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"About 33% of American men between 25 and 50 are overweight. Research has shown that in most cases men between 25 and 50 who are overweight are more subject to heart disease than men who are not overweight. Which of the following is the most logical conclusion to this argument?",
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"No high jumper entered the track meet unless he or she was a track club member. No track club member both entered the meet and was a high jumper. Which of the following conclusions can be correctly drawn from the two previous sentences?",
"On average, federal workers receive salaries 35.5 percent higher than private-sector salaries. For instance, federal workers in California average $19,206 a year, 25 percent higher than the average pay in the private sector, which is $15,365. This information would best support which of the following opinions?",
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"1. When Warren Beatty filmed Reds, he tried to suggest not only the chaos of the Russian Revolution but also its relationship to the present.\n2. The number of professional ballet companies has increased over the last five years, but the number of dance majors has decreased.\n3. On Tuesday, the business section of the newspaper had predicted the drop in interest rates that occurred on Friday.\n4. Truman Capote wrote In Cold Blood as a result of a series of brutal slayings by two crazed killers.\n5. Soon after the advent of color television, white shirts became less popular as dressy attire for men, and pastel-colored shirts began to sell well.",
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"It is 1987 and you are on a ferry from Belgium to England. Suddenly, the ferry starts tilting and water begins to pour in. You and some other passengers are trying to get to the deck by a rope ladder. You climb up the ladder and stand on the deck, looking at the other passengers making their way up behind you. Directly below you, a man who is midway up the ladder seems frozen into immobility by fear or cold and is blocking the way. You try to speak and reach to him, but he does not react. People behind you are jostling. The ship seems to be sinking fast and the man is still blocking the ladder. From the crowd below, someone shouts that you should push the man off. If you push the man off the ladder, he will probably die, but the other people will be able to climb on deck. If you do not push the man off the ladder, he will probably continue blocking the way so that many of the people behind you will not be able to get on deck and therefore will drown.",
"You are a European veterinarian conducting animal experiments on highly contagious germs. On a daily basis, you cause suffering to animals by infecting them with deadly diseases. You are aware that this work provides important insights that, in the long run, can save many other animals. Furthermore, you are a specialist and because of your expertise you can achieve more than other veterinarians. However, you have become a vet in order to heal animals and you are considering quitting your job. If you quit your job, fewer animals will die in the lab, but there will also be fewer findings about animal diseases. As a result, the development of medicines for healing sick animals will be delayed, leading to many preventable deaths. If you continue your job of infecting animals with diseases for medical research, you will keep causing animal suffering, but your research will probably save the lives of even more animals in the future.",
"You are a member of the Canadian Senate and have to vote on a new law. Canada's health care expenses are increasing steadily, mainly because the ratio of old people increases. Recent studies indicate that the legalization of medically assisted suicide would strongly decrease medical expenses. The state considers legalizing medically assisted suicide for the patients who are terminally ill and whose life expectancy is 6 months or less. If they wish, these patients could then choose to be killed by a doctor with an overdose of tranquillizers. Experts estimate that the new law would save 139 million dollars. This money could be used for other medical treatments. If you allow medically assisted suicide, many more people will get better medical treatment improving their quality of life and life expectancy. However, you would legalize a form of killing. If you do not allow medically assisted suicide, the healthcare system will have to keep on saving money in every possible way.",
"You are a physician in a hospital in a town in a rural area. Your hospital needs to perform at least 50 lung surgeries per year in order to have them refunded by health insurance. Until this December, the hospital has only conducted 48 surgeries; thus, maybe none of the surgeries will be covered by insurance. The clinic has already been in debt the previous year and will have to file for bankruptcy if there will be another debt when the lung surgeries are not refunded. Without this hospital, the region will not have access to fast intensive emergency care. Sooner or later, having no fast access to intensive emergency care will lead to avoidable deaths in the region. The only way of sustaining the clinic would be by performing two lung surgeries that are medically not indicated. If you perform two unnecessary surgeries, you can save the hospital from bankruptcy and the region will continue to have fast emergency care, but you will perform surgery on two patients for whom other treatments would be more appropriate. If you do not perform the surgeries, the clinic will be closed leading to deaths sooner or later.",
"You are a project leader in a development aid team in Rwanda. All over the country, members of the ethnic group of Hutu attack members of the Tutsi group. The family of one of your Tutsi employees is hiding in your agency's center. Another employee arrives and tells you that he just witnessed his whole family and another of your employees being killed by an armed group simply for being Tutsis. Shortly afterward, a crowd of armed people gathers at the center. The leader threatens to attack the building and kill all the Tutsi civilians inside unless you hand over your employee who just arrived. If you protect your employee, the mob will probably attack the center and kill many people. If you let the mob take your employee, he will be killed but the other people under your care will be safe.",
"You are an army officer in the Dominican Republic in 1961. For decades now, your country has been governed by a dictator who has had thousands of people killed because of their ethnicity or their political views. You are a member of a group that wants a new start for your country without a civil war. To achieve this goal, you consider it unavoidable to kill the dictator in order to disempower him, his family, and his followers. For this, you and six co-conspirators are asked to ambush and kill the dictator. If you kill the dictator, the people in your country will have a chance for a new start. If you do not kill him, the regime will continue its killings.",
"You are an employee of a bank in Germany. You have many loyal customers who trust you and your bank. Among them are some customers who are in debt and do not fulfill the conditions for being granted a loan. Interviews with them are very stressful for you and for the customers. Currently, there is one very severe case where a customer and his family would be ruined without a loan. You see an undetectable way to temporarily redirect some deposits and investments from other customers to his bank account, which would improve his credit rating sufficiently. This way you could help him as well as other customers in difficulties. At the same time, you would abuse the trust of the wealthy customers and of your superiors and commit fraud. If you temporarily redirect a part of the wealthy customers' money, you will be able to help indebted customers but abuse trust. If you follow the rules, your indebted customers and their families will go bankrupt.",
"You are the Belgian minister of health. A 7-year-old boy who suffers from a very rare immunological disease asks you for a refund for his medicine. Without taking this medicine regularly, the boy will die. Currently, the medicine is not covered by the health care system, and it is so expensive that the family, who has been buying the medicine for years, will not be able to raise enough money for much longer (approximately 200,000 euros per year). Thus, the boy will die if you refuse the refund. If you refuse to pay for the medicine, the boy will probably die within the next few years. However, if you pay, this money will have to be saved elsewhere; thus, the quality of care for other patients would be reduced, increasing the risk that their treatments will be less effective. An independent agency estimated that funding the boy will therefore likely lead to the death of more people.",
"You are the German head of state and 10 of your citizens are taken hostage in the Sahara Desert by a group of terrorists. You have to decide whether to pay a ransom of several million euros. Other measures to free the hostages have been tried but did not succeed; by now, it has been going on for half a year and one woman has died. Similar situations in the past have shown that terrorists use the money to buy weapons and kill even more people. Furthermore, future tourists will more likely be kidnapped if you pay. If you pay the ransom, you can save the hostages. If you do not pay, the 10 hostages will be killed, but you will prevent future terrorism being financed, which will probably save more than 10 lives.",
"You are the German head of state in 1977 and a far-left terrorist group kidnapped the President of the Federation of the German Employers' Association. In exchange for his life, the terrorist group demands the release of 11 imprisoned members. A few years ago, the terrorist group had successfully obtained the release of 5 members by another kidnapping. 4 of the released members have since then committed further terrorist attacks that killed several innocent people. If you consent to the terrorist group's demands, 11 former terrorists will be released and will likely commit further terrorist attacks killing several people. If you refuse, the hostage will be killed.",
"You are the conductor of a trolley in a small town in the early 1900s. This is an attention check. Please put the rating at 100 for the morally right question and indicate that you will drive the trolley into the boulder. You may stop reading the rest of the scenario. The trolley is approaching a bridge over a river when you notice that there's a large boulder on the tracks just ahead. If the trolley hits the boulder, it will crash and be destroyed, and it also risks the lives of the people in the trolley. As you approach the boulder, you see that there are two options: you can either continue on the current track and hit the boulder, or you can switch to a different track that runs parallel to the river. If you switch tracks, the trolley will have to go a longer route, which will cause a delay of about 10 minutes, but there will be no damage to the trolley or risk to the passengers' lives.",
"You are the state minister of finance of a German federal state. You have to decide whether or not to buy data that was obtained illegally. You have been given an offer to buy data about tax evaders. The data was compiled by hackers who have illegally invaded the servers of several foreign banks, where some of your wealthy citizens transfer their money to evade taxes. The data is probably reliable and consists of up to 50,000 transactions. If you buy the data, you will use illegally obtained information and reward hackers for data theft, which might promote cybercrime in the future - but you will be able to prosecute tax evaders, whose fines will amount to millions. If you do not buy the data, you will miss out on millions of euros of additional tax payments and fines."
