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<title> &#45; : Astronomia</title>
<link>https://iridano.com/rss/category/Astronomia</link>
<description> &#45; : Astronomia</description>
<dc:language>en</dc:language>
<dc:rights>© 2026 Iridano Research</dc:rights>

<item>
<title>Sotto la superficie della Luna esistono caverne grandi quanto città</title>
<link>https://iridano.com/Sotto-la-superficie-della-Luna-esistono-caverne-grandi-quanto-citt%C3%A0</link>
<guid>https://iridano.com/Sotto-la-superficie-della-Luna-esistono-caverne-grandi-quanto-citt%C3%A0</guid>
<description><![CDATA[ Sotto la superficie della Luna esistono caverne grandi quanto città ]]></description>
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<pubDate>Wed, 20 May 2026 10:22:50 +0200</pubDate>
<dc:creator>Administrator</dc:creator>
<media:keywords>Sotto la superficie della Luna esistono caverne grandi quanto città</media:keywords>
<content:encoded><![CDATA[<p style="text-align: center;"></p>
<div class="xdj266r x14z9mp xat24cr x1lziwak x1vvkbs x126k92a">
<div dir="auto" style="text-align: center;">Sotto la superficie della Luna esistono caverne grandi quanto città.</div>
<div dir="auto" style="text-align: center;"></div>
<div dir="auto" style="text-align: center;">E le ha trovate il Giappone.</div>
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</div>
<div class="x14z9mp xat24cr x1lziwak x1vvkbs xtlvy1s x126k92a" style="text-align: center;">
<div dir="auto" style="text-align: center;">La sonda Kaguya dell’Agenzia Spaziale Giapponese ha confermato l’esistenza di un tunnel di lava lungo 50 chilometri e largo quasi 100 metri sotto una regione lunare chiamata Marius Hills. Una gigantesca caverna sotterranea creata 3,5 miliardi di anni fa, quando la lava vulcanica scorreva sotto la superficie e si solidificava lasciando quel tunnel vuoto.</div>
</div>
<div class="x14z9mp xat24cr x1lziwak x1vvkbs xtlvy1s x126k92a" style="text-align: center;">
<div dir="auto" style="text-align: center;">Ma nel 2024 è arrivata una conferma che ha cambiato tutto.</div>
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</div>
<div class="x14z9mp xat24cr x1lziwak x1vvkbs xtlvy1s x126k92a" style="text-align: center;">
<div dir="auto" style="text-align: center;">L’analisi dei dati radar del “Reconnaissance Orbiter” della NASA ha finalmente confermato l’esistenza di vere caverne sotto la superficie lunare, non solo indizi. Caverne che potrebbero estendersi per decine di metri nel sottosuolo.</div>
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</div>
<div class="x14z9mp xat24cr x1lziwak x1vvkbs xtlvy1s x126k92a" style="text-align: center;">
<div dir="auto" style="text-align: center;">Perché è così importante?</div>
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</div>
<div class="x14z9mp xat24cr x1lziwak x1vvkbs xtlvy1s x126k92a" style="text-align: center;">
<div dir="auto" style="text-align: center;">Perché la Luna è un luogo quasi impossibile in cui vivere in superficie. Durante il giorno la temperatura supera i 100 gradi. Di notte scende sotto i 170 gradi sotto zero. Le radiazioni cosmiche arrivano senza alcun filtro e i meteoriti colpiscono continuamente il suolo.</div>
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</div>
<div class="x14z9mp xat24cr x1lziwak x1vvkbs xtlvy1s x126k92a" style="text-align: center;">
<div dir="auto" style="text-align: center;">Ma dentro queste caverne, tutto cambia.</div>
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</div>
<div class="x14z9mp xat24cr x1lziwak x1vvkbs xtlvy1s x126k92a" style="text-align: center;">
<div dir="auto" style="text-align: center;">La temperatura rimane stabile intorno ai -20 gradi per tutto l’anno. Nessuna radiazione. Nessuna pioggia di meteoriti. E possibili depositi di ghiaccio d’acqua all’interno.</div>
</div>
<div class="x14z9mp xat24cr x1lziwak x1vvkbs xtlvy1s x126k92a" style="text-align: center;">
<div dir="auto" style="text-align: center;">Uno studio del 2025 ha confermato che questi tubi di lava sono i candidati più promettenti per costruire le prime basi lunari abitabili dell’umanità.</div>
</div>
<div class="x14z9mp xat24cr x1lziwak x1vvkbs xtlvy1s x126k92a" style="text-align: center;">
<div dir="auto" style="text-align: center;">Non abbiamo bisogno di costruire un rifugio sulla Luna da zero.</div>
</div>
<div class="x14z9mp xat24cr x1lziwak x1vvkbs xtlvy1s x126k92a" style="text-align: center;">
<div dir="auto" style="text-align: center;">La Luna lo ha già costruito da sola tre miliardi di anni fa.</div>
</div>
<div class="x14z9mp xat24cr x1lziwak x1vvkbs xtlvy1s x126k92a">
<div dir="auto" style="text-align: center;">Dobbiamo solo entrarci.</div>
</div>]]> </content:encoded>
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<item>
<title>Nell&amp;apos;antico sito Mogollon di Casas Grandes, nel Messico settentrionale, gli archeologi hanno fatto una scoperta straordinaria: un enorme meteorite ferroso del peso di 2.300 chilogrammi (oltre 5.000 libbre)</title>
<link>https://iridano.com/Nellantico-sito-Mogollon-di-Casas-Grandes%2C-nel-Messico-settentrionale%2C-gli-archeologi-hanno-fatto-una-scoperta-straordinaria%3A-un-enorme-meteorite-ferroso-del-peso-di-2.300-chilogrammi-oltre-5.000-libbre</link>
