exhibition of Mosaiculture was held at Jacques Cartier Park in Gatineau, Quebec. MOSAICANADA150 featured sculptures representing Canada's 10 provinces and 3 territories, and indigenous peoples. In 2018, many of the sculptures were moved to their home province to be displayed.

## Founder

Lise Cormier, head of the City of Montréal's Parks, Gardens and Green Spaces Department and the Botanical Garden, first got the idea to launch an international mosaiculture competition in 1998.

## History of exhibits
### 2000 – World premiere of Mosaïcultures Internationales® in Montréal

Theme: The Planet is a Mosaic
Participants: 35 cities and organizations from 14 countries
Visitors: 730,000 (110 days)

### 2003 – Mosaïcultures Internationales Montréal 2003

Theme: Myths and Legends of the World
Participants: 51 cities and organizations from 32 countries
Visitors: 755,000 (110 days)

### 2006 – Mosaïcultures Internationales Shanghai 2006

Theme: The Earth, Our Village
Participants: 55 cities and organizations from 15 countries
Visitors: Over 1,000,000 (76 days)

### 2009 – Mosaïcultures Internationales Hamamatsu 2009

Under the honorary presidency of His Imperial Highness Prince Akishino
Theme: The Symphony of People and Nature
Participants: 97 cities and organizations from 25 countries
Visitors: 865,000 (66 days)

### 2013 – Mosaïcultures Internationales de Montréal 2013

Theme: Land of Hope
Participants: 42 cities and organizations from 22 countries
Visitors: 1,020,000 (110 days)

### 2017 - MOSAICANADA 150 (Gatineau/Ottawa)

Theme: Canada's History
Participants:
Visitors: 1,300,000
References
* ↑ "Imaginary Worlds | Atlanta Botanical Garden". Mental Floss. Retrieved 11 August 2015.
* ↑ "Is Mosaiculture topiary? | Site & Insight". www.siteandinsight.com. Retrieved 2018-02-11.
* ↑ "Mosaïcultures Internationales". www.mosaiculture.ca. Retrieved 2018-02-11.
* ↑ "Mosaïcultures Internationales Montréal 2013". Retrieved 11 August 2015.
* ↑ "A Visit to MOSAICANADA150". 10 October 2017.
* ↑ "Floral sculptures celebrate Canada 150 in Gatineau". Garden Making. 2017-07-20. Retrieved 2018-02-11.
* ↑ "Flowery fox to find permanent home in Charlottetown". CBC News. Retrieved 2018-02-11.
* ↑ "MOSAÏCANADA 150 (English)". MOSAÏCANADA 150 (English). Retrieved 2018-02-11.
* ↑ "Gatineau's MosaïCanada plant show gets fond farewell, 1.3M visitors later". CBC News. Retrieved 2018-02-11.

### 2020 - Mosaïcultures Québec 2022

Theme: Once Upon a Time … The Earth
# Willow Grove, Delaware

Willow Grove is an unincorporated community in Kent County, Delaware, United States. Willow Grove is located on Delaware Route 10, southwest of Camden.
# Moschiano

Moschiano is a town and comune in the province of Avellino, Campania, southern Italy.
# Winkelstein

Winkelstein is a surname. Notable people with the surname include:
* Asher Winkelstein (1893–1972), American gastroenterologist
* Beth Winkelstein, American bioengineer and scholar
* Warren Winkelstein (1922–2012), American epidemiologist
# Wintelre

Wintelre is a village in the municipality of Eersel in the province of North Brabant, the Netherlands. Wintelre is part of the Acht Zaligheden (Eight Beatitudes), like Eersel, Duizel, Steensel, Knegsel, Netersel, Hulsel and Reusel.
The village was first mentioned in the 13th century as Winterlo. The etymology is unclear.
In 1320, a Mary chapel was built in Wintelre. In 1570, it was replaced by a church, but was turned over to the Dutch Reformed Church in 1648, and started to decay due to the small size of the Protestant congregation. In 1822, a new Catholic church was built. A tower was added between 1857 and 1859. Between 1930 and 1931, a new church was built next to the old one. The old church was later demolished, but its tower remained.
Wintelre was home to 435 people in 1840.

