In this task, you are given a set of context paragraph and some supporting facts to answer a question. Your task is to generate answer for given question based on set of context paragraphs and supporting facts.

Input: Consider Input: Context_1 : The 1919–20 PCHA season was the ninth season of the professional men's ice hockey Pacific Coast Hockey Association (PCHA) league. Season play ran from December 26, 1919, until March 10, 1920. The season was enlarged to 22 games per team. The Seattle Metropolitans club would place first during the regular season and then won the play-off with Vancouver Millionaires to take the PCHA championship. The Mets then played in the 1920 Stanley Cup Finals series against Ottawa Senators, National Hockey League (NHL) champions. The Senators won the best-of-five series three games to two. Context_2 : Operation Diadem order of battle is a listing of the significant formations that were involved in the fighting on the Winter Line and at the Anzio bridgehead south of Rome during "Operation Diadem" in May - June 1944 which resulted in the Allied breakthrough at Cassino and the breakout at Anzio leading to the capture of Rome. Context_3 : Operation Deckhouse Five was conducted by the United States Marine Corps (USMC) and South Vietnamese Marine Corps forces along the Mekong River Delta. The operation was notable in that it was a sizable, combined USMC and Vietnamese Marine amphibious operation and it was the last Special Landing Force (SLF) amphibious landing to take place beyond the boundaries of I Corps. The operation occurred January 6–15, 1967. Context_4 : Operation Bertram was a major Second World War deception operation practised by the allied forces in Egypt led by Bernard Montgomery in the months leading up to the Second Battle of El Alamein in 1942. Bertram was devised by Dudley Clarke to deceive Erwin Rommel about the timing and location of the allied attack. The operation consisted of physical deceptions using dummies and camouflage, designed and made by the British Middle East Command Camouflage Directorate led by Geoffrey Barkas. These were accompanied by electromagnetic deceptions codenamed "Operation Canwell" using false radio traffic. All of these were planned to make the enemy believe that the attack would take place to the south, far from the coast road and railway, and about two days later than the real attack. Context_5 : Operation Mailfist was a planned Allied offensive to liberate Singapore from Japanese occupation during World War II. It was intended to follow on from the landing in Malaya, Operation Zipper, and take place between December 1945 and March 1946. However, it was not conducted as Japan surrendered shortly before Operation Zipper was to have been launched. Instead, Singapore was re-occupied in the unopposed Operation Tiderace. Context_6 : Operation Diadem, also referred to as the Fourth Battle of Monte Cassino or, in Canada, the Battle of the Liri Valley, was an offensive operation undertaken by the Allies of World War II (U.S. Fifth Army and British Eighth Army in May 1944, as part of the Italian Campaign of World War II. "Diadem" was supported by air attacks called Operation Strangle. The opposing force was the German 10th Army. Context_7 : Operation Undertone was a large assault by the U.S. Seventh and French 1st Armies of the U.S. Sixth Army Group as part of the Allied invasion of Germany in March 1945 during World War II. Context_8 : Operation Mountain Fury was a NATO-led operation begun on September 16, 2006 as a follow-up operation to Operation Medusa, to clear Taliban rebels from the eastern provinces of Afghanistan. Another focus of the operation was to enable reconstruction projects such as schools, health-care facilities, and courthouses to take place in the targeted provinces. Context_9 : An execution model specifies how work takes place. Every programming language has an execution model, which is specified as part of the language specification, and is implemented as part of the language implementation. The details in the specification of an execution model cover things such as what is an indivisible unit of work, and what are the constraints on the order in which those units of work take place. For example, the addition operation is an indivisible unit of work in many languages, and in sequential languages such units of work are constrained to take place one after the other. Context_10 : The Amory Adventure Award is an award in the Canadian Venturer program. Unlike all other awards and badges, for example the Queen's Venturer Award, the Amory Award is only granted to one Venturer company each year. All Venturers who take part in an Amory Award expedition (whether or not they are members of the winning company) receive a participation badge to wear on the uniform. The first-place company's name is recorded on the Amory Adventure Trophy, which the company may keep for nine months. Companies that place first, second, and third each receive a trophy of their own to keep. fact_1 : Operation Undertone was a large assault by the U.S. Seventh and French 1st Armies of the U.S. Sixth Army Group as part of the Allied invasion of Germany in March 1945 during World War II. fact_2 : Operation Diadem, also referred to as the Fourth Battle of Monte Cassino or, in Canada, the Battle of the Liri Valley, was an offensive operation undertaken by the Allies of World War II (U.S. Fifth Army and British Eighth Army in May 1944, as part of the Italian Campaign of World War II. Question: Did Operation Undertone or Operation Diadem take place first?