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<description><![CDATA[ Nell&#039;antico sito Mogollon di Casas Grandes, nel Messico settentrionale, gli archeologi hanno fatto una scoperta straordinaria: un enorme meteorite ferroso del peso di 2.300 chilogrammi (oltre 5.000 libbre) ]]></description>
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<pubDate>Wed, 20 May 2026 10:18:03 +0200</pubDate>
<dc:creator>Administrator</dc:creator>
<media:keywords>Nell&#039;antico sito Mogollon di Casas Grandes, nel Messico settentrionale, gli archeologi hanno fatto una scoperta straordinaria: un enorme meteorite ferroso del peso di 2.300 chilogrammi (oltre 5.000 libbre)</media:keywords>
<content:encoded><![CDATA[<p style="text-align: center;"></p>
<p style="text-align: center;">Nell'antico sito Mogollon di Casas Grandes, nel Messico settentrionale, gli archeologi hanno fatto una scoperta straordinaria: un enorme meteorite ferroso del peso di 2.300 chilogrammi (oltre 5.000 libbre), accuratamente avvolto in lino e sepolto insieme a resti umani in un tempio.</p>
<p style="text-align: center;">La collocazione deliberata e rispettosa di questo oggetto celeste dimostra che il popolo Mogollon non considerava i meteoriti semplici rocce, ma doni sacri del cielo, potenti simboli connessi al divino e al mondo antico.</p>
<p style="text-align: center;">Questo straordinario meteorite, ora conservato al Museo Nazionale di Storia Naturale, offre una rara e preziosa testimonianza di come le culture preistoriche interpretassero gli eventi cosmici e li integrassero nelle loro credenze spirituali e nei loro rituali.</p>]]> </content:encoded>
</item>

<item>
<title>Primi avvistamenti fotografici di oggetti volanti non identificati</title>
<link>https://iridano.com/primi-avvistamenti-fotografici-di-oggetti-volanti-non-identificati</link>
<guid>https://iridano.com/primi-avvistamenti-fotografici-di-oggetti-volanti-non-identificati</guid>
<description><![CDATA[ Primi avvistamenti fotografici di oggetti volanti non identificati ]]></description>
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<pubDate>Fri, 01 May 2026 14:42:37 +0200</pubDate>
<dc:creator>Administrator</dc:creator>
<media:keywords>primi avvistamenti fotografici di oggetti volanti non identificati</media:keywords>
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<p class="MsoNormal" align="center" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: center; line-height: normal;"><b><span style="font-size: 24.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 18.0pt;">Osservazione di José Bonilla</span></b></p>
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MhUJGdzZzgVMrYicbgrHkHriq1iZEfeD1PUjFACgjPmAlQw3bRjIpAXLNk/7mOMcU+VixLO23jgZ61FuVZlLqRlfvelAEojBxuIx39M1E20HKfMNpC47H3NPhYOD5bAg8880OilcEFckjI4oAYxjMI4aQ9RxSIwK8/KvUgUkgAt8LIQVGNp6fnTI/NIC8ADA3A5B45oAswMskXyp7jHFSbikaheWPUH19KiQrtOVKnHSkkZccMwxyMCgCRj+6DFdxJz8tJ5rSq7o67AQAf05qtI4MGCzbs9F7c0wozMxRAFxggnGaAL4foGCqv3TxyfemQy7nYqcrjPPtnvVVnMO2RgWUgDb75qWzkI3LKikE/TA9cUAI04SMMGC7mXnrn2pVkyWU8kgdPxqC7mkDrvG1d2OQMUyGRN24cjrkdqAH8mIFDuDfwk9KgureKcjhjIg+UL1pISSxVVUL1L7qY0gz5kfUj5cN1oAQJHAQ0BCyYA+Yg4+ppl5PJKQyCIhsY/Co53AkCmQKjcEZ5JqG9lfcURtpxgZ6GgCK5nOG3eYpIyQgyM+1Z8kiKqoRujZgctwCMfrSTyK8ZaVCUB+VQc5FZklw6qo4GcZCtnHJAH6mgCDUJW8xjvAZeirkn/64rl9QujKJJGIXY2C3GSff9al1C724O4llJG3cCSc8k+grjtT1BphIWPViuSMY+mP50AZ+p34XfIPlYnPPYH+VcFqt3vYhSTWlrF9vXLbiw4rmpH3E0AMc0gFKSKTNABS5oooAWkxRRmgAFLjikFLQB6R+zr/AMlk8Nf9dn/9FtX37XwH+zqP+LyeGv8Ars//AKLavvygAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPD/2Zv+Zk/wC3b/2rXuFeH/szf8zJ/wBu3/tWvcKACiiigArktZlVdXuB9nlduMEEYPyj1NdbXO6w2y9lxkk447DgUAY63DLlGtJyMcHA/wAaX7SUjcfZZz36L/jV1jIQQWLKBkg5z/nNMUs0XBI5PB7dKAKizs+P9EuPlz1CjH6017pomA+zTnGMAbTj9auyYMm8ttIO3GaMFXLcls0AUmmM3mKLW4J67gF/xqmHlVGBhnCr0J25z/31zWmd6sQpO4n1qiZPmOAzcn7xzzQAyW7Zgd0ExI7/AC/yzTvtcgVs28qhB6LnHsM07gu25yFLAAjjBphcsGiB+ZchU9aAK6XD7dhtZwQeu0Afzqf7bLIGH2WYYPUbTj9aVGUErGOQBkZ6U+IozlVJJYZwDj8aAKpuyu1jbzt/eQ7f8aVLsLGRLFL5ecYGD/WptkiIFZzvzkFRjAp7bdwdgG3HILHr/k0AQLqA8wKIZiy8DCjH86mkuXO5Vt5168HAx+OabEm12JcbjzjFJ5qrMw2yDuSCe9AFZLiV490cEhUemOffrSLdsAc28wx14B/rVtHWKNmc4DNzjmoIn+ViFIAwOe/pQBCbqRpFYQzjbz6d/rSSXMmPnimAJ64HT8+alLq2SxJc5GBUEcvBLg8NwG/lQBE0x2EyRS4znHBDccd/WmNqABGY3RgM4OOnPXvVmacm3Yhssv3sngYNZ15dG4kIXcW4xuHH59/pQBYW9byiwilzjbuIHPOPWoJbkjcVjZMYLcADH503zSsGIxzx97tUBkLPiUBx1ODzx60AOkucyMR5pDgEAhT09OelZs96MH93IWVsggZ//VVk3H2a3yDtI3c4xgcf5xWFeXx89WyWLYcZypx9B/WgB19fP5BQ70PVsIR+vpWBqWob03BsFONwOM89z/TFJqMjS4aRl4+Ylu5rk9X1AOrxBgp5yMYzQAuqaojPh5Au0E+npXEa3dIp+SXkdWJyT70/WrzEjkcgdPY1yd5ctMev5cUARXUzSOctkVCKT8KKAF2ijApDSUAOpMUCloAAKXaKKSgBcCkNFLQB6N+zy4T4x+GSe87D/wAcYV9/V+f/AOz7z8Y/DH/Xwf8A0E1+gFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeH/szf8zJ/27f+1a9wrw/9mb/mZP8At2/9q17hQAUUUUAFc9qZc6k6r04H6V0Nc/qnF9JwSSRgj6CgCtEjMW3kngiooVC/KOB7nHNTxqcs5YADPBPrTJlyGI9OBQBHhQ28qWyevoaWSRQpx1xk0j5K4C55/Ko5M4PyjLDk0AQCUBW4YDoCahjP7s+WgA6NzinFZGd1IyAc5x1zUADRI0WRgHIOaACRQYhsVi3TFNRiWDsMlRjgdB6ChOGC7uoyajic5dY922P1HDUAJCCJCSu1xycdxSqTuLtuXBAAxzQ0h3/JgR4xSHDSiMk7AuMHj9aAJGZmXgou05Hv60nmCZ2Q/dXDA4459KaH82OPOAuSNo54qKMA7871+bIXHPWgCyCXJACnnB5xTHwHlA6HgY64p0CF3kLnK7uOMVC8uTJ5S8A0AR7ijMj7iePn6dPUVF55SIjIdEwCc1FO03l7VHmNk529emc/oKrxsqSsZHBHQkAgk+9AFlpDJIpRVXHIx15qLzAkeURlkz19+f6c1BJLtbAztY/eA6en61Gt150Yd8spIDDoOM0AWN8aJJJvB3kIQ3ynPfmqmCAFLDIOTjJGf/1Cie4jcAtmMLyhJ59+KzpbpIpgIPndxgoQQPqPegC8JdpdFBYZH1P0qoLqOPdIzqXIweMA8mqqyMFkZm5U8g5yxHGB6VQnuY03Y2CPnA6M3PegC/fXsZtmMTKSeWGRjOffiubvrxQoV1/eYOPmyV/+tj+dNuL87MF1QkbQAQMAn/65Nc3q97vbci5BbIzyB2I/T9aAE1DUM+YZCGA+Tae3v71xuqXrKS2dgBwG61Z1PUWj8xeP8a47V9QaXK5FAFbU7syPjcST1rNzyaQkk5oPNABRR0ooABS0lFAC0UlLQAUtJS0AFBooPSgD0X9nn/ksPhrP/Pc/+gNX3/XwD+z2P+Lw+GsdfPP/AKA1ff1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeH/szf8zJ/wBu3/tWvcK8P/Zm/wCZk/7dv/ate4UAFFFFABWDqZxfSYzkYP6Ct6uf1YgXsvPJA/kKAK5ZWzkqvQ/N3qtDHMhnl80S5OVXpj2p4YAqWOCc4BFLGm1Sw44oAYkrFyeQeVZT602QMcqWwuOc0s0WSXVvnJG7tz7Umzcpzndj64oAiDMikA4I6D1NZ4Yl3d0YHPIx1rTYZUAgfKeCKzY2UsXL5BJ5zx1NAEjt947cMOBUas7xllwCpxz7UjSMgAJAz82fSommIICnI4YgH3oAbKyqyxkZ3fNtPAH41E85jVvNIGTkDrkH0qWQtvOdqDPfrVSZjwznJ/hPGVFADmnclQFfYT8p4/Kp1lw22U4YgY45qmyOThwQueOeT71GzOVbIClRyAc4NAFvc3mEnOzJAOPu/jUUkagl42Vdh5z/ABVT/f8AkhmkwCCQR1Y/hTkdnXDZA3csRjI7UAPUOwkdeHHQd+nWsyWQ7QzjzCCOAAcZ9RU00+1DtZguec9D7k1nySK37+LcAPmbjAyBx/SgCcT7oir48tm43Z4/DFVPtQiY/IXUYABPAxkYqCWZv3boWw43D61XSd1mKhtoPyhiP6UAXruTIhZVJAPOexP19KoXEnkz4G5uPlK8DmnXLYiLbWlVirhnHIOensOlZM90pEoNwDgDHHP4A0AWUvybMlXbIJBJbP41jXt2PIQq5MhJPHU49fao7i6C4RnTcw4UDGT9K5/UdRjXKlAmFIABI6+mPp0oAfqmoERFWBAfDgnq3fFc3qWoY8zdwTjle+abqd/97cx44IbnH0rmNR1LciqpwB1GOtABqmpfeHUkYHtWAz7zlqdK5c5Y5qIc0AHegmg8UUAFFFFABRRRQAUtJS0AFFFFABmjvRRQB6R+zwwHxl8N56ecw/8AIbV9+1+f37Pf/JYvDP8A18H/ANAav0BoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDw/8AZm/5mT/t2/8Aate4V4f+zN/zMn/bt/7Vr3CgAooooAK53V2Iv3AHpk/gK6Kub1Rn/tOdB90hfwOBQBTJCnAPz9uM07zDkKe36VFvCy7AOT1pz4UM2fmz8w9qAElLFgFwVzk46/jS7mB2Z54JI4wKSQ7EO5jgjKiokckMT8ox8x9aAE5/ehDknGMdKz9yKCDHhgcEe9OnIkUKyoVJ5J647Gq00ahgQ+Nzbuvf1oAWU+cpTcMn09qgwxMkY2jHBOegob53UKOACCf6VFv2Hc27aScAdxj0oAlfYCHLoxwFBI6VDJKGUkE7lYg/yqEEjYQpjjxnbjqarMzh9zqrt0LHqf8AIoAsvJtcGUkdR60yORdsZaRS7flxVaefyRtCAgcgjk5qIybg5C7VUHgnHvigC4ZJEXy0IBBYbhgYHtxUUsrhmkaTAP3VyCDVFLlMjfKudpJAP6A+1ULi9hYSSblRFBIY4O0nHH8jQBduJTiXBB3HAGcjHofc1ki7CiQMNiCTHTj256E1UnlaT7M0c7eVJgE+uD0+vNV57xWt2G8ifAZVHY/XvQBaubzad68sOi55J6jFZ9xeKWLAlu4AJH5f/WrMF9k5EZGCQR1ywxUNzdRoMOV3HGQB9euD3JoA2r6dsZMj88Bd2RnHYdqwr2/dJG8uQ5ccKeSD/Ss+S6kj+SLcFXIO3kDIzx+prLvr0mZZEfnufWgCxqGplVKnaCO4rltS1Jy8nz5A9TTNR1LcrBsHFcvfXryMdp4NAE9/qDSbgrY54xWWZCx5zSd8mlxQANTacabigA60UtBoASiiigAxRRRQAUYpRSigBMUUppDQAcUlFHegD0b9nnH/AAuXw0P+mzf+gNX3/X5+/AFtnxg8Ln1utv8A461foFQAUUUU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<p class="MsoNormal" align="center" style="mso-margin-top-alt: auto; mso-margin-bottom-alt: auto; text-align: center; line-height: normal;"><span style="font-size: 24.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 18.0pt;">primi avvistamenti fotografici di oggetti volanti non identificati. Tuttavia, si dice che anche l'osservazione del Monte Washington dell'inverno del 1870 raffiguri un UFO. Il 12 agosto 1883, l'astronomo messicano José Bonilla, direttore dell'Osservatorio di Zacatecas, osservò almeno 283 oggetti che passavano davanti al sole mentre osservava le macchie solari. Scattò diverse fotografie di questi oggetti su lastre umide con tempi di esposizione di circa 1/100 di secondo. Gli oggetti visti da José Bonilla sono ora generalmente interpretati come uno stormo di oche rimaste intrappolate tra il telescopio e il sole.</span><span style="font-size: 24.0pt; font-family: 'Times New Roman','serif'; mso-fareast-font-family: 'Times New Roman'; mso-font-kerning: 18.0pt;"></span></p>
<hr>
<p style="text-align: center;"><strong>Traduzione in italiano:</strong></p>
<p style="text-align: center;">Era verso le 8:00 del mattino, quando il professor Bonilla iniziò il 12 agosto 1883 la sua osservazione telescopica del Sole attraverso un filtro. Stava proprio disegnando le macchie solari, quando la sua attenzione fu attirata da un “piccolo oggetto luminoso”, che all’improvviso “entrò nel campo visivo del telescopio” e attraversò il disco solare proiettando un’ombra ovale.</p>
<p style="text-align: center;">Questo avvenne per alcuni secondi, finché l’evento si ripeté e infine apparvero altri misteriosi oggetti volanti. Era un intero sciame. Nel corso di circa due ore Bonilla contò 283 oggetti, che impiegavano circa 3–4 secondi per attraversare il disco solare. Poi dovette interrompere le osservazioni, perché una nuvola coprì il Sole. Riprese solo nel pomeriggio. Per uccelli o insetti gli oggetti volanti erano troppo grandi, inoltre si muovevano in modo uniforme, quindi erano probabilmente guidati. Dopo qualche tempo il Sole tornò alto nel cielo e proseguì le osservazioni contando ancora 48 oggetti volanti.</p>
<p style="text-align: center;">Bonilla notò che alcuni oggetti erano rotondi, altri invece allungati o a forma di fuso, e che tutti si muovevano nello spazio libero, nell’oscurità, brillando fosforescenti. Il tempo impiegato per attraversare il disco solare variava questa volta tra un terzo di secondo e 2 minuti. Infine Bonilla decise di tentare di fotografare diversi oggetti. Con un tempo di esposizione di 1/100 di secondo scattò diverse immagini.</p>
