A PEQUENA E LÚGUBRI CHINPANZÉ...CLASSICO DA LITERA

Fecha  18-7-2017 2:15:56 Tema:  Poemas -> Surrealistas
V souladu s touto vizí, zaměření texty pracuje v režimu punctum
Kolem kterého obrazy jsou vyvolány a téma je organizována. V případě,
Dotyčný musí se rozumějí podle definice vyslovené Roland,
Barthes (1980, s. 73-7) v jeho poznámkách na fotografii: "malý otvor,
Malé skvrny, malý řez – a také lance údajů. Punctum z
Fotka je šance, že to ukazuje na mne (ale i to mě bodne mě) ".
Podobně, malé odraz vychází z určitých "modřiny"
Lyrika. Naběračku slouží jako bod emanace z obrazů a naproti tomu
Vymezuje stopy subjektivity. Nebo flagranti intimity hoden
Všimněte si, že jako ranní kávu. Je to součást expresivní síla těchto
Obrázky přesně kauzality a kontrast komponenty, které nabízejí v
Bezvýznamné.
Z hlediska Barthesianos reflexní linie by být spojena s Poé
Že hodnoty punctum o Studium jmenovitě, který se dříve předpokládalo
Subjektivní optika rámují objektivní (nebo imaginární) obsah, k jeho
Chuť a smysl. Odtud se více variace v režimu a pozadí.
Svým způsobem aktualizovat Baudeleriano výzvu k výrobě psaní
Chcete-li reprodukovat "lyrické pohyby duše, vlnění snít nebo
Plynule z vědomí.
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[/img][img 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[/img]


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