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Но есть третий путь — контролируемая сингулярность: скорость прогресса растёт, а управление остаётся у людей. В этом видео я...","preview":{"posterSrc":"data:image/png;base64,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Singularity (Сингулярность) Без комментариев. 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того, что мы живем в базовой реальности — один на миллиард. Илон Маск объясняет, почему мир — это видеоигра, и как стать в ней главным героем, а не фоновым персонажем. Мы 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что нас ждет дальше.. Таймкоды: 00:05 - предвестники судного дня 02:05 - астероид, который вернулся 04:00 - загадка черной дыры 06:22 - нас ждет сингулярность? 08:55 - создание организмов 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стрима №8 от 26 сентября 2019: • Стрим #8 "Дмитрий Евгеньевич вспоминает бу... ютуб-канала. 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Телеграм-канал...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAQUBAQEAAAAAAAAAAAAABQADBAYHCAIB/8QAOhAAAgECBQIEBQIDBgcAAAAAAQIDBBEABQYSIQcxE0FRYRQiMnGRFYEjQqFSYrHB0fAIFyUzosLh/8QAGgEAAwEBAQEAAAAAAAAAAAAAAgMEBQEABv/EAC8RAAEDAwIDBgUFAAAAAAAAAAEAAhEDBCESMSJBUQUTFJGhwTJCYXHRUmKBovD/2gAMAwEAAhEDEQA/AOd6RgzqthuZgq3PFybfjnGu6U6Q6okdKrONL57UUjossS0AQGVTyCWbsDcdgTz5YzrS9LBNmMhmQMsFO7qP7wsAfyb47p0zVyw5Rkxv2y2muQO4KI1sUw57yxpiAsjSCclYmvTVDH4I6T6pgAXiWOtvJf1Nzt/pgBqXp7neS5XPmkentS0lLTrulauji2KL+bIf/XHSGmtcrmGp4MtPiy+IWSQNSOmwi9iGI9R78c4lde2VOjuo9qgbqdR+ZFGIqdRxaXNcf5Vd1ZOoA6jynl+FzVBkldkZSXN6ZRI4DQgEMh97jgn28sPtmZKMp3gk3JGAWlOoJzaMZLnP8SJYlIsovGALBwb+vfBSSgnZXKMkifyyJ2YeoxXaVu8JndSXlE0wOifFaJU2gqxtzfywEzRGmuGFwOACe2HSssTWYWPmPXDbq0ikRg3t3OK3ZGFLTGh0lAKzL38U2UQ3/Ye2BTUlZDOslOWWQEbbd/sBizVAZSN4uL8gcYk6MozX6qpadImlUEu4tewXnv5c2F8JiThVzwmVPyfRWSp8Omp6er1LnmzxI8spCypAh8ppF5PrtFgPXFpy6n17SReFkOSae03TfyxUqQowHu1mYn7nEipzrMqZZ48ty+WhpiwM7x0vxM0hsDdwrg8AjgXtgYNVVjpI2Xaiyupki/7kL0MiSp7MhlDL+4wzQ35lxgcBDQB/vojMS9WkN/iY6wf2Fmge/wCzAYB6v0LT6roZRqnTByXNQp8LMqam8B2a3Aa38OQH0JB9CMAanqrqCkdxL+lhF/nLyQ3/ACWxBzHq9qjMsoqaKnNNLBMmyQxVRdwD32jYLm3v+cAe75FMDKo3WM6x01mWl85fLq/w3I+aGohN4p0/tIf6EdweDhYvuaPWai0BWUngioSikarpiT81PbmSxPZWFxt8zbCwot6JrXTugOm54oZahbMXlh8NDxwd6nz9gcdM59qj4XRNKaSvAk+HhjJD8CyIoF/LsccuZZJHSVe+SQCNQbkre3HfGjHqHp+lio4IvikiaGN9jQbt6hfqUleO1+RxhVV3duJ6hBSIL87fYq8x1dRSVUlfFmaRSxje7RLtk+W5uXBue1h++NK1Pqsag6A59DUTGSqjgiILG7MhdSCfta34xz3W9VclaOShWGEwVClZDJTkyuD3BISxFuMML1QyBsqrsui3U8VTT+EqxK4Xggi428jj/DEjXiDiFVdPDmEAkmOh/CoOkKrM9MZNVamjoSat7QUzVcQdRTvw58NvU7QGP7euNR0Zm+c1+nIaqsSOIyFiiJHsG2/Bt+ecZHlGdzMksLo9axQoYJW3BwRYh78Ecd/K3rjY9N5nV5hlqmty6OgmjsrLCxKsbeV+Rz74faGKqC9E08qXJC80qxuj7za1x5H2x9rMpqoI/mQqX4Uni2DGV5tNBWxzsXfZYHz4HFucTtY6mkzGNmWKEm3zERKOwtxbGmMlZMgNVLXLpmVjIeQO5xZOlyQ02ZV7rJcxwqbevJt/lipyZn4Uj/ExFo2UgBfXj3/b98BaHM6mnqJaemJvVlYwCx+Uk2B/8j+ceHCZRt4pWl1UmTp4ok1lJSvOSWjMsRiYkWO2NlNl4AFyLjn3wDzf9MqJ0ptRU+WZtRo606VyQlHgdluitzwGFrFTa5FxigLkOZVerZspnidGhVhIu4hQb8Ncd8apSZXBk+TxIngiCPb8QJ1LrIo7gAmy+RuB3wsOLpwrIDYystzbS+SVklbmtTQtk+n6KXwYpIomaaumI4VSxJ2ixu3a9h9oMug5KTLmzfLp3oqlLyije/i+ACAXN+4557evI5wR1XrbL67UkkcOZ1tI1LOixTyKDFFIhv8AdQftiu59njR1cu2tElTLFKqJBV+Kt5Pqbg8buSd3oMJcWgyEbRUPDsr90XrKesGb5dXIN8zgeJ5SqIwbAepDXP8A8wsD9EClNLQR09TMsqqHiqPD5Ldrn1HFvscLFVM42UtXeZWdZXNIcwpWFr+Kim/I5YD/ADxfDoWLL455I6+oqGkhWmUfDhjGu7uvzcf6YzykmNPPHMqBijq1j52INv6YvNR1AqZYHU5NCyyIbgVDA83Fr24++Mi8bcFwNHbnt7qS+8cHN8Ltz291Cp9EUMkiqk2brubaGOW8Kb277v64do+mNLLT+MczrYSysPDlplDLYkevtgTNrqKeQpLk821wd7R1z8FSb+V7e+CVH1MqJPDpKfI0cFQkdqliW4t/Z7+2IHU7qMeyRVHbIHAT/VVDTrxZZmvxrUUs1wQQSdn3/wAMa3p/Po8zoGnhDxC4RlaxFwLXB7/cECx9b3xSsoqKHMhaNPgs2XaqIG2xT2vcC/ZzfseCRYc8YtHiiN5IzGEKtZlA2kftjTtWgvnmFvXjjogjdWSkqwI/mlvzyMeKmviKEK9vt54rsdWoY/USRbCeq3L8vAJt7Y0AFnnAgpyvmDKbkkH1PbDOjWoYtY0E+aVKR0UEhnkZu3yAso+5YDEGoZ/pKAk8A374AV5luQCRx5cY6SRuhpw44K3vLtQ5ZnD1NVksDV6xMieKIyhN79weeMV3XkudVUawJAUhDfSDbcx7D7DvinaS1NL+npQw17UoLrF8JSRBJJeR/EeY/MAT5Lz5XGNP1dmMFDSuocSTkWUueV/vH3xwnUDKra3SRCwXqBpZMvpJM4jqJI6tQPH28rKLgXI9cA9NCNo3kkeLx+4UKAAB3YgDn154wZ6kamgqKSfKoG+ImksJCp4QA3sT64qWVTeDTmYb+LWTtv78E+gNjiQxOFaJ05VryKvzQU0DitLREhdrOAwU/wAx8wP9+eFib0+kpqmmiyiskip1nISeQQq0jow3FAT2uF7+V/Lk4WKKZdGCpKjWl3EECyJUkzmiilUPG86KynsQWFwcdnUfQ7p41NDL+lzBmjVjab1Fz5e+OMsimgTOaJn2ooqIyWY2AG4ck47bo+sPTqOlhjbUtPuSNVI2nuAAcY/ahrjT3M89lfaBhB1IVnPRPpbSZdPmGY5TMaeljaWR7lyqDkmyqSbWvxgdTdJuiEqrJGKFGNvlesRHU8cMpAKkXFwQCLi+LPVdXOmdVSzU1RqCmlhmjaORGQ2ZWBBB9iCRgE+qOhUrszfo7szOxvAxF3YM/F7csqkjsSo9MZbTdfNqVc0+UL5P0u6NSXlnqaJrsU3tmMfLKu4i/mQvP2xIXp50neS4zSBnYhb/AKohLG1wPc2tiO2qOhEcZDNlKoT5xuAv25+X9rW7jnHpNYdCS0W18jcxo8cYan3WV77wAb978+uCm5H6/JcimRmE5/y66SAk/qVNdTY/9Tj47Hn0+pfyPXD0fTbpbJI8SVsbSIju6jMU3KqfWSPIL5k9sMvnHRSFDTPR0EaTKCYjSyKJFJVhcX+YbkVh5XFxzc4lUmbdI6dpZKegpw1RFLHI3wcrGSOUWkBJvcN54IOu+WvyS3eHHxafRRz066THcWzKn4G5r5mlwPU4Yl6bdHSgaWuo9jozAtmUdio+o/YcXw7VZ50SWSSSspst8WZi8jzUzl5GPdizG5PuTfDbal6JyNVyVc9DWPVTyTzPURMxZn+oeQ22sLW7Dm/fHtV1tL10NoHI0+i9UHTfpDR1Bq6OvpIZorgyR5lGClu+HpennSuuq2ilzOOoqKphdTmaFpTZQPubMo/ceoxAp8+6EQRbC+XTNudhJNG7ONzE2DXuoF7AC1rC3rh+TVnQ2ShahklytqViSYSj7LkoSQL8EmNCbdyoJub34XXPV/kjApjopI/4e+lovbICL9/4g/0x4n6A9MIqWZkyI/KjMB4gtcAn0wdTq309WKMpn0Yjb5YyImsbcWH24x4PVnQNZDNBSZ8k8hjYbY4mY8ggdsJBvf3eqKaX0XHCZcf1SrnaX4HL6etcjZffIwYhFW3YC3+xhYsmW5BV1ubVEktPXSRiqdozWAQUq/MewUmSUfbaD5m2Fj6tjRCynOgrNI41PfEqGCO3bCwsEEgqZT0sJ7i+Jy0dOo4QYWFhg2SzunjBC0TRtGjKRYhhfGf1iCO20njt+ThYWE1eSdQ5rTtLZjV5yJcvzGUzRRKWiY/VH7KfIe3bAyaeRdyhjYHCwsNYcJDwNSiM7c8/0x5YXW5JJwsLHl5MEA348sMbFv2wsLAowrareDo+RkVbrQxoCR2Ekjs/5IH4w50zmalp5pIAqOMuaTda5LeIBhYWCd7L1HZ33ROtzivSjmqfF3NGOAexwsLCwpUABf/Z","isBase64Poster":true},"target":"_blank","position":"16","reqid":"1765553089238615-11608111731923649145-balancer-l7leveler-kubr-yp-vla-138-BAL","isAdultDoc":false,"relatedParams":{"text":"ф156. 