Вероятно, нет ни единой сферы человеческой мысли или материальной деятельности, про которую можно было бы утверждать, что рано или поздно туда не дойдёт кибернетика.
Жорж Р. Буланже, «Материалы по кибернетике, утопии или науке завтрашнего дня в сегодняшнем мире», 1968
Великий заимообращенец хочет устойчивости кругооборотов, равных циклов, прогнозируемых повторений, беспроблемной бухгалтерии. Он хочет устранить любое частичное влечение, обездвижить тело.
Таково беспокойство императора, о котором говорит Борхес: он хотел такую точную карту империи, что она должна была бы покрыть территорию во всех её точках и, стало быть, её удвоить в том же масштабе, так что подданные сего монарха тратили столько времени и использовали столько энергии, чтобы её отделать и поддержать в порядке, что по мере того как совершенствовалась картографическая копия, «сама» империя приходила в упадок – таково безумие великого центрального Нуля, его желание обездвижить тело, которое может «быть» только представленным.
Жан-Франсуа Лиотар, «Либидинальная экономика», 1973>1
«Они искали приключений и хотели прожить их вместе с вами. Это, в конце концов, всё, что можно сказать. Они твёрдо верят, что будущее будет новым: другим, увлекательным и трудным, конечно. Где полно киборгов, делающих деньги из воздуха предпринимателей, биржевых лихорадок и турбо-людей. Уже сегодня оно именно так и выглядит для тех, кто хочет видеть. Они думают, что грядущее будет человечным, заодно и в женском роде – и во множественном числе; чтобы каждый его прожил, каждый поучаствовал. Вот они, утерянные Просветители, пехотинцы прогресса, жители XXI века. Они побивают невежество, несправедливость, нищету, все виды страдания. Они там, где есть движение, где что-то происходит. Они ничего не хотят упустить. Они скромны и отважны, и служат интересам, которые больше них самих, ведомые высшими принципами. Они не только умеют формулировать задачи, но и искать решения. Они подтолкнут нас к самым опасным рубежам и протянут руку с берегов грядущего. Они – марш Истории, вернее того, что от неё осталось, ведь самое трудное позади. Они – святые и пророки, истинные социалисты. Они давно уже поняли, что май 68-го не был революцией. Настоящую революцию творят они. Дело теперь лишь за организацией и прозрачностью, разумом и сотрудничеством. Обширная программа! И потом…»
Что, простите?! О чём это вы? Какая программа? Худшие кошмары, вы знаете сами, рождаются из сказок, которые нам, ещё детям, ЛЮДИ[1] рассказывали на ночь, чтобы убаюкать нас и нравственно развить. Новые завоеватели, которых мы будем здесь называть кибернетиками, не образуют единой партии – что сильно бы облегчило нашу задачу – это рассредоточенное созвездие действующих, попавших под действие, одержимых и ослеплённых одной и той же сказкой. Это убийцы времени, крестоносцы Однородности, любовники рока. Они – приверженцы порядка, почитатели разума, это народ посредников. И пусть Великие Рассказы[2] мертвы, как любит повторять постмодернистская вульгата, умами всё ещё правят господствующие выдумки. Так было с «Басней о пчёлах», которую Бернард де Мандевиль опубликовал в самом начале XVIII века, что так помогло созданию политической экономии и обоснованию прогрессивности капитализма. Благополучие, общественный и политический порядок зиждился отныне не на католической жертвенности, а на следовании каждым индивидом своего личного интереса. «Пороки частных лиц» объявлялись таким образом залогом «общественного блага». Мандевиль, этот «Человек-Дьявол», как его называли ЛЮДИ, таким образом выдвигает против религиозности своего времени либеральную гипотезу, которой вдохновится впоследствии Адам Смит. И хотя сказка эта регулярно возобновляется в виде новых форм либерализма, сегодня она уже трещит по швам. Критические умы выведут из этого, что либерализм уже вне критики. Его место заняла другая модель – та самая, что скрывается под именами интернета, новых информационных и телекоммуникационных технологий, «Новой экономики» или гения генетики. Либерализм отныне – лишь остаточное обоснование, алиби для преступления, ежедневно совершаемого кибернетикой.
Рационалистская критика «экономических верований» или «неотехнологической утопии», антропологическая критика утилитаризма общественных наук и гегемонии рыночных отношений, марксистская критика «когнитивного капитализма», противопоставляющая ему «коммунизм множеств», политическая критика коммуникативной утопии, возрождающей самые жуткие кошмары про изгнание, критика на критику «нового духа капитализма» или критика «Карательного государства» и слежки, скрывающейся за неолиберализмом, – все эти критики, похоже, не склонны замечать появление кибернетики как новой технологии власти, которая прекрасно объединяет в себе и сочетает друг с другом как дисциплину, так и биополитику, как полицию, так и публичность[3], – своих старших собратьев, которые сегодня слишком плохо справляются с доминированием. Иными словами, кибернетика не является, как ЛЮДИ хотят её видеть, сферой исключительно отдельной от коммуникации и от создания информации, виртуальной надстройкой над реальным миром.
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)
Скорее уж она – автономный мир механизмов[4], смешавшихся с капиталистическим проектом как проектом политическим, огромная «абстрактная машина», сложенная из двоичных машин на службе Империи, новая форма политического суверенитета[5], а лучше сказать – абстрактная машина, превратившая себя во всемирную машину войны[6]. Делёз и Гваттари объясняют эту нестыковку новой формой присвоения машин войны национальными Государствами: «Только после Второй мировой войны автоматизация, а затем автоматика машины войны произвели свой подлинный эффект. Машина войны, учитывая новый пересекающий её антагонизм, не имеет уже войну в качестве своего исключительного объекта, но принимает на себя в качестве объекта мир, политику, мировой порядок – короче, цель. Здесь имеет место инверсия формулы Клаузевица – именно политика становится продолжением войны,