Given a problem statement as contexts, the task is to answer a logical reasoning question. 
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Context:
The dog sees the rabbit. The dog sees the squirrel. The dog sees the tiger. The rabbit eats the dog. The rabbit does not eat the tiger. The rabbit does not like the tiger. The squirrel does not see the rabbit. The tiger does not eat the rabbit. The tiger is not kind. The tiger likes the dog. The tiger sees the dog. If something is cold then it likes the rabbit. If something eats the tiger and it is nice then it likes the rabbit. If something likes the squirrel then the squirrel likes the rabbit. If something likes the rabbit and the rabbit is kind then it sees the tiger. If something likes the tiger then the tiger is young. If something is young and it eats the rabbit then it likes the tiger. If something sees the rabbit then the rabbit is cold. If something likes the rabbit then it likes the squirrel. If something likes the squirrel then the squirrel is cold.

Question: Based on the above information, is the following statement true, false, or unknown? The rabbit is cold.

Options:
A) True
B) False
C) Uncertain

Reasoning:
The dog sees the rabbit. If something sees the rabbit then the rabbit is cold. So the rabbit is cold.

The correct option is: A
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Context:
The cat eats the squirrel. The cat sees the squirrel. The cow eats the squirrel. The cow sees the cat. The rabbit is round. The rabbit sees the cat. The squirrel eats the rabbit. The squirrel is cold. The squirrel needs the rabbit. The squirrel sees the cat. If someone sees the cat and they are not green then they see the cow. If the rabbit is kind and the rabbit sees the squirrel then the squirrel needs the rabbit. Rough people are cold. If someone sees the rabbit then they are not round. If someone sees the squirrel and they are not green then they need the squirrel. If someone eats the cow then they see the rabbit. If someone eats the squirrel then they are rough. If someone is cold then they eat the cow.

Question: Based on the above information, is the following statement true, false, or unknown? The cat is not round.

Options:
A) True
B) False
C) Uncertain

Reasoning: