OpenLLM-France/wikimedia huggingface dataset:
# My Lucky Star (1933 film)

My Lucky Star is a 1933 British comedy film directed by Louis Blattner and John Harlow and starring Florence Desmond, Oscar Asche and Harry Tate. It was made at Elstree Studios as a quota quickie. A young woman working in a shop poses as a film star.

## Cast

* Florence Desmond as Mlle. de Capo
* Oscar Asche as President of Film Company
* Charlie Naughton as House Painter
* Jimmy Gold as House Painter
* Harry Tate as Film Director Monty
* Harold Huth as Hero
* Carol Coombe as Lucette
* Reginald Purdell as Artist
* Herman Darewski as Conductor
* George Baker as Foreman Painter
* Henry B. Longhurst as Dudley Collins
* Alfred Atkins as Studio Commissionaire
* Ernest Jay as Press Agent
* Della Rega as Mlle. de Capo's Dresser
# 2002 Neridé Prague Indoor – Doubles

This was the third edition of the event.
Lukáš Dlouhý and David Miketa, 2001 winners, participated but lost in quarterfinals to the eventual champions.
Karol Beck and Jaroslav Levinský won the title, defeating Aleksandar Kitinov and Lovro Zovko 7–5, 6–2 in the final.
Karol Beck was the runner-up of the previous edition.

## Seeds

* Ota Fukárek / Jim Thomas (semifinals)
* Yves Allegro / George Bastl (semifinals)
* Karol Beck / Jaroslav Levinský (champion)
* Aleksandar Kitinov / Lovro Zovko (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 | Quarterfinals | Semifinals | Semifinals | Semifinals | Semifinals | Finals | Finals | Finals | Finals |
| 1 | Ota Fukárek Jim Thomas | 7 | 6 | | | | | | | | | | | | | | |
| | Kornel Bardoczky Boris Pašanski | 5 | 4 | | 1 | Ota Fukárek Jim Thomas | 7 | 6$^3$ | 6 | | | | | | | | |
| | Robin Vik Tomáš Zíb | 6 | 6 | | | Robin Vik Tomáš Zíb | 6$^6$ | 7 | 4 | | | | | | | | |
| | Jakub Hasek Josef Nesticky | 3 | 2 | | | | | | | 1 | Ota Fukárek Jim Thomas | 6$^3$ | 4 | | | | |
| 3 | Karol Beck J Levinský | 6 | 6 | | | | | | | 3 | Karol Beck J Levinský | 7 | 6 | | | | |
| | Lee Childs Jonathan Marray | 2 | 4 | | 3 | Karol Beck J Levinský | 6 | 4 | 6 | | | | | | | | |
| | Lukáš Dlouhý David Miketa | 6 | 6 | | | Lukáš Dlouhý David Miketa | 4 | 6 | 4 | | | | | | | | |
| | Marek Dvorak Daniel Macko | 1 | 1 | | | | | | | | | | | 3 | Karol Beck J Levinský | 7 | 6 |
| | Petr Kovačka Adam Vejmelka | 6 | 6 | | | | | | | | | | | 4 | A Kitinov Lovro Zovko | 5 | 2 |
| | Victor Hănescu Dmitri Vlasov | 2 | 4 | | | Petr Kovačka Adam Vejmelka | 3 | 2r | | | | | | | | | |
| 4 | A Kitinov Lovro Zovko | 2 | 6 | 6 | 4 | A Kitinov Lovro Zovko | 6 | 3 | | | | | | | | | |
| | Jonathan Erlich Werner Eschauer | 6 | 3 | 4 | | | | | | 4 | A Kitinov Lovro Zovko | W-O | | | | | |
| | Bjorn Rehnquist Robin Söderling | 6 | 6 | | | | | | | 2 | Yves Allegro George Bastl | | | | | | |
| | Vaclav Duda Petr Kralert | 4 | 2 | | | Bjorn Rehnquist Robin Söderling | | | | | | | | | | | |
| 2 | Yves Allegro George Bastl | 6 | 6 | | 2 | Yves Allegro George Bastl | W-O | | | | | | | | | | |
| | Theodor Devoty Karel Jilek | 2 | 2 | | | | | | | | | | | | | | |
# Grand Prix El Salvador

The Grand Prix El Salvador is an elite women's professional one-day road bicycle race held in El Salvador.

