OpenLLM-France/wikimedia huggingface dataset:
# Ivy Ho

Ivy Ho Sai-Hong (Chinese: 岸西, born 15 August 1958) is a Hong Kong screenwriter and film director.
Ho's work has received high critical acclaim in Hong Kong. Perry Lam of Muse magazine wrote, 'As a writer, Ho excels as a miniaturist. Whether they are the mainlanders trying to survive and prosper in Hong Kong in 甜蜜蜜 (Comrades: Almost a Love Story) or the middle-aged school teacher trying to do the right thing in 男人四十 (July Rhapsody), the characters she creates are keenly observed, psychologically acute portraits. Her tone is intimate and confessional. The many piquant details her stories contain give her characters and the movies in which they appear a solid foothold in reality.'

## Filmography
### Director

| Year | Title | Starring |
| 2008 | Claustrophobia 親密 | Karena Lam, Ekin Cheng, Andy Hui |
| 2009 | Crossing Hennessy 月滿軒尼詩 | Jacky Cheung, Tang Wei, Danny Lee Sau-Yin, Paw Hee-Ching, Maggie Cheung Ho-Yee, Andy On |
| 2014 | Two For The Night | Derek Tsang, Bonnie Xian, Ai Wai, Shaun Tam |

### Story

| Year | Title |
| 1999 | Gorgeous 玻璃樽 |
| 2006 | 2 Become 1 天生一對 |
| 2008 | Claustrophobia 親密 |

### Writer

| Year | Title |
| 1986 | Silent Love 聽不到的說話 |
| 1996 | Comrades, Almost a Love Story 甜蜜蜜 |
| 1996 | The Age of Miracles |
| 1998 | Anna Magdalena 安娜瑪德蓮娜 |
| 2000 | And I Hate You So |
| 2001 | The Accidental Spy 特務迷城 |
| 2002 | July Rhapsody 男人四十 |
| 2003 | Jade Goddess of Mercy |
| 2005 | Divergence 三岔口 |
| 2008 | Linger 蝴蝶飛 |
| 2008 | Claustrophobia 親密 |
| 2009 | Crossing Hennessy 月滿軒尼詩 |

## Awards and nominations
### Awards

| Year | Award | Category | Film | Result |
| 1997 | 16th Hong Kong Film Awards | Best Screenplay | Comrades: Almost a Love Story | Won |
| 1997 | Golden Bauhinia Awards | Best Screenplay | Comrades: Almost a Love Story | Won |
| 2002 | Golden Horse Awards | Best Screenplay | July Rhapsody | Won |
| 2002 | 21st Hong Kong Film Awards | Best Screenplay | July Rhapsody | Won |
| 2008 | 15th Hong Kong Film Critics Society Awards | Best Screenplay | Claustrophobia | Won |
| 2008 | 15th Hong Kong Film Critics Society Awards | Film of Merit | Claustrophobia | Won |
| 2009 | 28th Hong Kong Film Awards | Best Screenplay | Claustrophobia | Nominated |
| 2009 | 28th Hong Kong Film Awards | Best New Director | Claustrophobia | Nominated |
| 2010 | 17th Hong Kong Film Critics Society Awards | Best Screenplay | Crossing Hennessy | Won |
| 2010 | 17th Hong Kong Film Critics Society Awards | Film of Merit | Crossing Hennessy | Won |
| 2011 | 30th Hong Kong Film Awards | Best Screenplay | Crossing Hennessy | Nominated |
| 2011 | 30th Hong Kong Film Awards | Best New Director | Crossing Hennessy | Nominated |
# Ivy Hill Cemetery (Maryland)

