Aarushhh/wikipedia-simple-splitted huggingface dataset:
Wolfgang Weber (born 26 June, 1944) is a former German football player. He has played for West Germany national team.

Club career statistics 

|-
|1963-64||rowspan="15"|Köln||rowspan="15"|Bundesliga||17||3
|-
|1964-65||23||3
|-
|1965-66||32||1
|-
|1966-67||25||1
|-
|1967-68||31||2
|-
|1968-69||28||0
|-
|1969-70||30||1
|-
|1970-71||33||1
|-
|1971-72||21||0
|-
|1972-73||22||2
|-
|1973-74||29||5
|-
|1974-75||20||0
|-
|1975-76||27||2
|-
|1976-77||18||0
|-
|1977-78||0||0
356||21
356||21
|}

International career statistics 

|-
|1964||4||0
|-
|1965||3||0
|-
|1966||13||1
|-
|1967||6||0
|-
|1968||7||0
|-
|1969||1||0
|-
|1970||8||0
|-
|1971||6||0
|-
|1972||0||0
|-
|1973||4||1
|-
|1974||1||0
|-
!Total||53||2
|}

References 

1944 births
Living people
German footballers
German football managers
People from former German territories
Helmut Haller (; 21 July 1939 – 11 October 2012) was a German footballer who played as a forward. At international level, he represented West Germany at three World Cups. At club level, he played in both Germany and Italy, and won Italian league titles with Bologna and Juventus. He suffered of dementia and Parkinson's disease.

Style of play 

Both a playmaker and goalscorer, Haller was noted for his exceptional technique and finesse as a striker, yet also for his weight problems, which troubled him throughout his career. In Italy Haller is considered one of the greatest wingers and player of Bologna in the sixties. He currently remains famed for his "irresistible dribbling, his innate genius, his great eye for goal, his charisma."
Personal life 
On Boxing Day 2006, Haller suffered a serious heart attack and was reported to be recovering well after treatment. Later he also suffered from dementia and Parkinson's disease. Haller died on 11 October 2012. He was survived by his third wife, the native Cuban Noraimy Rodriguez Guiterrez, whom he married in 2003 when she was aged just 21, two sons and a daughter. Haller was also an uncle of Christian Hochstätter, a long-serving Borussia Mönchengladbach player and twice West German international.

Honours

Club
Bologna
 Serie A: 1963–64

Juventus

 Serie A: 1971–72, 1972–73
 European Cup: Runner-up: 1972–73
 Inter-Cities Fairs Cup: Runner-up: 1971
 Coppa Italia: Runner-up: 1972–73

Augsburg
 Regionalliga Süd: 1973–74

International
Germany
FIFA World Cup: Runner-up 1966, Third-place 1970

References

Other websites
1939 births
2012 deaths
Deaths from Parkinson's disease
Deaths from dementia
German footballers
FC Augsburg players
1962 FIFA World Cup players
1966 FIFA World Cup players
1970 FIFA World Cup players
Association football forwards
Sigfried Held (born 7 August 1942) is a former German football player. He played for West Germany national team.

Club career statistics 

|-
|1963-64||rowspan="2"|Kickers Offenbach||rowspan="2"|Regionalliga||16||4
|-
|1964-65||33||15
|-
|1965-66||rowspan="6"|Borussia Dortmund||rowspan="6"|Bundesliga||30||11
|-
|1966-67||29||8
|-
|1967-68||26||5
|-
|1968-69||33||8
|-
|1969-70||33||4
|-
|1970-71||32||5
|-
|1971-72||rowspan="6"|Kickers Offenbach||Regionalliga||33||7
|-
|1972-73||rowspan="4"|Bundesliga||34||8
|-
|1973-74||34||6
|-
|1974-75||31||8
|-
|1975-76||34||3
|-
|1976-77||2. Bundesliga||38||3
|-
|1977-78||rowspan="2"|Borussia Dortmund||rowspan="2"|Bundesliga||18||2
|-
|1978-79||29||1
|-
|1979-80||rowspan="2"|Bayer Uerdingen||rowspan="2"|Bundesliga||25||2
|-
|1980-81||34||1
542||101
542||101
|}

International career statistics 

|-
|1966||11||1
|-
|1967||3||0
|-
|1968||7||2
|-
|1969||5||1
|-
|1970||5||0
|-
|1971||4||1
|-
|1972||3||0
|-
|1973||3||0
|-
!Total||41||5
|}

References
References 

1942 births
Living people
German footballers
German football managers
People from former German territories
FC Schalke 04 managers
Klaus Fichtel (born 19 November, 1944) is a former German football player. He has played for West Germany national team.

Club career statistics

|-
|1965-66||rowspan="15"|Schalke||rowspan="15"|Bundesliga||34||0
|-
|1966-67||34||0
|-
|1967-68||34||0
|-
|1968-69||29||0
|-
|1969-70||32||1
|-
|1970-71||29||1
|-
|1971-72||33||3
|-
|1972-73||18||1
|-
|1973-74||14||1
|-
|1974-75||29||1
|-
|1975-76||32||4
|-
|1976-77||34||0
|-
|1977-78||22||0
|-
|1978-79||34||2
|-
|1979-80||29||0
|-
|1980-81||rowspan="4"|Werder Bremen||2. Bundesliga||42||0
|-
|1981-82||rowspan="3"|Bundesliga||34||0
|-
|1982-83||33||0
|-
|1983-84||8||0
|-
|1984-85||rowspan="4"|Schalke||rowspan="4"|Bundesliga||13||0
|-
|1985-86||13||0
|-
|1986-87||3||0
|-
|1987-88||11||0
594||14
594||14
|}

International career statistics

|-
|1967||3||0
|-
|1968||6||0
|-
|1969||3||1
|-
|1970||8||0
|-
|1971||3||0
|-
!Total||23||1
|}

References

1944 births
Living people
German footballers
Sportspeople from North Rhine-Westphalia
Reinhard Libuda (10 October 1943 - 25 August 1996) was a German football player. He played for the West German national team.