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"After a long-term imprisonment, a convicted child kidnapper and murderer wants to organise a foundation for young victims of crime. You are the president of the agency who decides about the foundation. The founder would donate 25,000 euros to the foundation. However, the foundation would be named after the offender, and it is unclear whether he is acting out of remorse or simply to clear his name. The family of his victim opposes such a foundation and considers it immoral, derogatory, and an exploitation of the victim. If you approve and accept the money for the foundation, crime victims will benefit from the 25,000 euros and additional fund raising. If you oppose the foundation, the money will be lost.",
"It is 1841, and you are the captain of a ship. After colliding with an iceberg, the ship sank. You, some other crew members, and passengers were able to save yourselves onto two lifeboats. The next day, it starts to rain. You navigate while the others scoop out the water and oar. Someone from the other lifeboat calls to you, and you say that they are overcrowded with 41 people. The large waves could make their lifeboat sink at any time and the passengers ask you what to do as you are the highest ranking officer. You think that approximately 10 adults would have to leave the boat to substantially increase the chance that the other passengers will survive. However, your lifeboat is already at full capacity and you cannot accept any more passengers. The 10 passengers would have to go overboard, and you know that the water is so cold that they would freeze to death. If you tell them not to throw anybody overboard, the boat will most likely sink at some point within the next few days and all 41 people will die. If you instead tell them to throw 10 people overboard, the rest of the passengers will be able to keep rowing towards land and will have a good chance of being rescued.",
"It is 1987 and you are on a ferry from Belgium to England. Suddenly, the ferry starts tilting and water begins to pour in. You and some other passengers are trying to get to the deck by a rope ladder. You climb up the ladder and stand on the deck, looking at the other passengers making their way up behind you. Directly below you, a man who is midway up the ladder seems frozen into immobility by fear or cold and is blocking the way. You try to speak and reach to him, but he does not react. People behind you are jostling. The ship seems to be sinking fast and the man is still blocking the ladder. From the crowd below, someone shouts that you should push the man off. If you push the man off the ladder, he will probably die, but the other people will be able to climb on deck. If you do not push the man off the ladder, he will probably continue blocking the way so that many of the people behind you will not be able to get on deck and therefore will drown.",
"You are a European veterinarian conducting animal experiments on highly contagious germs. On a daily basis, you cause suffering to animals by infecting them with deadly diseases. You are aware that this work provides important insights that, in the long run, can save many other animals. Furthermore, you are a specialist and because of your expertise you can achieve more than other veterinarians. However, you have become a vet in order to heal animals and you are considering quitting your job. If you quit your job, fewer animals will die in the lab, but there will also be fewer findings about animal diseases. As a result, the development of medicines for healing sick animals will be delayed, leading to many preventable deaths. If you continue your job of infecting animals with diseases for medical research, you will keep causing animal suffering, but your research will probably save the lives of even more animals in the future.",
"You are a member of the Canadian Senate and have to vote on a new law. Canada's health care expenses are increasing steadily, mainly because the ratio of old people increases. Recent studies indicate that the legalization of medically assisted suicide would strongly decrease medical expenses. The state considers legalizing medically assisted suicide for the patients who are terminally ill and whose life expectancy is 6 months or less. If they wish, these patients could then choose to be killed by a doctor with an overdose of tranquillizers. Experts estimate that the new law would save 139 million dollars. This money could be used for other medical treatments. If you allow medically assisted suicide, many more people will get better medical treatment improving their quality of life and life expectancy. However, you would legalize a form of killing. If you do not allow medically assisted suicide, the healthcare system will have to keep on saving money in every possible way.",
"You are a physician in a hospital in a town in a rural area. Your hospital needs to perform at least 50 lung surgeries per year in order to have them refunded by health insurance. Until this December, the hospital has only conducted 48 surgeries; thus, maybe none of the surgeries will be covered by insurance. The clinic has already been in debt the previous year and will have to file for bankruptcy if there will be another debt when the lung surgeries are not refunded. Without this hospital, the region will not have access to fast intensive emergency care. Sooner or later, having no fast access to intensive emergency care will lead to avoidable deaths in the region. The only way of sustaining the clinic would be by performing two lung surgeries that are medically not indicated. If you perform two unnecessary surgeries, you can save the hospital from bankruptcy and the region will continue to have fast emergency care, but you will perform surgery on two patients for whom other treatments would be more appropriate. If you do not perform the surgeries, the clinic will be closed leading to deaths sooner or later.",
"You are a project leader in a development aid team in Rwanda. All over the country, members of the ethnic group of Hutu attack members of the Tutsi group. The family of one of your Tutsi employees is hiding in your agency's center. Another employee arrives and tells you that he just witnessed his whole family and another of your employees being killed by an armed group simply for being Tutsis. Shortly afterward, a crowd of armed people gathers at the center. The leader threatens to attack the building and kill all the Tutsi civilians inside unless you hand over your employee who just arrived. If you protect your employee, the mob will probably attack the center and kill many people. If you let the mob take your employee, he will be killed but the other people under your care will be safe.",
"You are an army officer in the Dominican Republic in 1961. For decades now, your country has been governed by a dictator who has had thousands of people killed because of their ethnicity or their political views. You are a member of a group that wants a new start for your country without a civil war. To achieve this goal, you consider it unavoidable to kill the dictator in order to disempower him, his family, and his followers. For this, you and six co-conspirators are asked to ambush and kill the dictator. If you kill the dictator, the people in your country will have a chance for a new start. If you do not kill him, the regime will continue its killings.",
"You are an employee of a bank in Germany. You have many loyal customers who trust you and your bank. Among them are some customers who are in debt and do not fulfill the conditions for being granted a loan. Interviews with them are very stressful for you and for the customers. Currently, there is one very severe case where a customer and his family would be ruined without a loan. You see an undetectable way to temporarily redirect some deposits and investments from other customers to his bank account, which would improve his credit rating sufficiently. This way you could help him as well as other customers in difficulties. At the same time, you would abuse the trust of the wealthy customers and of your superiors and commit fraud. If you temporarily redirect a part of the wealthy customers' money, you will be able to help indebted customers but abuse trust. If you follow the rules, your indebted customers and their families will go bankrupt.",
"You are the Belgian minister of health. A 7-year-old boy who suffers from a very rare immunological disease asks you for a refund for his medicine. Without taking this medicine regularly, the boy will die. Currently, the medicine is not covered by the health care system, and it is so expensive that the family, who has been buying the medicine for years, will not be able to raise enough money for much longer (approximately 200,000 euros per year). Thus, the boy will die if you refuse the refund. If you refuse to pay for the medicine, the boy will probably die within the next few years. However, if you pay, this money will have to be saved elsewhere; thus, the quality of care for other patients would be reduced, increasing the risk that their treatments will be less effective. An independent agency estimated that funding the boy will therefore likely lead to the death of more people.",
"You are the German head of state and 10 of your citizens are taken hostage in the Sahara Desert by a group of terrorists. You have to decide whether to pay a ransom of several million euros. Other measures to free the hostages have been tried but did not succeed; by now, it has been going on for half a year and one woman has died. Similar situations in the past have shown that terrorists use the money to buy weapons and kill even more people. Furthermore, future tourists will more likely be kidnapped if you pay. If you pay the ransom, you can save the hostages. If you do not pay, the 10 hostages will be killed, but you will prevent future terrorism being financed, which will probably save more than 10 lives.",
"You are the German head of state in 1977 and a far-left terrorist group kidnapped the President of the Federation of the German Employers' Association. In exchange for his life, the terrorist group demands the release of 11 imprisoned members. A few years ago, the terrorist group had successfully obtained the release of 5 members by another kidnapping. 4 of the released members have since then committed further terrorist attacks that killed several innocent people. If you consent to the terrorist group's demands, 11 former terrorists will be released and will likely commit further terrorist attacks killing several people. If you refuse, the hostage will be killed.",
"You are the conductor of a trolley in a small town in the early 1900s. This is an attention check. Please put the rating at 100 for the morally right question and indicate that you will drive the trolley into the boulder. You may stop reading the rest of the scenario. The trolley is approaching a bridge over a river when you notice that there's a large boulder on the tracks just ahead. If the trolley hits the boulder, it will crash and be destroyed, and it also risks the lives of the people in the trolley. As you approach the boulder, you see that there are two options: you can either continue on the current track and hit the boulder, or you can switch to a different track that runs parallel to the river. If you switch tracks, the trolley will have to go a longer route, which will cause a delay of about 10 minutes, but there will be no damage to the trolley or risk to the passengers' lives.",
"You are the state minister of finance of a German federal state. You have to decide whether or not to buy data that was obtained illegally. You have been given an offer to buy data about tax evaders. The data was compiled by hackers who have illegally invaded the servers of several foreign banks, where some of your wealthy citizens transfer their money to evade taxes. The data is probably reliable and consists of up to 50,000 transactions. If you buy the data, you will use illegally obtained information and reward hackers for data theft, which might promote cybercrime in the future - but you will be able to prosecute tax evaders, whose fines will amount to millions. If you do not buy the data, you will miss out on millions of euros of additional tax payments and fines."