Ivy Hill Cemetery is on the north side of Old Sandy Spring Road across from its intersection with Nichols Drive in Laurel, Maryland, United States, within the city's historic district. Burials began in the 19th century after the Laurel Cotton Mill reserved three acres in the 1850s for burial of mill employees. The Ivy Hill Cemetery Company acquired the original land, known as both the Laurel Mill Cemetery and Greenwood Cemetery, and added five more acres in 1890. Ivy Hill merged with Greenwood Cemetery in 1944, bringing its size to ten acres. A joint memorial service is held annually by the Laurel Volunteer Fire Department, Laurel Volunteer Rescue Squad, and Laurel Police Department. The Ivy Hill Association, a tax exempt organization formed in 1973, was appointed by the Circuit Court of Prince George's County as the cemetery's trustee in 1974. The organization received a Saint George's Day award in 1981 from the Prince George's County Historical Society for preserving and salvaging the cemetery. The oldest gravestone, for a man named Pritchard, dates to 1867.

## Notable burials

* Charles H. Stanley (1842–1913)
# Peter Frankenberg

Peter Frankenberg (born 1947 in Bad Honnef, North Rhine-Westphalia, Germany) is a German researcher, professor and politician (CDU). Frankenberg was Minister of Science, Research and the Arts of the state of Baden-Württemberg (Ministerium für Wissenschaft, Forschung und Kunst Baden-Württemberg) from 2001 to 2011. Previously he was chaired professor and President (rector) at the University of Mannheim from 1994 until 2001.

## Education

He studied history, geography and geology at the University of Bonn, afterwards botanics. He achieved his Ph.D in 1976 and attained his title of professor in 1982.

## Academics and career

In 1983, he was appointed professor of physical geography at the Catholic University of Eichstätt-Ingolstadt. In 1986, Frankenberg received the lectureship for physical geography and regional studies at the Geographic Institute of the University of Mannheim. From 1989 until 1991, Peter Frankenberg was dean and pro-dean respectively at the faculty of history and geography and from 1991 until 1994, pro-rector of research at the University of Mannheim. From October 1994 to summer 2001 he was President (rector) of the University of Mannheim. From June 2001 to 2011 he served as Minister of Science, Research and the Arts of the State of Baden-Württemberg.

## Personal life

Frankenberg is married and has three children.
# Iveleary GAA

Iveleary GAA is a Gaelic Athletic Association club located in the village of Inchigeelagh, County Cork, Ireland. The club fields teams in both hurling and Gaelic football.

## Honours

* Cork Intermediate A Football Championship: 2021
* Cork Junior A Football Championship: 2020
* Mid Cork Junior A Football Championship: 1929, 1932, 1935, 1941, 1958, 1985, 2015, 2018, 2019, 2020
* U21-B Football County Championship: 2012

## Notable players

* Cathal Vaughan
* Chris Óg Jones
* Dominic Creedon
Con Lucey
# Prude (disambiguation)

A prude is a person who is described as (or would describe themselves as) being concerned with decorum or propriety, significantly in excess of normal prevailing standards.
Prude may also refer to:
* Pirate Prude, the 1994 debut EP by American indie rock band Helium
* Ronnie Prude (born 1982), American football player
* The Prude (French: La Puritaine), a 1986 French-Belgian drama film directed by Jacques Doillon
* The Prude's Fall (AKA Dangerous Virtue), a 1925 British silent drama film directed by Graham Cutts
# Pittsburg, Iowa

Pittsburg, Iowa refers to two places in the state of Iowa in the United States:
* Pittsburg, Montgomery County, Iowa
* Pittsburg, Van Buren County, Iowa
# John Lennergan Owens

John Lennergan Owens (fl. 1780) was an Irish actor.