Club career statistics 

|-
|1962-63||rowspan="3"|Schalke||Oberliga||25||8
|-
|1963-64||rowspan="2"|Bundesliga||27||4
|-
|1964-65||24||3
|-
|1965-66||rowspan="3"|Borussia Dortmund||rowspan="3"|Bundesliga||30||3
|-
|1966-67||22||2
|-
|1967-68||22||3
|-
|1968-69||rowspan="4"|Schalke||rowspan="4"|Bundesliga||32||5
|-
|1969-70||31||0
|-
|1970-71||31||5
|-
|1971-72||30||3

|-
|1972-73||Strasbourg||Division 1||16||3

|-
|1973-74||rowspan="2"|Schalke||rowspan="2"|Bundesliga||10||0
|-
|1974-75||5||0
289||36
16||3
305||39
|}

International career statistics 

|-
|1963||3||0
|-
|1964||3||0
|-
|1965||1||0
|-
|1966||0||0
|-
|1967||2||1
|-
|1968||0||0
|-
|1969||4||1
|-
|1970||11||1
|-
|1971||2||0
|-
!Total||26||3
|}

References 

1943 births
1996 deaths
German footballers
Sportspeople from North Rhine-Westphalia
Bernd Patzke (born 14 March 1943) is a German former football player and manager.

The defender was twice a player of the West German national team for FIFA World Cup tournaments: 1966 in England and 1970 in Mexico. Altogether he won 24 caps between 1965 and 1971.

Honours
1860 Munich
 Bundesliga: 1965–66

References

Other websites
 
 
 

1943 births
Living people
German footballers
Association football defenders
1966 FIFA World Cup players
1970 FIFA World Cup players
German football managers
Tennis Borussia Berlin managers
Max Lorenz (born 19 August, 1939) is a former German football player. He has played for West Germany national team.

Club career statistics

|-
|1963-64||rowspan="6"|Werder Bremen||rowspan="6"|Bundesliga||30||0
|-
|1964-65||27||2
|-
|1965-66||31||4
|-
|1966-67||21||3
|-
|1967-68||33||4
|-
|1968-69||34||2
|-
|1969-70||rowspan="3"|Eintracht Braunschweig||rowspan="3"|Bundesliga||33||1
|-
|1970-71||24||0
|-
|1971-72||14||1
247||17
247||17
|}

International career statistics

|-
|1965||5||0
|-
|1966||2||0
|-
|1967||0||0
|-
|1968||7||0
|-
|1969||3||1
|-
|1970||2||0
|-
!Total||19||1
|}

References

1939 births
Living people
German footballers
Sportspeople from Bremen (state)
Hannes Löhr (5 July 1942 – 29 February 2016) is a former German football player. He has played for West Germany national team.

Club career statistics

|-
|1962-63||rowspan="2"|Sportfreunde Saarbrücken||Oberliga||24||18
|-
|1963-64||Regionalliga||36||35
|-
|1964-65||rowspan="14"|Köln||rowspan="14"|Bundesliga||17||5
|-
|1965-66||33||18
|-
|1966-67||32||13
|-
|1967-68||34||27
|-
|1968-69||20||7
|-
|1969-70||32||19
|-
|1970-71||24||8
|-
|1971-72||32||9
|-
|1972-73||28||10
|-
|1973-74||31||16
|-
|1974-75||33||11
|-
|1975-76||30||15
|-
|1976-77||27||7
|-
|1977-78||8||1
441||219
441||219
|}

International career statistics

|-
|1967||8||4
|-
|1968||3||0
|-
|1969||0||0
|-
|1970||9||1
|-
!Total||20||5
|}

References

1942 births
2016 deaths
German footballers
German football managers
Sportspeople from North Rhine-Westphalia
1. FC Köln managers
Klaus-Dieter Sieloff (27 February 1942 – 13 December 2011) was a German football player. He played for West Germany national team.

Club career statistics

|-
|1960-61||rowspan="9"|Stuttgart||rowspan="3"|Oberliga||7||0
|-
|1961-62||14||1
|-
|1962-63||19||0
|-
|1963-64||rowspan="6"|Bundesliga||22||1
|-
|1964-65||27||0
|-
|1965-66||25||6
|-
|1966-67||22||6
|-
|1967-68||27||6
|-
|1968-69||18||2
|-
|1969-70||rowspan="5"|Borussia Mönchengladbach||rowspan="5"|Bundesliga||33||3
|-
|1970-71||33||6
|-
|1971-72||25||4
|-
|1972-73||6||0
|-
|1973-74||26||2
|-
|1974-75||rowspan="2"|Alemannia Aachen||rowspan="2"|2. Bundesliga||22||3
|-
|1975-76||21||0
347||40
347||40
|}

International career statistics

|-
|1964||1||0
|-
|1965||7||4
|-
|1966||0||0
|-
|1967||0||0
|-
|1968||0||0
|-
|1969||0||0
|-
|1970||4||1
|-
|1971||2||0
|-
!Total||14||5
|}

References

1942 births
2011 deaths
German footballers
People from former German territories
Peter Dietrich (born 6 March, 1944) is a former German football player. He has played for the West German national team.

Club career statistics

|-
|1966-67||Rot-Weiss Essen||Bundesliga||28||3
|-
|1967-68||rowspan="4"|Borussia Mönchengladbach||rowspan="4"|Bundesliga||32||1
|-
|1968-69||10||2
|-
|1969-70||33||5
|-
|1970-71||28||3
|-
|1971-72||rowspan="5"|Werder Bremen||rowspan="5"|Bundesliga||8||2
|-
|1972-73||20||4
|-
|1973-74||32||1
|-
|1974-75||12||0
|-
|1975-76||10||0
213||21
213||21
|}

International career statistics

|-
|1970||1||0
|-
!Total||1||0
|}

References

1944 births
Living people
German footballers
Sportspeople from Hesse
Manfred Manglitz (born 8 March, 1940) is a former German football player. He has played for West Germany national team.