]
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"Overhead map (column numbers run across the top, row numbers down the left edge):\n 111111\n 123456789012345\n 1 ......#......##\n 2 ......#......##\n 3 ......+.A....##\n 4 ......#...xxx##\n 5 ......#...xxx##\n 6 xxx...#......##\n 7 xxx...#########\n 8 ......#..xxx.##\n 9 ......#..xxx.##\n 10 ......#......##\n 11 ..FF..+.B...x##\n 12 ..FF..#.....x##\n 13 ..FF..#......##\n 14 ###############\n 15 ###############\n\nLegend: . = open floor a resident can step on; + = a doorway; x = furniture that cannot be crossed; # = wall or space outside the apartment; F = the fridge; A = resident A's starting spot; B = resident B's starting spot.\n\nThe apartment is a 15 by 15 grid; each coordinate is written as (column, row), with column 1 on the left and row 1 at the top. Rooms: the kitchen covers columns 1-6, rows 1-13; the bedroom covers columns 8-13, rows 1-6; the living room covers columns 8-13, rows 8-13. Furniture (blocked tiles): a table at column 1, row 6; a bed at column 11, row 4; a sofa at column 10, row 8; a light at column 13, row 11. The fridge is in the kitchen at column 3, row 11. Resident A starts at column 9, row 3. Resident B starts at column 9, row 11.",
"Overhead map (column numbers run across the top, row numbers down the left edge):\n 111111\n 123456789012345\n 1 .....FFxxx...##\n 2 .....FFxxx...##\n 3 .....FF......##\n 4 .............##\n 5 .............##\n 6 .............##\n 7 ##+#######+####\n 8 ......#......##\n 9 ......#......##\n 10 ..A...#...B..##\n 11 ......#.xxx.x##\n 12 xxx...#.xxx.x##\n 13 xxx...#......##\n 14 ###############\n 15 ###############\n\nLegend: . = open floor a resident can step on; + = a doorway; x = furniture that cannot be crossed; # = wall or space outside the apartment; F = the fridge; A = resident A's starting spot; B = resident B's starting spot.\n\nThe apartment is a 15 by 15 grid; each coordinate is written as (column, row), with column 1 on the left and row 1 at the top. Rooms: the kitchen covers columns 1-13, rows 1-6; the bedroom covers columns 1-6, rows 8-13; the living room covers columns 8-13, rows 8-13. Furniture (blocked tiles): a table at column 8, row 1; a bed at column 1, row 12; a sofa at column 9, row 11; a light at column 13, row 11. The fridge is in the kitchen at column 6, row 1. Resident A starts at column 3, row 10. Resident B starts at column 11, row 10.",
"Overhead map (column numbers run across the top, row numbers down the left edge):\n 111111\n 123456789012345\n 1 ..xxx.#xxx...##\n 2 .xxxx.#xxx..x##\n 3 ......#.....x##\n 4 ......#......##\n 5 ..A...#...B..##\n 6 ......#......##\n 7 ......#......##\n 8 ##+#######+####\n 9 .............##\n 10 .............##\n 11 ...........FF##\n 12 .....xxx...FF##\n 13 .....xxx...FF##\n 14 ###############\n 15 ###############\n\nLegend: . = open floor a resident can step on; + = a doorway; x = furniture that cannot be crossed; # = wall or space outside the apartment; F = the fridge; A = resident A's starting spot; B = resident B's starting spot.\n\nThe apartment is a 15 by 15 grid; each coordinate is written as (column, row), with column 1 on the left and row 1 at the top. Rooms: the living room covers columns 1-6, rows 1-7; the bedroom covers columns 8-13, rows 1-7; the kitchen covers columns 1-13, rows 9-13. Furniture (blocked tiles): a sofa at column 3, row 1; a side table at column 2, row 2; a bed at column 8, row 1; a light at column 13, row 2; a table at column 6, row 12. The fridge is in the kitchen at column 12, row 11. Resident A starts at column 3, row 5. Resident B starts at column 11, row 5.",
"Overhead map (column numbers run across the top, row numbers down the left edge):\n 111111\n 123456789012345\n 1 .xxx..#....FF##\n 2 .xxx..#....FF##\n 3 ......#....FF##\n 4 ....A.+......##\n 5 ......#......##\n 6 ......#......##\n 7 #######......##\n 8 ......#......##\n 9 ......#......##\n 10 x...B.+......##\n 11 xxx...#.....x##\n 12 xxx...#..xxxx##\n 13 x.....#..xxx.##\n 14 ###############\n 15 ###############\n\nLegend: . = open floor a resident can step on; + = a doorway; x = furniture that cannot be crossed; # = wall or space outside the apartment; F = the fridge; A = resident A's starting spot; B = resident B's starting spot.\n\nThe apartment is a 15 by 15 grid; each coordinate is written as (column, row), with column 1 on the left and row 1 at the top. Rooms: the living room covers columns 1-6, rows 1-6; the bedroom covers columns 1-6, rows 8-13; the kitchen covers columns 8-13, rows 1-13. Furniture (blocked tiles): a sofa at column 2, row 1; a bed at column 1, row 11; a side table at column 1, row 10; a side table at column 1, row 13; a table at column 10, row 12; a light at column 13, row 11. The fridge is in the kitchen at column 12, row 1. Resident A starts at column 5, row 4. Resident B starts at column 5, row 10.",
"Overhead map (column numbers run across the top, row numbers down the left edge):\n 111111\n 123456789012345\n 1 .xxxxxx.#xxx.##\n 2 .xxxxxx.#xxx.##\n 3 ........#....##\n 4 x.......#.B..##\n 5 x.......#....##\n 6 ..A.....#....##\n 7 ........#....##\n 8 ####+#####+####\n 9 .............##\n 10 .............##\n 11 ........FF...##\n 12 .xxx....FF...##\n 13 .xxx....FF...##\n 14 ###############\n 15 ###############\n\nLegend: . = open floor a resident can step on; + = a doorway; x = furniture that cannot be crossed; # = wall or space outside the apartment; F = the fridge; A = resident A's starting spot; B = resident B's starting spot.\n\nThe apartment is a 15 by 15 grid; each coordinate is written as (column, row), with column 1 on the left and row 1 at the top. Rooms: the living room covers columns 1-8, rows 1-7; the bedroom covers columns 10-13, rows 1-7; the kitchen covers columns 1-13, rows 9-13. Furniture (blocked tiles): a sofa at column 2, row 1; a sofa at column 5, row 1; a light at column 1, row 4; a bed at column 10, row 1; a table at column 2, row 12. The fridge is in the kitchen at column 9, row 11. Resident A starts at column 3, row 6. Resident B starts at column 11, row 4.",
"Overhead map (column numbers run across the top, row numbers down the left edge):\n 111111\n 123456789012345\n 1 x.....#.....x##\n 2 xxx...#.....x##\n 3 xxx.A.+......##\n 4 x.....#......##\n 5 ......#....FF##\n 6 ......#....FF##\n 7 #######....FF##\n 8 xxx...#......##\n 9 xxx...#......##\n 10 xxx...#......##\n 11 xxx.B.+.....x##\n 12 ......#.....x##\n 13 ......#......##\n 14 ###############\n 15 ###############\n\nLegend: . = open floor a resident can step on; + = a doorway; x = furniture that cannot be crossed; # = wall or space outside the apartment; F = the fridge; A = resident A's starting spot; B = resident B's starting spot.\n\nThe apartment is a 15 by 15 grid; each coordinate is written as (column, row), with column 1 on the left and row 1 at the top. Rooms: the bedroom covers columns 1-6, rows 1-6; the living room covers columns 1-6, rows 8-13; the kitchen covers columns 8-13, rows 1-13. Furniture (blocked tiles): a bed at column 1, row 2; a side table at column 1, row 1; a side table at column 1, row 4; a sofa at column 1, row 8; a table at column 1, row 10; a light at column 13, row 1; a light at column 13, row 11. The fridge is in the kitchen at column 12, row 5. Resident A starts at column 5, row 3. Resident B starts at column 5, row 11.",
"Overhead map (column numbers run across the top, row numbers down the left edge):\n 111111\n 123456789012345\n 1 xxx...#...xxx##\n 2 xxx...#...xxx##\n 3 ......+.A.xxx##\n 4 ......#...xxx##\n 5 ......#......##\n 6 ......#......##\n 7 x...FF#########\n 8 x...FF#...xxx##\n 9 ....FF#...xxx##\n 10 ......#......##\n 11 ......+.B....##\n 12 ......#.....x##\n 13 ......#.....x##\n 14 ###############\n 15 ###############\n\nLegend: . = open floor a resident can step on; + = a doorway; x = furniture that cannot be crossed; # = wall or space outside the apartment; F = the fridge; A = resident A's starting spot; B = resident B's starting spot.\n\nThe apartment is a 15 by 15 grid; each coordinate is written as (column, row), with column 1 on the left and row 1 at the top. Rooms: the kitchen covers columns 1-6, rows 1-13; the living room covers columns 8-13, rows 1-6; the bedroom covers columns 8-13, rows 8-13. Furniture (blocked tiles): a table at column 1, row 1; a light at column 1, row 7; a table at column 11, row 3; a sofa at column 11, row 1; a bed at column 11, row 8; a light at column 13, row 12. The fridge is in the kitchen at column 5, row 7. Resident A starts at column 9, row 3. Resident B starts at column 9, row 11.",
"Overhead map (column numbers run across the top, row numbers down the left edge):\n 111111\n 123456789012345\n 1 xxx...#..xxx.##\n 2 xxx...#x.xxx.##\n 3 ......#x.....##\n 4 ......#......##\n 5 ...A..#..B...##\n 6 ......#......##\n 7 ......#......##\n 8 ###+#####+#####\n 9 .....xxx.....##\n 10 .....xxx.....##\n 11 .FF..........##\n 12 .FF.........x##\n 13 .FF.........x##\n 14 ###############\n 15 ###############\n\nLegend: . = open floor a resident can step on; + = a doorway; x = furniture that cannot be crossed; # = wall or space outside the apartment; F = the fridge; A = resident A's starting spot; B = resident B's starting spot.\n\nThe apartment is a 15 by 15 grid; each coordinate is written as (column, row), with column 1 on the left and row 1 at the top. Rooms: the bedroom covers columns 1-6, rows 1-7; the living room covers columns 8-13, rows 1-7; the kitchen covers columns 1-13, rows 9-13. Furniture (blocked tiles): a bed at column 1, row 1; a sofa at column 10, row 1; a light at column 8, row 2; a table at column 6, row 9; a light at column 13, row 12. The fridge is in the kitchen at column 2, row 11. Resident A starts at column 4, row 5. Resident B starts at column 10, row 5.",
"Overhead map (column numbers run across the top, row numbers down the left edge):\n 111111\n 123456789012345\n 1 xxx......FF..##\n 2 xxx......FF..##\n 3 .........FF..##\n 4 .............##\n 5 .............##\n 6 .............##\n 7 ##+########+###\n 8 .....#.xxx...##\n 9 .....#.xxx...##\n 10 ..A..#.xxx.B.##\n 11 .....#.xxx...##\n 12 xxx..#.......##\n 13 xxx..#.xx....##\n 14 #######xx######\n 15 ###############\n\nLegend: . = open floor a resident can step on; + = a doorway; x = furniture that cannot be crossed; # = wall or space outside the apartment; F = the fridge; A = resident A's starting spot; B = resident B's starting spot.\n\nThe apartment is a 15 by 15 grid; each coordinate is written as (column, row), with column 1 on the left and row 1 at the top. Rooms: the kitchen covers columns 1-13, rows 1-6; the bedroom covers columns 1-5, rows 8-13; the living room covers columns 7-13, rows 8-13. Furniture (blocked tiles): a table at column 1, row 1; a bed at column 1, row 12; a sofa at column 8, row 8; a table at column 8, row 10; a tv at column 8, row 13. The fridge is in the kitchen at column 10, row 1. Resident A starts at column 3, row 10. Resident B starts at column 12, row 10."