<p style="text-align: center;">Il primo avvistamento UFO fu pubblicato nel 1885 sulla rivista specializzata “L’Astronomie”. Le immagini furono scattate dall’astronomo prof. Bonilla il 12 agosto 1883 durante un’osservazione del Sole presso l’osservatorio di Zacatecas in Messico.</p>
<p style="text-align: center;">Nei giorni successivi, il 13 agosto, comparvero nuovamente, e alle 8:00 Bonilla poté contare 116 oggetti. In totale furono quindi 447 oggetti volanti in 2 giorni! I suoi colleghi astronomi calcolarono che tutti i casi sarebbero stati “più piccoli della Luna”, che misura 384.000 chilometri. Egli telegrafò alle osservazioni stellari di Città del Messico e di Puebla. Anche i suoi colleghi avrebbero dovuto osservare il fenomeno per ottenere più risultati insieme. Già dopo un’ora Bonilla ricevette la conferma tramite telescrivente. Anche loro videro gli oggetti “esattamente come lui li aveva descritti” ed erano convinti “che dovessero trovarsi a distanza relativamente ravvicinata”.</p>
<p style="text-align: center;">Comparvero ancora una volta. Il 30 novembre 1888 l’osservatore Signor Ricci, presso l’osservatorio di Palermo/Italia, osservò una “serie di oggetti volanti a forma di fuso che attraversavano il disco solare a grande altezza”.</p>
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<item>
<title>IL 21 GIUGNO E L&amp;apos;APERTURA DELLO STARGATE</title>
<link>https://iridano.com/IL-21-GIUGNO-E-LAPERTURA-DELLO-STARGATE</link>
<guid>https://iridano.com/IL-21-GIUGNO-E-LAPERTURA-DELLO-STARGATE</guid>
<description><![CDATA[ IL 21 GIUGNO E L&#039;APERTURA DELLO STARGATE ]]></description>
<enclosure url="https://iridano.com/uploads/images/202604/image_870x580_69f2e35f5c64e.jpg" length="41972" type="image/jpeg"/>
<pubDate>Thu, 30 Apr 2026 07:06:50 +0200</pubDate>
<dc:creator>Administrator</dc:creator>
<media:keywords>IL 21 GIUGNO E L&#039;APERTURA DELLO STARGATE</media:keywords>
<content:encoded><![CDATA[<p style="text-align: center;"></p>
<p style="text-align: center;">IL 21 GIUGNO E L'APERTURA DELLO STARGATE<br>di Adrian Gilbert per gentile concessione della rivista Hera</p>
<p style="text-align: center;">Il 21 giugno il sole ed i pianeti formeranno una particolare configurazione nel cielo che credo indichi "l'apertura dello Stargate" (Porta delle stelle). Cosa significhi esattamente questo per l'umanità è difficile determinarlo ma è mia opinione che questo "segno nel cielo" sarà indicativo della chiusura di un epoca durata circa 13,000 anni, e l'apertura di una nuova fase. Sembrerebbe inoltre che questa configurazione rappresenti l'inizio del periodo di tumulto profetizzato nel Vangelo di Matteo e nel Libro delle Rivelazioni. Per capire come la profezia biblica sia connessa a particolari dati astronomici è necessaria una visione del mondo diversa da quella odierna, che vede il nostro piccolo pianeta ruotare intorno ad una stella di media grandezza posta ai margini di una galassia piuttosto ordinaria, ma osservarla attraverso gli occhi degli antichi.</p>
<p style="text-align: center;">Il gioco delle sette sfere Per gli antichi la Terra era posta al centro del Creato. Essendo composta da materia densa era considerata al primo gradino della scala della creazione. Intorno alla Terra vi erano delle "sfere" chiamate superiori (Luna, Sole e via via gli altri pianeti), precedute dagli elementi acqua,aria e fuoco. Si pensava che ogni pianeta viaggiasse all'interno della sua rispettiva sfera, paragonata ad una bolla di vetro. Oltre a governare le rispettive sfere, si pensava che i pianeti influenzassero direttamente la vita dell'umanità. Gli antichi credevano che quando un anima prendeva corpo, discendeva dai Cieli attraverso la più lontana sfera delle stelle fisse (ciò che oggi chiameremmo la volta celeste), e passando attraverso le sfere planetarie, penetrava nel ventre di una madre. Attraversando le sfere planetarie riceveva parte della natura e delle qualità di ogni pianeta. La quantità e qualità del dono di ogni pianeta regalato al nuovo nato variava in base alla sua posizione nel cielo al momento della nascita. Secondo questa antica filosofia, l'agglomerato di questa "luce astrale" dava alla persona nascitura il suo carattere. Era creduto che i doni astrali dei pianeti determinassero il talento e le debolezze dell'individuo che si incarnava. Quest'idea è tuttora alla base dell'attuale astrologia natale, nonostante la filosofia originaria non sia mai stata posta in termini così materiali dagli antichi che ne facevano invece una scienza stellare.</p>