## Gallery

* Wintelre, church: the Sint Willibrorduskerk
* Clergy house
* Sacred Heart statue with lion
# Mary Willey

Mary Lindsay Caroline Willey (6 May 1941 – 14 February 2022) was an Australian politician.

## Biography

She was born in Warrawee, New South Wales, but later moved to Tasmania. At the 1979 state election, she was elected to the Tasmanian House of Assembly as a Labor member for Bass. She resigned from the Labor Party in 1981 in protest at the treatment of deposed Premier Doug Lowe. She contested the 1982 state election as an Independent but was defeated. Willey died on 14 February 2022, at the age of 80.
# Lodhi Colony railway station

Lodhi colony railway station is a small railway station in Lodhi colony which is a residential and commercial neighborhood of South Delhi area of Delhi. Its code is LDCY. The station is part of Delhi Suburban Railway. The station consists of two platforms. Presently no passenger trains stop at this station.
Delhi Ring Railway :
Legend :
This diagram: viewtalkedit :
# Ulignano

Ulignano is a village in Tuscany, central Italy, administratively a frazione of the comune of San Gimignano, province of Siena. At the time of the 2001 census its population was 688.
Ulignano is about 40 km from Siena and 8 km from San Gimignano.
# Medicine Music

Professional ratings :
| Review scores ||
| Source | Rating |
| AllMusic | |
| Chicago Tribune | |
| The Encyclopedia of Popular Music | |
| The Rolling Stone Album Guide | |
Medicine Music is a studio album by Bobby McFerrin, released in 1990. The album reached number 146 on the Billboard 200 and number 2 on the Top Contemporary Jazz Albums chart.
The album was nominated for a 1991 Grammy Award, in the "Best Contemporary Jazz Performance" category.

## Production

Voicestra, a 10-member a capella group formed by McFerrin, and Robert McFerrin, Bobby's father, appear on the album. "Common Threads" served as the theme song to the documentary Common Threads: Stories from the Quilt. McFerrin wrote all of the songs on Medicine Music. The lyrics to "Discipline" are based on several verses of the chapter Hebrews 12 from the New Testament, while the lyrics to "The 23rd Psalm" are based on Psalm 23 from the Old Testament.

## Critical reception

The Los Angeles Times wrote that "McFerrin sings splendidly, his intonation never faltering as he goes from throbbing bass notes to a soaring, light falsetto." The Austin American-Statesman wrote that "McFerrin's penchant for unusual vocal innovation is present throughout the album, but it is the songs without words, nominally called instrumentals in the McFerrin musical universe, that are the most challenging."

## Track listing

All music and lyrics composed by Bobby McFerrin; ©ProbNoblem Music/BMI - except "The 23rd Psalm" (Music: Bobby McFerrin/English text arranged by Bobby McFerrin; ©ProbNoblem Music/BMI)
# Huli language

Huli is a Tari language spoken by the Huli people of the Hela Province of Papua New Guinea. It has a pentadecimal (base-15) numeral system: ngui means 15, ngui ki means 15×2 = 30, and ngui ngui means 15×15 = 225.
Huli has a pandanus language called tayenda tu ha illili (bush divide taboo) used for collecting karuka nuts (anga) as well as hunting or traveling. Tayenda is used to evade malevolent bush spirits. The grammar for Tayenda is nearly identical to normal Huli, but the vocabulary is changed, often borrowing words from Duna but with changed meanings.

## Phonology

Huli has a syllable structure of (C)V.

