Consider the following premises. It is not cold. For all z_2, z_2 is a politician if and only if z_2 is bored. If Susan were a carpenter, then it is cold. If Thomas were a politician, then Susan is a carpenter. Can we infer the following from them? Thomas is bored.
 From the fact that if Susan were a carpenter, then it is cold, and that it is not cold we can infer that Susan is not a carpenter. From the fact that for all z_2, z_2 is a politician if and only if z_2 is bored we can infer that Thomas is a politician if and only if Thomas is bored. From the fact that if Thomas were a politician, then Susan is a carpenter, and that Susan is not a carpenter we can infer that Thomas is not a politician. Finally, from the fact that Thomas is a politician if and only if Thomas is bored, and that Thomas is not a politician we can infer that Thomas is not bored, which contradicts that Thomas is bored. Therefore, the answer is no.