Club career statistics

|-
|1961-62||rowspan="2"|Bayer Leverkusen||2. Oberliga||0||0
|-
|1962-63||Oberliga||26||0
|-
|1963-64||rowspan="4"|Meidericher SV||rowspan="4"|Bundesliga||0||0
|-
|1964-65||0||0
|-
|1965-66||0||0
|-
|1966-67||0||0
|-
|1967-68||rowspan="2"|Duisburg||rowspan="2"|Bundesliga||33||0
|-
|1968-69||33||0
|-
|1969-70||rowspan="2"|Köln||rowspan="2"|Bundesliga||34||0
|-
|1970-71||31||0
|-
|1975-76||Mülheim-Styrum||2. Bundesliga||5||0
162||0
162||0
|}

International career statistics

|-
|1965||2||0
|-
|1966||0||0
|-
|1967||0||0
|-
|1968||0||0
|-
|1969||0||0
|-
|1970||2||0
|-
!Total||4||0
|}

References

1940 births
Living people
German association football goalkeepers
Sportspeople from Cologne
Horst Wolter (born 8 June 1942) is a former German football player. He has played for West Germany national team.

Club career statistics

|-
|1963-64||rowspan="9"|Eintracht Braunschweig||rowspan="9"|Bundesliga||1||0
|-
|1964-65||7||0
|-
|1965-66||30||0
|-
|1966-67||32||0
|-
|1967-68||32||0
|-
|1968-69||26||0
|-
|1969-70||33||0
|-
|1970-71||25||0
|-
|1971-72||9||0
|-
|1972-73||rowspan="5"|Hertha Berlin||rowspan="5"|Bundesliga||22||0
|-
|1973-74||3||0
|-
|1974-75||1||0
|-
|1975-76||21||0
|-
|1976-77||1||0
243||0
243||0
|}

International career statistics

|-
|1967||3||0
|-
|1968||6||0
|-
|1969||2||0
|-
|1970||2||0
|-
!Total||13||0
|}

References

1942 births
Living people
Footballers from Berlin
A cauldron or caldron (from Latin caldarium, hot bath) is a large metal pot (kettle) for cooking and/or boiling over an open fire.  It is often associated with witches.  Usually, the metal used is cast iron.  A cauldron is also a measure used in measuring coal.

References 

Cookware and bakeware
A frying pan, frypan, or skillet is a cooking pan used for frying, searing, and browning foods. It is usually about 20 to 30 cm (8 to 12 inches) across. It is flat and has flared sides and no lid.  It is almost always made of metal, such as iron or aluminum.

Cookware and bakeware
Huang Xianfan (13 November 1899, China – 18 January 1982, People's Republic of China) was a Chinese historian, famous scholar and leader of the Bagui School and the Wunu School. He is considered by many to be the "Great Master of Zhuang Ethnic Research" for his writings about the ancient history of Zhuang Ethnic and Baiyue Ethnic.

Biography 
During three periods of ethnic identification work after 1949, professors Fei Xiaotong, Huang Xianfan, Xia Kangnong and a lot of academic masters and scholars from anthropology and ethnic study circles made their great contributions. It was upon this research work of national ethnic identification that the State Council could be able to announce there are 56 ethnics in China. This was also a pioneering contribution to Chinese ethnic studies. In the mean time,the world ethnic study circles had noticed this and gave a great high comment. This was the reason that ethnic study circles called professor Huang a founder of modern Chinese ethnic studies.
Books and treatise 
 «Chieftain System in Western Guangxi», Published by seminar thesis on Zhuan and Yao ethnic history, the first collections, 1962
 «critical biography of WeiBaQun», Published by Guangxi Normal University Press, 2008.
 «On the construction of Chinese Life science», Published by Guangxi Social Sciences, 3th Issues, 2007.

Related pages 
List of historians by continent

References

Other websites 

 Prefaced by 塚田诚之  
 Prefaced by 马克·本德尔(Mark Bender)  

1899 births
Chinese historians
Chinese academics
1982 deaths
Chinese scholars
People from Guangxi
Anaxandridas II was a king of Sparta between 560 and 525 BC, and was the father of Leonidas I, king of Sparta.

Family 
Anaxandridas was a son of Leon of Sparta and also his successor. It is not known who Anaxandridas' mother is. His first wife was also his niece.

Having a seemingly infertile wife whom he would not divorce, the ephors made him marry a second wife, who born him a son, Cleomenes I. Sons that came out of his relationship with his first wife were Dorieus (father of Euryanas), famous Leonidas I, and Cleombrotus.

Several sayings are ascribed to him, according to Plutarch.

520s BC deaths
Year of birth unknown

Kings of Sparta
A foreign minister is a person in a government whose job is to negotiate with leaders in other countries.  In some countries, this person is called the foreign minister, but in other countries the person has another title.  For example, in the United States, the top diplomat is called the Secretary of State.

A foreign minister's powers vary in different governments. In a general parliamentary system, a foreign minister forms foreign policy. But when the government has a strong prime minister the foreign minister may be may not determine policy himself.

Foreign ministers are also traditionally responsible for many diplomatic duties, such as hosting foreign world leaders. They also are responsible for going on state visits to other countries. The foreign minister is generally person who travels the most in any cabinet.
In the United Kingdom, the foreign minister is called the 'Secretary of State for Foreign and Commonwealth Affairs' (or Foreign Secretary for short). Before 1968, the Secretary of State for Foreign Affairs only handled relations with non-Commonwealth, countries. The relations with Commonwealth countries and colonies were handled by the Secretary of State for Commonwealth Affairs. So, in Commonwealth countries other than the United Kingdom, the ministers responsible for handling relations with both Commonwealth and non-Commonwealth countries were formerly usually designated ministers for 'External Affairs'.

In the United States, the foreign minister is called the 'Secretary of State'. He occupies the oldest cabinet post in the nation. The post originally had several domestic duties. Other common titles may include minister of foreign relations. In many Spanish-Speaking Latin American countries, the foreign minister is colloquially called canciller (chancellor).

Government occupations
Hans Tilkowski (12 July 1935 – 5 January 2020) was a German football player and manager. He played for West Germany national team.

Death
Tilkowski died after a long-illness on 5 January 2020 at the age of 84.

Club career statistics 

|-
|1963-64||rowspan="4"|Borussia Dortmund||rowspan="4"|Bundesliga||21||0
|-
|1964-65||17||0
|-
|1965-66||34||0
|-
|1966-67||9||0
|-
|1967-68||rowspan="3"|Eintracht Frankfurt||rowspan="3"|Bundesliga||26||0
|-
|1968-69||14||0
|-
|1969-70||0||0
121||0
121||0
|}

International career statistics 

|-
|1957||2||0
|-
|1958||3||0
|-
|1959||2||0
|-
|1960||5||0
|-
|1961||6||0
|-
|1962||0||0
|-
|1963||0||0
|-
|1964||4||0
|-
|1965||7||0
|-
|1966||9||0
|-
|1967||1||0
|-
!Total||39||0
|}

References 

1935 births
2020 deaths
German football managers
German footballers
People from Dortmund
Sportspeople from North Rhine-Westphalia
1. FC Nuremberg managers
SV Werder Bremen managers
Borussia Dortmund players
Albert Brülls (born 26 March, 1937) is a former German football player. He has played for the West German national team.

Club career statistics

|-
|1955-56||rowspan="7"|Borussia Mönchengladbach||rowspan="2"|Oberliga||29||10
|-
|1956-57||29||5
|-
|1957-58||||0||0
|-
|1958-59||rowspan="4"|Oberliga||30||13
|-
|1959-60||21||6
|-
|1960-61||26||1
|-
|1961-62||28||3

|-
|1962-63||rowspan="3"|Brescia||rowspan="3"|Serie B||27||5
|-
|1963-64||16||1
|-
|1964-65||20||1
|-
|1965-66||rowspan="3"|Modena||rowspan="3"|Serie B||30||6
|-
|1966-67||23||0
|-
|1967-68||11||0

|-
|1968-69||rowspan="2"|Young Boys||rowspan="2"|Super League||||
|-
|1969-70||||

|-
|1970-71||rowspan="2"|Neuss||rowspan="2"|Regionalliga||0||0
|-
|1971-72||31||11
194||49
127||13
||
321||62
|}

International career statistics

|-
|1959||4||3
|-
|1960||7||2
|-
|1961||6||3
|-
|1962||5||1
|-
|1963||0||0
|-
|1964||0||0
|-
|1965||0||0
|-
|1966||3||0
|-
!Total||25||9
|}

References
References

1937 births
2004 deaths
German footballers
German football managers
Sportspeople from North Rhine-Westphalia
Lothar Emmerich (29 November 1941 - 13 August 2003) was a German football player. He played for West Germany national team.

Club career statistics

|-
|1960-61||rowspan="9"|Borussia Dortmund||rowspan="3"|Oberliga||17||7
|-
|1961-62||11||4
|-
|1962-63||4||0
|-
|1963-64||rowspan="6"|Bundesliga||29||16
|-
|1964-65||26||10
|-
|1965-66||34||31
|-
|1966-67||34||28
|-
|1967-68||27||18
|-
|1968-69||33||12

|-
|1969-70||rowspan="3"|Germinal Ekeren||rowspan="3"|First Division||30||29
|-
|1970-71||26||6
|-
|1971-72||12||7

|-
|1972-73||rowspan="2"|Austria Klagenfurt||rowspan="2"|Bundesliga||29||20
|-
|1973-74||29||21

|-
|1974-75||rowspan="2"|Schweinfurt||||30||16
|-
|1975-76||||34||21
|-
|1976-77||rowspan="2"|Würzburger FV||||37||24
|-
|1977-78||||3||1
|-
|1977-78||Würzburger Kickers||||27||9
346||197
68||42
58||41
472||280
|}

International career statistics

|-
|1966||5||2
|-
!Total||5||2
|}

References
References

1941 births
2003 deaths
German footballers
German football managers
People from Dortmund
Sportspeople from North Rhine-Westphalia
Heinz Hornig (born 28 September, 1937) is a former German football player. He has played for West Germany national team.

Club career statistics

|-
|1958-59||Schalke||Oberliga||2||0
|-
|1959-60||rowspan="3"|Rot-Weiss Essen||rowspan="2"|Oberliga||28||12
|-
|1960-61||29||7
|-
|1961-62||||0||0
|-
|1962-63||rowspan="8"|Köln||Oberliga||21||4
|-
|1963-64||rowspan="7"|Bundesliga||24||7
|-
|1964-65||25||6
|-
|1965-66||21||6
|-
|1966-67||26||4
|-
|1967-68||28||1
|-
|1968-69||32||6
|-
|1969-70||20||3
256||56
256||56
|}

International career statistics

|-
|1965||4||0
|-
|1966||3||0
|-
!Total||7||0
|}

References

1937 births
Living people
German footballers
Sportspeople from Gelsenkirchen
Friedel Lutz (21 January 1939 — 7 February 2023) was a German football player. He played for West Germany national team.

Club career statistics

|-
|1957-58||rowspan="9"|Eintracht Frankfurt||rowspan="6"|Oberliga||1||0
|-
|1958-59||25||0
|-
|1959-60||28||0
|-
|1960-61||28||2
|-
|1961-62||20||2
|-
|1962-63||22||0
|-
|1963-64||rowspan="3"|Bundesliga||21||0
|-
|1964-65||21||0
|-
|1965-66||32||0
|-
|1966-67||1860 München||Bundesliga||11||0
|-
|1967-68||rowspan="6"|Eintracht Frankfurt||rowspan="6"|Bundesliga||3||0
|-
|1968-69||26||1
|-
|1969-70||29||2
|-
|1970-71||32||0
|-
|1971-72||32||1
|-
|1972-73||4||0
335||8
335||8
|}

International career statistics

|-
|1960||3||0
|-
|1961||2||0
|-
|1962||0||0
|-
|1963||0||0
|-
|1964||2||0
|-
|1965||0||0
|-
|1966||5||0
|-
!Total||12||0
|}

References

1939 births
2023 deaths
German footballers
Sportspeople from Hesse
Wolfgang Paul (; born 25 January 1940 in Olsberg, Province of Westphalia) is a German former football player.

Captaining Borussia Dortmund to the European Cup Winners Cup in 1966, Paul got included in Helmut Schön's West German national football team for the 1966 FIFA World Cup. Despite this, the defender never played a match for West Germany and had to retire early because Wolfgang picked up an injury in the late 1960s.

