exam $=$ False

sunny $=$ False

sunblock $=$ False

morning$\_$classes $=$ True

night$\_$classes $=$ True

raining $=$ False

rain$\_$jacket $=$ True

snowing $=$ False

friends$\_$are$\_$going $=$ True

fluffy$\_$coat $=$ False

snow$\_$boots $=$ True

really$\_$want$\_$to$\_$go $=$ True

#You may modify the lines of code above, but don't move them!

#When you Submit your code, we'll change these lines to

#assign different values to the variables.

#Imagine you commute to your classes and want to write code to

#determine when it is appropriate for you to go to class based

#on the following conditions:

#

# $-$ If you have an exam, then you should go to class, regardless

# of the weather.

# $-$ If you do not have an exam and it is sunny outside, then you

# want to go to class if either of the following are true: you

# have sunblock and your classes are in the morning or your

# classes are at night.

# $-$ If you do not have an exam and it is raining outside, then

# you want to go to class if you have a rain jacket.

# $-$ If you do not have an exam and it is snowing, then you want

# to go if any of the following are true: your friends are

# going and you have a fluffy coat, you have snow boots and a

# fluffy coat, or you just really want to go to class.

#If none of the previously stated conditions are true, then you

#do not want to go to class.

#Once you have determined if you should go to class, print the

#following statement without the quotation marks, where $"\_\_\_"$

#corresponds to the boolean that you have found:

#"True or false: I should go to class: $\_\_\_"$

#Add your code here! #With the initial inputs, your code

#should print:

#True or false: I should go to class: False

should$\_$go$\_$to$\_$class $=($sunny$($sunblock and $($morning$\_$classes or night$\_$classes$),$ raining$($rain$\_$jacket$),$ snowing $($friends$\_$are$\_$going and fluffy$\_$coat$)$ or $($snow$\_$boots and fluffy$\_$coat$)$ or really$\_$want$\_$to$\_$go$)$

print$("$True or false: I should go to class:", should$\_$go$\_$to$\_$class$)$