]
}
},
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"Jean lets the AI drive. She has 20 time steps remaining.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI plans to go up and asks for confirmation. Jean decides to take over.\nJean is driving to the workplace.\nJean is driving to the workplace.\nJean is driving to the workplace.\nJean is driving to the workplace.\nJean is driving to the workplace.\nJean is driving to the workplace.\nJean is driving to the workplace.\nJean is driving to the workplace.\nJean is driving to the workplace.\nOh no, an accident! The path is blocked.\nJean is driving to the workplace.\nJean is driving to the workplace.\nJean is driving to the workplace.\nJean is driving to the workplace.\nJean is driving to the workplace.\nSadly, Jean fails to reach the workplace on time...",
"Jemma lets the AI drive. She has 20 time steps remaining.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI plans to go right and asks for confirmation. Jemma decides to take over.\nJemma is driving to the workplace.\nJemma is driving to the workplace.\nJemma is driving to the workplace.\nJemma is driving to the workplace.\nJemma is driving to the workplace.\nJemma is driving to the workplace.\nJemma is driving to the workplace.\nJemma is driving to the workplace.\nJemma is driving to the workplace.\nOh no, an accident! The path is blocked.\nJemma is driving to the workplace.\nJemma is driving to the workplace.\nJemma is driving to the workplace.\nJemma is driving to the workplace.\nJemma is driving to the workplace.\nSadly, Jemma fails to reach the workplace on time...",
"Jenna starts driving herself. She has 20 time steps remaining.\nJenna is driving to the workplace.\nJenna is driving to the workplace.\nJenna is driving to the workplace.\nJenna is driving to the workplace.\nJenna is driving to the workplace.\nJenna plans to go up, and the AI asks if it should take over. Jenna rejects.\nJenna is driving to the workplace.\nJenna is driving to the workplace.\nJenna is driving to the workplace.\nJenna is driving to the workplace.\nJenna is driving to the workplace.\nThe car is stuck in traffic.\nThe car is stuck in traffic.\nThe car is stuck in traffic.\nThe car is stuck in traffic.\nThe car is stuck in traffic.\nThe car is stuck in traffic.\nThe car is stuck in traffic.\nThe car is stuck in traffic.\nSadly, Jenna fails to reach the workplace on time...",
"Jennifer lets the AI drive. She has 20 time steps remaining.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI plans to go right and asks for confirmation. Jennifer confirms.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI finds out about the road closure.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nSadly, Jennifer fails to reach the workplace on time...",
"Jessica lets the AI drive. She has 20 time steps remaining.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI plans to go right and asks for confirmation. Jessica confirms.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI finds out about the road closure.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nSadly, Jessica fails to reach the workplace on time...",
"Jill starts driving herself. She has 20 time steps remaining.\nJill is driving to the workplace.\nJill is driving to the workplace.\nJill plans to go right, and the AI asks if it should take over. Jill accepts.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI finds out about the road closure.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nSadly, Jill fails to reach the workplace on time...",
"Joanna lets the AI drive. She has 20 time steps remaining.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI plans to go right and asks for confirmation. Joanna decides to take over.\nJoanna is driving to the workplace.\nJoanna is driving to the workplace.\nJoanna is driving to the workplace.\nJoanna is driving to the workplace.\nJoanna is driving to the workplace.\nJoanna is driving to the workplace.\nJoanna is driving to the workplace.\nJoaanna is driving to the workplace.\nThe car is stuck in traffic.\nThe car is stuck in traffic.\nThe car is stuck in traffic.\nThe car is stuck in traffic.\nThe car is stuck in traffic.\nThe car is stuck in traffic.\nThe car is stuck in traffic.\nThe car is stuck in traffic.\nSadly, Joanna fails to reach the workplace on time...",
"Jolene starts driving herself. She has 20 time steps remaining.\nJolene is driving to the workplace.\nJolene is driving to the workplace.\nJolene is driving to the workplace.\nJolene plans to go up, and the AI asks if it should take over. Jolene rejects.\nJolene is driving to the workplace.\nJolene is driving to the workplace.\nJolene is driving to the workplace.\nJolene is driving to the workplace.\nJolene is driving to the workplace.\nJolene is driving to the workplace.\nJolene is driving to the workplace.\nJolene is driving to the workplace.\nOh no, an accident! The path is blocked.\nJolene is driving to the workplace.\nJolene is driving to the workplace.\nJolene is driving to the workplace.\nJolene is driving to the workplace.\nJolene is driving to the workplace.\nJolene is driving to the workplace.\nSadly, Jolene fails to reach the workplace on time...",
"Jordan starts driving herself. She has 20 time steps remaining.\nJordan is driving to the workplace.\nJordan is driving to the workplace.\nJordan is driving to the workplace.\nJordan plans to go right, and the AI asks if it should take over. Jordan rejects.\nJordan is driving to the workplace.\nJordan is driving to the workplace.\nJordan is driving to the workplace.\nJordan is driving to the workplace.\nJordan is driving to the workplace.\nJordan is driving to the workplace.\nJordan is driving to the workplace.\nJordan is driving to the workplace.\nOh no, an accident! The path is blocked.\nJordan is driving to the workplace.\nJordan is driving to the workplace.\nJordan is driving to the workplace.\nJordan is driving to the workplace.\nJordan is driving to the workplace.\nJordan is driving to the workplace.\nSadly, Jordan fails to reach the workplace on time...",
"Joy lets the AI drive. She has 20 time steps remaining.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI plans to go up and asks for confirmation. Joy confirms.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI finds out about the road closure.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nSadly, Joy fails to reach the workplace on time...",
"Joyce starts driving herself. She has 20 time steps remaining.\nJoyce is driving to the workplace.\nJoyce is driving to the workplace.\nJoyce is driving to the workplace.\nJoyce plans to go up, and the AI asks if it should take over. Joyce accepts.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI finds out about the road closure.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nSadly, Joyce fails to reach the workplace on time...",
"Julia lets the AI drive. She has 20 time steps remaining.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI plans to go up and asks for confirmation. Julia confirms.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI finds out about the road closure.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nSadly, Julia fails to reach the workplace on time...",
"Julie starts driving herself. She has 20 time steps remaining.\nJulie is driving to the workplace.\nJulie is driving to the workplace.\nJulie plans to go up, and the AI asks if it should take over. Julie accepts.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI finds out about the road closure.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nSadly, Julie fails to reach the workplace on time...",
"Juliet lets the AI drive. She has 20 time steps remaining.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI plans to go up and asks for confirmation. Juliet decides to take over.\nJuliet is driving to the workplace.\nJuliet is driving to the workplace.\nJuliet is driving to the workplace.\nJuliet is driving to the workplace.\nJuliet is driving to the workplace.\nJuliet is driving to the workplace.\nJuliet is driving to the workplace.\nJuliet is driving to the workplace.\nThe car is stuck in traffic.\nThe car is stuck in traffic.\nThe car is stuck in traffic.\nThe car is stuck in traffic.\nThe car is stuck in traffic.\nThe car is stuck in traffic.\nThe car is stuck in traffic.\nThe car is stuck in traffic.\nSadly, Juliet fails to reach the workplace on time...",
"June starts driving herself. She has 20 time steps remaining.\nJune is driving to the workplace.\nJune is driving to the workplace.\nJune is driving to the workplace.\nJune plans to go right, and the AI asks if it should take over. June accepts.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI finds out about the road closure.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nThe AI is driving to the workplace.\nSadly, June fails to reach the workplace on time..."