Honours
 1966 FIFA World Cup runner-up
 UEFA Cup Winners' Cup winner: 1965–66
 Bundesliga runner-up: 1965–66
 DFB-Pokal winner: 1964–65
 DFB-Pokal finalist: 1962–63

References

1940 births
Living people
German footballers
1966 FIFA World Cup players
Association football defenders
Werner Krämer (born 23 January 1940 in Duisburg; died 12 February 2010) was a German football player. He has played for West Germany national team.

Club career statistics

|-
|1967-68||rowspan="2"|Hamburger SV||rowspan="2"|Bundesliga||30||7
|-
|1968-69||17||2
|-
|1969-70||rowspan="4"|Bochum||rowspan="2"|Regionalliga||33||4
|-
|1970-71||30||5
|-
|1971-72||rowspan="2"|Bundesliga||28||2
|-
|1972-73||11||1
149||21
149||21
|}

International career statistics

|-
|1963||3||1
|-
|1964||1||0
|-
|1965||5||2
|-
|1966||3||0
|-
|1967||1||0
|-
!Total||13||3
|}

References

1940 births
2010 deaths
German footballers
Sportspeople from Duisburg
Günter Bernard (born 4 November, 1939) is a former German football player. He has played for West Germany national team.

Club career statistics

|-
|1958-59||rowspan="5"|Schweinfurt||rowspan="5"|Oberliga||2||0
|-
|1959-60||1||0
|-
|1960-61||24||0
|-
|1961-62||15||0
|-
|1962-63||30||1
|-
|1963-64||rowspan="11"|Werder Bremen||rowspan="11"|Bundesliga||15||0
|-
|1964-65||30||0
|-
|1965-66||34||0
|-
|1966-67||27||0
|-
|1967-68||31||0
|-
|1968-69||25||0
|-
|1969-70||31||0
|-
|1970-71||33||0
|-
|1971-72||33||0
|-
|1972-73||28||0
|-
|1973-74||0||0
359||1
359||1
|}

International career statistics

|-
|1962||2||0
|-
|1963||0||0
|-
|1964||0||0
|-
|1965||0||0
|-
|1966||2||0
|-
|1967||0||0
|-
|1968||1||0
|-
!Total||5||0
|}

References

1939 births
Living people
German footballers
Sportspeople from Bavaria
The Jacobins were a group of radicalists who supported The French Revolution.
Their leader was Maximilien de Robespierre, and they were in power of the French government from June of 1793 to July of 1794.

Initially founded in 1789 by anti-royalist deputies from Brittany, the club grew into a nationwide republican movement, with a membership estimated at a half million or more.

Members of the Jacobins would often belong to mainly to the less prosperous section of the society (the working class). They included shopkeepers, artisans, cooks, shoemakers and daily wage workers.

They dressed differently by wearing long striped trousers similar to those worn by dock workers.

French Revolution
The word classicism, in the arts, is used when talking about art from the Ancient Greeks and Romans and their influence. The art of classicism often involves a thoughtful approach to the arts in which beauty and form is admired, rather than passion or any kind of exaggeration.

Classicism influenced several periods in European history, especially the Italian Renaissance, Age of Reason, the Age of Enlightenment and some movements in Modernism.

Classicism can apply to painting, sculpture, architecture, music, dance, literature or philosophy.

Related pages 
 Neoclassicism
 Classical music
 Classical music period

Other websites 
 , explains the difference between Classicism and Baroque

Art movements
Police Academy: The Series, also known as Police Academy: The Animated Series, is an popular 1988 American animated television series based on the Police Academy series of films. It aired on Saturday mornings and lasted two seasons for a total of 64 episodes.

Synopsis 
Some episodes feature a crime boss named Kingpin. His keen intelligence, girth, and stature are very similar to the Marvel Comics character of the same name. New characters were added to the show as well. Among them were a group of talking police dogs called the Canine Corps. They were made up of Samson (the bulldog leader), Lobo (the noble yet clumsy husky), Bonehead (the dimwitted giant St. Bernard), Chilipepper (the excitable chihuahua), and Schitzy (the only female golden retriever with an identity crisis).
The show was produced by Ruby-Spears Productions and Warner Bros. Animation. In later years, the latter company would gain distribution rights to most of the pre-1990 shows by the former, thanks to Time Warner buying Turner Entertainment (which had acquired the R-S library) in 1996.

The animated serie takes place chronologically between the fourth and fifth film of the series of films.

Twelve characters are re-created for this animated version, including a team of Academy graduates led by Carey Mahoney, a likeable rogue bachelor boy, who unconsciously—and consistently—does his best to make life miserable for Captain Harris and his knucklehead assistant Sgt. Proctor.

