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url: https://www.academia.edu/44178992/No_axial_precession_of_the_earth_proven_by_Archaeoastronomy_of_ancient_monuments
saved date: Sat Jun 01 2024 23:16:50 GMT-0400 (Eastern Daylight Time)
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<meta name=citation_title content="No axial precession of the earth proven by Archaeoastronomy of ancient monuments">
<meta name=citation_author content="Jayasree Saranathan">
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<meta name=twitter:title content="No axial precession of the earth proven by Archaeoastronomy of ancient monuments">
<meta name=twitter:description content="The equinoctial sun comes back to the same point in the sky as is noticed in the case of Sri Padmanabha Swamy temple in India and in many ancient monuments around the world. Built at different time periods, these monuments are seen to be aligned with">
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<meta property=og:description content="The equinoctial sun comes back to the same point in the sky as is noticed in the case of Sri Padmanabha Swamy temple in India and in many ancient monuments around the world. Built at different time periods, these monuments are seen to be aligned with">
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<meta name=description content="The equinoctial sun comes back to the same point in the sky as is noticed in the case of Sri Padmanabha Swamy temple in India and in many ancient monuments around the world. Built at different time periods, these monuments are seen to be aligned with">
<title>(DOC) No axial precession of the earth proven by Archaeoastronomy of ancient monuments | Jayasree Saranathan - Academia.edu</title>
<link rel=canonical href=https://www.academia.edu/44178992/No_axial_precession_of_the_earth_proven_by_Archaeoastronomy_of_ancient_monuments>
<script type=application/ld+json>{"@context":"https://schema.org","@type":"ScholarlyArticle","abstract":"The equinoctial sun comes back to the same point in the sky as is noticed in the case of Sri Padmanabha Swamy temple in India and in many ancient monuments around the world. Built at different time periods, these monuments are seen to be aligned with the tropical equinox and solstices of today. The only possible explanation for the same phenomena seen now of the structures built at different times of the past can be the absence of axial precession of the earth. This paper analyses this