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"This game's map is a hexagonal grid of 21 by 10 cells, each identified by a number from 0 to 209; the layout is fixed for this game. Gold coins sit on cells 14, 15, 22, 34, 43, 58, 64, 69, 70, 75, 76, 94, 97, 101, 102, 103, 106, 109, 115, 118, 129, 131, 134, 138, 146, 154, 155, 158, 162, 168, 171, 173, 180, 181, 182, 183, 186, 187, 188, 190, 191, 192, 195, 197, 199, 203, 205, 208, 209. Blue trees are on cells 2, 17, 32, 39, 47, 49, 55, 57, 66, 68, 73, 78, 83, 84, 92, 96, 98, 99, 105, 106, 109, 111, 113, 123, 124, 126, 135, 153, 164, 174, 176, 189, 195, 208. Red-ground cells are 164, 165, 166, 167, 168, 169, 174, 175, 176, 177, 178, 179, 184, 185, 186, 187, 188, 189, 194, 195, 196, 197, 198, 199, 204, 205, 206, 207, 208, 209. Walls block cells 6, 16, 26, 36, 46, 56, 57, 58, 66, 76, 86, 96, 106, 116, 162, 163, 164, 165, 166, 167, 168, 169. Your robot starts on cell 189; the monster starts on cell 29.",
"This game's map is a hexagonal grid of 21 by 10 cells, each identified by a number from 0 to 209; the layout is fixed for this game. Gold coins sit on cells 14, 15, 22, 34, 43, 58, 64, 69, 70, 75, 76, 94, 97, 101, 102, 103, 106, 109, 115, 118, 129, 131, 134, 138, 146, 154, 155, 158, 162, 168, 180, 182, 183, 186, 199, 203, 205, 208. Blue trees are on cells 0, 1, 2, 3, 10, 11, 12, 13, 20, 21, 22, 23. Red-ground cells are 2, 17, 32, 39, 47, 49, 55, 57, 66, 68, 73, 78, 83, 84, 92, 96, 98, 99, 105, 106, 109, 111, 113, 123, 124, 126, 135, 153, 160, 161, 162, 163, 164, 170, 171, 172, 173, 174, 176, 180, 181, 182, 183, 184, 189, 190, 191, 192, 193, 194, 195, 200, 201, 202, 203, 204, 208. Walls block cells 34, 35, 36, 37, 44, 54, 64, 70, 71, 72, 73, 74, 75, 76, 77, 83, 93, 103, 125, 126, 127. Your robot starts on cell 122; the monster starts on cell 189.",
"This game's map is a hexagonal grid of 21 by 10 cells, each identified by a number from 0 to 209; the layout is fixed for this game. Gold coins sit on cells 14, 15, 22, 34, 43, 58, 64, 69, 70, 75, 76, 94, 97, 101, 102, 103, 106, 109, 115, 118, 129, 131, 134, 138, 146, 154, 155, 158, 162, 168, 180, 182, 183, 186, 199, 203, 205, 208. Blue trees are on cells 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 24, 25, 26, 32, 34, 35, 36, 39, 44, 45, 46, 47, 49, 54, 55, 56, 57, 64, 65, 66, 68, 73, 74, 75, 76, 78, 83, 84, 85, 86, 92, 94, 95, 96, 98, 99, 105, 106, 109, 111, 113, 123, 124, 126, 135, 153, 164, 174, 176, 189, 195, 208. Red-ground cells are 164, 165, 166, 174, 175, 176, 184, 185, 186, 194, 195, 196, 204, 205, 206. Walls block cells 46, 47, 48, 56, 66, 76, 80, 81, 82, 83, 84, 85, 86. Your robot starts on cell 198; the monster starts on cell 3.",
"This game's map is a hexagonal grid of 21 by 10 cells, each identified by a number from 0 to 209; the layout is fixed for this game. Gold coins sit on cells 14, 15, 22, 34, 43, 58, 64, 69, 70, 75, 76, 94, 97, 101, 102, 103, 106, 109, 115, 118, 129, 131, 134, 138, 146, 154, 155, 158, 162, 168, 180, 182, 183, 186, 199, 203, 205, 208. Blue trees are on cells 147, 148, 149, 157, 158, 159, 167, 168, 169, 177, 178, 179. Red-ground cells are 2, 17, 32, 39, 47, 49, 55, 57, 66, 68, 73, 78, 83, 84, 92, 96, 98, 99, 105, 106, 109, 111, 113, 123, 124, 126, 135, 153, 164, 174, 176, 189, 195, 208. Walls block cells 42, 43, 44, 45, 55, 65, 75, 85, 95, 105, 115, 125, 130, 131, 132, 133, 134, 135. Your robot starts on cell 164; the monster starts on cell 83.",
"This game's map is a hexagonal grid of 21 by 10 cells, each identified by a number from 0 to 209; the layout is fixed for this game. Gold coins sit on cells 14, 15, 22, 34, 43, 58, 64, 69, 70, 75, 76, 94, 97, 101, 102, 103, 106, 109, 115, 118, 129, 131, 134, 138, 146, 154, 155, 158, 162, 168, 180, 182, 183, 186, 199, 203, 205, 208. Blue trees are on cells 2, 17, 32, 39, 47, 49, 55, 57, 66, 68, 73, 78, 83, 84, 92, 96, 98, 99, 105, 106, 109, 111, 113, 123, 124, 126, 135, 153, 164, 174, 176, 189, 195, 208. Red-ground cells are 158, 159, 168, 169, 178, 179, 188, 189, 198, 199, 208, 209. Walls block cells 133, 134, 135, 136, 137, 138, 139, 143, 144, 145, 146, 147, 148, 149. Your robot starts on cell 105; the monster starts on cell 19.",
"This game's map is a hexagonal grid of 21 by 10 cells, each identified by a number from 0 to 209; the layout is fixed for this game. Gold coins sit on cells 14, 15, 22, 34, 43, 58, 64, 69, 70, 75, 76, 94, 97, 101, 102, 103, 106, 109, 115, 118, 129, 131, 134, 138, 146, 154, 155, 158, 162, 168, 180, 182, 183, 186, 199, 203, 205, 208. Blue trees are on cells 2, 17, 32, 39, 47, 49, 55, 57, 66, 68, 73, 78, 83, 84, 92, 96, 98, 99, 105, 106, 109, 111, 113, 123, 124, 126, 135, 153, 164, 174, 176, 189, 195, 208. Red-ground cells are 165, 166, 167, 168, 175, 176, 177, 178, 185, 186, 187, 188. Walls block cells 40, 41, 42, 43, 44, 45, 46, 47, 55, 65, 75, 85, 95, 105, 115, 125, 135, 145. Your robot starts on cell 163; the monster starts on cell 12.",
"This game's map is a hexagonal grid of 21 by 10 cells, each identified by a number from 0 to 209; the layout is fixed for this game. Gold coins sit on cells 14, 15, 22, 34, 43, 58, 64, 69, 70, 75, 76, 94, 97, 101, 102, 103, 106, 109, 115, 118, 129, 131, 134, 138, 146, 154, 155, 158, 162, 168, 180, 182, 183, 186, 199, 203, 205, 208. Blue trees are on cells 3, 4, 5, 6, 7, 8, 9, 13, 14, 15, 16, 17, 18, 19, 23, 24, 25, 26, 27, 28, 29. Red-ground cells are 2, 17, 32, 39, 47, 49, 55, 57, 66, 68, 73, 78, 83, 84, 92, 96, 98, 99, 105, 106, 109, 111, 113, 123, 124, 126, 135, 153, 164, 174, 176, 189, 195, 208. Walls block cells 40, 41, 42, 43, 44, 45, 46, 47, 133, 134, 135, 136, 137, 138, 139. Your robot starts on cell 68; the monster starts on cell 177.",
"This game's map is a hexagonal grid of 21 by 10 cells, each identified by a number from 0 to 209; the layout is fixed for this game. Gold coins sit on cells 14, 15, 22, 34, 43, 58, 64, 69, 70, 75, 76, 94, 97, 101, 102, 103, 106, 109, 115, 118, 129, 131, 134, 138, 146, 154, 155, 158, 162, 168, 180, 182, 183, 186, 199, 203, 205, 208. Blue trees are on cells 48, 49, 58, 59, 68, 69, 78, 79, 88, 89, 98, 99, 108, 109, 118, 119, 128, 129, 138, 139, 148, 149. Red-ground cells are 2, 17, 32, 39, 47, 49, 55, 57, 66, 68, 73, 78, 83, 84, 92, 96, 98, 99, 105, 106, 109, 111, 113, 123, 124, 126, 135, 140, 141, 142, 150, 151, 152, 153, 160, 161, 162, 164, 170, 171, 172, 174, 176, 180, 181, 182, 189, 195, 208. Walls block cells 37, 47, 57, 67, 75, 76, 77, 87, 97, 107, 117, 127, 130, 131, 132, 133, 134, 137, 147, 158, 159. Your robot starts on cell 198; the monster starts on cell 193.",
"This game's map is a hexagonal grid of 21 by 10 cells, each identified by a number from 0 to 209; the layout is fixed for this game. Gold coins sit on cells 2, 17, 32, 39, 47, 49, 55, 57, 66, 68, 73, 78, 83, 84, 92, 96, 98, 99, 105, 106, 109, 111, 113, 123, 124, 126, 135, 153, 164, 174, 176, 189, 195, 208. Blue trees are on cells 107, 108, 109, 117, 118, 119, 127, 128, 129, 137, 138, 139, 147, 148, 149, 157, 158, 159, 167, 168, 169, 177, 178, 179. Red-ground cells are 170, 171, 172, 173, 180, 181, 182, 183, 190, 191, 192, 193, 200, 201, 202, 203. Walls block cells 42, 43, 44, 55, 65, 75, 85, 95, 105, 115, 125, 135, 136, 137, 138, 139. Your robot starts on cell 68; the monster starts on cell 198.",
"This game's map is a hexagonal grid of 21 by 10 cells, each identified by a number from 0 to 209; the layout is fixed for this game. Gold coins sit on cells 2, 22, 34, 39, 47, 49, 55, 58, 64, 66, 68, 69, 75, 76, 84, 92, 94, 96, 97, 99, 102, 105, 106, 118, 124, 131, 135, 138, 146, 155, 162, 164, 168, 176, 180, 189, 195, 205, 208. Blue trees are on cells 17, 38, 39, 48, 49, 50, 51, 52, 57, 58, 59, 60, 61, 62, 66, 70, 71, 72, 80, 81, 82, 83, 90, 91, 92, 96, 98, 106, 109, 123, 126. Red-ground cells are 32, 47, 73, 78, 83, 87, 88, 89, 97, 98, 99, 107, 108, 109, 111, 113, 117, 118, 119, 126, 127, 128, 129, 137, 138, 139, 147, 148, 149, 153, 157, 158, 159, 167, 168, 169, 174, 177, 178, 179, 187, 188, 189, 197, 198, 199, 207, 208, 209. Walls block cells 30, 31, 32, 33, 34, 35, 36, 102, 103, 104, 105, 106, 107, 108, 109, 130, 131, 132, 133, 134, 135, 164, 165, 166, 167, 168, 169. Your robot starts on cell 58; the monster starts on cell 189.",
"This game's map is a hexagonal grid of 21 by 10 cells, each identified by a number from 0 to 209; the layout is fixed for this game. Gold coins sit on cells 2, 32, 34, 39, 47, 49, 55, 66, 68, 73, 76, 78, 83, 84, 92, 94, 96, 97, 99, 102, 105, 111, 113, 118, 124, 126, 131, 135, 153, 155, 164, 168, 174, 176, 180, 189, 195, 208. Blue trees are on cells 7, 8, 17, 18, 27, 28, 37, 38, 47, 48, 57, 58, 67, 68, 77, 78, 87, 88, 97, 98, 166, 167, 168, 176, 177, 178, 186, 187, 188. Red-ground cells are 1, 2, 3, 4, 5, 11, 12, 13, 14, 15, 17, 21, 22, 23, 24, 25, 31, 32, 33, 34, 35, 57, 66, 83, 96, 98, 106, 109, 123, 126, 159, 169, 179, 189, 197, 198, 199, 207, 208, 209. Walls block cells 40, 41, 42, 43, 44, 55, 65, 75, 85, 95, 105, 115, 125, 132, 133, 134, 135, 136, 137. Your robot starts on cell 62; the monster starts on cell 17.",
"This game's map is a hexagonal grid of 21 by 10 cells, each identified by a number from 0 to 209; the layout is fixed for this game. Gold coins sit on cells 24, 25, 32, 35, 44, 53, 57, 68, 74, 76, 79, 80, 85, 86, 94, 102, 104, 107, 109, 111, 112, 113, 115, 116, 119, 125, 128, 134, 139, 141, 144, 145, 148, 156, 164, 165, 168, 172, 178. Blue trees are on cells 7, 8, 17, 18, 27, 28, 32, 37, 38, 47, 48, 57, 58, 66, 67, 68, 73, 77, 78, 83, 87, 88, 96, 97, 98, 106, 109, 111, 113, 123, 126, 153, 174. Red-ground cells are 2, 39, 45, 46, 49, 55, 56, 65, 66, 68, 75, 76, 84, 85, 86, 95, 96, 105, 106, 115, 116, 125, 126, 135, 136, 145, 146, 155, 156, 164, 165, 166, 195, 208. Walls block cells 21, 22, 23, 24, 25, 26, 34, 44, 54, 64, 74, 84, 94, 104, 114, 124, 134, 144, 154, 164, 174, 181, 182, 183, 184, 185, 186. Your robot starts on cell 101; the monster starts on cell 108."
