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LEGACY

2 books enjoyed by Scientist Pierre de Fermat

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I n t r o d u c t i o n

Fermat's Last Theorem Pierre de Fermat

ScientistFR1607 — 1665

French mathematician who left a major mark on number theory and probability. His "Last Theorem" was finally proved 358 years after he stated it.

“Though the margin is too small to write the perfect proof, future mathematicians will groan solving this beautiful theorem soon, so it's quite fun.”

C o n t e m p o r a r i e s
L i b r a r y

Records

What this figure read, watched, and listened to

S i g n a t u r eL i n e s

Quote

“Though the margin is too small to write the perfect proof, future mathematicians will groan solving this beautiful theorem soon, so it's quite fun.”

Greeting

“I have discovered a truly marvelous proof, but this margin is too narrow to contain it.”
“I send you a problem in number theory. Try to solve it.”
“Judge's days and mathematician's nights — both are my life.”

Roll Call

“I have a few theorems noted in the margin.”
“I have chosen tonight's subject of proof.”
“I have prepared a letter to send to Pascal.”

Deploy

“Apply the method of infinite descent!”
“Unfold the proof beyond the margin!”
“Attack the properties of integers!”

Victory

“The proof exists. It is merely that the margin is too narrow to show it.”
“The integers have aligned themselves beautifully.”
“Worked through the night and the answer came at dawn.”

Draw

“The final step of the proof overflows the margin.”
“Someone in posterity will complete it.”
“Only the special case is shown — the generalization remains.”

Defeat

“This time it is not the margin's fault. My proof was wrong.”
“The burden of judicial work left too little time for verification.”
“Let me apply the method of infinite descent again.”

Strike

“Pierce with the power of the Little Theorem!”
“Infinite descent — end it in one stroke!”
“Pour everything out while the margin allows!”
P e r s o n aA n a l y s i s

Overview

Supreme intellect and high reflection combined with the stability of a judicial profession form an amateur genius structure that explored mathematics through pure passion. The intellectual provocation of announcing theorems without proof became the seed completing mathematics's greatest drama 350 years later, while professional stability paradoxically enabled pure intellectual adventure.

Core Abilities

Command
42
Martial
16
Intellect
96
Charm
48

Inner Virtues

Temperance
72
Diligence
88
Reflection
88
Courage
55

Outer Virtues

Loyalty
65
Benevolence
55
Fairness
70
Humility
60

Core Disposition

Pessimism
Optimism
Conservative
Progressive
Individual
Social
Cautious
Bold

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