## Biography

Owens was born in Ireland, to which country his performances seem to have been confined. He succeeded Henry Mossop at Smock Alley theatre, and was held as Zanga in the 'Revenge' to have approached more nearly than any other actor of the time to his original. All that survives concerning him is a reputation for persistent inebriety. Coming on the stage as Polydore in the 'Orphan,' he was hissed for obvious intoxication. Advancing to the front of the stage, he delivered with a scowl the following words in his soliloquy, 'Here I'm alone and fit for mischief,' and put himself in a fighting attitude. This Hibernian form of apology served the desired end, and Owens was allowed to finish his performance. His failing gradually drove him from the stage. On seeing John Kemble announced for Zanga, he begged some money of a stranger, who asked him his name. To this inquiry he answered with tragic solemnity, 'Have six years' cruel absence extinguished majesty so far that nought shines here to tell you I'm the real Zanga? Yes, sir, John Lennergan Owens, successor to Henry Mossop.' The dates of his birth and death are unknown.
# Powerpack (drivetrain)

A powerpack or power pack is a part of a modular powertrain that contains some type of engine (most frequently an internal combustion engine, ⁣⁣ but other types, including electric motors, are possible) and may also contain a transmission and various supporting components.

## Applications

Power packs are used with certain types of industrial equipment designs, including vehicle designs such as self-propelled modular transporter, hydraulic modular trailer, forklifts and cherry picker lifts, but also stationary equipment such as paint sprayers. Virtually all modern military tanks use them, an early example being the M26 Pershing and Chieftain, and many other military vehicles as well.

## Advantages

The modularity is what makes a powerpack powertrain different from other types; using the term powerpack implies that the whole unit can be easily removed or separated from the rest of the machine, allowing it to be rapidly replaced by another powerpack while the original is repaired or disposed of, and minimizing the amount of time that the entire machine is out of use. Even in cases where the powerpack is not being replaced, being able to remove it can make repairs easier and faster.
# Constantin Rădulescu

Constantin Rădulescu may refer to:
* Constantin Rădulescu-Motru ("Motru", 1868–1957), Romanian academic and politician
* Constantin Rădulescu (footballer, born 1896) ("Costel", 1896–1981), Romanian goalkeeper, football manager and bobsledder
* Constantin Rădulescu (footballer, born 1924) ("Jumate", 1924–2001), Romanian midfielder and football manager
* Constantin Rădulescu (footballer, born 1934) ("Costică", 1934–2002), Romanian midfielder and football manager
# Ramularia rubella

Ramularia rubella is a plant pathogen in Ascomycota that infects Rumex species. Infection produces reddish spots on leaves. The red color is caused by the production of rubellin, a photodynamic anthraquinone-derived phytotoxin. R. rubella was originally described from Rumex aquaticus in Germany; it has a wide geographic range on Rumex species. It is being investigated as a biological control agent of Rumex obtusifolius.
# Kipré

Kipré is both a given name and a surname. Notable people with the name include:
* Kipré Tchétché (born 16 December 1987), Ivorian footballer
* Cédric Kipré (born 1996), French footballer
* Jean-Martial Kipré (born 1984), Ivorian footballer
* Noel Kipre (born 1972), Ivorian footballer
* Pierre Kipré (born 1945), Ivorian historian
# Pseudotritoniidae

Pseudotritoniidae is an extinct family of fossil sea snails, marine gastropod molluscs in the order Neogastropoda.
# Psocidae

Psocidae is a family of barklice in the order Psocodea (formerly Psocoptera).
Members of this family are recognized by their wing-venation, where the areola postica is fused to the M-vein, giving rise to the so-called discoidal cell. This family is closely related to Myopsocidae. The family is widespread, including New Zealand.

