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  • Contingencies
  • Elizabeth Rottenberg

Analysis does precious little, but the little it does is precious.

—Therese Benedek

I’d like to begin with an anecdote of a slightly confessional nature. If I mention this anecdote, it’s because it came to me by chance as an association to what French analyst and philosopher Monique David-Ménard, in her introduction to Éloge des hasards dans la vie sexuelle, calls “positive contingency” or the “positive aspect of chance” (David-Ménard 2011, 19–20), what in colloquial English we call a “happy accident.”

So here’s the association. For reasons I cannot fully explain, the therapist I was seeing in graduate school encouraged me to take the Minnesota Multiphasic Personality Inventory test (the MMPI, as it’s called), a widely used and researched psychometric test of adult personality and psychopathology. The test involved hundreds of simple, inoffensive questions, questions such as, “Do you read all the editorials in the newspaper every day?”1 and it took me hours to complete. A week or so after taking the test, I met with my therapist and we went over the results together. According to the test (which, interestingly, takes into account the performative aspects of test taking), I had answered all the questions in such a way as to appear neither excessively good nor excessively bad, that is, I had answered all the questions honestly and consistently. And as far as psychopathology was concerned, my answers showed few signs of hypochondriasis, hysteria, psychopathy, schizophrenia, or hypomania. On the other hand, when it came to depression, paranoia, psychasthenia, and social introversion, my scores were a little higher, and a shockingly high percentage of my answers [End Page 128] reflected “stereotypical masculine interests/behaviors.” None of this seemed to worry my therapist in the least. The only thing she pointed to were my “odd answers” (the MMPI also has a special category for odd answers—presumably the answers of academics). She wondered about my answer to this question in particular: “Do you see people or animals or things that other people don’t see?” “You answered ‘true’ to that question,” she said. “I don’t understand. Why would you answer ‘true’? You’re not psychotic.” I explained that I had read the “or”—do you see people OR animals OR things that other people don’t see—as a disjunctive rather than a conjunctive OR. “So, yes, it’s true, when I read texts, sometimes I see things that other people don’t see.” At the time, of course, I wasn’t thinking of Deleuze’s “contingent reason” or of Monique’s discussion of the inventive power of disjunctive synthesis in her Deleuze et la psychanalyse (2005). And I certainly wasn’t thinking that my figurative reading of seeing, my misreading of seeing, was indicative of the essential and indeterminable contingencies of reading. No, I was only giving what I took to be a perfectly accurate description of the déformation professionnelle that is ours and that belongs to anyone who is a stickler for grammar . . . a positive déformation, I might add.

But this association immediately leads me to another (contingent) association, this time one that is intimately related to Monique’s discussion of Torricelli’s law and to Claude Bernard’s discovery of the exocrine function of the pancreas. My association is to Freud and to Freud’s astonishment before the transformative power of Jean-Martin Charcot’s dazzling, clinical insight. In Freud’s description of his teacher, Charcot is someone who sees things that other people don’t see:

[Charcot] . . . had the nature of an artist—he was, as he himself said, a “visuel,” a seer. Here is what he himself told us about his method of working. He used to look again and again at the things he did not understand, to deepen his impression of them day by day, till suddenly [plötzlich] an understanding of them dawned on him. . . . He might be heard to say that the greatest satisfaction a [person] could have was to see something new—that is, to recognize it as new; and he remarked again and again on the difficulty and value of this kind of...

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