{{ block title }} Guess the {{ if player.myTreatment == 0 }} temperature difference {{ endif }} {{ if player.myTreatment == 1 }} difference in homicide mortality {{ endif }} {{ endblock }} {{ block content }} In the following part of this study you can earn a bonus of up to $2.00. {{ if player.myTreatment == 0 }} To receive tional Centers for Environmental Informthe bonus, you have to correctly guess the difference in average temperature between the decades 1950-1959 and 2010-2019, as published by the National Centers for Environmental Information. Any error in your guess will detract from your bonus, that is, you receive $0.1 less bonus for every error of 0.1℉. This implies that if your guess is off by more than 2℉, you won't receive any bonus for this task.

As soon as you click the "Next" button, the computer will randomly select a US state. You then have 50 seconds to enter your guess of the difference in average temperature between 1950-1959 and 2010-2019 for that state. {{ endif }} {{ if player.myTreatment == 1 }} To receive the bonus, you have to correctly guess the difference between two states in terms of Homicide Mortality (death through homicide per capita) during 2019. As with the test task, your guess will be entered in terms of how many times higher/lower the statistic is in one state relative to the other. For example, the number/unit "1.2" would imply that you guess that mortality in one state is 1.2 times that in the other state. Any error in your guess will detract from your bonus, that is, you receive $0.1 less bonus for every error of 0.1 units. This implies that if your guess is off by more than 2 units, you won't receive any bonus for this task.

As soon as you click the "Next" button, the computer randomly selects two US states. Again, you will only be informed where each state stands relative to all other US states in terms of percentage of Black or African American population. You then have 50 seconds to enter your guess of the difference in terms of Homicide Mortality. {{ endif }}

Therefore, prepare yourself to enter your guess as soon as you click on the "Next" button!

{{ next_button }} {{ endblock }}