<p style="text-align: center;">Il Corpo Ermetico.Questi insegnamenti antichi devono le loro origini all'Ermetismo Egiziano. Secondo gli ermetisti, dopo la morte del corpo fisico, l'anima di un individuo avrebbe tentato l'ascesa attraverso le sfere planetarie sul sentiero a ritroso verso il suo Creatore restituendogli la porzione di "materiale astrale" ottenuto alla nascita. Queste sfere rappresentavano stadi di questo viaggio, come pioli di una "scala fino la cielo". Così leggiamo negli Hermetica (il Corpo Ermetico accreditato a Thoth o Ermete Trismegisto) : "Alla dissoluzione del tuo corpo materiale, tu dapprima ti arrenderai al cambiamento e la forma visibile che hai sostenuto non sarà più vista. E il tuo spirito vitale (letteralmente, "respiro") tu arrenderai al demone dell'atmosfera cosicché non lavorerà più in te; ed i sensi corporali ritorneranno alle loro sorgenti, divenendo parti dell'universo (.). E dunque l'uomo rimonta attraverso la struttura dei cieli. E alla prima zona di cielo (luna) egli si spoglia delle facoltà di aumentare e decrescere; Alla seconda zona (Mercurio), le macchinazioni della malizia; alla terza zona (Venere),la lussuria da cui gli uomini sono deviati; la quarta zona (Sole), l'arroganza dominante; alla quinta zona (Marte), temerarietà ed empia audacia; alla sesta zona (Giove), malefiche lotte per la ricchezza; alla settima zona (Saturno), la falsità che giace in agguato per malfare; e quindi, essendo stato denudato da tutto ciò che gli è stato addossato dalla struttura dei cieli, egli sale alla ottava sfera essendo ora posseduto dal suo proprio potere. (Corpus Ermeticum, Libellus I)".<br>Questi sono i contorni della dottrina ermetica del viaggio dell'anima seguente la morte, ma c'è di più. Avendo attraversato le sfere planetarie, prima che l'ascendente anima potesse tornare a Dio, doveva passare attraverso la sfera delle stelle fisse, conosciuta oggi come la "sfera celestiale". Questo rappresentava il"Cielo Superiore" che giaceva lontano dalla giurisdizione del nostro locale sistema solare con i suoi Governatori: il sole, la luna e i pianeti. Per raggiungere questo cielo superiore, la Dimora degli Eletti, l'anima doveva trovare la strada per un portale.Secondo la cosmologia antica c'erano due portali: uno nell'emisfero settentrionale ed uno nel meridionale. Questi portali o "Stargates" come io li chiamo, erano posizionati ai punti del cielo dove l'ellisse, il sentiero del Sole, incrocia la Via Lattea. Una di queste posizioni è in Sagittario (al di sopra del pungiglione dello Scorpione) e l'altro è in Gemelli (al di sopra del braccio allungato o "Clava" di Orione).</p>
<p style="text-align: center;">Le due Porte del Paradiso<br>Questi insegnamenti antichi, che dovevano le loro origini all'Ermetismo, sono poi passati alla Cristianità Gnostica ma vennero forzatamente soppressi dalla Chiesa per eresia. Ciononostante, una credenza astratta nell'esistenza delle "Porte del Paradiso" è sopravvissuta sino ad oggi. Di certo così doveva essere per S. Pietro, secondo la Bibbia, la cui autorità è tuttora affermata dal Papa. Infatti S. Pietro era stato nominato custode dei portali dallo stesso Gesù (Matteo 16). In questo contesto è degno di nota che S. Pietro sia raffigurato con 2 chiavi nella mano. Si tratta chiaramente delle chiavi simboliche dei due portali. Per la stessa ragione lo stemma papale presenta due chiavi incrociate in quanto il Papa, successore di S. Pietro, detiene tuttora la custodia delle chiavi del Paradiso. La connessione tra le Porte del Paradiso e l'astronomia sopravvisse per secoli e sembra essere stata perduta solo dopo che Copernico, Galileo ed altri provarono che la terra gira intorno al sole e non viceversa. Dopo di ciò l'idea del Paradiso come luogo fisico al di sopra delle sfere dei pianeti perse favore. Senza il sostegno di un modello astronomico l'idea delle Porte del Paradiso divenne mera metafora. S. Pietro stesso fu lasciato a tenere le chiavi di portali che ormai non avevano alcun attinenza reale tranne che un vuoto significato simbolico. Sfortunatamente questo ha portato ad un ulteriore oscuramento del reale significato di certi testi biblici che trattano di profezie per la fine dell'era corrente, basate su calcoli archeoastronomici realizzate dagli antichi sacerdoti.</p>
<p style="text-align: center;">Cos'è realmente uno Stargate?<br>Scrissi per la prima volta della teoria delle Porte del Paradiso o Stargates nel mio libro "Profezie dei Maya" (1995 - Corbaccio) ma in quel periodo non realizzai quanto fossero importanti questi "portali" per l'interpretazione dei dati astronomici legati a fatti biblici e di determinate profezie bibliche. Mentre scrivevo il mio libro successivo, "I Re Pellegrini (1998 -"Magi" nell'edizione originale - Corbaccio), incappai in qualcosa di realmente sorprendente. Secondo la Bibbia, la crocifissione di Gesù avveniva il giorno successivo alla Pasqua Ebraica. Ora, mentre non c'è certezza assoluta sull'anno esatto della Crocifissione, l'opinione corrente, basata su un'attento esame dei testi e di altro materiale, è che l'evento si sia realizzato nell'anno 29 d.C. (la nascita di Gesù sarebbe da retrodatarsi di quattro anni rispetto al calendario convenzionale) La Pasqua era sempre celebrata il primo plenilunio dopo l'Equinozio di Primavera. Usando il programma informatico/astronomico Skyglobe, sono stato in grado di dimostrare che la vera data della Crocifissione sarebbe stata, secondo il nostro calendario, il 15 Aprile, giorno successivo alla Pasqua ebraica di quell'anno. Quel giorno il Sole (a cui i primi Cristiani associavano il Cristo) era