Mahoney's friends include the aptly named Moses Hightower, walking sound effects machine Larvell Jones, trigger-happy Eugene Tackleberry, sweet & timid Laverne Hooks, tough-as-nails Debbie Callahan, larger-than-life House, and the bread-&-butter duo of reformed gang member Zed and his best buddy, Sweetchuck.
Characters 
 Carey Mahoney - The most clever among the cadets, always ready to lend a hand to his companions, is in patrol with Jones.
 Larvell Jones - On patrol with Mahoney, skilled in martial arts and exceptional ventriloquist. His main skill is to recreate the mouth with different sounds and noises (sirens, gunfire, helicopters, etc. ...). Very often this will be useful skills for companions.
 Sweetchuck - Glasses and down Sweetchuck is the most fifone of the group always tries to do his best but always ends up in trouble to finish. It is the companion to patrol Zed.
 Zed - Certainly the most strange group, Zed always ends to combine the mess, and is skilful in the fall in the pitfalls of the enemy in turn, often drags along his colleague Sweetchuck.
Moses Hightower - Robust and forced, almost sound like a closet human Hightower is the cadet knows that in scazzottate always be useful. Often uses his strength to bend bars sovraumana and improve the means of the police who remain bogged. In addition to its large arms are ideal for immobilizing and handcuffed criminals. It is the companion to patrol Hooks.
 Laverne Hooks - Small of stature and with a stamp of a voice that seems that of a shy little girl is the officer to the police switchboard. If the launches are angry shouts of very strong and unpleasant with which can be enforced. It is the companion to patrol Hightower.
 Thomas "House" Conklin - Fat and nice is the most trouble guy of group. He is always hungry and obviously not very courageous. It is the companion to patrol Sweetchuck and Zed.
Eugene Tackleberry - Characterized by a pronounced jaw almost always wears glasses and helmet, is a fanatic of the weapons, gun enthusiast and Bazooka; has a weakness for his fellow patrol Callahan. Often uses the armored car of the police with whom ultimately erode the walls and doors. When it comes to shoot there think twice to press the trigger and frequent launches of networks with the bazooka to trap thieves.
 Debbie Callahan - Connect to Tackleberry, is a woman's physical strength from the slender, being skilful in respect to the sound of punchs, his numerous court, often the offenders themselves, have never easy.
 Capt. Thaddeus Harris - Always carry a walking stick and is almost always in the company of his sidekick Proctor. Not keen to see the cadets and always tries to put a spoke in the wheels to Mahoney and his companions to discredit the Comm Lassard, to obtain the command of School Police. Its shady attempts fail systematically and Proctor and he always ends by being in a jam and embarrassing.
Proctor - Is Harris' sidekick. Silly and always ends in vain to make all the plans of the Harris Comm. Unsurpassed in the slip and get trapped by the gangsters.
 Com. Eric Lassard - Elder and colorful chief of police, brings with it a goldfish from which it never separates. For his sbadataggine often to get into trouble but thanks to the cadets always manages to appear as a brilliant commander. Many times unlocks situations so daring, and catch criminals, almost always by accident.
 Professor - He is the inventor of numerous devices and strange weapons that often come with useful cadets.
 K-9 corps - This is a group of police dogs, helpers of Cadets: The bulldog Samson, the chihuahua Peper, sleepyhead the Lightning, the high and senior Oliver Skittzy, the only female to make the different verses. Their boss is the assistant sergeant Bouser (Mauser).
Villains 
 Kingpin - He is the largest of all the bandits of all the episodes of the series, and together makes a great ceremony to the Council of crime.
 Numbskull
 Mr. Sleaze
 Claw
 Phoenix Amazona
 Shark
 The Clown Gang
 The Phantom
 The London Bridge Gang
 The Phantom of the Opera
 George and Lenny
 Seedy McLeech
 The Mummy
 The Highway Robbers
 Madame Zelda and the Land Pirates
 Awesome Ape
 The Magnificent Mystopholes
 The Ninjas and Father
 Flung Hi
 The Hang Ten Gang
 Mr. Glitch and Cratchit
 Professor Jekill and Gangster Hyde
 King Neptune
 Ace, Queen of Hearths and Chester
 The Comic Book Thief
 Falcon
 Big Mary
 Fox
 Mr. Watkips and Watso
 Lady Tina and Smalto
 Skull Ned and the Rock Gang
 Sheikh and the Guards
 The incredible Shandar
 Maxine
 Krutz and his gang
 The Mexican Gang
 Slik and his gang
 Pop Corn and Family
 Bad Knight
 The Twin Humongo
 Professor Pilpers/Bates
 Giaguar the voodoo
 Mr. Shee, Pack, Squitty and Fufy the crocodile
 Big Burger
 Mr. Ego and Charles
 Prof. Pherril and Pack
Dr. Deadstone
 The Hillbilly Sheriff
 The Junkman
 Robin Good
Home video and DVD releases 
Police Academy was released through chronological volumes on VHS. At least six volumes were released, each including two episodes. In 2009 on DVD with the complete series.

Animated television series
1988 American television series debuts
1989 American television series endings‏‎
Police Academy
First run syndicated television programs
English-language television programs
Tottenham Hale , is a National Rail and London Underground Victoria Line station in Tottenham, north London. It is on Hale Road near the Tottenham Hale one-way system. The station is in Travelcard Zone 3.

The station opened on 15 September 1840 as Tottenham. It was on the Northern & Eastern Railway (N&ER) line from Stratford in east London to Broxbourne in Hertfordshire.

It was renamed Tottenham Hale on 1 September 1968 when it became an interchange station with London Underground on the opening of the first stage of the Victoria line.

Gallery

References

Other websites 

London's Transport Museum Photographic Archive 

Railway stations in the London Borough of Haringey
Railway stations opened in 1840
Railway stations served by National Express East Anglia
Tottenham
Tube stations in the London Borough of Haringey
Victoria line stations
1840 establishments in England
Clapton railway station is on a suburban line operated by London Overground. It is located on Upper Clapton Road. 

It links Upper Clapton to Liverpool Street in central London and Chingford.

Clapton is on a branch of the Lea Valley Lines. The branch separates into Tottenham Hale and St James Street. The line joins up with the Seven Sisters branch at Hackney Downs. Trains which call at Clapton do not serve the  Tottenham Hale branch.

Clapton is in both Travelcard Zone 2 and Travelcard Zone 3.

Regular trains to
Liverpool Street and
Chingford

References

Other websites

Railway stations in the London Borough of Hackney
London Travelcard zone 2
1873 establishments in England
Railway stations served by National Express East Anglia
London Travelcard zone 3
List of episodes of the animated series of Police Academy.

Season 1

Season 2

Lists of animated television series episodes
P versus NP is one of the Millennium Problems, and of great interest to people working with computers and in mathematics. One way of asking it is, "Can every solved problem whose answer can be checked quickly by a computer, also be quickly solved by a computer?" Math problems are referred to as P or NP, whether they are solvable in a given finite set of time with the problem itself being the upper limit. P problems have their solution time bound to a polynomial and so are relatively fast for computers to solve, and so are considered "easy". NP problems are fast (and so "easy") for a computer to check, but are not necessarily easy to solve.

In 1956, Kurt Gödel wrote a letter to John von Neumann. In this letter, Gödel asked whether a certain NP complete problem could be solved in quadratic or linear time. In 1971, Stephen Cook introduced the precise statement of the P versus NP problem in his article "The complexity of theorem proving procedures".
Today, many people consider this problem to be the most important open problem in computer science. It is one of the seven Millennium Prize Problems selected by the Clay Mathematics Institute to carry a US$1,000,000 prize for a solution that invites a published recognition by the Clay Institute, and presumably one(s) that changes the whole of mathematics.