## Past winners

| Year | Country | Rider | Team |
| 2012 | Italy | Noemi Cantele | |
| 2013 | Italy | Silvia Valsecchi | |
| 2014 | Belarus | Alena Amialiusik | |
| 2024 | Italy | Valentina Basilico | Eneicat–CMTeam |
# Grand Prix Féminin de Chambéry

The Grand Prix Féminin de Chambéry is an elite women's professional one-day road bicycle race held annually in Chambéry, France. The event was first held in 2003. The race entered the UCI calendar in UCI as a category 1.2 event, before upgrading to 1.1 status the following year. It has also been on the calendar of the French Road Cycling Cup since 2015.

## Past winners

| Year | Winner | Second | Third |
| 2003 | Sophie Creux | Jeannie Longo | Virginie Moinard |
| 2004 | Melissa Holt | Jeannie Longo | Marina Jaunâtre |
| 2005 | Sophie Creux | Fanny Riberot | Alna Burato |
| 2006 | Magali Mocquery | Sophie Creux | Sylvie Riedle |
| 2007 | Magali Mocquery | Fanny Riberot | Maaris Meier |
| 2008 | Sophie Creux | Modesta Vzesniauskaite | Anna Zugno |
| 2009 | Modesta Vzesniauskaite | Noemi Cantele | Nicole Brändli |
| 2010 | Sophie Creux | Edwige Pitel | Martina Ruzickova |
| 2011 | Élodie Hegoburu | Sophie Creux | Edwige Pitel |
| 2012 | Alexia Muffat | Élodie Hegoburu | Béatrice Thomas |
| 2013 | Nicole Hanselmann | Steffi Jamoneau | Élodie Hegoburu |
| 2014 | Amélie Rivat | Sophie Creux | Marion Sicot |
| 2015 | Manon Souyris | Amélie Rivat | Soraya Paladin |
| 2016 | Marjolaine Bazin | Juliette Labous | Daniela Reis |
| 2017 | Annabelle Dreville | Séverine Eraud | Ophélie Fenart |
| 2018 | Manon Souyris | Thi That Nguyen | Evita Muzic |
| 2019 | Katia Ragusa | Teniel Campbell | Marie Giélen |
| 2020 | Cancelled | Cancelled | Cancelled |
| 2021 | Gladys Verhulst | Giorgia Bariani | Debora Silvestri |
| 2022 | Brodie Chapman | Victorie Guilman | Cristina Tonetti |
| 2023 | Victorie Guilman | Erica Magnaldi | Évita Muzic |
| 2024 | Lore De Schepper | Évita Muzic | Erica Magnaldi |
# Grand Prix Doliny Baryczy Milicz

The International Race Grand Prix Doliny Baryczy Milicz is a one-day cycling race held annually in Poland. It was first held in 2016 and has been part of the UCI Europe Tour in category 1.2 since 2018.

## Winners

| Year | Country | Rider | Team |
| 2016 | Czech Republic | Vojtěch Hačecký | Whirlpool–Author |
| 2017 | Poland | Alan Banaszek | CCC–Sprandi–Polkowice |
| 2018 | Poland | Kamil Małecki | CCC–Sprandi–Polkowice |
# Museum of the Earth of the Polish Academy of Sciences

The Museum of the Earth in Warsaw (pol. Muzeum Ziemi PAN w Warszawie), established in 1948 and continuing a tradition initiated by Earth Museum Society back in 1932, has been operating within the structure of the Polish Academy of Sciences since 1959.
The Museum of the Earth is located in two historical buildings at Na Skarpie Avenue in the center of Warsaw, perched on high Vistula escarpment.

## Collection

The museum's collection comprises over 170,000 specimens and objects covering all geological sciences, with special regard to Polish minerals, precious stones, meteorites and rocks, Baltic amber, fossil flora and fauna and archival documents on the history of the Earth sciences. Particular noteworthy is its extensive collection of amber and other fossil resins, ranking among the largest natural-science collections of its type worldwide.

