Law 46 is full of portraits of envy — Ovid's wasted goddess, Schopenhauer's master simulator, Melville's unconfessable shame. One marginal, five lines long, does something none of the others attempt: it specifies a payoff structure and derives a behaviour from it.
*"A greedy man and an envious man met a king. The king said to them, 'One of you may ask something of me and I will give it to him, provided I give twice as much to the other.' The envious person did not want to ask first for he was envious of his companion who would receive twice as much, and the greedy man did not want to ask first since he wanted everything that was to be had. Finally the greedy one pressed the envious one to be the first to make the request. So the envious person asked the king to pluck out one of his eyes."*1
He asks to be half-blinded, so that the other man will be blind.
The parable's construction is precise: two men, one situation, one offer, and the only difference is what each is optimising for.
The greedy man wants a maximum for himself. His utility is absolute. He does not care what the other receives; he cares about the size of his own portion, which is why "he wanted everything that was to be had" and would not go first.
The envious man wants a maximum relative to the other. His utility is a difference. He does not care about his own portion in itself; he cares about the gap.
⚠ That distinction is the whole of the parable and it is the cleanest statement of it anywhere in this chapter. Greed and envy are not two intensities of wanting. They are wanting measured against two different denominators — one's own baseline, or somebody else's holdings.
And the king's offer is designed to make the difference visible. It is a perfectly ordinary generous offer to a greedy man and an unsolvable problem for an envious one.
The envious man's behaviour looks like malice. It is closer to arithmetic.
Under the king's rule, every request he makes gives him x and gives his rival 2x. So for any positive request, the gap moves against him. Ask for a fortune, and the other man gets two fortunes; ask for a kingdom, and the other gets two. There is no positive amount that improves his relative position, and larger requests make it worse.
Now consider the negative direction. Ask for −x, and the other receives −2x. The doubling that was working against him now works for him. One eye lost costs him half his sight; two eyes lost costs the other man all of it.
⚠ So the parable is not really a story about a wicked man. It is a demonstration that a relative-utility function facing a doubling rule has its only available gains in the negative direction — and that a person optimising for the gap will, under those payoffs, choose self-harm as the rational move.
That is worth stating carefully because it changes what envy is in an argument. Not an emotion that overrides good judgement, but a different objective function that produces perfectly consistent behaviour once you know what is being maximised. Everything the envious man did follows from his goal.
The most easily missed line is the one that sets up the ending: "Finally the greedy one pressed the envious one to be the first to make the request."1
The greedy man engineered his own blinding.
His reasoning was sound on its own terms: whoever goes second receives double, so the second position is worth more, so make the other man go first. He was maximising his own absolute return and he was correct to do so, given what he wanted.
⚠ But the second position is precisely where the envious man's move lands hardest. By insisting on the double, he insisted on receiving twice whatever was requested — and what was requested was a mutilation.
Which produces the parable's real warning, and it is aimed at the greedy man rather than the envious one: an absolute optimiser negotiating with a relative optimiser will reason himself into the worst available position, using a method that is correct for everyone except the person he is dealing with.
He never asked what the other man wanted. He assumed they wanted the same thing in different amounts.
If envy is a relative-utility function, some of Law 46's techniques follow directly and others do not, and the parable sorts them.
Reducing your visible advantage works. Cosimo's mule, the displayed defect, the sober court — these change the perceived gap, which is the quantity being optimised. They are aimed at the right variable.
Attributing success to luck works, for the same reason and a second one: it reduces the gap's apparent permanence.
Giving them something does not necessarily work, and the parable explains why more precisely than the chapter does. A gift from you raises them by x while demonstrating that you had x spare — so the gap may be unchanged, and it has been documented in the process.
⚠ And it explains why envy is so much more dangerous than ordinary rivalry. A rival wants to overtake you and will stop when they have. A relative optimiser has no satiation point at all: the gap can always be smaller, including by amounts that cost them everything they have.
The chapter's own Transgression has the identical structure and Greene records it without connecting the two.
Halliwell wanted "for Orton to have a failure of his own… so that they could have commiserated in their failure, as they had done years before." And when that did not happen, *"he did the only thing that would make them equals again: He made them equals in death."*2
⚠ Read that against the parable. A maximal absolute loss — his own life — accepted in order to close a gap. Same move, same logic, same denominator.