Output: Operation Diadem


Input: Consider Input: Context_1 : Collins Street is a major street in the centre of Melbourne, Victoria in Australia. It is known for its grand Victorian architecture, prestigious boutiques and high-end retailers. Collins Street has served as Melbourne's traditional main street since 1837 and was laid out as a core feature of the Hoddle Grid. Context_2 : Block Place is a street in Melbourne. It is a short, narrow partially covered laneway, running south from Little Collins Street between Swanston Street and Elizabeth Street in the central business district of Melbourne. Context_3 : 385 Bourke Street (also known as the State Bank Centre) is a high-rise office building located in Melbourne, Australia. It is the former head office of the State Bank of Victoria and Commonwealth Bank of Australia. It is located at 385 Bourke Street on the corner of Bourke and Elizabeth Streets. Context_4 : Hardware Lane is a wide laneway in Melbourne, Australia. It runs roughly north-south between Bourke Street and Little Lonsdale Street in the city centre. It changes name to Hardware Street between Lonsdale and Little Lonsdale Streets. Context_5 : Bank Place is a street in Melbourne, Australia. It is a laneway running roughly north-south between Collins Street and Little Collins Street in the central business district. Context_6 : McKillop Street is a street in Melbourne, Victoria. It is a short, quiet and narrow open laneway, running between Bourke Street and Little Collins Street between Queen Street and Elizabeth Street in the central business district of Melbourne. Context_7 : Bourke Street is one of the main streets of Melbourne's Central Business District (CBD) and a core feature of the Hoddle Grid. It was traditionally the entertainment hub of inner-city Melbourne, and is now also a popular tourist destination and tram thoroughfare. Context_8 : Bourke Street is a 1886 painting by Australian artist Tom Roberts. Roberts originally titled the work Allegro con brio. The painting depicts the western end of Bourke Street, one of the main thoroughfares in Melbourne as seen from the Buckley & Nunn drapery. Context_9 : Causeway Lane (also known as "The Causeway") is a street in Melbourne, Victoria. It is a short, quiet and narrow open laneway, running between Bourke Street Mall and Little Collins Street between Elizabeth Street and Swanston Street in the central business district of Melbourne. Context_10 : Little Bourke Street (abbreviated to Lt. Bourke St) in Melbourne's CBD runs roughly east–west within the Hoddle Grid. It is a one-way street heading in a westward direction. The street intersects with Spencer Street at its western end and Spring Street at its eastern end. Melbourne's Chinatown, which extends between the corners of Swanston and Exhibition Streets, is a major feature of the street. fact_1 :  It is a short, quiet and narrow open laneway, running between Bourke Street Mall and Little Collins Street between Elizabeth Street and Swanston Street in the central business district of Melbourne. fact_2 : Bourke Street is one of the main streets of Melbourne's Central Business District (CBD) and a core feature of the Hoddle Grid. Question: Causeway Lane is a street that runs between Little Collins Street and Bourke Street, the latter of which is a core feature of what?