## Permanent exhibitions and Exhibit stands

* Planet Earth
* Processes Shaping The Earth
* From The Earth's Geological Past
* Amber - From Liquid Resin To Ornamental Art
* Meteorites - Stones From The Sky
* Mineralogical Alphabet
* Large Mammals Of The Ice Age
* Granites
* Before Coal Was Formed
* Armored Lords of the Early Seas
* From the Archives Treasures of the Museum of the Earth
* Beginnings of Geology in Poland
* Earth Science Scholars on Postage Stamps

## Temporary exhibitions

* Especially expositions from series: Nature And Art

## Open-air exhibitions

* Monument Erratic Boulders
* Lapidarium - Building Stones In Poland

## Historical - exhibit point

* The Lasting Blood Of Warsaw's Insurgents - the traces of blood that are preserved on the marble steps of the stairs at the Pniewski villa at 27 Na Skarpie Av., where today Museum of the Earth has exhibit rooms, are an extraordinary and one of a kind venue for the remembrance of the Warsaw Uprising of 1944.
52°13′45″N 21°1′43″E﻿ / ﻿52.22917°N 21.02861°E﻿ / 52.22917; 21.02861
# Alan Kelly

Alan Kelly may refer to:
* Alan Kelly (politician) (born 1975), Irish Labour Party politician
* Alan Kelly (discographer) (1928–2015), Scottish physicist considered a pioneer and of discographers
* Alan Kelly Sr. (1936–2009), Irish former footballer
* Alan Kelly Jr. (born 1968), his son, Irish former footballer
* Alan Kelly (drummer), musician
* Alan Kelly (referee) (born 1975), football referee
* Alan Rowe Kelly (born 1959), American actor, director, writer and producer
# Museum of the Prehistory of Tuscia and of the Rocca Farnese

The Museum of the Prehistory of Tuscia and of the Rocca Farnese is a museum in Valentano, northern Lazio, Italy. It was opened in June 1996, the museum is located in the highest part of the village, within the Rocca Farnese itself.
It is divided into different areas located on two floors.

## First floor: Prehistoric, Etruscan and Roman Sections

The Prehistoric section has artifacts from Tuscia: Chopper (cutting tools used by early hominids), bifaces, scrapers, retouched tips, brooches, and engraved funeral stones, complemented by an educational department that analyses topics arising from prehistorically finds in central Italy starting from the Lower Paleolithic through to the Neolithic Age and from the copper age to the Bronze Age, ending with a small section on the Iron Age.
Within the Etruscan collection, donated by Monsignor Giovanni D'Ascenzi, there are ceramics from Villanovan, Etruscan, Attic and Corinthian cultures in addition to Phoenician glass paste, and other objects from this period including bronze figures and bone.
The first floor ends with the Roman section, where there are various finds from Valentano e.g., coins, millstones and architectural elements.

## Second floor: Mediaeval, Renaissance and Modern Sections

This part of the museum revolves around the history of Rocca Farnese and the development of Valentano from the mediaeval times until the contemporary era, with particular attention to the Farnese family who ruled over the Duchy of Castro.
The first showcase is dedicated to Lombard domination with findings such as a sax (sword) in iron plus famous ceramics found in small pits surrounding the fort. These areas were used during epidemics when a pit was dug to dispose of the belongings of the deceased. The other exhibits, dedicated to the Farnese family, include a wedding plate bearing the coat of arms of the Farnese/Orsini families on the marriage between Pier Luigi Farnese and Girolama Orsini.
The tour finishes inside the castle with a visit to the top of the octagonal tower, which dominates the town.
# Museum of the Polish Peasant Movement

Muzeum Historii Polskiego Ruchu Ludowego is a museum in Warsaw, Poland. It was established in 1984. The museum is located in a building known as the ‘Yellow Tavern’ („Żółta Karczma”). Its focus is the history of the Polish countryside, peasant political parties and other groups. It does not have a permanent collection but offers a range of changing exhibitions.
52°10′39″N 21°2′2″E﻿ / ﻿52.17750°N 21.03389°E﻿ / 52.17750; 21.03389
# Dar Mazar, Mazandaran

Dar Mazar (Persian: درمزار, also Romanized as Dar Mazār and Darmezār) is a village in Zarem Rud Rural District, Hezarjarib District, Neka County, Mazandaran Province, Iran. At the 2006 census, its population was 101, in 31 families.
# Huang Liu-chong

Huang Liu-chong (born 1 March 1950) is a Taiwanese luger. He competed in the men's singles and doubles events at the 1976 Winter Olympics.
# Creeden

Creeden is a surname. Notable people with the surname include:
* Connie Creeden (1915–1969), American baseball player
* John B. Creeden (1871–1948), American Jesuit educator
* Pat Creeden (1906–1992), American baseball player
# Bhupinder

Bhupinder is an Indian male name and may refer to:
* Bhupinder Singh Hooda, Indian politician
* Bhupinder Nath Kirpal, Indian judge
* Bhupinder Singh (musician), Indian singer and musician
* Bhupinder Singh of Patiala (1891–1938), Maharaja of Patiala
* Bhupinder Singh, Sr. (born 1965), Indian cricketer
# Autonomous convergence theorem

In mathematics, an autonomous convergence theorem is one of a family of related theorems which specify conditions guaranteeing global asymptotic stability of a continuous autonomous dynamical system.

