Идея этой работы пришла автору после того, как был замечен один любопытный факт. Весьма широкий набор исследований по практически полному спектру общественных наук с использованием непохожих друг на друга методологий, по сути, описывает одно явление. Исследования в области ценностей, проводимые на основании крупнейших социологических опросов (Values Survey и Eurobarometer), публикации по эволюции корпоративной культуры, а также многие теоретические и прикладные работы по реформированию общественных институтов проникнуты одной общей идеей. Это идея роста «числа степеней свободы» человека и человечества – возможность распоряжаться собственным временным ресурсом без оглядки на базовые потребности после перехода общества к новому порядку. Даже если сами авторы не делали такого акцента, результаты их исследований говорят именно об этом.
Я назвал это явление «духом проектного капитализма», отчасти отдавая дань уважения Максу
Веберу и в то же время подчеркивая ключевые характеристики данного явления:
• индивидуальная свобода как высший принцип;
• самореализация (самовыражение) человека как высшая цель;
• рынок как важнейший механизм свободного обмена результатами труда (возможность самореализации каждого при сохранении свободы для всех);
• проектный подход и выстраивание сетей как способ организации жизни в обществе (гибкость и вариативность общественных отношений, ориентированных на достижение наилучшего результата, а не на обеспечение воспроизводства сложившихся связей и сохранение иерархических структур).
Если вектор объективных социально-экономических процессов, породивших «дух проектного капитализма», не изменится, в самом ближайшем будущем нас ждет радикальная трансформация всех привычных общественных институтов. В чем причины этого явления и каковы его дальнейшие перспективы?
Родители проектного капитализма – рост экономики и сектора услуг
Капитализм переживает крупнейшую со времен индустриализации трансформацию, которая обусловлена ростом доли сферы услуг в мировом ВВП (рис. 1).
Сфера услуг требует совершенно других навыков, чем стандартизированное промышленное производство: больший учет индивидуальных особенностей потребителей; необходимость выстраивания сетевых структур; требование постоянного обновления и смены направлений развития.
Рис. 1. Динамика доли сектора услуг в мировом ВВП и доли занятых в нем в 1956-2012 гг., %.Источники: Всемирный банк – http://databank.worldbank.org/data/views/reports/tableview.aspx#; Международная организация труда – http://www.ilo.org/empelm/what/WCMS_114240/lang–en/index.htm; ОЭСР – http://stats.oecd.Org/Index.aspx#
При этом рост производительности труда обеспечивает более высокий уровень благосостояния и гарантирует выживание. Из представленных на рис. 2 данных видно, что в 1960 г., чтобы прокормить семью с матерью-домохозяйкой и двумя несовершеннолетними детьми (именно такое домохозяйство было типичным для того времени)[1], отцу семейства надо было работать почти 4 часа в день (без выходных и праздников) при условии получения средней заработной платы. В 2010 г. для выполнения аналогичной задачи при получении среднего заработка достаточно было проработать лишь 2 часа в день. Временные затраты, необходимые на то чтобы прокормить семью, снизились вдвое. При этом изменился и тип домохозяйства – существенно возросла занятость женщин[2]. Таким образом, относительная цена гарантии выживания (в терминах необходимого времени работы) для большинства домохозяйств развитых стран за последние 50 лет существенно снизилась.
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)
Рис. 2. Количество рабочих часов, которые обладателю средней по размеру заработной платы необходимо затратить для обеспечения годового дохода на уровне прожиточного минимума в США в 1960-2010 гг.
Еще одной косвенной характеристикой увеличения «гарантированности выживания» стал рост продолжительности жизни (за последние полвека продолжительность жизни в странах ОЭСР выросла на 12 лет – рис. 3), а также выравнивание ожидаемой продолжительности жизни (рис. 4).
Происходит повсеместное существенное выравнивание ожидаемой продолжительности жизни (даже в тех странах, где сохраняется и даже растет расслоение по уровню доходов, например в США). Если в середине XIX в. коэффициент Джини для продолжительности жизни в развитых странах был близок к 44 %, то в к средине XX в. он сократился в 2 раза, а еще через 60 лет снизился до уровня 8-10 %. Даже в США в условиях отсутствия полного охвата населения медицинским страхованием индекс Джини ожидаемой продолжительности жизни составляет 10,7 %, тогда как коэффициент Джини по доходам приблизился к 48 %[3]. Стандартное отклонение ожидаемой продолжительности жизни в США снизилось с 13 лет в 1933 г. до 8 лет в 2010 г. – и это при увеличении средней продолжительности жизни почти на 14 лет. Это значит, что не только кусок хлеба, но и высокая продолжительность жизни в постиндустриальном обществе гарантирована всем – и богатым и бедным.