Wednesday, September 21, 2022

Viktor Schauberger Repulsine antigravity biomagnetism=Roger Penrose Twistor noncommutative singularity model of reality

 Tributes to the Work of Victor Schauberger (Austria 1885-1958)

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gOCtyo6pQO4qIvDxUUSQDPBMy9iFljZNcdwTLMBYTqjHaiDLK2E3nyWSNhPds/0iDpGijDZVrs8ypJOydFm5To5qbmncYWxlObi31ROZPoqtsnVkvJfhqp0SzaHW7dy9PRfIkaj3C8liG/l8SZs158DNj4+q9PQfIzD9w+oX6DitFqxMfIl1KT57doTgxYWPBvN9hWulVI1HeF1RzaQWujhgYBS6ZB0MrXRMKTo4Hk2j+pjTG07F6CnhaJb1GwLCGtnS2xecpVYWxmOgITRi8MwCzRPZdcTENutdfFl3FYqz9riB26qTM5Z6r/HYEx7yeqIHzH6BZ3vDe3ehFvEC+vuwXPeOlG4Se0rXVfAk67B9UukyASe3ivl8XydNJj5klHTZP0VOuU3TZ74Kv7o2rxQAm+ltEMkGwTqhGsaoSJCmgu04pcQOO1OYwRJ99yXI0hUSiiFHAIxGy6hbIv74q0FOZtQvb4eiZGxBHgnTIfFRXLd3kopaSwpjWePFA2yY1+6xSyNrFHOg6HRUHHU+uqbhzO0jgj7KDT+UTdhlUxk7bI2M1QUBvco3X2q2NVkcNPeiA5PLXJXPMgwHDqnb3rh8j8oOY7mqkte2zSdvAr2cDb4rk8schsrCRZ4HWhfb4bxPR/Db2/4MPpkHSzt2w9m5aqdcgwRC8xRxNSjDKzSRoHDdv4rt4THBzZa4Pb6d2xetXkraNiRjtU6jDqO8WK20DuqEf5AOXFY5h+ZvZceBWunQnq1WfulpW9LvUsO86VKfe0/QrS3BuOtak3sYSfVefZhKuwsP72pv5Kttcwdrx9Ep2K9JgHSxDncGtDB46rnVa1Jp6Lb7yZPmsxwrR167B/jLz5JLqlFvVDnne6w8BqjUKpiXPs0T6d6yVXhu3M7yH8qYjFONjDR8osFlpMLzuaNePBcuTkrSuyjqTZOYlMa0SE5jY7rfdUKe0714fLy25LbLeFPB81AJ01T3s0i52pbmQNmvhwXJM5aQjLBCZUuOzx4odARqFDAAC23XyVOZ7jRWWxdQnXcrV8AnYNiFrJN7JjuCBzu6bWSPQDmbPqgyTeE0tnaqJUSe5RN02BRSz7YmEJjGBIYJ92TaZg/XetTDJ+XgmNPcgJt2onECFkz6DY3UDRWxmo75VsPj5K2wNZlC9FzJ1sjI0gqm6XEesJuQTG3ZOwKxLaQBBCotgIiZsLnyVybTs2pLLWw7HjK64XDxXIAac7C5u5zD6heldvAvu+qstFtPd114ue3HPp7CIeYZ+YZ+pjx/cC0+IstDMY8dak79rmuHqF2nYNrpN+60rO7k87DbiF6NPGUn39FksbMd/Y8fs+6Y3FT+h/gB6lNbg3+ynswDtpHquv/AKePuslna9x/SB2n6BEXHf4e5WlmCO0rW3CtABAgiy5X8bSP5fUxVzGUc1zp6rbTgDSwEQnOZoBqL2VETMePovN5ea3JOyswGWZ8VbhcdijQoGjXYbcVxOaFryHRGn0QPGyJGo4LQWDvSntNtO5SkoNgnSCoGgpwMWGmnviluZsCgHm7DZeFTxsi2xMeDaNqW+RqexOEDhqO5DlRk/bvVDdqlnCod59yjQmPNks1PqpRgZO5Uoajt3korFsOe0xwSXMh5F8rgLz1S3W/EERxBVCpPEpwNoI8F2iekEkkOBvEvBIBsM7Idl2/7OxOZWcAZEkF5bI6xDoay2ktgzx4FPpvNr24+i15wYj+O9U8kfMKCaZc6m8ucROZoytILQHEAgTe0FIo1nAwQ0SXAOAc5rnBrMoa3UAybb2m63h10bif43LMckevoWChVcwkT+p0HKbf1iNdxBt9UX517w0EdZrZAaQelTcXdkOaBfetzQTFz9O5Nva615lf0lz6GMfAFoiGvyujNkBDCBO2b23aq62LeWyco6T2jokAFhdlzXuD0ZPguiCRI4QP5RVMO0wTBI4kROumswLIjkrM+tSx/m6nSLcoyua27HHol7Wh4NgQWku1PkUeIqFkEQSSC7ebAS0G37Z0047Gu0Bt73K7RvMaeso647L0IxmJADm5iHZYEAyMwIaRsmQY4wvO8n0aoqsL82V1QmYIuKHSBaCQ1peY3SF6YgSCR2zuHvzUqGTa4lapy9ETER7j7ecq8oYgNpuGfO81G5BSIAfzZLWkG7iHCx0ykzvRY3GYk86zK6MlUNLWOBkU6ZaGuH9znDjC9G5jTBMGDPEGCLdxjvRFrQLXuNdVuOevplY/JUPPYurWioGtJDaZhuV1/wCmC10lom5c3KDIIHFMqY/Eh7g1pc0CoWzTd0i2lTcwT/k5w7oXdLjbz3TtVgz73/6WfOrnrWDEMWCa5zWve902PVyiJcQ0tcJBhwB7AVtc6N/8fZEwzf3KsCNbgrja3V6kpjdb77KCmQi5vU8fHsRAZSJm4lZgYpruj6/ZJJGh1HFPDpv78EtzLzvUZgPvsS8x2396oyN9ve1QDQzsuqBgM28/6uluuLbE17LgHbp370LgG8VSsYS5wgF5nOdWjQQDMN3gx2pJrviWnOCTAIgxP6rDZMRtgLoHU+5Q7V0i8R8AnDvc4EnY606kQPrPgqz3keCaHG49lJAvZZmd9RKF/DzVqT2KI2E4dHatbNe5WoutvdfKhr3LYeqrUWZB7dB2KO0HaoosIbUZ63cfRUohv4aKWrf8foqbp73BRRMqvuY3+foqYoohWEeqe5Z6+o7vVRRUCTqfvwTG6fu+iiijAX9Udv0V0dnd9VFFSoRuo/yCN36VFFfBhX6+9EdQqUWq+yMr6D3sCXV098FFFmfdqA7W9n1Saqiio9mZLZr4qV1FFqzMhfp3lAoosqF1tGrOOt3fRRRSRRRRQf/Z

https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSvNoBYwhvUsj336_z8AqleOOnLr9368VA3djv0rI3LBw&s


https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRpaCOv7IDFY-yJzqyZTxqO47sJoqFOocKowW3sTa0fUg&s

https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRDHnjZYOfrVGCZO72YtUHzwwutwQWlP1Nd25PNRNMr4g&s

https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcR9aNGF1kovOQtCXN3C5LgZi9EnZlP9xy-fvh9IMWP9-Q&s

https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcS7lp69YgTYrVkhONGKDLJgwKTsLvBBYwDFQZh76XCJlg&s


https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRkHpbDpcXelpp6qBtnRd8103ZmU3AYB1O3wAx-IJYKGA&s


pdf on Schauberger Repulsine antigravity engine


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