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< title > Flatlines< / title >
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< h1 > Flatlines< / h1 > < p >
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├───┐< span > AxS:0< / span > < br >
│ ├───┐ < span > AxS:00< / span > < br >
│ │ ├── < a href = "000.html" onClick = "return pppR(this, '000', '850', '50')" > AxS:000< / a > < br >
│ │ │ ├── < a href = "0001.html" onClick = "return pppR(this, '0001', '600', '50')" > AxS:0001< / a > < br >
│ │ │ ├── < a href = "0002.html" onClick = "return pppR(this, '0002', '650', '50')" > AxS:0002< / a > < br >
│ │ │ └── < a href = "0003.html" onClick = "return pppR(this, '0003', '900', '50')" > AxS:0003< / a > < br >
│ │ │ ├── < a href = "00031.html" onClick = "return pppR(this, '00031', '400', '50')" > AxS:00031< / a > < br >
│ │ │ ├── < a href = "00032.html" onClick = "return pppR(this, '00032', '400', '50')" > AxS:00032< / a > < br >
│ │ │ └── < a href = "00033.html" onClick = "return pppR(this, '00033', '500', '50')" > AxS:00033< / a > < br >
│ │ ├── < a href = "001.html" onClick = "return pppR(this, '001', '500', '150')" > AxS:001< / a > < br >
│ │ │ └── < a href = "0011.html" onClick = "return pppR(this, '0011', '1500', '50')" > AxS:0011< / a > < br >
│ │ │ └── < a href = "00111.html" onClick = "return pppR(this, '00111', '700', '150')" > AxS:00111< / a > < br >
│ │ ├── < a href = "002.html" onClick = "return pppR(this, '002', '600', '50')" > AxS:002< / a > < br >
│ │ │ └── < a href = "0021.html" onClick = "return pppR(this, '0021', '900', '50')" > AxS:0021< / a > < br >
│ │ │ └── < a href = "00211.html" onClick = "return pppR(this, '00211', '750', '50')" > AxS:00211< / a > < br >
│ │ └── < a href = "003.html" onClick = "return pppR(this, '003', '1250', '50')" > AxS:003< / a > < br >
│ │ ├── < a href = "0031.html" onClick = "return pppR(this, '0031', '1350', '50')" > AxS:0031< / a > < br >
│ │ └── < a href = "0032.html" onClick = "return pppR(this, '0032', '850', '150')" > AxS:0032< / a > < br >
│ ├── < a href = "01.html" onClick = "return pppR(this, '01', '610', '50')" > AxS:01< / a > < br >
│ │ └── < a href = "011.html" onClick = "return pppR(this, '011', '600', '50')" > AxS:011< / a > < br >
│ │ └── < a href = "0111.html" onClick = "return pppR(this, '0111', '1200', '50')" > AxS:0111< / a > < br >
│ ├── < a href = "02.html" onClick = "return pppR(this, '02', '1050', '50')" > AxS:02< / a > < br >
│ │ ├── < a href = "021.html" onClick = "return pppR(this, '021', '1000', '150')" > AxS:021< / a > < br >
│ │ └── < a href = "022.html" onClick = "return pppR(this, '022', '450', '50')" > AxS:022< / a > < br >
│ │ └── < a href = "0221.html" onClick = "return pppR(this, '0221', '650', '50')" > AxS:0221< / a > < br >
│ │ └── < a href = "02211.html" onClick = "return pppR(this, '02211', '800', '50')" > AxS:02211< / a > < br >
│ │ └── < a href = "022111.html" onClick = "return pppR(this, '022111', '800', '200')" > AxS:022111< / a > < br >
│ └── < a href = "03.html" onClick = "return pppR(this, '03', '1370', '50')" > AxS:03< / a > < br >
│ ├── < a href = "031.html" onClick = "return pppR(this, '031', '530', '50')" > AxS:031< / a > < br >
│ ├── < a href = "032.html" onClick = "return pppR(this, '032', '900', '150')" > AxS:032< / a > < br >
│ └── < a href = "033.html" onClick = "return pppR(this, '033', '820', '50')" > AxS:033< / a > < br >