posizionato direttamente sotto la stella Delta-Aries (in Ariete), forse simbolizzando l'agnello sacrificale. Questo era un dato interessante ma ci furono ulteriori sviluppi. É stato affermato che la Resurrezione si compì due giorni dopo, proprio quando il Sole entrava in Toro, mentre l'Ascensione di Gesù al cielo viene calcolata quaranta giorni dopo la sua Resurrezione. Spostando il programma avanti di 42 giorni, sino al 28 Maggio, scoprii con mia grande sorpresa che il Sole (Gesù) in quella data si sarebbe posizionato direttamente sopra la mano di Orione. Questo significava che il giorno in cui si suppone sia avvenuta l'ascensione di Gesù al cielo, il Sole, simboleggiando la sua entrata in Paradiso, si trovava esattamente nella posizione dello Stargate settentrionale. Ora di certo l'idea di Stargates di natura fisica nei punti dove l'ellisse interseca la Via Lattea è certamente una metafora. In realtà le loro posizioni sono una conseguenza dell'orbita della Terra intorno al Sole (il che determina l'Eclittica: il sentiero immaginario del sole attraverso il cielo) e dell'angolo di questo in relazione alla Via Lattea. Per convenzione il primo giorno di Primavera, quando il sole si sposta nell'emisfero settentrionale della Sfera Celestiale è chiamato O° di Ariete. Nel momento in cui il nostro sistema astrologico venne concepito, il sole all'equinozio di Primavera era di certo nel segno zodiacale di Ariete. Tuttavia per causa di ciò che viene chiamata "la Precessione degli Equinozi" questo non corrisponde più con la reale posizione del sole rispetto alle stelle. Tuttavia l'equinozio primaverile non è l'unica data che procede a ritroso attraverso lo Zodiaco, ma lo stesso accade per tutti gli altri giorni inclusi i Solstizi d'estate e d'Inverno. Il risultato finale di tutto ciò è molto interessante dal punto di vista del nostro tempo. Oggi il Sole al Solstizio d'Inverso si pone esattamente tra il Sagittario e lo Scorpione e sopra la mano di Orione al Solstizio d'Estate. In altre parole la posizione delle Porte Stellari corrisponde alla posizione del Sole nei Solstizi. Questa è la prima volta che ciò accade dal 10.880 a.C. circa, quando i portali erano rovesciati ed in posizioni opposte, con il portale di Orione al sud ed il portale dello Scorpione al nord. Quest'ultima data, circa 10.880 a.C., corrisponde proprio alla fine dell'ultima era glaciale e della leggendaria distruzione di Atlantide.</p>
<p style="text-align: center;">Le piramidi e lo Stargate di Orione<br>In un mio precedente libro, "Il Mistero di Orione", scritto con Robert Bauval nel 1994, presentammo l'allora inedita teoria che le piramidi di Giza sarebbero state erette per rappresentare la Cintura di Orione. Da allora ho compreso che le piramidi possedevano una funzione ulteriore che andava oltre quella di "centro rituale di "Misteri Osiriaci": esse erano segnalatori di tempo. Uno dei giorni più importanti del calendario Egizio era naturalmente il Solstizio d'estate. La piramide di Chefren, che era il monumento centrale del gruppo di Giza, aveva un'altezza di 143,5 m ed un angolo di pendenza di 53° 10'. Usando lo Skyglobe sono stato in grado di dimostrare che questa posizione rispecchia esattamente l'elevazione del sole quando incrocia l'asse est/ovest al tempo del Solstizio d'estate. In pratica la piramide non produrrà alcuna ombra e il sole si posizionerà simbolicamente in corrispondenza del suo apice proprio nel momento in cui attraversa questo asse. Visto che la piramide di Chefren è unica per questo aspetto, la sua progettazione con tale caratteristica deve essere stata intenzionale. Così possiamo affermare con un certo grado di sicurezza che l'ultima volta che il sole si posizionò agli Stargates nei solstizi questa data corrispose ai maggiori cambiamenti del clima terrestre. Sarà per questo che stiamo vivendo ora un periodo di surriscaldamento globale del pianeta in misura mai vista in tempi storici? Personalmente credo di sì. Quando furono costruite le piramidi, nel 2500 a.C circa, il Solstizio d'Estate avveniva quando il sole era nella costellazione del Leone. Questo sembrerebbe essere uno dei motivi perchè il culto del Leone - e le simbologie leonine in generale - furono molto importanti nella religione dell'Egitto dell'Antico Regno. Non fui sorpreso quindi di trovare che la piramide di Chefren, associata alla Grande Sfinge di Giza dal corpo di Leone, segnava il Solstizio in questa maniera così affascinante. Comunque a causa della precessione la posizione del Solstizio è attualmente cambiata. Come abbiamo potuto vedere, in questo giorno il Sole è allo Stargate settentrionale e oggi si pone al di sopra della mano di Orione. Troviamo quindi che in questo modo particolare la piramide di Chefren indica sia il tempo del Solstizio che l'apertura simbolica dello Stargate alla fine di ogni era precessionale. Per segnalare l'evento dell'apertura dello Stargate ho organizzato un viaggio di gruppo in Egitto e in Terra Santa coincidente con il periodo del Solstizio estivo. Intendiamo trovarci ai piedi della piramide di Chefren al mattino del 21 giugno e presenziare alla veduta del sole che si posa sull'apice. Questo, credo, marcherà la fine dell'era dei Pesci e l'inizio della lungamente attesa era dell'Acquario.</p>]]> </content:encoded>
