Внутри шестигранника Сатурна явно просматривается треугольник - это отчётливо видно на оригинальном движущемся снимке NASA. Бросается в глаза, что свечение идёт в зоне взаимодействия 4-х окружностей, полученных при геометрическом построении, зоне, в которой возможно образование скалярных (компенсированных) электрических, магнитных и гравитационных полей. Картина этого явления очень напоминает платоновы тела и кубок Кеплера, да и гипотеза С.И.Кислицына выглядит вполне реальной...
Другие фотографии Cassini, - стереоснимок кратера на спутнике Рее. Гигантским 450-километровым шестигранный кратер на спутнике Сатурна Тети выглядит просто как иллюстрация гипотезы В.А. Макарова и В.С.Морозова. Если это явление есть на других планетах, то почему такого не может быть на Земле? Если присмотреться, то в центре каждого шестигранного кратера просматривается ещё и пятиконечная звезда…
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ZTxMgDBFhjFkucOHUKwgsMBDv5mKlVl+0xiGE2U5a5mIYrUtv0ylrDXX1SllQWnJ2wmhXGSXyKhb4mYZZFp+8RIGhbENMfLidtq14YzrSmUhQMIXiXGjFtpeBC2YIAch2pfEQrfAv8AX8O4gglzRP3LqC+okDs8XG1DWKWeHZZwbiQgOazDa4wLZ4TqUTqZTmNSkmxIC1uJVXUQODlnYQ4qWQqpTjEuqVpdA9MXrYLSx9Qr74bFXAFIy69ykbCs0mNW6dXABJA2XqdpaGQ7ir4oA99RZwjqlPEu62FvqhHPAO3dzNDwFpck43X1ApPJAXZwfJ3OgdBOA5PMtkB4gB4eo1S7sqqggnRvEe/UeRytZQdRLsbAeeZ2gFsAuMMucchGsYWr0RbWcZhixDAGsJBIVYe7P4eyeE8IwMBDbHo3LfDJiosFTZt5mUKrCx9Gp0EvVDvhBQwHPozDKysKi4JXb9MekIaOYuA7KZgc2KWRCCm6O0QltxuPhxNQFth8dwy5rodJEcJvl7g9VGp5i3qH90dAFfXiWV1iycMwWsEOFlD3KUU1RwRucgOHQeIFTNrU18Loiith+SuDxBhwDIVS4NBKE3V3Xmc1TOUAgFEWrhPIwUiAKt1DXcVha80+fMIYiFwt69yltDtfqJm9taF1KD1QCsw3lZhqEEblK5iKhYNL1Ll5V2GKgT0Sh/hkv2hZPYU/iV4LgGg+ooNYZpANOLFVu6LxL39Bx3Fotl1BlxsOjDEYVDHIiVVIkUNZs+IabAG2JXDgWJzKbkLNvcHYY0OnmOtm2dwp0CU13C0B5YqBUNMhyMG41Z3w9w/RK2zbuonqDQTBAHllur1dldLhgLnnZg4QuQ15ieLYLxcyjEFGTUV4CAX8srmUOgiWUdhHtkVFJFWXmUZdUIUbYJofhwy7mOEN1D0hkp74LgMBmKxwuuINwQYXdxCac5gd7kAu4JSg4ph73CiK04g2CiK02lA5Gv4RKJRaHq7/AHBKDDqYFW8GZaePS48sj0UIInXmAGo0bStKnONRml/ZK8ScosVyFTPAt1eJhxWmhiRNdMixlrIQVaBpcxGrVHumKksYxpiDULslXogjdemVlAIGnk+4NAAVl2dI5WJMWUO4dbQHUoJbZhdMtB4vuEQsljPmb8WTXcNVYnsaxFDhAc/iFXz7ZC5KNXCgkXRI4vi4ouIb5myiI7H9y0rFocJ4eohbQTdx9HpOIBgDI5gud5cy0lMBvEMDQXwv8IhK2U9WI/glrI5hl9ReBrXnFbWF4COhLVZ1AGUNKdYahdBDBd0wd2Q8tR5KSavTFaDpzxFJZVVMoFte5WWmogjVypcXell7BovbDES5wxEXl3jXuGiAT5oPM7S2Lx94SZbb5tf5xFaqwXzUsgvUV3dkKIqka5mKNiG1SCPVsGBUvxpq2A8rNRmhe2MoqVXTqU6WU+5cWs5LzEbNZleJZXk/JHAhOU41H2Y0prHDTFnWajZt9O4dgB03iE6dZljxAAUxbDUzemzXuCpAWW4zt5WXnP7/AIZuAhAXkR/uL2eiELFXg3EzCOKhzVC6cVAZXgDhHKtgHZAQg1LBKdQytk5GmUUApYjcsWA0xfNhD1EYKSyoaWscyvV5dxhEKWJdYuq8jATLGBdHNymt+gIckDHrGxiuppe50cNwBgzkvFaPUs40uHiaPUu8otl69QORgGVXASwcJhmCVXAquMhVlD+5Q3yXY0y9QB3lNGafSK8QGaWkbNmRFmLwKc2gYwLA2cFxAFHm64iOWSzq9kUQJV4ELAXt7iUABTYspyPwl+v4a8DZ9YfuOF2OjEgiwoc9yoCs0XiZtuZSiALFx2QAx0woRdWJeSi9M4W4Rq6Rwagwjl0dTAqxunOYhyBoLy9QsIKqVAxa5lqD8IllDKlmodsdQAb+vUNQTkX6s1UQLyZqFXoj26hRlquna8kV6LWWy3EdoIA8EGoNWSw6pmZYFo1TXcQXIA3rzBFQDK4Y0N2LIJS48jlYByYzfEybxNQ8LKcNQkFWRySkEq6ga09KyPk7qc0jCzPFwEE5sTiYylwWvmNFrOzaKSA4Axhf3/DcSgL6Yg8CD3Zcpi5ITZTDFFxcquXjREvpgweYpbC9JzHaCH5R6VHmgg0OOmAp9sKWbLU4IkXS9U8QGkDmnMru9XTzLdz+qUCdC2DThGBBlS7FFQbp2XGBZrhw8wJakDtdkGfJmRJS7sRErg2aupj3kvIi7YgROYxWxoG4csEtSdeYeSIG5vgrvLiBbpfujBl9ruX7awOIqweEc01Zc7fcpqYiIQFwwiQJbwmbuHcQDLOZdoYvOIg6NGof7mb0xbewf0/wyNRv194f1FBW8m4o0BgrBK0czQceoAKpdMsAbM4iQmuEi8qprMLIc6zmLaAtdvJOEsLxGAaDmAoLviYaFor3HMg2hmY7IWl4Jlucf6/MIpYq2ttHxUucd494IE1ximO35qMYyvAAzcTN5zbfUvksA1zTP5jbNRMpHuK2qttLPLxNMHJyWJ38RjMaDTn9xKgLXDNlBWqblEqKrdeJexo2CczhhKnabibwTnEINEQS7CZGIUUWzXcCkwAPFExEFFlO5XA3VJiYFuXDIy5opy8mz9/xCv2O9DX1JrcclagfJMqY0lZe4i8AnfUJgqlNIjty49SmBbL9TIXXWIppFO3ZEZUsqzmXGw+pSiJzcobAgh5JpoKb0gt2nKGGDtDoChSpi4EV2KtP1+0JXPvnMo3OCYSzd/aAIqtVlZv9Qw5G2uBcRrbLqseFTEf1LlU7cjpmJk4JXcYA0YhlDl8yu2sAwwGoKGPMqWglLmRFrZhZVtKLh7pnVJMVanySpVEUdepqIIKQO464OQTbKZDs4iCTpVCF3ZOXjklfrOLfJb56/iNkVY5cl/3CENby8TR6wvBlIFBrzMpZBu2OukMrK4QPVbmqA8wAoMW3tifQvcQ1WrxTUwV9cJMiZcVKXLf1MWsRk5m5wwRqWQiAvYaVg64xO28MziHeXl79XKbYApm939mZEscPAN/WU26RyiDd9XCRmWK77lFMW/nP9RVwpV9sdFpUMlf9TMmhhh2J4dRogoaV45hQDIbGBItHluNcrpmJobAp8z10qdQ02RTQ2XdYh0roTwy5tYFsweuQPFysyVhMbfxrXXCvTj9xEBNvglxdigDztY0eY7MoR46l0v5dRJWWO2LdiCwCx8wsC85rmVGzNKxIhdmQKK7XaK2R08oDuqc+MRKdmMwDkTGwkoJER2AP3lUqpmL7SUAiNeLKvrGc8hDo/r4mxi0drIeoOFqUuK+JllxcNtZsIpFkRsHmXGoJrZQ/ESoT/nfMYBcrYbbRkMwyBvAu4NMlTj8wyAgbRDOuwdShIGyg9zMilJ7mZ5QJySwpYTIQGw+pjisB1Sn8V3VIIzOpccNQo7TleOJZDngOIJj7I0Da2yIth14lYT5MKVdsJLo3YnEriwWN4qEcy4IbbBgQtQCkTBMgJuLlKRTZeo0wnkQ0yZgMVAsrND8kcgqGjFsBUydBcbD/ALuZPgpyJww1YTeA5E8MTN2xWaZsMq7d3E2M1FPEvRYl3TzLIxFV1+4imKCi4XUyzVrz1CAEzVUdDolw0XmF3BaQiafMtlTWHDBzUuw7mgxUvYDAohY6xAvNiA3c8yD65/f8Ul3ap6f9SpdtrPRKQjhcoQuVKa4lxNlw9wBNu+Jft4csSrBWMQ5bqxuoiQDhOcSwM2kvUywr2+IDbAyNy/hZiU4Es8SwQVZYbr124uszaWh2xl+CU8EuEdP1lZIgvm8Rk7pfI419YR413DsuWuvyzadeIULvNNixAzBNrUoHkXB6iA3UtVlRLckFUcXxcModNWeIC2sB2mGuBK5lXEoX+4iyBkuMpdqruUGjAxsiA+WX3/Ur1sZJg0ipX6oRiFG+T/X8UgBFoivhw/qGKQYxG1mFIvEEae0OYFFJcdItbVQ9yyRi6onCBzFtVx9IazoJ5mbqc07ZSZDD3BcBQoiUTalXqUYKmoYIzLUDi2omSypWLtqWnhiZmxUzTtPUvEYNRDmEAjC+2JiHlin4ZoUUQSs+49eAzaK8xWxqGum+4iFLMe5XmEyNQ8imjePpDidsRbAFXgYabelR2b69wKYWjoJUF1Whcd+4NmAVQbYORWSceYHMRu0A50N5VzuIJBuV2KfxkBpr7qz7kd4tWDqKCWAHpi8vgqr2z2BG9ygLWcTXANdsFF5J0StSaWH5ZxiLZ0R9To+5WOBhAXFkKc3NxxAo2cxxNtqJS4yJ7RTN7vdPYxDRilkTo9Sv2BWa8/mA6OBWqK5mHg3taYlHuBuYwWugcDpIgYNFLar1Lm8cIMPEUJQbdMotiGqPExw2YtpJe1bBw+InZkvHYy8aor/2Zlt102bBoIZDz8ROgKDbmJm4ov8AcGjGA68w69BM9yg0VufFP8ZDX8ZeYG1QBXiXNwpp2SnGDSxTQFyrFvC4WSqPcdzUFiZxpmDpdAm46jQP6jKb2PE5GiRPMN1yh4A0tTDbXh8SntWqOfM4wG0/UpsKAv8AcIKbYK24wxUtdVgXx6hXYLb4j2FdJbxCBUoOj1FUS5Ginsgwc6r+W4trLOgPJDV0N0pJexJoX9zIGMWwhoSpai4KFrqSwXAHcA2WK7srVe5gRLa+Xyh1GQs4VcKMigVdCa2BC80wAAOzT7g5VufsrD7NwR2Zs83+5um3BXMGuLWRIK8cRb5nf0hug8Wtmi19psrAUPxGCFohGZl5VUb+8Hs2qFy0nWikX9pbYDaLKPM4wdsMf8JADolHnB/ERl9DZCnK19oDa+TtgA10TqGoKz1UQBVmEGY8KGjmM4bO6a8RDbyqOpRrFBhzLixRmAKFoW9QcogXW5aNw5Z+JUgpUUIbzbclceY5FGxS7K8QBpCTRyhWx40fP9IIXoIXz6gK3tY44b5itaDhioKrC6IipVXALC9w8lPClMCIQE16c0/qBiSgaFcMwItAAINW8bieYaHbzGVQZU09EQrQtdV5YTH1mOoU5pMlyoK9RLp7i4je1t7PzKk+B3rCeI6537IUAJQX5PmXoQH3cZC4S2wzUS5KLLcl8fEA9DseO5t6sQsqmYecRULWq8+IYzna3DSa2lY9pYACFcF6SV0jMLpLH4j/AISO8WA8Av8ANy14WvUcUKXUZKch41MaL+6VUUKzLEl29ErHF3ffUQpdEYvzVxCpQd9QQJhd+IXUU2fZg6g20136mITsivMIsGS/gl+KXHc5nAtBOR4yQea3pzCYBObw+YgTUsc0dMHOVJw8nTLsyOl009wc1mRteo+zKu1txcJWmFMK4gGvNfCUsaMcfCFEGA+CBygFq93AYRJa15TG00Cr9S47AsXWsMKfiV51qJBal5t5z8TbopvbO/khSVgbYc9wQ5o6VzOJxQW84hOhl1wPP1YNQr16ZqUsmdmMNS0dHJOBsimP7KGZbZVsvDqVZ2wo6iACAeDDmn5lgCArOibH0r5Zgprr/EtrigecvxcUhAeEzCNA2E4gTcjfZmpCQvmYFpTMAzJVCrmGaI7xHBRuUbQ7zATd2djuJSGtO/EA5UXbPb4glRUegiiC3j1DyLWY1wdj+YoMi1BA2jiWsVtefxOUBQeWWKwAGRWFMLmpg4PxGqZCiVD1K0DZfBCO8W8ZjhaIfCNlhNNsQGltqJqhzK4poFKHzCopIp3CMAtpyTNra64F9E1gmQOjm5aIJ3hwq/DAMw8W6YF7I9BJZCaKKq6jrlpwzt5BOHuIFpcJhIIryX33cYJgmhVQXsRc83LADVhefEwXWc4iE6oodxQdgr2MOwAKQeLZCvmWtE6vTcNLpfn/ABeDn1YP5lrXIxjmF3SjVVcabFFMOlBzfDAacoWp+ZQwgIwgcyrc8U4m9yap7ikq1VcQ01ap7Llm29AA6OpUuVPpHSjCqHcLrTHZI4vKOqFqfctLgGjFAlNnmyxs2vQ9QuwfloMI3YeowVoKBczGLdDXmBRkGXZBQjDdo9pU2nEdsLa1sjXEUuldH6lNCSvjiHVKaP1KtGhO8YZAEwCHML0BuXwbqih4v6YljWNtFeyFy7KdIJkUZcOIN1ijyo8adlc+pjWRdm/9xXVWbKjkgXqQbkyHUeYqrpPswdtqLeD3Dchh+JXgAyYfXiOfwNmo6Iizaa+8/wDtx/6IZ2rIAr3Hsz97ngKIXU8eIEq5KslidmWzLo4O1LIDtX1CIPCorQAObICW8crKMKn4VOJUFswqMLijDv57VzKsAPUKErsd1AQCrC5e0O+I35HvxFc5EiceY0tKIfM1/Jad+4qEbS2XglDgXXeTR7RdxTaaBt9soXAnOcx1yrNO6gON4Cx7IcJ3frzBoVbvqUCZ8krUWHfiXfwAf8eZcIrFMWwjA83CR8wDR12ohte2ZO4AZc1oe5elLTeoNN1zUVymipBWU/0xjTTwtwRWXQZZnJUA6zcw+/MXcCgM0nfUElFVGrvqOTbF4urlP5BF48H0jBh5e81K4EYayPmZWWnbzl/xExHvp42fmOXA9QA/CdyzoN53KhyVS7ipDYa4m2NbOIhZo7VAIhBizppgES1RGzMcZayIy56ApeYHYb7MXDAFWqJfAdDcVRoOOTFQAMAPAX94PCr5OvcsIMQ5F78xFcFL3DTgkKWdPmZOSmTHk/MoqStvIm5Ut9Wnq5ocGVOPctLjIruUaFGB1ww0Rba12QSAOTEEZKJVc3C24WTyQsFC9F+IpU2LLJAfq9S9PxAV5CCbxrH0h9HFn9VFh1ddnDzEFENAqqdwCtpw/XCtDwMLL+KBZwVsgag/J8QKUJNCW2B4JaqwD3fcGglYB2f7ijm6tM4xUJKBRw0/esS4kQLstOZV/Jqv8ZscEfJh+0W1zeK4lAFwLzFFCuTG/DbBG8Mp1QUVp1LAwBq5Qta4lxYuCNii1KxywDoTNQjZZEPRKLwxKH1iNYrXiOS2ILKPYBSmhsoagc0vD4gALQHqRiri2htqJLCt6fKXd8o9dxK3CU+yACiqBHYqpYHUCk2ozKIxbY/kguKLW1uj1AS6w67goauLdkxMwThT3OnEXoYiIXwdNdw1GgWLriX20Fhi+oZFDatyzxzAbIyIbZXMrOU2eL8xBBQgux4+JSNk/wCAxEmaYfTpIiRYsbq8MCpDKe3/AHEZIQHNPJKLsyP0QzKoJlsF+LiMYGuQIV9Uu3di7sf4yT5Q6Y+9QQFDeoyih+8UUCd33Als1cJsUC/nmMQtowtuzKiGl8RQpGxsZbwRggYqq2yiN66d1guA55w4RrKOUOhmhDIB+4SzA+9+JVNt35gCmgVc+ogVBq6K4Va6Vjaw6PyQCpQdmFsq1s9jEprEXpzLlGBh6lAOFeSWg5aNQByLNdEvkaKO3iVCtWU8zHnyEnEwRuifDmV6io0QeyFBReQ2MRFX0NqIyqy0DmGtyFK5/wByquhvzeGCTpKYqEGbUriomOT3F7JisLYTeYJDB+k1GpKtu3hFCpWDSnDMmDNWb8eZUSGVnbj8wwoxXCZuJ2kWu3vcLZ7U/Sv1/jZlBlPDc5uBkyEuBG3gQC6voRWAVVdR79r3IF6nNTb4lAK0yWWTQusdRoAGS+EQ4XRClaaFfmXoLG5iDdwJVaMi38QuYUrN1K/F+h1LwOzo8QGHEK7WUoGh7U6hGIKPBXMbWFFl/wBSk80oyqI4d2wJ2w+xmAAikPsirhdC5rmLQqQlHDE0ObTAalA1yznlwvxDL8AFi66EcMNV9ZqD/KsLo6gBi1Eg5GWGHLqIAFBYHlCocdR/s31QqQDfN3k+Y14c0/CZeg7J3eJeUKiuCVPCybBK0OSrq4nEpsN95jp2EEKSNDyGGXHt8vgP8ZLAGrZ2q/EBrBugnRW3jiWExoW8QGlrFnguKgXEX3KGhdMxZtbiEhAalmF3wQ1m0PqwbGi6CZXwCEIly0DcAQsIFKLAchDJDyOWW5K3fFU5l0V2u/pE0rE9wyyzbQJXiEcXAjlG/j9RECXYaviNk0CHPFsrUWuF15lc+UCVdws44lwVLquqIseBavL/AFKYlWAIFQ2AOpnBSIDUK1oR7eGVkZKSLRwgXdb+sc0bpLiyNVaCZYe3mVYtZhzXJHHi2OIXoO7RosblCk8FfB45jK4ThF0xHJQjbwo7g3r1zqoIlbXsml7huyMdvHiDgB93uK4EuU4RN1TS1tX3j/jvJHjilP4IitimuxC9JYG2BFA7zAY7gjeGo2zYFtMvHKFccQoaKR4JvJRcXYUe+ZSoh4MTDminO4oi6eJ5NM81FItgLY4lzlLHhjdzNElGPcHhBgFbnO4LptbOVmoaG0dGoiPbxCTcM514h7PBrygmJBX8MFUVarhh1haJEOxWH3+0RKGArcvAWYSMwLOb7Q3l1UBRYuBNX34hEdL21uqiEtAquOj4iVagAbXD6lCtynB8vmU2BQBoczNwwsdOkh2YTz2ifSwNX4htGNBvwy34dGLOoxUXMKj4iW6DTNLiZmq4Jrf0mFraPgkOwKg7Hpj31J08LX9R3/jZ+qB27PxGhoArh7IoC2OIEoJeTsloWF0JtY0htM5zuYBVVpTcOlhWS9RjNXzL1hc2K4CHnKFwKRTN3FkWjdQK7jUHMOCl3keI0rRogNpovUDA2fQxggAlbHpBoIr/AOkDkukB6YhhBsPJzGOCo0YFuEHpW9wSZDCPEN0hT1Aew93qZoV/JqCNC4YrqyRIbKKGTMo6aKz3BZvNDg3+pdaAvl3bLEZbBy8sy56gRpv/AJUyJhc+UzCyjA8V5hUWegJfMM5KbAefUxYCA4LynmW3CEJTt4fUq5Lgs+4zQwgEa4mINUCEvSMZhFSpwdJ3EYDUV38TjUo+LX9R/wAbYgZ0vMt2r6fwwu+Ev/cUFkzsfuXrZntx9oXDPdYCAFFNDP2lwkwZbvUYwFgYNc4P7i8E1ymWo0lJ/rlKEVwP1Ko5VNn6hTJsFC2cAQZLXp5i8UDVHcqpqW2XzMqB4QPIYAcLDku1kezmGoSm7vY8TOhrJ66JVglV1KoYMBxrccCxbbgBhyycMtTKK9rr7xBXgWHfUVheGlgAkbR9YXVSB64gLOVnGpcqJyl9XHasRQt1HkcIXLCEM3Ehbt/uI4r8HhggThYWMq1q6NFhcB2nXwY1FCKgzH4QKNaHK3j6RDJYOn1j2WUI1TssjqndZh1zDYFMpl8kckrwvylva2pqwT9x/i3Ll/8AghtuYDrNn5leKBsfRgkVDk6iPaj2wZWGwfGpsJSK+ItJFrB2Rv7NWTzCzBpzxGG0YHjmVhhowpxCR3c9PXiBPZEPFxKqeD4uZDKOE8eIoFdFnmKBCmgmSoHvuXI2IDhm77uMhqCtYHT+JjJX8mYdcQ/IOmENiiF0/wDcZkRr5o5IIzud/SFe+3OreYtznB78wgZGy55DpqMdYDNHGYsAKcpxV7icFA0DdEySQhhz9IXCKKwK2SpHv2/EUfWO/wCVXAJAPkqA4o2F8XiVEGmX3KLodS78ViGPcC2vSLUY2g47GXIUkx2MQ07n/Gp1UFIr7eMbrv3FK4tplUc2AR7gYPQPPiW1bTiHkm34lV5gHpMwzoMKOJc7YUY5/wATB/8AbeWUPA3Cl9XuqXrWwM/mUldvZDmGCtgPmrzLopyuyi/9xUKig2jiIXTIE3TiWUwFWhKZrncFA2C7xXz6lJzV2Bew8MHL00VgePDBWBTtVI3ki8kFSsW8QbMC5wRz83E/lLKAWm6rJUpVKtQv5ljdnp/UUg/koDQjYKfuMK7W4+mIjFOHIW/tElCgUJCrSbyD1CMjkan3hfpU0g86iSguWHyxK0imAL8TKAOpmNkbwaX3h21tdBbjZwA5b2TKEKoDANSLhzZxUqAh1Mpa/qBasVTP1hFxoJM+pc8NxwpVQOlxnlm/tCuq9dnOL/EEyo3di6uGhASdcJEK5SduzQ9RSrRMDFxRQ2aywPHiUN1KYDDkGmbyBw+YhMVoh5lpYuQDYj/8C5cuXLly5cubQ9GBKEeFDQA8f2QNHOatsAbt92iw/KF+oF7VUwgICrEfrPMGL2/NzXci6IYlGAoyl2c6hlbF0HMVVSGQI7IFCZS59YKi10hFAMrPOJ9AssF+8xX2J4KjCTRFZrDEd/8A07ly5cuXBrUdtjsRPt3L/wDAf//Z)
Для объяснения явления обнаруженного Cassini, предлагается эксперимент проведенный Томасом Бором (Tomas Bohr) и его коллегами из Датского технического университета и института Нильса Бора
Достарыңызбен бөлісу: |