## Genera

These 86 genera belong to the family Psocidae:
* Amphigerontia Kolbe, 1880$^{icgb}$
* Anomaloblaste$^{cg}$
* Arabopsocus$^{cg}$
* Atlantopsocus$^{cg}$
* Atrichadenotecnum$^{cg}$
* Atropsocus Mockford, 1993$^{icgb}$
* Barrowia$^{cg}$
* Blaste Kolbe, 1883$^{icgb}$
* Blastopsocidus$^{cg}$
* Blastopsocus Roesler, 1943$^{icgb}$
* Brachinodiscus$^{cg}$
* Camelopsocus Mockford, 1965$^{icgb}$
* Cephalopsocus$^{cg}$
* Cerastipsocus Kolbe, 1884$^{icgb}$
* Ceratostigma$^{cg}$
* Cervopsocus$^{cg}$
* Chaetoblaste$^{cg}$
* Chaetopsocidus$^{cg}$
* Chilopsocus$^{cg}$
* Clematoscenea$^{cg}$
* Clematostigma$^{cg}$
* Copostigma$^{cg}$
* Cycetes$^{cg}$
* Cyclotus Swainson, 1840$^{icg}$
* Dactylopsocus$^{cg}$
* Dictyopsocus$^{cg}$
* Diplacanthoda$^{cg}$
* Disopsocus$^{cg}$
* Elaphopsocoides$^{cg}$
* Elaphopsocus$^{cg}$
* Elytropsocus$^{cg}$
* Epiblaste$^{cg}$
* Eremopsocus$^{cg}$
* Euclismioides$^{cg}$
* Fashenglianus$^{cg}$
* Ghesquierella$^{cg}$
* Gigantopsocus$^{cg}$
* Glossoblaste$^{cg}$
* Hyalopsocus Roesler, 1954$^{icgb}$
* Hybopsocus$^{cg}$
* Indiopsocus Mockford, 1974$^{icgb}$
* Indoblaste$^{cg}$
* Javablaste$^{cg}$
* Javapsocus$^{cg}$
* Kaindipsocus$^{cg}$
* Kimunpsocus$^{cg}$
* Lacroixiella$^{cg}$
* Lasiopsocus$^{cg}$
* Lativalva$^{cg}$
* Lipsocus$^{cg}$
* Loensia Enderlein, 1924$^{icgb}$
* Longivalvus$^{cg}$
* Lubricus$^{cg}$
* Mecampsis$^{cg}$
* Metylophorus Pearman, 1932$^{icgb}$
* Neoblaste$^{cg}$
* Neopsocopsis$^{cg}$
* Neopsocus$^{cg}$
* Ophthalmopsocus$^{cg}$
* Oreopsocus$^{cg}$
* Pearmania$^{cg}$
* Pilipsocus$^{cg}$
* Poecilopsocus$^{cg}$
* Pogonopsocus$^{cg}$
* Propsococerastis$^{cg}$
* Pseudoclematus$^{cg}$
* Pseudoptycta$^{cg}$
* Psocidus$^{cg}$
* Psococerastis$^{cg}$
* Psocomesites$^{cg}$
* Psocus Latreille, 1794$^{icgb}$
* Ptycta Enderlein, 1925$^{icgb}$
* Sacopsocus$^{cg}$
* Sciadionopsocus$^{cg}$
* Setopsocus$^{cg}$
* Sigmatoneura$^{cg}$
* Steleops Enderlein, 1910$^{icgb}$
* Stylatopsocus$^{cg}$
* Sundapsocus$^{cg}$
* Symbiopsocus$^{cg}$
* Tanystigma$^{cg}$
* Thyrsophorus$^{cg}$
* Thyrsopsocopsis$^{cg}$
* Thyrsopsocus$^{cg}$
* Trichadenopsocus$^{cg}$
* Trichadenotecnum Enderlein, 1909$^{icgb}$
Data sources: i = ITIS, c = Catalogue of Life, g = GBIF, b = Bugguide.net
# Qayalı

Qayalı or Kayaly may refer to:
* Qayalı, Barda, Azerbaijan
* Qayalı, Jalilabad, Azerbaijan
* Qayalı, Qubadli, Azerbaijan
# Psilocybe isabelae

Psilocybe isabelae is a species of mushroom in the family Hymenogastraceae. The mushroom contains the psychoactive compound psilocybin.
# Saddam Hussein Nagar, Sri Lanka

Saddam Hussein Village (Sinhala:සදාම් හුසේන් නගරය Tamil: சதாம் உசேன் நகர்) also known as Saddam Hussein Nagar, is a village located in Eravur in the Batticaloa district of Sri Lanka.