## History

The Markus–Yamabe conjecture was formulated as an attempt to give conditions for global stability of continuous dynamical systems in two dimensions. However, the Markus–Yamabe conjecture does not hold for dimensions higher than two, a problem which autonomous convergence theorems attempt to address. The first autonomous convergence theorem was constructed by Russell Smith. This theorem was later refined by Michael Li and James Muldowney.

## An example autonomous convergence theorem

A comparatively simple autonomous convergence theorem is as follows:
    Let $x$ be a vector in some space $X\subseteq \mathbb {R} ^{n}$, evolving according to an autonomous differential equation ${\dot {x}}=f(x)$. Suppose that $X$ is convex and forward invariant under $f$, and that there exists a fixed point ${\hat {x}}\in X$ such that $f({\hat {x}})=0$. If there exists a logarithmic norm $\mu$ such that the Jacobian $J(x)=D_{x}f$ satisfies $\mu (J(x))<0$ for all values of $x$, then ${\hat {x}}$ is the only fixed point, and it is globally asymptotically stable.
This autonomous convergence theorem is very closely related to the Banach fixed-point theorem.

## How autonomous convergence works

Note: this is an intuitive description of how autonomous convergence theorems guarantee stability, not a strictly mathematical description.
The key point in the example theorem given above is the existence of a negative logarithmic norm, which is derived from a vector norm. The vector norm effectively measures the distance between points in the vector space on which the differential equation is defined, and the negative logarithmic norm means that distances between points, as measured by the corresponding vector norm, are decreasing with time under the action of $f$. So long as the trajectories of all points in the phase space are bounded, all trajectories must therefore eventually converge to the same point.
The autonomous convergence theorems by Russell Smith, Michael Li and James Muldowney work in a similar manner, but they rely on showing that the area of two-dimensional shapes in phase space decrease with time. This means that no periodic orbits can exist, as all closed loops must shrink to a point. If the system is bounded, then according to Pugh's closing lemma there can be no chaotic behaviour either, so all trajectories must eventually reach an equilibrium.
Michael Li has also developed an extended autonomous convergence theorem which is applicable to dynamical systems containing an invariant manifold.
# Autonomous category

In mathematics, an autonomous category is a monoidal category where dual objects exist.

## Definition

A left (resp. right) autonomous category is a monoidal category where every object has a left (resp. right) dual. An autonomous category is a monoidal category where every object has both a left and a right dual. Rigid category is a synonym for autonomous category.
In a symmetric monoidal category, the existence of left duals is equivalent to the existence of right duals, categories of this kind are called (symmetric) compact closed categories.
In categorial grammars, categories which are both left and right rigid are often called pregroups, and are employed in Lambek calculus, a non-symmetric extension of linear logic.
The concepts of *-autonomous category and autonomous category are directly related, specifically, every autonomous category is *-autonomous. A *-autonomous category may be described as a linearly distributive category with (left and right) negations; such categories have two monoidal products linked with a sort of distributive law. In the case where the two monoidal products coincide and the distributivities are taken from the associativity isomorphism of the single monoidal structure, one obtains autonomous categories.
# Ay Juancito

Ay Juancito is a 2004 Argentine biographical drama film directed by Héctor Olivera. It was written by Olivera and José Pablo Feinmann, and stars Adrián Navarro, Inés Estévez, and Leticia Brédice.

## Synopsis

The film is about the life of Juan Duarte, Eva Perón's brother and a political officer during Juan Domingo Perón's first presidency.

## Exhibition

The film opened wide in Argentina on June 10, 2004. It was later screened at a few film festivals, including the Cairo International Film Festival in Egypt and the Cannes Film Market in France.

