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Seminar XXIV Final Sessions 1 - Lacan in Ireland

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this is go<strong>in</strong>g to lead us to someth<strong>in</strong>g else – on one of these coupled tori, youengage <strong>in</strong> the manipulation that I have expla<strong>in</strong>ed for you here, namely, thatyou make a cut, you will obta<strong>in</strong> this someth<strong>in</strong>g which is expressed asfollows, namely, that these tori be<strong>in</strong>g coupled, you have <strong>in</strong>side one of thesetori, another torus, a torus of the same k<strong>in</strong>d as the one that I have drawnhere. What this designates, is that here, you can clearly see that whatregards the first torus has someth<strong>in</strong>g that I called its <strong>in</strong>side, someth<strong>in</strong>g <strong>in</strong> thetorus has been turned <strong>in</strong>side out, which is exactly <strong>in</strong> cont<strong>in</strong>uity with whatrema<strong>in</strong>s of the <strong>in</strong>side <strong>in</strong> this first torus. This torus is turned <strong>in</strong>side out <strong>in</strong> thesense that henceforth its <strong>in</strong>side is what goes to the outside, while <strong>in</strong> order todesignate the latter as be<strong>in</strong>g the one around which there is turned <strong>in</strong>side outthe one here, we see that the one that I designated here, has for its partrema<strong>in</strong>ed unchanged, namely, that it has its first outside, its outside as it isposed <strong>in</strong> the loop, it has its outside always <strong>in</strong> the same place.8

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