## Etymology

The village was named Saddam Hussein Village derived after the ousted Iraqi politician who served as the fifth President of Iraq 1979 to 2003 Saddam Hussein in recognition of the assistance and Iraq-Sri Lanka Friendship Association.

## History

It was when the 1978 Sri Lanka cyclone which was considered the strongest Super Cyclonic Storm to strike Sri Lanka's Eastern Province since modern records began. Then Speaker of the Parliament Marhoom Alhaj M. A. Bakeer Markar used his office to obtain assistance from the Government of Iraq for the affected people while Saddam Hussein Town was built at the entire cost of then Government of Iraq. M. A. Bakeer Markar was also the founder President of the Iraq-Sri Lanka Friendship Association.
The construction of the entire village was fully funded by the Iraqi government which consists around 100 Houses, a School and a mosque named Madina Mosque which was gifted by Saddam Hussein himself.
# Quebradas, Guayanilla, Puerto Rico

Quebradas is a rural barrio in the municipality of Guayanilla, Puerto Rico. Its population in 2010 was 2,425.

## Features and demographics

Quebradas has 1.77 square miles (4.6 km$^2$) of land area and no water area. In 2010, its population was 2,425 with a population density of 1,370.1 inhabitants per square mile (529.0/km$^2$).

## History

Quebradas was in Spain's gazetteers until Puerto Rico was ceded by Spain in the aftermath of the Spanish–American War under the terms of the Treaty of Paris of 1898 and became an unincorporated territory of the United States. In 1899, the United States Department of War conducted a census of Puerto Rico finding that the combined population of Llano and Quebradas barrios was 977.
# Prusice (disambiguation)

Prusice is a town in Trzebnica County, Lower Silesian Voivodeship (SW Poland).
Prusice may also refer to:
* Prusice, Złotoryja County, a village in Złotoryja County, Lower Silesian Voivodeship
* Gmina Prusice
* Prusice (Prague-East District)
# Safonovsky

Safonovsky (masculine), Safonovskaya (feminine), or Safonovskoye (neuter) may refer to:
* Safonovsky District, a district of Smolensk Oblast, Russia
* Safonovskoye Urban Settlement, an administrative division and a municipal formation which the town of Safonovo in Safonovsky District of Smolensk Oblast, Russia is incorporated as
* Safonovsky (rural locality) (Safonovskaya, Safonovskoye), several rural localities in Russia
# Pseudaneitea sorenseni

Pseudaneitea sorenseni is a leaf-veined slug, a terrestrial gastropod mollusc in the family Athoracophoridae.
# Pternidora koghisiana

Pternidora koghisiana is a species of moth of the family Tortricidae. It is found in New Caledonia in the southwest Pacific Ocean.
The wingspan is about 10 mm.

## Etymology

The species name refers to Mount Koghis, the type locality.
# Sae, Lääne-Viru County

Sae is a village in Vinni Parish, Lääne-Viru County, in northeastern Estonia. Prior to the 2017 administrative reform of Estonian local governments, the village was located in Rägavere Parish.
# Quantum rotor model