And Greene's own summary confirms the objective function: what would have satisfied Halliwell was not success but shared failure. Equality achieved downward was worth as much to him as equality achieved upward, which is only coherent if the quantity being optimised is the difference.
The parable is printed eight lines before the Transgression's ending, in the same chapter, and neither passage refers to the other.
Worth marking, because it is unusual here: the marginal carries a named modern scholarly source with a date — "JEWISH PARABLE, THE SEVEN DEADLY SINS, SOLOMON SCHIMMEL, 1992."1
That is better attribution than almost anything in Law 46's body, which names no historian for Cosimo, no biographer for Orton, no work for Machiavelli, Bacon, Thoreau, Plutarch, Schopenhauer or Ovid.
🚩 The parable itself remains undated and unlocated within the tradition — "Jewish parable" is a very large category, and Schimmel is cited as the book it was found in rather than as a source for its provenance. [LOW CONFIDENCE] on origin; [VERIFIED]-adjacent only on the fact that a 1992 scholarly work on the seven deadly sins contains it.
⚠ Sixth consecutive law in which the marginal column is better sourced than the argument it decorates.
You are negotiating with someone and their behaviour does not make sense to you.
They are refusing things that would benefit them. They are holding out for terms that leave both of you worse off. They have turned down an improvement because it improved you more.
⚠ Stop modelling them as an absolute optimiser who is being difficult. The greedy man's error was assuming they wanted the same thing he did in a different quantity, and that assumption is what put his eyes in the other man's gift.
Instead, test the denominator. Offer two options: one that gives them more in absolute terms and increases your advantage, and one that gives them less and reduces it. An absolute optimiser takes the first without hesitation. A relative optimiser takes the second, and often quickly.
That is a cheap diagnostic and it tells you which game you are in before you have committed anything to it.
If it is the relative one, three things follow.
Do not compete on generosity. Increasing what you offer increases what you visibly have, which moves the quantity they care about in the wrong direction. This is the chapter's do not help rule with the mechanism attached.
Do not assume a satiation point. A rival stops when they are ahead. A relative optimiser does not stop, because the gap is always reducible — including by moves that cost them badly, which they will make.
And do not put yourself in the second position. The greedy man's fatal move was insisting on the larger share, which is exactly what a relative optimiser wants you to have. ⚠ Where somebody is optimising for the difference, being the one with more is the exposed position, and any structure that scales your outcome to theirs is a structure they can drive downward.
The only durable move is to change the denominator — make the comparison less available, or make the outcomes genuinely independent — which is the same conclusion the law reaches from the other direction with simply find yourself new friends.
Strongest evidence is the parable's internal logic, which does not depend on believing anything about human nature: given a doubling rule and a relative objective, self-harm is the only move with a positive return. The behaviour is derived rather than asserted, which is unique in this chapter.
Tension one — the parable models envy as a coherent objective function; the rest of the chapter models it as an affliction. Ovid's Envy is "her own torment"; Kierkegaard's envier has refused a surrender. Here the envious man is not suffering at all — he is optimising, and he succeeds.
Tension two — the Transgression has the identical structure and the chapter does not connect them, though the parable is printed a few lines away.
Tension three — the model predicts things the chapter's advice contradicts. If the objective is the gap, then help from the advantaged party is worse than useless, which the chapter reaches independently; but it also implies that your absolute losses are as satisfying as their gains, which nothing in the Keys addresses.
🚩 SECONDARY WITHOUT PRIMARY on provenance. "Jewish parable" is undated and unlocated; Schimmel's 1992 book is where Greene found it, not a source for where it came from. [LOW CONFIDENCE] on origin and on the wording, which is a translation of unknown lineage.
⚠ A parable is a designed object. It demonstrates a structure cleanly because it was built to, and its cleanliness is evidence about the concept's shape rather than about how often real people behave this way.
Open question — is relative utility a stable trait or a state? The parable presents the envious man as a type. Whether a person's denominator can change with circumstances — and what changes it — is not addressed.
Open question — what is the actual exchange rate? The parable's man accepts a 1:2 ratio of self-harm to other-harm. Whether real relative optimisers have a limit, and where, would determine how far the structure can be pushed.
Within Law 46 this marginal is the chapter's only formal model and it sits beside the chapter's least analysed case. The Transgression is the parable executed — a maximal absolute loss accepted to close a gap — and Greene's own analysis says so in the language of shared failure without noticing he has printed the theory eight lines earlier.
Against Ovid's marginal, the two are almost opposite in what they claim. Ovid's Envy suffers continuously and is "her own torment." The parable's envious man does not appear to suffer at all — he identifies the only productive move available and takes it, and the story ends with him having achieved his objective.
⚠ Suffering affliction versus consistent optimiser. The chapter prints both in the same margin column and reconciles them nowhere — and they generate different attitudes toward the person, which is not a small difference when the chapter's advice includes fleeing them.
And against Kierkegaard, the parable has no admiration in it whatever. Kierkegaard's mechanism requires the envier to have first perceived something as admirable; the parable's man never regards his companion as superior at all — he simply cannot accept a rule under which the other receives double. Three marginals, three incompatible accounts of what envy is, all within a few pages.
Non-Zero-Sum Cooperation: When 1+1>2 — the account of arrangements in which mutual benefit exceeds solitary gain, and cooperation is rational because the total available is not fixed.
The king's offer is a maximally non-zero-sum structure, which is what makes the parable's ending so instructive.
Every request creates more than it costs: ask for one thing and three things enter the world, one for you and two for the other. There is no fixed pot. The situation is engineered so that any cooperative move enriches both parties, which is precisely the configuration the cooperation literature identifies as the good case.
And it produced a mutilation.
⚠ Which locates the limit of non-zero-sum reasoning with unusual sharpness: its rationality depends entirely on the participants' objectives being absolute. If the payoff is measured against a rival's holdings rather than against one's own baseline, an expanding pot is not a shared opportunity but an accelerating loss, because the rival's share expands faster.
That is the parable's real contribution and it generalises well beyond envy. A growth argument — this makes everyone better off — is only persuasive to someone whose denominator is themselves. To a relative optimiser, everyone better off, them more than me is a defeat, and the more the pot grows the heavier the defeat.
Which explains a great deal about why demonstrably positive-sum proposals meet resistance that looks irrational and is not: the objection is not to the total but to the distribution of the gain, and no amount of enlarging the total addresses it.
Stir Up the Waters to Catch Fish — the operator's practice of provoking disorder in others and profiting from what the disorder produces.
The king is running that technique, and reading him as an actor rather than as a plot device changes the parable.
He is not being generous. He has constructed a rule — whatever one asks, the other gets double — that does nothing except force the two men's objective functions into the open and set them against each other. He supplies no gift until they resolve it, and the resolution costs him nothing.
⚠ The king pays for none of it. He ends the story having given away one eye and two eyes, which is to say having given away nothing he valued, and having learned exactly what each man was.
That reframes the offer as a diagnostic instrument, and a very efficient one: a single rule, applied to two people, that reveals in one move which denominator each is using. Nothing else needed to be observed.
And it supplies the practical version of the workflow above. You can construct a small version of the king's rule deliberately — an option that gives someone more while giving you proportionally more, set against one that gives them less and you less still. The choice is the diagnosis. ⚠ The parable's warning is that the greedy man was also diagnosed, and destroyed, by the same instrument he thought he was exploiting.
Sharpest implication. The envious man is not overriding his judgement — he is exercising it. Under a doubling rule, every positive request moves the gap against him and every negative one moves it in his favour, so self-harm is the only direction with a positive return. That makes envy a different objective function rather than a failure of one, and it produces perfectly consistent behaviour once you know what is being maximised. Which is also why it has no satiation point: a rival stops when they are ahead, and a relative optimiser never stops, because the gap is always reducible — including by moves that cost them everything. And the greedy man's error is the one everyone makes: he assumed they wanted the same thing in different amounts, and reasoned himself into the second position, which is exactly where the doubling lands hardest.
Generative questions.
If a growth argument only persuades someone whose denominator is themselves, how much of what gets called irrational resistance to positive-sum proposals is an accurate response to a distribution nobody named?
The parable's man accepts a 1:2 ratio of self-harm to other-harm. Do real relative optimisers have a limit, and would knowing it change how anyone negotiates with them?
Three marginals in one chapter give three incompatible accounts of envy — affliction, refused surrender, consistent optimisation. Are these one phenomenon seen from three angles, or three phenomena sharing a name?