Output: Hoddle Grid


Input: Consider Input: Context_1 : Smiley (Swedish: "Smilet" ) was an American alligator ("Alligator mississippiensis") that lived in captivity in the Maritime Museum of Gothenburg, Sweden. Smiley arrived in Gothenburg from the United States in 1924, at approximately the age of two, and died on 9 February 1987. She received the name "Smiley" in 1970 when the newspaper "Expressen" asked readers for appropriate names for the alligator. At the time of her death at the age of 65, she held the record of being the oldest living alligator in captivity, an honor that landed her a spot in the "Guinness Book of World Records". (There are, however, records of alligators that have lived longer since her death). At the time of her death Smiley weighed 75 kg and measured 265 cm , which is small for North American alligators (males can grow to a length and weight double that). Only after her death and necropsy did doctors establish that Smiley was a female. Context_2 : Sparse grids are numerical techniques to represent, integrate or interpolate high dimensional functions. They were originally developed by the Russian mathematician Sergey A. Smolyak, a student of Lazar Lyusternik, and are based on a sparse tensor product construction. Computer algorithms for efficient implementations of such grids were later developed by Michael Griebel and Christoph Zenger. Context_3 : Lazar Aronovich Lyusternik (also Lusternik, Lusternick, Ljusternik; Ла́зарь Аро́нович Люсте́рник ; 31 December 1899, Zduńska Wola, Congress Poland, Russian Empire (present-day Republic of Poland) – 23 July 1981, Moscow, Russia, Soviet Union) was a Soviet mathematician. Context_4 : Lutsk Gymnasium #  21 after Mikhail Kravchuk  is an elementary (grades 1-4), middle (grades 5-9) and high (grades 10-11) school with the specialization in some subjects, determined yearly according to the students' and parents' wishes, recommendations of senior teachers and a stuff phycologist. Context_5 : Maximus of Tyre (Greek: Μάξιμος Τύριος ; fl. late 2nd century AD), also known as Cassius Maximus Tyrius, was a Greek rhetorician and philosopher who lived in the time of the Antonines and Commodus, and who belongs to the trend of the Second Sophistic. His writings contain many allusions to the history of Greece, while there is little reference to Rome; hence it is inferred that he lived longer in Greece, perhaps as a professor at Athens. Although nominally a Platonist, he is really an Eclectic and one of the precursors of Neoplatonism. Context_6 : Yuzurihara (Yuzuri Hara) is the name of a village in Japan. The village of Yuzurihara (Yuzuri Hara) came to the attention of the world in the year 2000 when ABC Television Network made a documentary report which highlighted the fact that many of the villagers who lived in Yuzurihara or Yuzuri Hara had very young skin, healthy hair and were extremely supple. They also lived longer and did not appear to exhibit the signs of aging which commonly occurs at this age. Many of the people were in their 80s and 90s but looked years younger. The village of Yazurihara or Yazuri Hara become known as "The Village of Long Life" after the report was televised on American TV. Context_7 : Mykhailo Pylypovych Kravchuk, also Krawtchouk (Ukrainian: Миха́йло Пили́пович Кравчу́к ) (September 27, 1892 – March 9, 1942), was a Soviet Ukrainian mathematician who, despite his early death, was the author of around 180 articles on mathematics. Context_8 : Luca Lazar or Luka Lasareishvili (Georgian: ლუკა ლასარეიშვილი ) is a Georgian artist. He was born on 14 November 1957 in Tbilisi, Georgia (former Soviet Union). He studied at the Tbilisi State Art Academy from 1976 to 1982 from which he graduated with a Masters of Fine Arts degree. Since 1982 he has been working as an independent, professional artist and participated in numerous solo- and group exhibitions in galleries and museums. He has worked in a variety of media: painting, installations, object and video art. From 1985 until 1988 Lazar lived and worked in Moscow, Russia. He then moved on to Paris, France. The following year, 1989, Lazar spent in Kassel, Germany as an artist-in-residence with the Museum Fridericianum. From 1990 until 2003 Lazar lived and worked in Cologne, Germany. During his time in Germany, sweeping changes were taking place in his native region that led to the collapse of the Soviet Union, the declaration of independence of Georgia and was followed by armed conflicts and civil war in his country of origin. As Lazar was unable to return, he stayed on in Germany, where he eventually received citizenship. From 1997 until 2005 he held a position as lecturer at the European Academy of Fine Arts in Trier, Germany. In 2003 Lazar relocated to New York City, United States, where he has continued his artistic career. Context_9 : Mikhail Kravchuk (Belarusian: Мiхаiл Краўчук ; Russian: Михаил Кравчук ; born 19 September 1991) is a Belarusian professional football player currently playing for Luch Minsk. Context_10 : Giovanni Battista Agucchi (20 November 1570, Bologna – 1 January 1632) was an Italian churchman, Papal diplomat and writer on art theory. He was the nephew and brother of cardinals, and might have been one himself if had lived longer. He served as secretary to the Papal Secretary of State, then the Pope himself, on whose death Agucchi was made a titular bishop and appointed as nuncio to Venice. He was an important figure in Roman art circles when he was in the city, promoting fellow-Bolognese artists, and was close to Domenichino in particular. As an art theorist he was rediscovered in the 20th century as having first expressed many of the views better known from the writings of Gian Pietro Bellori a generation later. He was also an amateur astronomer who corresponded with Galileo. fact_1 : Lazar Aronovich Lyusternik (also Lusternik, Lusternick, Ljusternik; Ла́зарь Аро́нович Люсте́рник ; 31 December 1899, Zduńska Wola, Congress Poland, Russian Empire (present-day Republic of Poland) – 23 July 1981, Moscow, Russia, Soviet Union) was a Soviet mathematician. fact_2 : Mykhailo Pylypovych Kravchuk, also Krawtchouk (Ukrainian: Миха́йло Пили́пович Кравчу́к ) (September 27, 1892 – March 9, 1942), was a Soviet Ukrainian mathematician who, despite his early death, was the author of around 180 articles on mathematics. Question: Who lived longer, Lazar Lyusternik or Mikhail Kravchuk?


Output: Lazar Aronovich Lyusternik