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часто я вижу срочников на СИ, которые ставят силу УЧ на три, а потом удивляются, что сингулярность сожрала пол станции. Рассказал подробно, как делать надо и как не надо.","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"17","reqid":"1765553089238615-11608111731923649145-balancer-l7leveler-kubr-yp-vla-138-BAL","isAdultDoc":false,"relatedParams":{"text":"SS14 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В этой 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привыкли слышать о сингулярностьях в черных дырах…но что такое голые сингулярности? Что они собой представляют, и могут ли существовать? Об этом а также о сингулярностях в целом сегодня и...","preview":{"posterSrc":"data:image/png;base64,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такое Голая Сингулярность? Она существует?","promo":"pumpkin","related_orig_text":"СИНГУЛЯРНОСТЬ МАСКА","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"СИНГУЛЯРНОСТЬ 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Шоу маска 6 сезон 7 выпуск, 8 выпуск. Главными героями нового сезона стали: Богомол, Боксёр, Бык, Вождь, Далматин, Капибара, Коровка, Овечка, Огурчик, Окунь, Сокол, Страус...","preview":{"posterSrc":"data:image/png;base64,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онлайн «ф156. Технологическая сингулярность» от автора Цитаты Галковского. Хорошее качество видео без регистрации в бесплатном видеокаталоге 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Шоу маска 6 сезон. 4 выпуск. Главными героями нового сезона стали: Богомол, Боксёр, Бык, Вождь, Далматин, Капибара, Коровка, Овечка, Огурчик, Окунь, Сокол, Страус, Утка и 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Это легко можно сделать если отправлять ВОДУ в Мои серверы...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"45","reqid":"1765553089238615-11608111731923649145-balancer-l7leveler-kubr-yp-vla-138-BAL","isAdultDoc":false,"relatedParams":{"text":"AppliedEnergistics2 - 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Реклама. ООО "АСМО" ИНН: 3666214346 Erid: 2SDnjetdcKL 60 лет назад термин "искусстве...","preview":{"posterSrc":"data:image/png;base64,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будет, если нейросеть увидит в людях угрозу? Теоретический тёмный сценарий развития сингулярности глазами искусственного интеллекта. #искусственныйинтеллект #нейросеть 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Уютная группа в контакте : https://vk.com/club95495167 ✅ Вопросики сюда http://sprashivai.ru/Aivori ✅ Подписка на канал http://su0.ru/HCIt Приветствую братья славяне, сегодня я Расскажу 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