## Cast

* Adrián Navarro as Juan Duarte
* Inés Estévez as Alicia Dupont
* Leticia Brédice as Yvonne Pascal
* Norma Aleandro as Doña Juana
* Jorge Marrale as Juan Perón
* Norberto Arcusín as Actor in Niní Marshall's film
* Alejandro Awada as Héctor Cámpora
* Victoría Bargues as Herminia Duarte
* Silvina Boye as Secretaria Perón
* Marcelo Bucossi as Productor de Cine
* Carlos Cardone as Luis César Amadori
* Alfredo Cernadas as Traductor Inglés
* Oscar Cisterna as Ordenanza
* Hugo de Bruna as Abuelo Obra de Teatro
* Luis Ferreyra as Chofer de Juancito
* Celina Font as Julia Lobos
* Laura Novoa as Evita Perón

## Awards

Wins
* Cairo International Film Festival: Best Actor, Adrián Navarro; Best Director, Héctor Olivera; 2004.
* Clarin Entertainment Awards: Clarin Award Best New Film Actor, Adrián Navarro; 2004.
* Argentine Film Critics Association Awards: Silver Condor Best Costume Design, Horace Lannes; Best New Actor, Adrián Navarro; 2005.
# Autostrada A36

Autostrada A36, also called Pedemontana Lombarda ("Lombard foothills motorway"), is an autostrada (Italian for "motorway") 22 kilometres (14 mi) long in Italy located in the region of Lombardy that aims to speed up travel in the north of Milan, creating a road outside the Metropolitan City of Milan to connect the province of Varese with that of Bergamo, as well as the Milan Malpensa Airport with the Orio al Serio International Airport.
The section between the link with the Autostrada A8 at Cassano Magnago and the strada statale 35 dei Giovi at Lentate sul Seveso was opened between January and November 2015.

## Route

AUTOSTRADA A36 Pedemontana Lombarda :
| Exit | ↓km↓ | ↑km↑ | Province | European Route |
| Milano - Varese | 0.0 km (0 mi) | 22.0 km (13.7 mi) | VA | -- |
| Solbiate Olona | 1.0 km (0.62 mi) | 21.0 km (13.0 mi) | VA | -- |
| Mozzate-Cislago | 8.0 km (5.0 mi) | 14.0 km (8.7 mi) | CO | -- |
| Rest area (in project) | - | - | CO | -- |
| Cislago | 11.0 km (6.8 mi) | 11.0 km (6.8 mi) | CO | -- |
| Milano - Como Lomazzo | 15.0 km (9.3 mi) | 7.0 km (4.3 mi) | CO | -- |
| Bregnano-Lazzate | 19.0 km (11.8 mi) | 3.0 km (1.9 mi) | MB | -- |
| Lentate sul Seveso | 21.0 km (13.0 mi) | 1.0 km (0.62 mi) | MB | -- |
| Milano - Meda | 22.0 km (13.7 mi) | 0.0 km (0 mi) | MB | -- |
# Autostrada A50

Autostrada A50 or Tangenziale Ovest di Milano ("Milan west ring road") is an autostrada (Italian for "motorway") 31.8 kilometres (19.8 mi) long in Italy located in the region of Lombardy that connects the suburban area of Milan from south-east to north-west, managed by Milano Serravalle – Milano Tangenziali. It is a part of the E35 and E62 European routes.
Together with the Autostrada A51 (Milan east ring road), the Autostrada A58 (Milan external east ring road) and the Autostrada A52 (Milan north ring road), it is the largest system of ring roads around a city in Italy, for a total length greater than 100 kilometres (62 mi).
By adding the urban sections of Autostrada A1 and Autostrada A4, which runs parallel to the northern ring road by connecting Autostrada A51 and Autostrada A50, to the three ring roads, a system of urban motorways is obtained that totally surrounds the city. The traffic flow that affects this stretch of motorway is around 250,000 daily transits.