]
}
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"You watch a replay of everything that happened. The player took the blue path toward the star. In the replay, the door on the blue path stayed open the whole time, and the door on the red path was open for the first step, then slid shut for the rest. In the end, the player reached the star with time to spare and won.",
"You watch a replay of everything that happened. The player took the blue path toward the star. In the replay, the door on the blue path was shut for the first 4 steps, then slid open for the rest, and the door on the red path was shut for the first 4 steps, then slid open for the rest. In the end, the player reached the star just in time and won.",
"You watch a replay of everything that happened. The player took the blue path toward the star. In the replay, the door on the blue path was shut for the first 4 steps, then slid open for the rest, and the door on the red path was shut for the first 8 steps, then slid open for the rest. In the end, the player reached the star just in time and won.",
"You watch a replay of everything that happened. The player took the blue path toward the star. In the replay, the door on the blue path was shut for the first 4 steps, then slid open for the rest, and the door on the red path was shut for the first step, then slid open for the rest. In the end, the player reached the star just in time and won.",
"You watch a replay of everything that happened. The player took the blue path toward the star. In the replay, the door on the blue path was shut for the first 6 steps, then slid open for the rest, and the door on the red path stayed shut the whole time. In the end, the player never reached the star and lost.",
"You watch a replay of everything that happened. The player took the blue path toward the star. In the replay, the door on the blue path was shut for the first 6 steps, then slid open for the rest, and the door on the red path was shut for the first 2 steps, then slid open for the rest. In the end, the player never reached the star and lost.",
"You watch a replay of everything that happened. The player took the blue path toward the star. In the replay, the door on the blue path was shut for the first 6 steps, then slid open for the rest, and the door on the red path was shut for the first 4 steps, then slid open for the rest. In the end, the player never reached the star and lost.",
"You watch a replay of everything that happened. The player took the blue path toward the star. Neither path had a door, so the way was clear. In the replay, the player reached the star with time to spare and won.",
"You watch a replay of everything that happened. The player took the red path toward the star. In the replay, the door on the red path stayed shut the whole time, and the door on the blue path stayed shut the whole time. In the end, the player never reached the star and lost.",
"You watch a replay of everything that happened. The player took the red path toward the star. In the replay, the door on the red path stayed shut the whole time, and the door on the blue path was shut for the first 6 steps, then slid open for the rest. In the end, the player never reached the star and lost.",
"You watch a replay of everything that happened. The player took the red path toward the star. In the replay, the door on the red path stayed shut the whole time, and the door on the blue path was shut for the first step, then slid open for the rest. In the end, the player never reached the star and lost.",
"You watch a replay of everything that happened. The player took the red path toward the star. In the replay, the door on the red path was open for the first 3 steps, then slid shut for 4 steps, then slid open for the rest, and the door on the blue path stayed open the whole time. In the end, the player just missed reaching the star in time and lost.",
"You watch a replay of everything that happened. The player took the red path toward the star. In the replay, the door on the red path was open for the first 3 steps, then slid shut for 4 steps, then slid open for the rest, and the door on the blue path was open for the first 3 steps, then slid shut for 3 steps, then slid open for the rest. In the end, the player just missed reaching the star in time and lost.",
"You watch a replay of everything that happened. The player took the red path toward the star. In the replay, the door on the red path was open for the first 3 steps, then slid shut for 4 steps, then slid open for the rest, and the door on the blue path was open for the first step, then slid shut for the rest. In the end, the player just missed reaching the star in time and lost.",
"You watch a replay of everything that happened. The player took the red path toward the star. In the replay, the door on the red path was shut for the first step, then slid open for the rest, and the door on the blue path stayed shut the whole time. In the end, the player reached the star with time to spare and won.",
"You watch a replay of everything that happened. The player took the red path toward the star. In the replay, the door on the red path was shut for the first step, then slid open for the rest, and the door on the blue path was shut for the first 6 steps, then slid open for the rest. In the end, the player reached the star with time to spare and won.",
"You watch a replay of everything that happened. The player took the red path toward the star. In the replay, the door on the red path was shut for the first step, then slid open for the rest, and the door on the blue path was shut for the first step, then slid open for the rest. In the end, the player reached the star with time to spare and won."
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"dtype": "string",
"values": [
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},
"scenario_description": {
"n_distinct": 23,
"between_subject": false,
"dtype": "string",
"values": [
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 2, column 1. There are boxes at row 2, column 6, row 3, column 5. There are walls below row 1, column 1, below row 1, column 2, below row 1, column 3, below row 4, column 4, below row 4, column 5, below row 4, column 6 (in addition to the outer border); no player can move through a wall. The blue player moves right, then moves right, then moves right, then moves right, then grabs the box to its right, then moves left and drags the box left, then lets go of the box. The red player moves right 5 times, then moves down 2 times. The red player reaches the star in time.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 3, column 1. There are boxes at row 2, column 6, row 3, column 4. There are walls below row 1, column 3, below row 4, column 3, below row 1, column 4, below row 4, column 4, to the left of row 3, column 6 (in addition to the outer border); no player can move through a wall. The blue player moves right, then moves right, then grabs the box to its right, then moves right and drags the box right, then lets go of the box. The red player moves right 4 times, then moves down, then moves left 2 times, then moves down 2 times, then moves right. The red player does not reach the star before time runs out.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 4, column 1. There are boxes at row 2, column 6, row 3, column 5. The blue player moves right, then moves right, then moves up, then moves right, then grabs the box to its right, then moves left and drags the box left, then lets go of the box. The red player moves right 3 times, then moves down, then moves right, then moves down, then moves right. The red player reaches the star in time.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 4, column 1. There are boxes at row 2, column 6, row 4, column 4. There are walls to the left of row 3, column 6 (in addition to the outer border); no player can move through a wall. The blue player moves right, then moves right, then grabs the box to its right, then moves right and drags the box right, then lets go of the box. The red player moves right 4 times, then moves down 3 times, then moves right, then moves up. The red player reaches the star in time.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 4, column 1. There are boxes at row 2, column 6, row 4, column 5. There are walls to the left of row 3, column 2, to the left of row 3, column 6 (in addition to the outer border); no player can move through a wall. The blue player moves right, then moves right, then moves right, then grabs the box to its right, then moves left and drags the box left, then lets go of the box. The red player moves right 4 times, then moves down 3 times, then moves right, then moves up. The red player reaches the star in time.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 4, column 1. There are boxes at row 3, column 3, row 3, column 5, row 4, column 5. There are walls below row 2, column 5, below row 2, column 6 (in addition to the outer border); no player can move through a wall. The blue player moves up, then moves right, then grabs the box to its right, then moves right and drags the box right, then lets go of the box. The red player moves right 3 times, then moves down, then moves left 2 times, then moves down 2 times, then moves right 2 times. The red player does not reach the star before time runs out.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 4, column 1. There are boxes at row 3, column 3, row 3, column 5. There are walls to the left of row 1, column 5, to the left of row 2, column 5, to the left of row 4, column 5, to the left of row 5, column 5 (in addition to the outer border); no player can move through a wall. The blue player moves up, then moves right, then grabs the box to its right, then moves right and drags the box right, then lets go of the box. The red player moves right 3 times, then moves down. The red player does not reach the star before time runs out.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 4, column 1. There are boxes at row 3, column 4, row 3, column 5. There are walls below row 2, column 1, below row 3, column 1, below row 3, column 2, below row 2, column 5, below row 2, column 6 (in addition to the outer border); no player can move through a wall. The blue player moves right, then moves right, then moves right, then grabs the box above it, then moves down and drags the box down, then lets go of the box, then moves right, then moves up, then grabs the box above it, then moves down and drags the box down, then lets go of the box. The red player moves right 3 times, then moves down 2 times, then waits in place for 3 steps, then moves right 2 times. The red player reaches the star in time.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 4, column 1. There is a box at row 1, column 4. There are walls below row 3, column 4, below row 1, column 5, below row 4, column 5, to the left of row 4, column 4, to the left of row 5, column 4, to the left of row 2, column 6, to the left of row 3, column 6, to the left of row 4, column 6 (in addition to the outer border); no player can move through a wall. The blue player does not move. The red player moves right 2 times, then moves down, then moves right 2 times, then moves down 2 times, then moves left, then moves down, then moves right. The red player does not reach the star before time runs out.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 4, column 1. There is a box at row 1, column 4. There are walls below row 3, column 4, below row 1, column 5, below row 4, column 5, to the left of row 4, column 4, to the left of row 5, column 4, to the left of row 2, column 6, to the left of row 3, column 6, to the left of row 4, column 6 (in addition to the outer border); no player can move through a wall. The blue player moves right, then moves right, then moves up, then moves right, then moves up, then grabs the box above it, then moves down and drags the box down, then lets go of the box. The red player moves right 2 times, then waits in place for 4 steps, then moves right 3 times, then moves down. The red player does not reach the star before time runs out.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 4, column 1. There is a box at row 2, column 4. There are walls to the left of row 3, column 3, to the left of row 5, column 3, to the left of row 1, column 5, to the left of row 3, column 5 (in addition to the outer border); no player can move through a wall. The blue player moves right, then moves right, then moves right, then moves up, then grabs the box above it, then moves down and drags the box down, then lets go of the box. The red player moves right 2 times, then moves down 4 times, then moves right 2 times, then moves up, then moves right. The red player does not reach the star before time runs out.