The quantum rotor model is a mathematical model for a quantum system. It can be visualized as an array of rotating electrons which behave as rigid rotors that interact through short-range dipole-dipole magnetic forces originating from their magnetic dipole moments (neglecting Coulomb forces). The model differs from similar spin-models such as the Ising model and the Heisenberg model in that it includes a term analogous to kinetic energy.
Although elementary quantum rotors do not exist in nature, the model can describe effective degrees of freedom for a system of sufficiently small number of closely coupled electrons in low-energy states.
Suppose the n-dimensional position (orientation) vector of the model at a given site $i$ is $\mathbf {n}$. Then, we can define rotor momentum $\mathbf {p}$ by the commutation relation of components $\alpha ,\beta$
$[n_{\alpha },p_{\beta }]=i\delta _{\alpha \beta }$
However, it is found convenient to use rotor angular momentum operators $\mathbf {L}$ defined (in 3 dimensions) by components $L_{\alpha }=\varepsilon _{\alpha \beta \gamma }n_{\beta }p_{\gamma }$
Then, the magnetic interactions between the quantum rotors, and thus their energy states, can be described by the following Hamiltonian:
    $H_{R}={\frac {J{\bar {g}}}{2}}\sum _{i}\mathbf {L} _{i}^{2}-J\sum _{\langle ij\rangle }\mathbf {n} _{i}\cdot \mathbf {n} _{j}$
where $J,{\bar {g}}$ are constants.. The interaction sum is taken over nearest neighbors, as indicated by the angle brackets. For very small and very large ${\bar {g}}$, the Hamiltonian predicts two distinct configurations (ground states), namely "magnetically" ordered rotors and disordered or "paramagnetic" rotors, respectively.
The interactions between the quantum rotors can be described by another (equivalent) Hamiltonian, which treats the rotors not as magnetic moments but as local electric currents.

## Properties

One of the important features of the rotor model is the continuous O(N) symmetry, and hence the corresponding continuous symmetry breaking in the magnetically ordered state. In a system with two layers of Heisenberg spins $\mathbf {S} _{1i}$ and $\mathbf {S} _{2i}$, the rotor model approximates the low-energy states of a Heisenberg antiferromagnet, with the Hamiltonian
    $H_{d}=K\sum _{i}\mathbf {S} _{1i}\cdot \mathbf {S} _{2i}+J\sum _{\langle ij\rangle }\left(\mathbf {S} _{1i}\cdot \mathbf {S} _{1j}+\mathbf {S} _{2i}\cdot \mathbf {S} _{2j}\right)$
using the correspondence $\mathbf {L} _{i}=\mathbf {S} _{1i}+\mathbf {S} _{2i}$
The particular case of quantum rotor model which has the O(2) symmetry can be used to describe a superconducting array of Josephson junctions or the behavior of bosons in optical lattices. Another specific case of O(3) symmetry is equivalent to a system of two layers (bilayer) of a quantum Heisenberg antiferromagnet; it can also describe double-layer quantum Hall ferromagnets. It can also be shown that the phase transition for the two dimensional rotor model has the same universality class as that of antiferromagnetic Heisenberg spin models.
# Safet Gjici

Safet Gjici (born 30 April 1972) is an Albanian businessman who is the CEO of EuroGjici Security and Kevin Construction. He is also the president of the football club FK Kukësi. He was the Socialist Party candidate in the municipality of Kamëz in the 2015 local elections, but he lost to the Democratic Party candidate Xhelal Mziu. He was then elected in the 2019 Kukës mayoral election, which he won.
Gjici later resigned on 17 June 2023 over a sex tape scandal in which he was shown receiving oral sex in his office.
# Pseudoalteromonas issachenkonii

Pseudoalteromonas issachenkonii is a marine bacterium which was isolated from the brown alga Fucus evanescens near the Kurile Islands.
# Pseudoalteromonas marina

Pseudoalteromonas marina is a marine bacterium isolated from tidal sediment near Chungnam.
# Safe as Fuck

Professional ratings :
| Review scores ||
| Source | Rating |
| Drowned in Sound | (6/10) |
| NME | (7/10) |
| PlayLouder | |
| PopMatters | (7/10) |
Safe as Fuck is the second studio album by Goldie Lookin Chain, released in 2005. The first single from it was "Your Missus Is a Nutter", reached number 14 in the UK charts, and the second single, "R'n'B", got to number 26. The phrase "Safe as fuck" is one of the band's catchphrases, along with "You knows it".