Because many of these problems touch upon related issues, and it is the dream of many mathematicians to invent unifying theories, many hope the Millennium Problems are interconnected.
Clarifications 
A computer may be able to tell if an answer is right, but take longer to get the answer. For some interesting, practical questions of this kind, difficult answers are possible to check quickly. So NP problems may be thought of as being like riddles: it may be hard to come up with an answer to a riddle, but once one hears the answer, the answer seems obvious. In this comparison (analogy), the basic question is: are riddles really as hard as we think they are, or are we missing something? Is there a secret to always having an answer?

Because these kinds of P versus NP questions are so practically important, many mathematicians, scientists, and computer programmers want to prove the general proposition, that every quickly-checked problem can also be solved quickly. This question is important enough that the Clay Mathematical Institute will give $1,000,000 to anyone who successfully provides a proof or a valid explanation that disproves it.
Since the best efforts of scientists and mathematicians have not found general, easy methods for solving NP problems yet, many people believe that there are NP problems other than P problems (that is, that P ≠ NP is true). Most mathematicians also believe this to be true, but currently no one has proven it by rigorous mathematical analysis. If it can be proven that NP and P are the same (P = NP is true), it would have a huge impact on many aspects of day-to-day life. For this reason, the question of P versus NP is an important and widely studied topic.
Example 
Suppose someone wants to build two towers, by stacking rocks of different mass. One wants to make sure that each of the towers has exactly the same mass. That means one will have to put the rocks into two piles that have the same mass. If one guesses a division of the rocks that one thinks will work, it would be easy for one to check if one was right.  (To check the answer, one can divide the rocks into two piles, then use a balance to see if they have the same mass.) Because it is easy to check this problem, called 'Partition' by computer scientists—easier than to solve it outright, as we will see—it is not a P problem.
How hard is it to solve, outright? If one starts with just 100 rocks, there are 2^{100-1}-1 = 633,825,300,114,114,700,748,351,602,687, or about 6.3 x 10^{29} possible ways (combinations) to divide these rocks into two piles. If one could check one unique combination of rocks every day, it would take 1.3 x 10^{22} or 1,300,000,000,000,000,000,000 years of effort. For comparison, physicists believe that the universe is about 1.4 x 10^{10} years old (450,000,000,000,000,000 or about 4.5 x 10^{17} seconds, or about one trillionth as old as the time it would take for our rock piling effort. That means that if one takes all of the time that has passed since the beginning of the universe, one would need to check more than two trillion (2,000,000,000,000) different ways of dividing the rocks every second, in order to check all of the different ways.
If one programmed a powerful computer, to test all of these ways to divide the rocks, one might be able to check  combinations per second using current systems. This means one would still need  very powerful computers, working since the origin of the universe, to test all the ways of dividing the rocks.

However, it may be possible to find a method of dividing the rocks into two equal piles without checking all combinations. The question "Does P equal NP?" is a shorthand for asking if any method like that can exist.

Why it matters 
There are many important NP problems that people don't know how to solve in a way that is faster than testing every possible answer.  Here are some examples:
A travelling salesman wants to visit 100 cities by driving, starting and ending his trip at home. He has a limited supply of gasoline, so he can only drive a total of 10,000 kilometers.  He wants to know if he can visit all of the cities without running out of gasoline.
 A school offers 100 different classes, and a teacher needs to choose one hour for each class' final exam. To prevent cheating, all of the students who take a class must take the exam for that class at the same time. If a student takes more than one class, then all of those exams must be at a different time. The teacher wants to know if he can schedule all of the exams in the same day so that every student is able to take the exam for each of their classes.
A farmer wants to take 100 watermelons of different masses to the market. She needs to pack the watermelons into boxes. Each box can only hold 20 kilograms without breaking.  The farmer needs to know if 10 boxes will be enough for her to carry all 100 watermelons to market. (This is trivial, if no more than one watermelon weighs more than 2 kg then any 10 can be placed in each of the crates, if no more than ten watermelons weighs more than 2 kg then one of each of them can be placed in each crate, etc., to a fast solution; observation will be the key to any rapid solution such as this or the number set problem).
 A large art gallery has many rooms, and each wall is covered with many expensive paintings. The owner of the gallery wants to buy cameras to watch these paintings, in case a thief tries to steal any of them. He wants to know if 100 cameras will be enough for him to make sure that each painting can be seen by at least one camera.
The clique problem: The principal of a school has a list of which students are friends with each other. She wants to find a group of 10% of the students that are all friends with each other.
Exponential Time
In the example above, we see that with  rocks, there are  ways to partition the set of rocks. With  rocks, there are  combinations. The function  is an exponential function. It's important to NP because it models the worst-case number of computations that are needed to solve a problem and, thus, the worst-case amount of time required.

And so far, for the hard problems, the solutions have required on the order of  computations. For any particular problem, people have found ways to reduce the number of computations needed. One might figure out that a way to do just 1% of the worst-case number of computation and that saves a lot of computing, but that is still  computations. And every extra rock still doubles the number of computations needed to solve the problem. There are insights that can produce methods to do even fewer computations producing variations of the model: e.g. . But the exponential function still dominates as  grows.
Consider the problem of scheduling exams (described above). But suppose, next, that there are 15000 students. There's a computer program that takes the schedules of all 15000 students. It runs in an hour and outputs an exam schedule so that all students can do their exams in one week. It satisfies lots of rules (no back-to-back exams, no more than 2 exams in any 28 hour period, ...) to limit the stress of exam week. The program runs for one hour at mid-term break and everyone knows his/her exam schedule with plenty of time to prepare.

The next year, though, there are 10 more students. If the same program runs on the same computer then that one hour is going to turn into  hours, because every additional student doubles the computations. That's  weeks! If there were 20 more students, then

 hours =  hours ~  days ~  years

Thus, for  students, it takes one hour. For  students, it takes  years.
As you can see, exponential functions grow really fast. Most mathematicians believe that the hardest NP problems require exponential time to solve.

NP-complete problems 
Mathematicians can show that there are some NP problems that are NP-Complete.  An NP-Complete problem is at least as difficult to solve as any other NP problem. This means that if someone found a method to solve any NP-Complete problem quickly, they could use that same method to solve every NP problem quickly. All of the problems listed above are NP-Complete, so if the salesman found a way to plan his trip quickly, he could tell the teacher, and she could use that same method to schedule the exams. The farmer could use the same method to determine how many boxes she needs, and the woman could use the same method to find a way to build her towers.
Because a method that quickly solves one of these problems can solve them all, there are many people who want to find one. However, because there are so many different NP-Complete problems and nobody so far has found a way to solve even one of them quickly, most experts believe that solving NP-Complete problems quickly is not possible.