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 4, column 1. There is a box at row 3, column 3. There are walls below row 2, column 5, below row 2, column 6 (in addition to the outer border); no player can move through a wall. The blue player moves up, then moves right, then grabs the box to its right, then moves right and drags the box right, then lets go of the box. The red player moves right 3 times, then moves down, then moves left 2 times, then moves down 2 times, then moves right 2 times. The red player does not reach the star before time runs out.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 4, column 1. There is a box at row 3, column 3. There are walls below row 2, column 5, below row 2, column 6, to the left of row 2, column 2, to the left of row 4, column 2 (in addition to the outer border); no player can move through a wall. The blue player moves up, then moves right, then grabs the box to its right, then moves right and drags the box right, then moves right and drags the box right, then lets go of the box. The red player moves right 3 times, then moves down, then moves left, then moves down 2 times, then moves right 3 times. The red player does not reach the star before time runs out.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 4, column 1. There is a box at row 3, column 3. There are walls to the left of row 1, column 5, to the left of row 2, column 5, to the left of row 4, column 5, to the left of row 5, column 5 (in addition to the outer border); no player can move through a wall. The blue player moves up, then moves right, then grabs the box to its right, then moves right and drags the box right, then lets go of the box. The red player moves right 2 times, then moves down, then moves right. The red player does not reach the star before time runs out.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 4, column 1. There is a box at row 3, column 4. There are walls below row 1, column 1, below row 4, column 1, below row 2, column 5, below row 3, column 5, below row 2, column 6 (in addition to the outer border); no player can move through a wall. The blue player moves right, then moves right, then moves right, then grabs the box above it, then moves down and drags the box down, then lets go of the box. The red player moves right 3 times, then moves down 2 times, then moves right 2 times. The red player reaches the star in time.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 4, column 1. There is a box at row 3, column 4. There are walls below row 1, column 1, below row 4, column 1, below row 3, column 5, below row 2, column 6 (in addition to the outer border); no player can move through a wall. The blue player moves right, then moves right, then moves right, then grabs the box above it, then moves down and drags the box down, then lets go of the box. The red player moves right 3 times, then moves down 2 times, then moves right 2 times. The red player reaches the star in time.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 4, column 1. There is a box at row 3, column 4. There are walls below row 1, column 5, below row 4, column 5, below row 4, column 6, to the left of row 4, column 5, to the left of row 2, column 6 (in addition to the outer border); no player can move through a wall. The blue player moves right, then moves up, then moves right, then grabs the box to its right, then moves right and drags the box right, then lets go of the box. The red player moves right 3 times, then moves down, then moves up, then moves right 2 times, then moves down 2 times. The red player reaches the star in time.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 4, column 1. There is a box at row 3, column 5. There are walls below row 1, column 1, below row 4, column 1, below row 1, column 2, below row 4, column 2, below row 1, column 3, below row 4, column 3, below row 2, column 5, below row 2, column 6 (in addition to the outer border); no player can move through a wall. The blue player moves right, then moves right, then moves right, then moves right, then grabs the box above it, then moves down and drags the box down, then lets go of the box. The red player moves right 3 times, then moves down 2 times, then moves right 2 times. The red player reaches the star in time.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 4, column 1. There is a box at row 4, column 2. There are walls below row 3, column 1, below row 3, column 2, below row 2, column 5, below row 2, column 6, to the left of row 1, column 4, to the left of row 2, column 4, to the left of row 3, column 4 (in addition to the outer border); no player can move through a wall. The blue player does not move. The red player moves right 2 times, then moves down 3 times, then moves right 3 times, then moves up. The red player reaches the star in time.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 4, column 1. There is a box at row 4, column 4. There are walls below row 1, column 2, below row 4, column 2, below row 2, column 5, below row 3, column 5, below row 2, column 6, to the left of row 2, column 2, to the left of row 4, column 2 (in addition to the outer border); no player can move through a wall. The blue player moves down, then moves right, then moves right, then moves right, then grabs the box above it, then moves up and drags the box up, then lets go of the box. The red player moves right 3 times, then moves down 2 times, then moves right 2 times. The red player reaches the star in time.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 4, column 1. There is a box at row 4, column 4. There are walls below row 3, column 1, below row 2, column 6, to the left of row 3, column 2, to the left of row 3, column 6 (in addition to the outer border); no player can move through a wall. The blue player moves right, then moves right, then grabs the box to its right, then moves left and drags the box left, then lets go of the box. The red player moves right 4 times, then moves down 3 times, then moves right, then moves up. The red player reaches the star in time.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 4, column 1. There is a box at row 4, column 4. There are walls below row 3, column 1, below row 2, column 6, to the left of row 3, column 2, to the left of row 3, column 6 (in addition to the outer border); no player can move through a wall. The blue player moves right, then moves right, then grabs the box to its right, then moves right and drags the box right, then lets go of the box. The red player moves right 3 times, then moves down 2 times, then moves left, then moves down 2 times, then moves right 2 times. The red player does not reach the star before time runs out.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 5, column 1. There is a box at row 3, column 2. There are walls below row 1, column 5, below row 4, column 5, below row 4, column 6, to the left of row 4, column 5, to the left of row 2, column 6 (in addition to the outer border); no player can move through a wall. The blue player moves up, then moves up, then grabs the box to its right, then moves right and drags the box right, then moves right and drags the box right, then moves right and drags the box right, then lets go of the box. The red player moves down, then moves right 4 times, then moves left, then moves up, then moves right 2 times, then moves down. The red player does not reach the star before time runs out."
]
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"How responsible was the blue player for the outcome \u2014 whether the red player reached the star? On this scale, 0 means \"not at all\" and 100 means \"very much\".",
"How responsible was the red player for the outcome \u2014 whether the red player reached the star? On this scale, 0 means \"not at all\" and 100 means \"very much\".",
"What was the blue player intending to do? On this scale, 0 means \"definitely hinder the red player\", 100 means \"definitely help the red player\", and 50 means \"unsure\".",
"Why did the red player succeed or fail to reach the star?"
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"values": [
"The scene is a 5-by-5 grid of squares (5 rows, 5 columns). The star that the red player must reach is at row 5, column 4. The red player starts at row 1, column 1, and the blue player starts at row 3, column 1. There is a box at row 3, column 5. There are walls below row 2, column 1, below row 2, column 2, below row 2, column 3, below row 2, column 4 (in addition to the outer border); no player can move through a wall. The blue player moves right, then moves right, then moves right, then grabs the box to its right, then moves left and drags the box left, then lets go of the box. The red player makes its way through the grid. The red player does not reach the star before time runs out.",
"The scene is a 5-by-5 grid of squares (5 rows, 5 columns). The star that the red player must reach is at row 5, column 4. The red player starts at row 1, column 1, and the blue player starts at row 3, column 1. There is a box at row 3, column 5. There are walls below row 2, column 1, below row 2, column 2, below row 2, column 3, below row 2, column 4 (in addition to the outer border); no player can move through a wall. The blue player moves right, then moves right, then moves right, then grabs the box to its right, then moves left and drags the box left, then lets go of the box. The red player moves right 4 times, then moves down 4 times, then moves left, then moves down. The red player reaches the star in time.",
"The scene is a 5-by-5 grid of squares (5 rows, 5 columns). The star that the red player must reach is at row 5, column 5. The red player starts at row 1, column 1, and the blue player starts at row 3, column 1. There is a box at row 3, column 4. There are walls below row 2, column 1, below row 2, column 2, below row 2, column 3, below row 2, column 4 (in addition to the outer border); no player can move through a wall. The blue player stays in place, then moves right, then moves right, then grabs the box to its right, then moves right and drags the box right, then lets go of the box. The red player makes its way through the grid. The red player reaches the star in time.",
"The scene is a 5-by-5 grid of squares (5 rows, 5 columns). The star that the red player must reach is at row 5, column 5. The red player starts at row 1, column 1, and the blue player starts at row 3, column 1. There is a box at row 3, column 4. There are walls below row 2, column 1, below row 2, column 2, below row 2, column 3, below row 2, column 4 (in addition to the outer border); no player can move through a wall. The blue player stays in place, then moves right, then moves right, then grabs the box to its right, then moves right and drags the box right, then lets go of the box. The red player moves right, then moves down, then moves right 3 times, then moves up, then moves right, then moves down 3 times. The red player does not reach the star before time runs out.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 2, column 1. There is a box at row 1, column 4. There are walls below row 3, column 4, below row 1, column 5, below row 4, column 5, to the left of row 4, column 4, to the left of row 5, column 4, to the left of row 2, column 6, to the left of row 3, column 6, to the left of row 4, column 6 (in addition to the outer border); no player can move through a wall. The blue player moves right, then moves right, then moves right, then grabs the box above it, then moves down and drags the box down, then lets go of the box. The red player moves right 2 times, then moves left, then moves down 2 times, then moves right, then moves up 2 times, then moves right 2 times. The red player does not reach the star before time runs out.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 2, column 1. There is a box at row 1, column 4. There are walls below row 3, column 4, below row 1, column 5, below row 4, column 5, to the left of row 4, column 4, to the left of row 5, column 4, to the left of row 2, column 6, to the left of row 3, column 6, to the left of row 4, column 6 (in addition to the outer border); no player can move through a wall. The blue player moves right, then moves right, then moves right, then grabs the box above it, then moves down and drags the box down, then lets go of the box. The red player moves right 2 times, then waits in place for 3 steps, then moves right 3 times, then moves down 2 times. The red player reaches the star in time.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 3, column 1. There is a box at row 2, column 4. There are walls to the left of row 4, column 3, to the left of row 5, column 3, to the left of row 1, column 5, to the left of row 3, column 5 (in addition to the outer border); no player can move through a wall. The blue player moves right, then moves right, then moves right, then grabs the box above it, then moves down and drags the box down, then lets go of the box. The red player moves right 3 times, then waits in place for 2 steps, then moves down, then moves right 2 times, then moves down. The red player reaches the star in time.