input: Please answer the following: I have a test where I am given the following article, what is an answer for the question: How does the vampire used to make the filmmaker believe Nick die? ? Aspiring filmmaker Sean is working as a freelance driver to make ends meet. He's assigned to deliver an expensive Mercedes-Benz from Los Angeles all the way to its owner in Miami, which will also allow him to attend the wedding of his sister. He's given strict instructions not to damage the vehicle or pick up any hitchhikers. Sean is driving cross country when he picks up Nick, a hitchhiker who happens to be a vampire hunter hunting a group of vampires led by one of the Forsaken--a group of knights who made a pact with the fallen angel Abaddon to live forever. Two of the Forsaken are located in the United States (including the one Nick is tracking, Kit). Nick was bitten and infected by a vampire but, thanks to an antiviral drug cocktail, the vampire virus is kept at bay. Each of the Forsaken carry a unique strain of vampirism; killing a Forsaken kills his entire bloodline and reverses the condition of anyone infected. Nick believes that if he kills Kit, he will be cured before he turns (as the drug cocktail eventually will lose effect). At first Sean is less than willing to indulge his new acquaintance; however, he is convinced after the two come across a disoriented young woman, Megan, at a diner, who was bitten by the vampires and left for dead. Nick also proves he is telling the truth by killing a vampire, Teddy, with exposure to sunlight. Sean and Nick take Megan to their motel room, but she goes into a rage and bites Sean; they realize they must kill the Forsaken responsible to prevent Sean from turning. Forsaken can only be slain on hallowed ground, so the three head for a Spanish mission 60 miles away. They stop at a gas station where an old woman, Ina, lets them in. She shows them a newspaper connecting Megan to a bloodbath in Arizona; when Megan wakes up and is coherent enough to talk, she explains she was a victim of the vampires' bloodbath. Kit catches up to them and lays siege to the gas station.
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output: exposure to sunlight

input: Please answer the following: I have a test where I am given the following article, what is an answer for the question: What is the last name of the person who spent most of his life in the United Kingdom? ? Vere Gordon Childe (14 April 1892 19 October 1957) was an Australian archaeologist who specialized in the study of European prehistory. He spent most of his life in the United Kingdom, working as an academic for the University of Edinburgh and then the Institute of Archaeology, London, and wrote twenty-six books during his career. Initially an early proponent of culture-historical archaeology, he later became the first exponent of Marxist archaeology in the Western world. Born in Sydney to a middle-class English migrant family, Childe studied classics at the University of Sydney before moving to England to study classical archaeology at the University of Oxford. There, he embraced the socialist movement and campaigned against the First World War, viewing it as a conflict waged by competing imperialists to the detriment of Europe's working class. Returning to Australia in 1917, he was prevented from working in academia because of his socialist activism, instead working for the Labor Party as the private secretary of the politician John Storey. Growing critical of Labor, he wrote an analysis of their policies and joined the far-left Industrial Workers of the World. Emigrating to London in 1921, he became librarian of the Royal Anthropological Institute and journeyed across Europe to pursue his research into the continent's prehistory, publishing his findings in academic papers and books. In doing so he introduced the continental European concept of an archaeological culturethe idea that a recurring assemblage of artefacts demarcates a distinct cultural groupto the British archaeological community.
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output: Childe

input: Please answer the following: I have a test where I am given the following article, what is an answer for the question: Whose house does Lang return stolen goods to? ? In 1989, scientist Hank Pym resigns from S.H.I.E.L.D. after discovering their attempt to replicate his Ant-Man shrinking technology. Believing the technology is dangerous, Pym vows to hide it as long as he lives. In the present day, Pym's estranged daughter, Hope van Dyne, and former protege, Darren Cross, have forced him out of his company, Pym Technologies. Cross is close to perfecting a shrinking suit of his own, the Yellowjacket, which horrifies Pym. Upon his release from prison, well-meaning thief Scott Lang moves in with his old cellmate, Luis. Lang visits his daughter Cassie unannounced and is chastised by his former wife Maggie and her police-detective fiance, Paxton, for not providing child support. Unable to hold down a job because of his criminal record, Lang agrees to join Luis' crew and commit a burglary. Lang breaks into a house and cracks its safe, but only finds what he believes to be an old motorcycle suit, which he takes home. After trying the suit on, Lang accidentally shrinks himself to the size of an insect. Terrified by the experience, he returns the suit to the house, but is arrested on the way out. Pym, the homeowner, visits Lang in jail and smuggles the suit into his cell to help him break out. Pym, who manipulated Lang through an unknowing Luis into stealing the suit as a test, wants Lang to become the new Ant-Man to steal the Yellowjacket from Cross. Having been spying on Cross after discovering his intentions, Van Dyne and Pym train Lang to fight and to control ants. While Van Dyne harbors resentment towards Pym about her mother Janet's death, he reveals that Janet, known as the Wasp, disappeared into a subatomic quantum realm while disabling a Soviet nuclear missile. Pym warns Lang that he could suffer a similar fate if he overrides his suit's regulator. They send him to steal a device that will aid their heist from the Avengers' headquarters, where he briefly fights Sam Wilson.
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output:
Hank Pym