Basic Properties 
In computational complexity theory, the complexity class NP-complete (abbreviated NP-C or NPC), is a class of problems having two properties:
 It is in the set of NP (non-deterministic polynomial time) problems: Any given solution to the problem can be verified quickly (in polynomial time).
 It is also in the set of NP-hard problems: Those which are at least as hard as the hardest problems in NP. Problems that are NP-hard do not have to be elements of NP; indeed, they may not even be decidable.
Formal overview 
NP-complete is a subset of NP, the set of all decision problems whose solutions can be verified in polynomial time; NP may be equivalently defined as the set of decision problems solved in polynomial time on a machine. A problem p in NP is also in NPC if and only if every other problem in NP is transformed into p in polynomial time. NP-complete was to be used as an adjective: problems in the class NP-complete were as NP+complete problems.

NP-complete problems are studied because the ability to quickly verify solutions to a problem (NP) seems to correlate with the ability to quickly solve problem (P). It is found every problem in NP is quickly solved—as called the P = NP: problem set. The single problem in NP-complete is solved quickly, faster than every problem in NP also quickly solved, because the definition of an NP-complete problem states every problem in NP must be quickly reducible to every problem in NP-complete (it is reduced in polynomial time).
Examples 
The Boolean satisfiability problem is known to be NP complete. In 1972, Richard Karp formulated 21 problems that are known to be NP-complete. These are known as  Karp's 21 NP-complete problems. They include problems such as the Integer programming problem, which applies linear programming techniques to the integers, the knapsack problem, or the vertex cover problem.

References

Conjectures
Theoretical computer science
Backstreet Boys, also known as BSB, is an American pop supergroup that became popular during the 1990s and 2000s. They are the highest selling boy band of all time with 130 million records sold. The members are AJ McLean, Howie Dorough, Nick Carter, Kevin Richardson and Brian Littrell. Kevin Richardson left the group in 2006 and rejoined in 2012.

History 
Backstreet Boys originated in Orlando, Florida and was formed on April 20, 1993 by Lou Pearlman with the help of a producer, Lil’ Shy. The early line-up of the group were Howie Dorough (19), AJ McLean (15), Nick Carter (13), Sam Licata and Charles Edwards. However Licata and Edwards left in early 1993 for personal reasons. In April 1993, Kevin Richardson along with his cousin Brian Littrell completed the group.
After series of tours and the failure of possible Mercury Records, the Backstreet Boys was finally spotlighted in Cleveland, Ohio by Jive Records in February 1994. They recorded their very first single, “We’ve Got it Goin’, written by Denniz PoP and included in Backstreet Boys’ first self-titled album that was released in summer of 1996.

Members
Howie Dorough was born in Orlando, Florida on August 22, 1973. He started his entertainment career at a tender age of six when he participated in an Orlando Production, The Wizard of Oz. As he grew old, he became more active in their school choir and theater. Howie has also performed in various Nickelodeon productions and other movies.
AJ McLean was born in West Palm Beach, Florida on January 9, 1978. Like Howie, he was also a product of Nickelodeon and Disney Productions. AJ joined the group after a series of auditions with original co-members, Howie Dorough and Nick Carter.
Nick Carter was born in Jamestown, New York on January 28, 1980. Being the youngest member of Backstreet Boys, Nick at his very young age of 12 hit the music industry along with his co-members with his rasping but melodic voice. True artist at heart, he also auditioned in several acting roles and appeared in the popular in 1990, the Edward Scissorhands. Nick together with AJ McLean and Howie Dorough was recruited by Lou Pearlman in his forming group. Nick Carter is the elder brother of singer Aaron Carter.
Kevin Richardson was born in Lexington, Kentucky, USA on October 3, 1971. Kevin grew up in a farm with his parents and two siblings. After graduating in high school, Kevin left his family to pursue his dream of becoming an actor and a singer. He along with his older brother went to Orlando, Florida to try his luck. He became a model, tour guide at Walt Disney World and a dance instructor. At age 21, he joined Backstreet Boys and convinced his cousin, Brian Littrell to also join the group. Kevin left the group on June 23, 2006 and rejoined on April 29, 2012.
 Brian Littrell completed the Backstreet Boys group as its fifth member in 1993 after a phone audition to Lou Pearlman. Brian is the cousin of Kevin Richardson. Born on February 20, 1975 in Lexington, Kentucky USA, Brian began singing as a child in a nearby church. He went to Orlando, Florida and completed the group on April 20,1993.
Charts

Discography 
Comprehensive list of the recordings made.

Albums

Singles

Influences 
 Richard Marx
 Boyz II Men
 Take That
 Wham
 Spice Girls
 2Pac
 Madonna
 Michael Jackson
 New Kids on the Block

Other websites 

 Backstreet Boys Official Site
 Backstreet.net

1990s American music groups
2000s American music groups
2010s American music groups
American boy bands
American pop music groups
American R&B bands
Musical groups established in 1993
1993 establishments in Florida
Musical groups from Orlando, Florida
Musical groups disestablished in 2001
2001 disestablishments in the United States
2000s disestablishments in Florida
Musical groups established in 2004
2004 establishments in Florida
Brighton & Hove Albion F.C. are an English football team based in the city of Brighton and Hove, East Sussex, England. They began playing in the Premier League in the 2017–18 season.manager. Premium number [west Redondo]

History 
Brighton & Hove Albion F.C. were formed in 1901.

Players

Current first-team squad

Out on loan

League position

Former position

Other websites
Brighton & Hove Albion F.C. official website

References

Premier League clubs
Organisations based in Brighton
1901 establishments in England
Withdean Stadium is an athletics stadium in Brighton, England.  It is the home stadium of Brighton & Hove Albion F.C. This is no longer the case as Brighton & Hove Albion F.C. have moved to a new stadium, The American Express Community Stadium.

Football stadiums in England
Brighton
Buildings and structures in East Sussex