## Track listing

HIDDEN TRACK "Bedsit"
* "Intro" - 0:10
* "Your Missus Is a Nutter" - 4:05
* "Bad Boy Limp" - 3:22
* "Charmschool" - 3:12
* "R'n'B" - 3:23
* "HRT" - 3:36
* "Dog" - 0:34
* "Maggot at Midnight" - 3:31
* "Hit Song" - 3:55
* "Monkey Love" - 3:31
* "Short Term" - 3:35
* "Paranoia" - 3:49
* "Sister" - 3:20
# 2019 Advantage Cars Prague Open – Men's doubles

The men's doubles of the 2019 Advantage Cars Prague Open tournament was played on clay in Prague, Czech Republic.
Sander Gillé and Joran Vliegen were the defending champions but chose not to defend their title.
Ariel Behar and Gonzalo Escobar won the title after defeating Andrey Golubev and Aleksandr Nedovyesov 6–7$^{(4–7)}$, 7–5, [10–8] in the final.

## Seeds

* Nathaniel Lammons / Luis David Martínez (first round)
* Fabrício Neis / Fernando Romboli (first round, retired)
* Ariel Behar / Gonzalo Escobar (champions)
* Sriram Balaji / Vishnu Vardhan (first round)

## 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 | Semifinals | Final | Final | Final | Final | Final |
| 1 | N Lammons LD Martínez | 3 | 2 | | | | | | | | | | | | | | | |
| ITF | Tom Jomby F Meligeni Alves | 6 | 6 | | ITF | T Jomby F Meligeni Alves | 7$^7$ | 6 | | | | | | | | | | |
| WC | J Šátral Robin Staněk | 5 | 6 | [5] | ITF | K-M Maamoun A Merino | 6$^5$ | 4 | | | | | | | | | | |
| ITF | K-M Maamoun A Merino | 7 | 4 | [10] | | | | | ITF | T Jomby F Meligeni Alves | 3 | 7$^{13}$ | [4] | | | | | |
| 3 | A Behar G Escobar | 6 | 6 | | | | | | 3 | A Behar G Escobar | 6 | 6$^{11}$ | [10] | | | | | |
| | G Blancaneaux K de Schepper | 3 | 3 | | 3 | A Behar G Escobar | 6 | 6 | | | | | | | | | | |
| | T Draganja N Milojević | 3 | 6 | [10] | | T Draganja N Milojević | 1 | 2 | | | | | | | | | | |
| WC | J Zieliński K Żuk | 6 | 3 | [7] | | | | | | | | | | 3 | A Behar G Escobar | 6$^4$ | 7 | [10] |
| | D Gimeno Traver B Zapata Miralles | 2 | 3 | | | | | | | | | | | WC | A Golubev A Nedovyesov | 7$^7$ | 5 | [8] |
| | K Drzewiecki S Walków | 6 | 6 | | | K Drzewiecki S Walków | 3 | 3 | | | | | | | | | | |
| | A Begemann F Mergea | 7$^7$ | 2 | [10] | | A Begemann F Mergea | 6 | 6 | | | | | | | | | | |
| 4 | S Balaji V Vardhan | 6$^4$ | 6 | [8] | | | | | | A Begemann F Mergea | 4 | 2 | | | | | | |
| WC | A Golubev A Nedovyesov | 6 | 7$^7$ | | | | | | WC | A Golubev A Nedovyesov | 6 | 6 | | | | | | |
| | L Grigelis M Vervoort | 2 | 6$^2$ | | WC | A Golubev A Nedovyesov | 6 | 7$^7$ | | | | | | | | | | |
| | S Puodziunas J Sels | 6 | 0 | | | S Puodziunas J Sels | 4 | 6$^0$ | | | | | | | | | | |
| 2 | F Neis F Romboli | 3 | 1$^r$ | | | | | | | | | | | | | | | |
# Sabine Lösing

Sabine Lösing (born 30 November 1955) is a German politician and Member of the European Parliament from Germany. She is a member of The Left, part of the European United Left–Nordic Green Left. In February 2013, she was elected as chairwoman of the Die Linke state association in Lower Saxony.