text: You will encounter a series of gambling problems where you have to select between two options.
  You can select an option by pressing the corresponding key.
  For some problems, you are told the points you received and missed out on after each selection, while for others this information is suppressed.
  In cases where the probabilities are unknown, they sum up to one and remain constant within a problem.
  
  
  
  
  Option L delivers either 27.0 points with 100.0% chance, or 27.0 points with 0.0% chance.
  Option D delivers either 10.0 points with unknown chance, or 63.0 points with unknown chance.
  You press <<D>>. You receive 63.0 points by selecting this option. You would have received 27.0 points had you chosen the other option.
  You press <<D>>. You receive 10.0 points by selecting this option. You would have received 27.0 points had you chosen the other option.
  You press <<D>>. You receive 10.0 points by selecting this option. You would have received 27.0 points had you chosen the other option.
  You press <<D>>. You receive 10.0 points by selecting this option. You would have received 27.0 points had you chosen the other option.
  You press <<L>>. You receive 27.0 points by selecting this option. You would have received 63.0 points had you chosen the other option.
  
  
  
  
  
  
  
  
  Option L delivers either 24.0 points with 100.0% chance, or 24.0 points with 0.0% chance.
  Option D delivers either -17.0 points with unknown chance, or 24.0 points with unknown chance.
  You press <<L>>. You receive 24.0 points by selecting this option. You would have received 24.0 points had you chosen the other option.
  You press <<L>>. You receive 24.0 points by selecting this option. You would have received -17.0 points had you chosen the other option.
  You press <<L>>. You receive 24.0 points by selecting this option. You would have received 24.0 points had you chosen the other option.
  You press <<L>>. You receive 24.0 points by selecting this option. You would have received 24.0 points had you chosen the other option.
  You press <<L>>. You receive 24.0 points by selecting this option. You would have received 24.0 points had you chosen the other option.
  
  
  Option L delivers either 26.0 points with 100.0% chance, or 26.0 points with 0.0% chance.
  Option D delivers either 29.0 points with unknown chance, 30.0 points with unknown chance, 32.0 points with unknown chance, 36.0 points with unknown chance, 44.0 points with unknown chance, or 60.0 points with unknown chance.
  You press <<D>>. You receive 30.0 points by selecting this option. You would have received 26.0 points had you chosen the other option.
  You press <<D>>. You receive 44.0 points by selecting this option. You would have received 26.0 points had you chosen the other option.
  You press <<D>>. You receive 30.0 points by selecting this option. You would have received 26.0 points had you chosen the other option.
  You press <<D>>. You receive 30.0 points by selecting this option. You would have received 26.0 points had you chosen the other option.
  You press <<D>>. You receive 30.0 points by selecting this option. You would have received 26.0 points had you chosen the other option.
  
  
  
  Option L delivers either 32.0 points with 60.0% chance, or 24.0 points with 40.0% chance.
  Option D delivers either 29.0 points with unknown chance, or 44.0 points with unknown chance.
  You press <<D>>. You receive 29.0 points by selecting this option. You would have received 32.0 points had you chosen the other option.
  You press <<D>>. You receive 29.0 points by selecting this option. You would have received 24.0 points had you chosen the other option.
  You press <<L>>. You receive 32.0 points by selecting this option. You would have received 29.0 points had you chosen the other option.
  You press <<L>>. You receive 24.0 points by selecting this option. You would have received 29.0 points had you chosen the other option.
  You press <<L>>. You receive 32.0 points by selecting this option. You would have received 29.0 points had you chosen the other option.