├── < a href = "1.html" onClick = "return pppR(this, '1', '500', '50')" > AxS:1< / a > < br >
│ ├── < a href = "11.html" onClick = "return pppR(this, '11', '550', '250')" > AxS:11< / a > < br >
│ ├── < a href = "12.html" onClick = "return pppR(this, '12', '400', '320')" > AxS:12< / a > < br >
│ │ └── < a href = "121.html" onClick = "return pppR(this, '121', '280', '200')" > AxS:121< / a > < br >
│ │ └── < a href = "1211.html" onClick = "return pppR(this, '1211', '930', '150')" > AxS:1211< / a > < br >
│ └── < a href = "13.html" onClick = "return pppR(this, '13', '750', '50')" > AxS:13< / a > < br >
│ ├── < a href = "131.html" onClick = "return pppR(this, '131', '870', '50')" > AxS:131< / a > < br >
│ └── < a href = "132.html" onClick = "return pppR(this, '132', '800', '50')" > AxS:132< / a > < br >
├── < a href = "2.html" onClick = "return pppR(this, '2', '790', '230')" > AxS:2< / a > < br >
│ ├── < a href = "21.html" onClick = "return pppR(this, '21', '1350', '150')" > AxS:21< / a > < br >
│ │ └── < a href = "211.html" onClick = "return pppR(this, '211', '730', '50')" > AxS:211< / a > < br >
│ │ └── < a href = "2111.html" onClick = "return pppR(this, '2111', '740', '150')" > AxS:2111< / a > < br >
│ │ └── < a href = "21111.html" onClick = "return pppR(this, '21111', '690', '150')" > AxS:21111< / a > < br >
│ └── < a href = "22.html" onClick = "return pppR(this, '22', '970', '50')" > AxS:22< / a > < br >
│ ├── < a href = "221.html" onClick = "return pppR(this, '221', '450', '50')" > AxS:221< / a > < br >
│ │ └── < a href = "2211.html" onClick = "return pppR(this, '2211', '700', '50')" > AxS:2211< / a > < br >
│ │ └── < a href = "22111.html" onClick = "return pppR(this, '22111', '350', '50')" > AxS:22111< / a > < br >
│ │ └── < a href = "221111.html" onClick = "return pppR(this, '221111', '700', '50')" > AxS:221111< / a > < br >
│ │ └── < a href = "2211111.html" onClick = "return pppR(this, '2211111', '600', '50')" > AxS:2211111< / a > < br >
│ │ └── < a href = "22111111.html" onClick = "return pppR(this, '22111111', '1300', '50')" > AxS:22111111< / a > < br >
│ └── < a href = "222.html" onClick = "return pppR(this, '222', '1400', '50')" > AxS:222< / a > < br >
└── < a href = "3.html" onClick = "return pppR(this, '3', '850', '180')" > AxS:3< / a > < br >
< a href = "31.html" onClick = "return pppR(this, '31', '1300', '50')" > AxS:31< / a > < br >
< a href = "311.html" onClick = "return pppR(this, '311', '800', '50')" > AxS:311< / a > < br >
< a href = "32.html" onClick = "return pppR(this, '32', '850', '150')" > AxS:32< / a > < br >
< a href = "33.html" onClick = "return pppR(this, '33', '450', '50')" > AxS:33< / a > < br >
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< div id = "fn" >
< p > < span class = "fnc2" > 1.< / span > “In a multilinear system, everything happens at once” (ATP 297). This is Oedipus’ ’ – < br > < br >
I have written elsewhere at length on tragedy as a cybernetic narrative. Briefly, the claim is thattragedy anticipates cybernetic explanation (or – – ‘ ’ < br > < br >
A crucial figure here is self-fulfilling prophecy; as I argue in my Curse, Recursion, Recurrence, “themost effective prophecies are always self-fulfilling” (36). Walter Cannon has established that self-fulfilling prophecy is a positive-feedback circuit. In his important essay, ‘ ’ ‘ ’ < br > (L.T.)< / p >
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