# data[].attributes.headline
For any subset (that is not empty) of positive integers there will be a smallest number. 

# data[].attributes.subject
For any subset (that is not empty) of positive integers there will be a smallest number. 

# data[].attributes.body
For any subset of positive integers, there must be an integer in that subset that has a lower value than any other integer in the subset.

# data[].attributes.body
Every subset that is not empty and contains only positive integers will have an element that is least (less than the others)

# data[].attributes.headline
Every set of positive integers will have a lowest value

# data[].attributes.subject
Every set of positive integers will have a lowest value

# data[].attributes.headline
A set of positive integers will always have

# data[].attributes.subject
A set of positive integers will always have

# data[].attributes.headline
In a group of positive integers there's an integer that is the smallest

# data[].attributes.subject
In a group of positive integers there's an integer that is the smallest

# data[].attributes.headline
any group of positive integers will always contain a smallest integer

# data[].attributes.subject
any group of positive integers will always contain a smallest integer

# data[].attributes.body
for every group of positive numbers that actually contains something, there will always be one value that is the lowest.

# data[].attributes.headline
Any group of positive integers has a smallest one

# data[].attributes.subject
Any group of positive integers has a smallest one

# data[].attributes.headline
There will always be a minimum value in a group of positive integers

# data[].attributes.subject
There will always be a minimum value in a group of positive integers

# data[].attributes.headline
A smallest integer always exists in a group of positive integers

# data[].attributes.subject
A smallest integer always exists in a group of positive integers

# data[].attributes.body
In the example above, 4 is the smallest number.

# data[].attributes.body
In any subset of positive integers

# data[].attributes.body
Every subset of positive integers will have a smallest integer

# data[].attributes.body
A non empty subset - meaning it has elements in the subset - of a positive integer always has a smallest element

# data[].attributes.body
not an in

# data[].attributes.body
not an intreger

# data[].attributes.body
Because there are negative integers

# data[].attributes.body
not an integer and also negative

# data[].attributes.body
Does not contain all positive integers

# data[].attributes.body
{3,17,21}

# data[].attributes.body
The empty set has no integers, therefore there is no smallest integer

# data[].attributes.body
because e isn't a positive integer

# data[].attributes.body
{i,-1,1}

# data[].attributes.body
I think it doesn't apply because decimals are not integers

# data[].attributes.body
he got no idea if hes cappin