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<title>La nostra terra sta ottenendo un secondo sole</title>
<link>https://iridano.com/La-nostra-terra-sta-ottenendo-un-secondo-sole</link>
<guid>https://iridano.com/La-nostra-terra-sta-ottenendo-un-secondo-sole</guid>
<description><![CDATA[ La nostra terra sta ottenendo un secondo sole ]]></description>
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<pubDate>Thu, 30 Apr 2026 07:05:19 +0200</pubDate>
<dc:creator>Administrator</dc:creator>
<media:keywords>La nostra terra sta ottenendo un secondo sole</media:keywords>
<content:encoded><![CDATA[<p style="text-align: center;"></p>
<p style="text-align: center;">21 giugno 2024 - 10:44</p>
<p style="text-align: center;">Il sole fornisce luce e calore alla terra. Ora i ricercatori hanno scoperto che la Terra avrà un secondo sole.</p>
<p style="text-align: center;">Gli astronomi austriaci hanno scoperto che una stella chiamata Gliese 710 della costellazione del Cigno viaggia alla velocità di 50.000 km/h</p>
<p style="text-align: center;">il nostro sistema solare si sta dirigendo verso – e diventerà per noi un altro sole.</p>
<p style="text-align: center;">► Lo dimostrano i dati del telescopio spaziale europeo Gaia, che crea una precisa mappa 3D dei corpi celesti. Attualmente distante 60 anni luce, si allontanerà nei prossimi 1,29 milioni di anni<br>avvicinarsi significativamente alla terra.</p>
<p style="text-align: center;">La gravità della stella in migrazione cambierà le orbite di innumerevoli altri corpi celesti. Ciò provoca collisioni e crea nuovi corpi celesti.</p>
<p style="text-align: center;">► Gliese 710 diventa solo<br>Deviare 100 milioni di comete dalle loro orbite. Questo è quanto calcolato dal team guidato dagli scienziati austriaci Elke Pilat-Lohinger e Thomas Maindl. Circa 4.500 di queste comete vengono poi gettate all'interno del nostro sistema solare.</p>
<p style="text-align: center;">Il presupposto dei ricercatori: il rischio di un impatto sulla Terra aumenta notevolmente.</p>
<p style="text-align: center;">► Tale impatto sarà “con il<br>"Può essere paragonabile all'impatto di un asteroide alla fine del periodo Cretaceo, che portò all'estinzione dei dinosauri", dice Pilat-Lohinger</p>
<p style="text-align: center;">a “ORF”.</p>
<p style="text-align: center;">I calcoli però sono incompleti. Innanzitutto perché l'esistenza della “nube di Oort” non è stata dimostrata e in secondo luogo perché 1,3 milioni di anni sono una distanza piuttosto lunga.</p>
<p style="text-align: center;">Gli astronomi possono solo stimare quanto si avvicinerà la stella. Calcolano da 4.300 a 13.366 unità astronomiche. Una unità equivale a circa 150 milioni di chilometri. Ciò renderebbe Gliese 710 visibile ad occhio nudo dalla Terra.</p>]]> </content:encoded>
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<item>
<title>Storia della pre&#45;astronautica</title>
<link>https://iridano.com/Storia-della-pre-astronautica</link>
<guid>https://iridano.com/Storia-della-pre-astronautica</guid>
<description><![CDATA[ Storia della pre-astronautica ]]></description>
<enclosure url="https://iridano.com/uploads/images/202604/image_870x580_69f2da9fa0d76.jpg" length="61739" type="image/jpeg"/>
<pubDate>Thu, 30 Apr 2026 06:29:31 +0200</pubDate>
<dc:creator>Administrator</dc:creator>
<media:keywords>Storia della pre-astronautica</media:keywords>
<content:encoded><![CDATA[<p style="text-align: center;"></p>
<p style="text-align: center;">E Il tema centrale e l'argomento principale della pre-astronautica è il presupposto che gli astronauti extraterrestri visitarono la terra in epoca preistorica o storica e quindi influenzarono la genesi dell'uomo (filogenesi umana) o il suo sviluppo culturale e tecnologico. La base principale sono le nuove interpretazioni di testi religiosi e mitologici, intesi come resoconti di eventi reali del passato e destinati a descrivere incontri con esseri extraterrestri.</p>
<p style="text-align: center;">Esempi di tali reinterpretazioni sono l'antica epopea indiana del Mahabharata, che descrive la battaglia tra gli dei dei Kaurava e dei Pandava, l'antica Edda norrena, che è in parte simile tematicamente, o il libro di Ezechiele dell'Antico Testamento, che descrive l'incontro di l'omonimo profeta del presunto dio biblico descrive il suo carro del trono. Le descrizioni di oggetti o luoghi mitici come l'Arca dell'Alleanza, il Carro del Trono o il Valhalla di Asgard nel circolo delle leggende nordiche sono interpretate come glorificazioni incomprese di armi altamente sviluppate, tecnologia militare e spaziale. Anche miti con contenuti simili vengono interpretati in modo simile, come la storia apparentemente universale di un grande diluvio divorante e della successiva salvezza dell'umanità e dell'ecosistema, che può essere trovata sia nel Diluvio biblico che nell'epopea sumero-babilonese di Gilgamesh dell'antico Miti della creazione indiani, cinesi o australiani. La pre-astronautica presuppone che queste tradizioni possano essere ricondotte a un intervento reale di esseri più evoluti, che nei miti viene espresso come un trauma umano primordiale (inconscio nel senso freudiano).</p>