### Vowels

| | Front | Back |
| Close | i ĩ | u ũ |
| Mid | e ẽ | o õ |
| Open | ɑ ɑ̃ | ɑ ɑ̃ |
/ɑ/ is pronounced more fronted as [æ] before /r/ and /ʝ/.
Vowel nasality is phonemic in the language. Vowels can also carry three phonemic tones; high-falling, mid-level, and low-rising.

### Consonants

| | | Bilabial | Alveolar | Retroflex | Palatal | Velar | Glottal |
| Nasal | Nasal | m | n | | | ŋ | |
| Stop | voiceless | p | t | | | k | |
| Stop | voiced | b | d | | | g | |
| Stop | prenasal | ᵐb | ⁿd | | | ᵑɡ | |
| Fricative | Fricative | | | | ʝ | | h |
| Approximant | Approximant | w | | ɭ | | | |
| Trill | Trill | | r | | | | |
Stops /p t k/ can become aspirated as [pʰ tʰ kʰ].
Many speakers pronounce /t/ as [s] before /i/.
/d/ is realized as voiceless as [d̥] when occurring word-initially, and is palatalized as [dʲ] between /i/ and a word-final /ɑ/.
/r/ only occurs word-medially.
/b ɡ/ can be phonetically realized as fricatives intervocalically as [β ɣ].
# Red squirrel (disambiguation)

Red squirrel may refer to:
* The red squirrel or Eurasian red squirrel (Sciurus vulgaris);
* The American red squirrel (Tamiasciurus hudsonicus);
* The northern Amazon red squirrel (Sciurus igniventris);
* The southern Amazon red squirrel (Sciurus spadiceus);
* The Red Squirrel, a Spanish film, first released in 1993;
* Red Squirrel Road, a logging road located within the Municipality of Temagami, in the Nipissing District, Ontario, Canada;
* Red Squirrel Lake, a lake located within the municipality of Temagami, Ontario, Canada;
* Red Squirrel River, an alternate name for the Anima Nipissing River, in the Nipissing District, Canada.
# Girls' Day (disambiguation)

Girls' Day, or Hinamatsuri, is a festival celebrated in Japan each year on 3 March.
Girls' Day may also refer to:
* International Day of the Girl Child
* Girl's Day, a South Korean girl group
* Girls' Day (Judaism), a holiday celebrated by some Jewish communities in the Middle East
# Xenimpia

Xenimpia is a genus of moths in the family Geometridae. It was described by Warren in 1895.

## Species

Some species of this genus are:
* Xenimpia albicaput D. S. Fletcher, 1956
* Xenimpia angusta Prout, 1915
* Xenimpia burgessi Carcasson, 1964
* Xenimpia chalepa Prout, 1915
* Xenimpia clenchi Viette, 1980
* Xenimpia conformis (Warren, 1898)
* Xenimpia crassimedia Herbulot, 1996
* Xenimpia crassipecten Herbulot, 1961
* Xenimpia dohertyi Herbulot, 1961
* Xenimpia erosa Warren, 1895 - type species
* Xenimpia flexuosa Herbulot, 1996
* Xenimpia hecqi Herbulot, 1996
* Xenimpia informis (C. Swinhoe, 1904)
* Xenimpia kala Herbulot, 1973
* Xenimpia karischi Herbulot, 1996
* Xenimpia fletcheri Herbulot, 1954
* Xenimpia lactesignata (Warren, 1914)
* Xenimpia loile Carcasson, 1964
* Xenimpia luxuriosa Herbulot, 1961
* Xenimpia maculosata (Warren, 1897)
* Xenimpia misogyna Carcasson, 1962
* Xenimpia opala Carcasson, 1964
* Xenimpia sillaria (C. Swinhoe, 1904)
* Xenimpia soricina Herbulot, 1973
* Xenimpia spinosivalis Herbulot, 1996
* Xenimpia tetracantha Herbulot, 1973
* Xenimpia transmarina Herbulot, 1961
* Xenimpia trizonata (Saalmüller, 1891)
* Xenimpia vastata Herbulot, 1996