By William Zhao ‘29 and Vihaan Jim ‘29

Fine Hall in comparison with blueprint plans for Finer Hall
In a recent change, led by the artistic temperament of President Eistopher Chrisgruber, the University has decided that Fine Hall is not, in fact, fine. Indeed, Mr. Chrisgruber has even found the building quite repugnant. Accordingly, the University administration has announced the construction of a new building: Finer Hall.
For generations of Princetonians, the pinkish hue of Fine Hall has housed the mathematics department. Supporters of the building have praised its brutalist style, calling it a masterpiece in harmony between constructed spaces and interior atmospheres. Meanwhile, critics have long pointed out the looming, phallic shape of the building, calling it apt for their relationship with mathematics exams.
According to the University’s announcement, the new fifty-story Finer Hall will be taller, tanner, more toned, and more girthy. Architect Robert Builder was effusive in his praise of the new building: “Finer Hall will stand as a testament to proportionality: replete with a 24-pack of windows, tanned exterior, bricked-up facade, muscular toned columns, sweeping verticality, overawing curve, and domineering presence.”
When asked for comment, Professor Addison Subtracson, a lecturer in the mathematics department, said: “Our new building will finally prove our dominance over the physics department, living in their three-story shanty known as Jadwin Hall. It is also my hope that being able to take girls home to such a beautiful establishment will help some of our male math majors finally get dates.”
However, some within the math department have been left disappointed by the plans for Finer Hall. “We had hoped for a building unbounded in height, or ‘infinitely tall’ in laymen’s terms,” lamented Professor Taylor Series, a prominent mathematical analyst who contacted The Princeton Tiger to voice her concerns. “More formally, given any sequence of balls centered at the base of the building, with each ball growing ever larger, Finer Hall would soar above them all. Unfortunately, as the proposed design is finitely tall, a pair of balls only 500 feet in diameter would easily constrain the building.”
Nevertheless, most math faculty agree that Finer Hall will be a vast improvement when erected.