## Route

TANGENZIALE OVEST DI MILANO Autostrada A50 :
| Exit | ↓km↓ | ↑km↑ | Province | European Route |
| Varese Milan Malpensa Airport | 0.0 km (0 mi) | 31.8 km (19.8 mi) | MI | E35 E62 |
| Toll gate Terrazzano | 0.8 km (0.50 mi) | 31.0 km (19.3 mi) | MI | E35 E62 |
| Rest area "Rho Ovest" | 1.2 km (0.75 mi) | 30.6 km (19.0 mi) | MI | E35 E62 |
| del Sempione Tangenziale Nord - Pero - Fiera Milano MM1 Rho Fieramilano | 2.5 km (1.6 mi) | 29.3 km (18.2 mi) | MI | E35 E62 |
| Torino - Trieste Milan Bergamo Airport | 4.0 km (2.5 mi) | 27.8 km (17.3 mi) | MI | E35 E62 |
| Rho Cascina Ghisolfa | 5.0 km (3.1 mi) | -- | MI | E35 E62 |
| Padana Superiore Milano Gallaratese MM1 Molino Dorino | 6.0 km (3.7 mi) | 25.8 km (16.0 mi) | MI | E35 E62 |
| Settimo Milanese Milano San Siro San Siro Stadium Fiera Milanocity | 7.0 km (4.3 mi) | 24.8 km (15.4 mi) | MI | E35 E62 |
| Cusago Milano Baggio MM1 Bisceglie | 10.5 km (6.5 mi) | 21.3 km (13.2 mi) | MI | E35 E62 |
| Rest area "Muggiano" | 11.9 km (7.4 mi) | 19.9 km (12.4 mi) | MI | E35 E62 |
| Nuova Vigevanese Milano Lorenteggio Abbiategrasso - Vigevano - Cesano Boscone | 14.0 km (8.7 mi) | 17.8 km (11.1 mi) | MI | E35 E62 |
| Corsico - Gaggiano Trezzano sul Naviglio - Buccinasco | 15.0 km (9.3 mi) | 16.8 km (10.4 mi) | MI | E35 E62 |
| Rest area "Assago ovest" | 19.0 km (11.8 mi) | 12.8 km (8.0 mi) | MI | E35 E62 |
| Genova Assago MM2 Famagosta | 20.0 km (12.4 mi) | 11.8 km (7.3 mi) | MI | E35 |
| dei Giovi Pavia - Rozzano | 21.0 km (13.0 mi) | 10.8 km (6.7 mi) | MI | E35 |
| Rozzano/Quinto de' Stampi Milano Gratosoglio | 23.8 km (14.8 mi) | 8.0 km (5.0 mi) | MI | E35 |
| Rest area "Rozzano est" | 24.5 km (15.2 mi) | 7.3 km (4.5 mi) | MI | E35 |
| della Val Tidone Opera - Locate Triulzi | 26.0 km (16.2 mi) | 5.8 km (3.6 mi) | MI | E35 |
| Rest area "San Giuliano" | 29.4 km (18.3 mi) | 2.4 km (1.5 mi) | MI | E35 |
| Bologna Tangenziale Est Milan Linate Airport | 31.8 km (19.8 mi) | 0.0 km (0 mi) | MI | E35 |
# Austrian Speleological Association

The Austrian Speleological Association (Verband Österreichischer Höhlenforschung, VÖH) is a national caving organization was founded as an umbrella organization of Austrian caving clubs and show caves in 1949.

## Activities

The Association coordinates the activities of 25 speleological associations; 24 in Austria and one in Germany. Membership in these associations automatically grants membership in the umbrella organization. Individual memberships are not accepted. The Association maintains:
* a website featuring the 32 show caves found throughout the country.
* a list of Austria's longest and deepest caves.
* a library of 2,800 books and other materials (in the Karst and Speleology Working Group Library, Natural History Museum in Vienna).

## Awards

* The Golden Cave Bear is "a badge of honor for special services to Austrian caving." It was first awarded in 2014.
* The Poldi Fuhrich Award, named in honor of the Austrian woman who was a caving and karst pioneer Leopoldine Fuhrich (1898-1926), is presented to young speleologists for "outstanding work in the field of caving, cave documentation and public relations." It was first awarded in 2010.

## Publications

* Caves and Karst in Austria (Book)
* Die Höhle - Journal of Karst and Speleology (magazine produced jointly with the Association of German Cave and Karst Researchers)
* Association newsletters
* SPELDOK series
* Karst range and Karst vulnerability maps

## Collaborations

The Association works with
* the Karst and Speleology Working Group of the National History Museum to manage SPELDOK, a database containing data on over 15,500 caves.
* international karst and speleological organizations on research projects.

## Associations

The Association is a member of these international organizations:
* International Union of Speleology (UIS)
* European Speleological Federation (FSE)
* Environmental Umbrella Organization (formerly UWD)
* Association of Austrian Academic Societies (VWGÖ)
* Association of Alpine Associations of Austria (VAVÖ)*, which includes the Austrian Alpine Club, Friends of Nature Austria, Austrian Tourist Club, and the Austrian Mountaineering Association.

## Notable members

* Alfred Koppenwallner (1921–2016), jeweler, discovered the Cave of Tantalus (Tantalhöhle) mountaineer, pilot, motorcyclist who participated in the Oldtimer Grand Prix (Salzburgring) and skier in the Österreichische Alpenfahrt.
* Sabine Zimmerebner (1970-2015) Quoted in the July 3, 2018 New York Times article, Ms. Zimmerebner was one of 728 rescuers who collaborated to free an injured spelunker in the history-making 2014 Riesending cave rescue.