CAMDEN, NJ – I want to assure my readers that the case is real but the people are anonymous. So I want to invoke the iconic phrase famously voiced by Sergeant Joe Friday (Jack Webb) in Dragnet during the 1950s and 1960s.

“The names have been changed to protect the innocent”.

In the new era of name, image, and likeness deals and revenue sharing, college athletes are no longer amateur bystanders in a billion-dollar industry. They are negotiators, entrepreneurs, and, increasingly, the protagonists of high-stakes economic games. But as the mathematician John von Neumann understood when he helped found game theory, strategic decision-making does not always reward the greedy or the powerful. Sometimes, the most “rational” choice leads both parties to a worse place than where they started.

Consider the case of a freshman college basketball player — a hometown hero, talented enough to command multiple six-figure offers. His story reads like a parable for the modern NIL era, and it reveals a deeply uncomfortable truth: even when everyone acts in their own self-interest, everyone can end up losing.

The Offer That Wasn’t

Let us set the stage. Our player — let’s call him Marquise — is a freshman at a university in his hometown. He loves playing in front of family and friends. He loves the community. At the end of his freshman year, the school’s athletic collective offers him an NIL/revenue sharing deal worth $115,000 to return as a sophomore. Marquise accepts. He shakes hands. He tells his mother. He begins planning his summer workouts.

Then the school calls back. The $115,000 offer is rescinded. In its place: $30,000.

Marquise is insulted. Not just because the number is smaller, but because the trust is broken. He has other offers — several of them, ranging from $150,000 to $250,000 — but each requires him to leave his hometown. He could take the money and go. But his heart says stay. His pride says leave.

This is not just a personal dilemma. It is a game.

The Game, Laid Bare

In game theory, a “game” is any situation where one person’s success depends on the choices of others. Here, the two players are Marquise and the school. Their moves are sequential:

The school makes an initial offer ($115k).


Marquise accepts.


The school decides whether to honor that offer or rescind it and offer $30k.


Marquise decides whether to accept the $30k, or reject it and leave for a competing offer ($150k–$250k elsewhere).


To understand who wins, we assign ordinal utilities — rankings of preference, not dollar amounts. For Marquise, the best outcome (5) is staying in his hometown with fair pay ($115k). Next best (4) is leaving for more money. The worst (1) is staying for the insulting $30k. For the school, the best outcome (5) is keeping Marquise at rock-bottom cost ($30k). The next best (4) is keeping him at fair cost ($115k). Losing him to a rival yields only a 2.

Now we play the game backward, as rational actors do.

If the school rescinds and offers $30k, Marquise compares his options: accept ($30k, utility 1) or leave (higher pay, utility 4). A rational Marquise leaves. Knowing this, the school compares honoring ($115k, utility 4) versus rescinding (which leads to Marquise leaving, utility 2). A rational school honors the original offer.

So the predicted equilibrium is happy: Marquise stays with fair pay, school keeps its star. Everyone wins
But that is not what happened here. The school rescinded. Why?

Why a “Rational” School Would Self-Destruct

The problem says the school rescinded the $115k offer and offered $30k. Why would a rational school do that? In real life, schools do not always act with perfect foresight or pure altruism. Two explanations stand out, and both expose the fault lines of strategic thinking.

First, the hometown fallacy. Schools often overestimate the power of geographic loyalty. They assume that because Marquise grew up ten minutes from campus, because his grandmother comes to every game, because his high school jersey hangs in the local diner — he will accept almost anything to stay. They believe his preference for home is so strong that he will swallow the $30k rather than pack his bags. This is a classic cognitive bias: projecting one’s own value of place onto another’s decision calculus. But Marquise has offers two to eight times larger. Rationality says take the money. Emotion says stay. The school bets on emotion and loses.

Second, the teammate budget squeeze. There is a more structural, less irrational reason. Suppose the school’s NIL collective had a fixed pool of money for the upcoming season. They budgeted $115k for Marquise. But then several other players — perhaps a star center, a sharpshooting guard, a veteran leader — demanded and received substantially more expensive deals than anticipated. Perhaps the collective miscalculated the market. Perhaps an agent played hardball. By the time Marquise’s deal came up for final approval, the collective was overextended. They could not afford $115k without breaching other commitments. So they did the only thing they thought possible: rescind and offer $30k, hoping Marquise’s hometown loyalty would fill the gap between what they could pay and what he would accept.

In game theory terms, the school is now playing a different game — one where its own past commitments have constrained its present options. But Marquise does not see that. He sees only the rescinded offer. And he feels only the insult.

The Suboptimal Outcome

The school’s gamble fails. Marquise rejects the $30k. He signs with a university 1,500 miles away for $200,000. The school loses its hometown star to a rival. Marquise loses the chance to play in front of his family every night.

Compare this to the road not taken: Had the school honored the $115k, both would have been better off. Marquise would have stayed (utility 5 vs. 4). The school would have kept its star at a fair but manageable cost (utility 4 vs. 2). Instead, the school’s attempt to exploit Marquise’s loyalty — driven either by overconfidence or by a budget crisis — produces an outcome that is Pareto inferior. That is economist-speak for a situation where no one is better off and at least one is worse off. Here, both are worse off.

This is the central paradox of game theory in practice: rational choices, made in isolation, can lead to collectively irrational results.

Lessons for the NIL Era

Marquise’s story is fictional, but its structure repeats every year in locker rooms and athletic departments across the country. When schools treat verbal commitments as disposable, they erode trust. When they assume loyalty is infinite, they miscalculate. And when they squeeze one player to pay others, they risk losing the very talent that made the program worth watching.

The solution is not more regulation — at least not from the NCAA. The solution is for schools to recognize that they are playing a repeated game, not a one-off transaction. In a repeated game, reputation matters. If a school becomes known for rescinding offers, recruits will demand binding contracts or simply go elsewhere. The short-term gain of saving $85,000 becomes a long-term loss of millions in lost ticket sales, merchandise, and tournament revenue.

Game theory does not just describe the trap. It also shows the way out. Honor your offers. Respect your players. And remember: sometimes the most rational move is the one that keeps everyone at the table.

Because once a player leaves for $200,000 and a plane ticket home, you cannot get him back with $30,000 and a hometown discount.