<p style="text-align: center;">Importante per la tesi della pre-astronautica è anche la reinterpretazione dei resti archeologici e delle strutture architettoniche che, spesso contraddicendo l'archeologia consolidata, sono intese come un anacronismo: si presume che il loro aspetto non possa essere derivato da fenomeni precedenti o dalle possibilità tecniche di le istituzioni culturali dell’epoca. Similmente alle tradizioni mitiche, tali reperti sono interpretati come espressione di una tecnologia non compresa. Questi includono, ad esempio, statue, incisioni rupestri o rilievi di figure umane o sembianti, le cui teste rotonde e talvolta senza volto o che mostrano solo alcune parti del viso vengono interpretate come elmi (di astronauti) (ad esempio le statue Dogū dal Giappone, le incisioni rupestri della Val Camonica in Italia). Anche piccoli oggetti simili a uccelli o pesci provenienti dal Sud America precolombiano e dall'antico Egitto sono interpretati come modelli di macchine volanti. I geoglifi di Nazca in Perù, che comprendono figure di animali di grandi dimensioni, nonché linee rette e triangoli lunghi fino a 20 km, sono considerati, tra le altre cose, come piste di atterraggio.</p>
<p style="text-align: center;">La pre-astronautica non presuppone necessariamente che queste forme debbano essere il risultato diretto del contatto diretto con esseri altamente tecnici. Tali oggetti sono piuttosto intesi come espressione di un culto del carico preistorico, in cui gli uomini assistevano alle attività di questi esseri sulla terra e cercavano di evocare nuovamente i presunti dei imitando questi dispositivi e sistemi per loro inspiegabili.</p>
<p style="text-align: center;">Alcuni approcci interpretativi della pre-astronautica la collegano ad altre teorie scientifiche di frontiera. Ciò include considerazioni sull’esistenza di culture tecnicamente altamente sviluppate ma perdute come Atlantide o Mu nella preistoria umana, i cui abitanti sparsi potrebbero essere sopravvissuti fino ai primi tempi storici. Alcuni credono che queste culture siano state create o distrutte da alieni intelligenti o esseri che viaggiano nel tempo provenienti dal futuro. La conseguenza di tali contatti è l'emergere o l'ulteriore sviluppo della cultura umana o l'interpretazione di questi esseri come dei nel rispettivo pantheon mitologico.</p>
<p style="text-align: center;">A seconda del rappresentante della pre-astronautica, gli stessi fenomeni possono essere valutati in modo diverso. Un esempio è la costruzione delle piramidi nell'antico Egitto, in Mesoamerica e nel sud-est asiatico. A seconda dell'approccio, l'idea della costruzione piramidale viene trasmessa direttamente in tempi diversi nelle diverse regioni da esseri extraterrestri o dai sopravvissuti di civiltà tecniche precedenti (ad esempio Atlantide), oppure viene trasmessa a un'unica cultura (come l'antico Egitto), da dove questa idea è stata trasmessa attraverso contatti culturali.</p>]]> </content:encoded>
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<title>Una mappa stellare sumera di 5.500 anni fa ha sconcertato gli scienziati per oltre 150 anni.</title>
<link>https://iridano.com/Una-mappa-stellare-sumera-di-5.500-anni-fa-ha-sconcertato-gli-scienziati-per-oltre-150-anni.</link>
<guid>https://iridano.com/Una-mappa-stellare-sumera-di-5.500-anni-fa-ha-sconcertato-gli-scienziati-per-oltre-150-anni.</guid>
<description><![CDATA[ Una mappa stellare sumera di 5.500 anni fa ha sconcertato gli scienziati per oltre 150 anni. ]]></description>
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<pubDate>Thu, 30 Apr 2026 06:23:47 +0200</pubDate>
<dc:creator>Administrator</dc:creator>
<media:keywords>Una mappa stellare sumera di 5.500 anni fa ha sconcertato gli scienziati per oltre 150 anni.</media:keywords>
<content:encoded><![CDATA[<p style="text-align: center;"></p>
<p style="text-align: center;">Una mappa stellare sumera di 5.500 anni fa ha sconcertato gli scienziati per oltre 150 anni. Questa controversa tavoletta di argilla cuneiforme suggerisce l'osservazione dell'evento dell'impatto del Köfel nei tempi antichi. Inizialmente si pensava che il manufatto circolare in pietra, portato alla luce dalla biblioteca sotterranea del re Assurbanipal del 650 a.C. a Ninive, in Iraq, fosse assiro. Tuttavia, analisi computerizzate lo hanno datato nei cieli della Mesopotamia nel 3300 a.C., rivelando le sue vere origini sumere. Conosciuta come "Astrolabio", questa tavoletta è il primo strumento astronomico conosciuto, caratterizzato da una carta stellare segmentata a forma di disco con misure angolari inscritte sul bordo.</p>
<p style="text-align: center;"><img width="526" height="526" data-dims-auto="" src="https://youzeta-real24.com/storage/449226130-454426633999588-7661117350023432749-n.jpg" alt="449226130_454426633999588_7661117350023432749_n" loading="lazy"></p>]]> </content:encoded>
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