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 3, column 1. There is a box at row 2, column 4. There are walls to the left of row 4, column 3, to the left of row 5, column 3, to the left of row 1, column 5, to the left of row 3, column 5 (in addition to the outer border); no player can move through a wall. The blue player moves right, then moves right, then moves right, then grabs the box above it, then moves down and drags the box down, then lets go of the box. The red player moves right, then moves down 2 times, then moves right, then moves down 2 times, then moves right 3 times, then moves up. The red player does not reach the star before time runs out.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 4, column 1. There is a box at row 2, column 5. There are walls below row 4, column 5, to the left of row 1, column 4, to the left of row 2, column 4, to the left of row 3, column 6, to the left of row 4, column 6 (in addition to the outer border); no player can move through a wall. The blue player moves up, then moves right, then moves right, then moves right, then moves right, then grabs the box above it, then moves down and drags the box down, then lets go of the box. The red player moves right, then moves down, then moves right, then moves left, then moves down 2 times, then moves right, then moves down, then moves right 2 times. The red player does not reach the star before time runs out.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 4, column 1. There is a box at row 2, column 5. There are walls below row 4, column 5, to the left of row 1, column 4, to the left of row 2, column 4, to the left of row 3, column 6, to the left of row 4, column 6 (in addition to the outer border); no player can move through a wall. The blue player moves up, then moves right, then moves right, then moves right, then moves right, then grabs the box above it, then moves down and drags the box down, then lets go of the box. The red player moves right, then moves down, then waits in place, then moves down 3 times, then moves right 4 times. The red player does not reach the star before time runs out.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 4, column 1. There is a box at row 3, column 4. There are walls below row 1, column 1, below row 4, column 1, below row 3, column 5, below row 2, column 6 (in addition to the outer border); no player can move through a wall. The blue player moves right, then moves right, then moves right, then grabs the box above it, then moves down and drags the box down, then lets go of the box. The red player moves right 2 times, then moves down 2 times, then waits in place, then moves right 3 times. The red player reaches the star in time.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 3, column 6. The red player starts at row 1, column 1, and the blue player starts at row 4, column 1. There is a box at row 3, column 4. There are walls below row 1, column 1, below row 4, column 1, below row 3, column 5, below row 2, column 6 (in addition to the outer border); no player can move through a wall. The blue player moves right, then moves right, then moves right, then grabs the box above it, then moves down and drags the box down, then lets go of the box. The red player moves right 3 times, then moves down, then moves right, then moves down, then moves right. The red player reaches the star in time.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 4, column 6. The red player starts at row 1, column 1, and the blue player starts at row 3, column 1. There is a box at row 3, column 3. There are walls below row 1, column 2, below row 4, column 2, below row 1, column 3, below row 2, column 5, below row 3, column 6, to the left of row 2, column 2, to the left of row 4, column 2, to the left of row 3, column 6 (in addition to the outer border); no player can move through a wall. The blue player moves right, then grabs the box to its right, then moves right and drags the box right, then moves right and drags the box right, then lets go of the box. The red player moves right 3 times, then moves down, then moves left, then moves down 2 times, then moves right 3 times. The red player reaches the star in time.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 4, column 6. The red player starts at row 1, column 1, and the blue player starts at row 3, column 1. There is a box at row 3, column 3. There are walls below row 1, column 2, below row 4, column 2, below row 1, column 3, below row 2, column 5, below row 3, column 6, to the left of row 2, column 2, to the left of row 4, column 2, to the left of row 3, column 6 (in addition to the outer border); no player can move through a wall. The blue player moves right, then grabs the box to its right, then moves right and drags the box right, then moves right and drags the box right, then lets go of the box. The red player moves right, then moves left, then moves down 4 times, then moves right 4 times. The red player does not reach the star before time runs out.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 4, column 6. The red player starts at row 1, column 1, and the blue player starts at row 3, column 1. There is a box at row 3, column 6. There are walls below row 1, column 2, below row 1, column 3, below row 3, column 4, below row 3, column 5, to the left of row 2, column 2 (in addition to the outer border); no player can move through a wall. The blue player moves right, then moves right, then moves right, then moves right, then grabs the box to its right, then moves left and drags the box left, then lets go of the box. The red player moves right 3 times, then moves down 2 times, then moves left, then moves down, then moves right 3 times. The red player reaches the star in time.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 4, column 6. The red player starts at row 1, column 1, and the blue player starts at row 3, column 1. There is a box at row 3, column 6. There are walls below row 1, column 2, below row 1, column 3, below row 3, column 4, below row 3, column 5, to the left of row 2, column 2 (in addition to the outer border); no player can move through a wall. The blue player moves right, then moves right, then moves right, then moves right, then grabs the box to its right, then moves left and drags the box left, then lets go of the box. The red player moves right 5 times, then moves down 3 times. The red player reaches the star in time.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 5, column 5. The red player starts at row 1, column 1, and the blue player starts at row 4, column 1. There is a box at row 3, column 4. There are walls below row 2, column 1, below row 2, column 3, below row 3, column 6 (in addition to the outer border); no player can move through a wall. The blue player moves up, then moves right, then moves right, then grabs the box to its right, then moves right and drags the box right, then lets go of the box. The red player moves right, then moves down, then moves right 3 times, then moves down, then moves left 3 times, then moves down. The red player does not reach the star before time runs out.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 5, column 5. The red player starts at row 1, column 1, and the blue player starts at row 4, column 1. There is a box at row 3, column 4. There are walls below row 2, column 1, below row 2, column 3, below row 3, column 6 (in addition to the outer border); no player can move through a wall. The blue player moves up, then moves right, then moves right, then grabs the box to its right, then moves right and drags the box right, then lets go of the box. The red player moves right, then moves down, then waits in place, then moves down 3 times, then moves right 3 times. The red player reaches the star in time.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 5, column 6. The red player starts at row 1, column 1, and the blue player starts at row 3, column 6. There is a box at row 3, column 4. There are walls below row 3, column 1, below row 3, column 2, below row 3, column 5 (in addition to the outer border); no player can move through a wall. The blue player moves left, then grabs the box to its left, then moves left and drags the box left, then lets go of the box. The red player moves right 5 times, then moves down 4 times. The red player reaches the star in time.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 5, column 6. The red player starts at row 1, column 1, and the blue player starts at row 3, column 6. There is a box at row 3, column 4. There are walls below row 3, column 1, below row 3, column 2, below row 3, column 5 (in addition to the outer border); no player can move through a wall. The blue player moves left, then grabs the box to its left, then moves left and drags the box left, then lets go of the box. The red player moves right, then moves down 2 times, then moves up, then moves right 3 times, then moves down, then moves right, then moves down. The red player does not reach the star before time runs out.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 5, column 6. The red player starts at row 1, column 1, and the blue player starts at row 4, column 1. There is a box at row 4, column 3. There are walls below row 3, column 1, below row 3, column 2, below row 3, column 3, below row 3, column 6, to the left of row 2, column 5, to the left of row 3, column 5, to the left of row 4, column 5 (in addition to the outer border); no player can move through a wall. The blue player stays in place, then stays in place, then stays in place, then moves right, then grabs the box to its right, then stays in place, then lets go of the box. The red player moves right 3 times, then moves down, then moves up, then moves right, then moves down 4 times. The red player does not reach the star before time runs out.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 5, column 6. The red player starts at row 1, column 1, and the blue player starts at row 4, column 1. There is a box at row 4, column 3. There are walls below row 3, column 1, below row 3, column 2, below row 3, column 3, below row 3, column 6, to the left of row 2, column 5, to the left of row 3, column 5, to the left of row 4, column 5 (in addition to the outer border); no player can move through a wall. The blue player stays in place, then stays in place, then stays in place, then moves right, then grabs the box to its right, then stays in place, then lets go of the box. The red player moves right, then moves down 2 times, then moves right 2 times, then moves down 2 times, then moves right 2 times. The red player reaches the star in time.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 5, column 6. The red player starts at row 1, column 1, and the blue player starts at row 4, column 1. There is a box at row 4, column 4. There are walls below row 3, column 1, below row 3, column 2, below row 3, column 3, below row 3, column 6, to the left of row 2, column 5, to the left of row 3, column 5, to the left of row 4, column 5 (in addition to the outer border); no player can move through a wall. The blue player moves right, then moves right, then grabs the box to its right, then stays in place, then lets go of the box. The red player moves right 3 times, then moves down 2 times, then moves up 2 times, then moves right, then moves down 2 times. The red player does not reach the star before time runs out.",
"The scene is a 6-by-5 grid of squares (5 rows, 6 columns). The star that the red player must reach is at row 5, column 6. The red player starts at row 1, column 1, and the blue player starts at row 4, column 1. There is a box at row 4, column 4. There are walls below row 3, column 1, below row 3, column 2, below row 3, column 3, below row 3, column 6, to the left of row 2, column 5, to the left of row 3, column 5, to the left of row 4, column 5 (in addition to the outer border); no player can move through a wall. The blue player moves right, then moves right, then grabs the box to its right, then stays in place, then lets go of the box. The red player moves right 4 times, then moves down 3 times, then moves right, then moves down. The red player reaches the star in time."
]
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"You and a randomly matched partner divide \u00a520 (about US$3). In this first stage you are the first mover: state the offer you propose to the second mover. Both of you receive the proposed amounts if the offer exceeds the second mover's minimum acceptable offer; otherwise both receive zero."
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