with evidences from the ancient monuments.","author":[{"@context":"https://schema.org","@type":"Person","name":"Jayasree Saranathan"}],"contributor":[],"dateCreated":"2020-09-28","dateModified":null,"datePublished":null,"headline":"No axial precession of the earth proven by Archaeoastronomy of ancient monuments","inLanguage":"en","keywords":["Prehistoric Archaeology","Malta (Archaeology)","Archaeoastronomy, Cultural Astronomy","Stonehenge","astrophysics, Aboriginal astronomy, archaeoastronomy","Chaco Canyon","Abu Simbel","Chichen Itza","astronomical confirmation of dating of Stonehenge.","Equinox and Solstice","Precession of the equinox","Summer Solstice","Angkor Wat"],"locationCreated":null,"publication":null,"publisher":{"@context":"https://schema.org","@type":"Organization","name":null},"image":null,"thumbnailUrl":null,"url":"https://www.academia.edu/44178992/No_axial_precession_of_the_earth_proven_by_Archaeoastronomy_of_ancient_monuments","sourceOrganization":[{"@context":"https://schema.org","@type":"EducationalOrganization","name":"teluguuniversity"}]}</script><style>:root{--sf-img-26: 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GiT6AYlGjanH5/zWgh06El6qAqyjA4NsxlmA7BUUnhpb4bppwR3yZGMiVN9nQjDawcdReCtmBDEt/CJUksdV3DmKAxPQjyClQRXS/+q+e1FIGlxLlEZjHxKriAbKAXrJpQ1o2bq+gGivZkaAkHyQQ5JzLlxmKYDz8XmD2aKM8QombbUPzhwdIAMmXI2pp6riQsTi56CIQh1NsUk6WK7Igdz7ACyWG9Hp6jMKgUhFVhLE12qCyQgl5r1xFizgleFouya06Kyui0adrtbiXEGKU9MaDAdegSNYCIQoVjiDA8bUFYhYs4f7q9aAVutjGt6YI8ERBCvoL134rOANAB7BBGxe5er4ni24TlrXe06LFBNvov7DtnWsmYCp6otNHxIoBq8us/Gb9s+ra8303ft4HjKDNYK8pHw6HG9kR4KgjEQrEjnVGTM0B6fL2offXZv/x64cZgHpTihvB9c8oE9IyWxpHnP5xdQDt5sPfZqIKatlbm3WuSK55vNd5ztY73Yd1QQrYkmNAhsGlp0X92Ds4p79m8xCRLaftBqJNOtoQ1IKfpEhsfHsSRa8p/+9ldu/s+Pfnb4Gl0Dqryq+h2OISKeQGmvwlUrwPp3Wm8UaREUR4PiZikHxUmJI3QOYaleiILKNE9V1OQUTU+eIFDOBEAQIaYiMhKb9g3ZkJuqdZIxeVTMpm0H4wZkiJEZSr72CPYQ5GT0PRSin5IaSzo0uJRnDnqPTULaeMBTvKJ9BIZoK/prlB7eOt3T/IbS/qWBDjFpG6ImsyNkllopnDeIJ2x5OO9homfnMt1km+HSR5asJrGgUTeTvDi4u7sVWhXvQ9gpWc7c2+d6PA0WYOilDhG4oky0VnQ4aFOvlEp5iyRjcdBY0nKvBJo+TwHRU6Ng8EE/xnk/z3WUmmOxd85pTdRTQYGNmGY5u3mOufYXhOGb+P3H99/K6o7pH9m9Z1MWhUJRL7vhA5n3mcqMjIsDaqE98RAM76+gDO2ZhMowa1GSt8p1TD+jWkAt2d0SP3ziBfRpEPPRsOkW4VCAIUz/AOGFYoBYqgx5wJHaiZdyCEFoH5sgqUiqhPWj8t9iWF447q2JQJt8sh0EpwhWBbfBp/FccfDYSWpJvTb304dbuGfOhdnh0t+Y/pWbJWtzCnIYYg7q9FBKFGAWVqhnjPZoBxG5xvtOp80BSiSdQwICzou4g8FzQZBI9iBJnxDTKuMtJD9p/C4wHGAf3MvYa2gch/AU2RLVGYjzaFZnoyU6pcNFmN9Tog/plgU3m+JA5YgKiLQgOvfZZXiGU6+tPXh1343eBhUC9wai3XN9BEbdDtrgcw7DCSDzJ7CnA5Cp3FSdyC+MqBfNGDlmI0cMW2vb6OViZ2XEbNj1X2+NKW8ZdcTdIFkRaGF/FEx/ZdE+FwsVgaY/YeZwsebvipri8prXEtnLD479kcjlVR0rqT72j1VK2QTPngbZfAr7mvhpL92x6u9k179hOzdRyNo36V8Xw71l0axL9NZ79/ji6x6Wrn9SJlu8xD53klrqVe9OBKPSVEYgzdohjhtQEKlRQ3Fj9ry8NS6icLZk1flWic539BEBPTW8LgIlop50kJ+bisaFXdRkshE7Y6g7Hkejkl5qgjOzaLjvYCLJTNvpqxby8KCb0YwphzQ9DyJt5OlJN3tIjsMFPdQE8kFm/tBAEo5Cpd3UZLIWM/dE/75EkulBF02kg9w865ebUAxLdJH7T5Qp84eb3m5RHzdd0E1ij9woCTmkaKSXRg1mtN2facWZ6HgPNZHWe7Ww1PVPvF2meG2z9P81vfU/rugH92fN4nH0aqHLKIOoCGN39g/G8VLZ/gkFVPyYarnHY6Day8+U7uNsbqltGRQNEp65h3ySjZ6WQrqh/OtBAd55zEQ6rj58ITqGgv656afmYbcpqCOMP0ldg5wZNrBKf9X3U4OgWGcsE2qDQtU2v0J3SX1XRpSDgoxrCX0bfIpwYViDJH4kaqtVJBa83b5S57CyP69Rza6Ul3Q4VeGJRIgrKLaycuUGckyvDp/hgyXXBl3DQFvlbRhWKJMvVXlCNHP1C/gu90i68hG03oL/kOu/zvih2z4N2B7fpkLZ3Ar3RU7hU/9SPyEDmt7qb1tUWNsek0bw8C/Ke8KQprfq/U59xhaGZQYrGg6S/jtHySP1zSu8UVRghYE+iXaWkk7uu7lmERyGWR7XUrPkjstclIfhY2L5kkKuLl1d3ELm0aBcT5yKjzfx8gaBmZF743lgOjGE795md3LOXb1j73Bn/BxI4+1RkD6Uy4xkhgWl+6EQ1JjNDRsEzknOwjgaxrOPWUM0r7zuuN1u6137qGHCE5JfZvAofvKMyh8CclBUdghOwt01jGR6ZEp6Ms4F2FXybkK68pKa+bCaebpo5Hb8ZmrrnWl+ytXL8PDx6dv3pHvUggqOaiShIXSByb3JeyYhPIv70dwj8nA3JSomzRsl4YEzwjWszJiBCKyPgrfEg7pgULh+9TSW+WL8LitLgENRa6zRPCNV5LGo3GVyM775in2e6iM/qB1emaOmWuSCusM221IOIjOLbTWuppoQTeo7w6kVst1Y4WIDeu37t0Xsn9q2S/KPRNU4HEzfRwvIHojY47jLbojqxz6/4u1lPI4fLbIH6PE1o+mqxrsMW6mOrNPkF2dxP776gJtmxgiOqgzBceh4EyuRERadF4gS8PFaymoFuodPjgsOQjWlzDC6t1+GCwpAtcWwIzTZwLjdyByFopYEw0eMFGZR1peHqWm4H09+p14j/GQaNSPSY7eSNwvXrb2HeW/n/tjhzsBdjlR9wgzX+nW64zjSwAyrMoCbcHyXC1CSdv4rP/ogVqpk163Y1ddg/2plRZkmJY8DijLHlGDr7UJrQl7wT6xU8R4Uv3oGNKqZoc7H/Z3NdOMDhWMYjtYRdtgTpQZzjpwEXtuPKT7qxKevsto4gtHOGG/XI+KVvw+w67/OXmErjy0sdoPhkugRFHCEaZTVW0iEoSABo06oqcrkET8F5RLpnumbhTRlSJkuRClZYE1nUU76cl/ndRGPccx/P14xxKlDR2WeFTdDF+42lw7PtXl1FqQ6ajRuo/nGi9I2Pvxp4gIh3lmqeW0x1fnx0Il9pJ5wwo/kUP6Dnv6Xuksu6byEwkfYcyveZCru8rYIfjuPzB85IPUsugPUhef4PfDsyTRrkDv7w9d1rcspWiB7YsXrF9NddowNkH2qhB3HijiaFoGVatmQNJDCDmH6BvgnkFYAGHBnNy5qU5+TM4nLiUGfycXYnG7MiVLWC4ylkK7hL0B5Mcbc9lwCjZP+XbXmH7FK8mHyqcL5fFxFmqrb0efEIsTAIJwI2iN+QUhfaV9F7A5UwWN6RJyGu+uoSq9WnaIns2uPD5Rh2Ec0e9jiGZn6tNGjyDScMbvjAeqhaWZBqeMRJeC24lt/NQc9/nl9L/HAQVRIzCXFfKZVUSL1KwTrOXXHiSt46S3n9ig9p6gsEY9R/pVZz+HlEYcmm++VoNukuAB1XX2ZOoDY8fCm6TNobxgPCJkaGs8AaYxtGIM9ryK3gv6DKntd5Md1fA7fesa4NEaPCioMQrG4u5mXDCtb7p61fGFgFnETrya+teXJWq65Bbz6Rpl6u2ifZ2CVNV/4R8vGiZbfhsdyPxBpsFE7t5ij3Wwb5rJJQwqIHZZP92Nq+51hib4by4OYVkFjYCaSS1xLivhDriVHa7o3rwizrg+bwXfxTznaD+yzXStVzMPxeCvnRRV5omK+DGfg21WZytw3hAb5UtWTYjxO+iO9YbkkgK2qm6q1O+EVLH7/zJnkzm748n1/gxbUXKrhZAvHZlQn4SMAe/hG87O5wf99MxA2zIabqaG/yHXkBA2HBskg62Mx13E+cTMlJPauhKWQBcNq34BPPGW6aq5k/jni0H3Tmd6uxCnK3xIb/xdNhD4jM0+j0J50AbyEL694k/Rs/s3SnYtezBl4JwLFk9WcJHZ8SkE6XgWgcitK7NiYQd/+6tXpvCWh6JKRJY8sIo24EeQ/Q04YB6GMvNIUlI1OpbFCRMqvGJXvNFwplSK6bGKLBn+5FhDZ8Dw0YpqSOAa0lMZqBTyWAiZzvEm2GG+MLjWblGnQAQsyn572QOG5FvMlLiRux7o/5RTQ0x6O0MMecapzBvJwFXmWL32MnvYY9sGaH8fvbiHzO3gR/Ek4cx4f1+qV2fH9GHUnCLXvn5HQenJhdTu/l/pyM3bfGLaCtKKXupZ/Cja2pnVteqvy0OLuHaQiUHl78LXBzCy4zX1+sLDhTp2D6JjzRlHLzGvwrn6VTD1ZumavR/QPmYaHUpWwof3tCMcme1SiKkhE73QwMH7y20SGN7cC/VdysMjh08ESVWMcm+xxkJ8YYTw70XQvvuVeI/xdGStdGQurhh4WXlt7HQQBshvKczpwIRrkU9OFeiXPvxoHhrWQi1OwE3JAhU7CxgKgOaWUXjULQF14bILdcliCZCQ+x7mTZ4NqbXYbrXuaDb0Cf4Yb7dARDzhgISnSXiB0OSmWuISdCtckdHKGQRCwL6VoBNfh/ieki8L+/ZZEiXetH+7C4f1m99Tb2rAvbswwX4I3KS6oLlzCqQfYnumdlx19iUw0mn34B6tak1dX9PNNdh7uxlcfdXcB8g1JdcH5xOh98QsbnbEWJTwiCyzkRNoKhG6mxRND2CXJe6eA0wHtvLCkvDFcgU88p5xVFIgRhf4N3qieEtNm/V29rAH7ES2ZVt/gm8hl/EKBu2jIaaoXWsxMJTrwmTnaMKFB0aBbXOKWpl9Pw8dwVpn3YS3Xe4FI5HoQ0dGwtY4FB4QTgjsgiq7V2ylZ2MFNkmpxt/dxbkE7jDlilX8hp/Bwlouw34Jk4QJ9Ry9YyknwC0nX4mOIMeycszq6g6G9WvaG2J+r5KNoxl3VxivQtbgJJ+PBKtk8Eee0ND72IMq9zC/iKOlhEaLQp94XN+PwFqsl9bJ6cike/825DRIiwwW1p3EVKr3GOx0xIYicNjPg5JUR7TjqBM2dJOAMgwBeDDEm1IbW5d66spXd64hHkGMDSHmoMe+OiVS3HUtHmppc4TL9WylSNcwfY3Iy7IKvt64ps8cWL4xBy7eCxANh+j6GdFwZGJTk/GHpmnXAFLwY4nSAACS11cWjs4rOYy9UaCttXnXiBm7GNbdE+JFTQxEzlna8rEbCDTUlinvF3hiOmmYGOkS5oi7s3kArkxAwJtRA0kNdKrvk2AiuxiVXQ1nXQsTycfDDvz7dJAtdKHL4l10hxmuo+P9TQQHORBeLbH8zy9mdVYzPpc/0AilaQhHReR6ELVHl5H2OHU61N2FEx+R54Dzi0qL4MBzYLinSlkO9mhpHjGH3WBchAUfnYSuIRGcUjcL0BtgLSJalgbU+uB6HVNtR9hY14ExifB7WlJsOY+dE+aOdtYs35IpT4npxFRIsUs6R43R4udfOeN7QI1kSxYFN3qgaR1Q4imjmVuBsYuw+bMIVVrQB93qaJYrp8zYA0gmhlXVYwQTG17CDcjaPqXwyp56hFP4a7kCt6NoorjgJyMzX8zByRFpbPgrpMx2TFO0kR7bU1ZBDyB5RFdMmwUQvejaBa4fAPuyopxsqsoGVcxqbyZOShRPBTRvFKMYmCr6sSg2ulj/yr2WkHm04J1l4bjMZrvslpl7Ctbh8jnc6bFQQfubQRpLeIXMt4gLZt4WWJuroL/Re6PxX0n3fuVWiarksbbVB2N8MYmVqY3J31cqoeLuk+/YyqpVaP2n1Okm8rhS+HF+b8/TESqrU5GDZ1rInZ5WW3RS0cCRFNs5sWPM5g3KL0NDjCFe8tMbxVlucNOIYQ6vPwLtKF+nKg5LFmyw5u2SqZSXy4ElAw86yz7xemRtmBpysUqpw8bzQyvdyL9QsnDykw+/obKIrfJGfPuHoZSRUoKQm9w3pynEaM3bCIKuU8/psKYT9Pa+ryJFblLt50SFYm1mqaiT3E+kSp8pVNwXX7Sz6zOuRvmmuL5xZSmUXPxBa+UnmxnZXX28wvkNntVycz0MJRGzQiN7Bg1mEUkd4HSHcfHE2H0cS/g5HLLT2Hjjkc5TrCYO97fRy0bPSP023NDjj/s3CPYuzl+FtiguqD5V26QXRjNnxYys2vxUof4hcUTzGymcEKtGjb42kR4puWhRsWkhdWXqloscvKM0FV5Enl90LIaIgrB5OHZW5I1J92OsKIVv/QbbuIAreIPtY+nqTdH293L+SV8V+niN34nOzVP4oUHxdYzzwUVzTKpy88m8V6XrYrxE4mnEGT+GshPqsgKLGjBVWQja8iiPy3uHh9fmJIWWDMQI8hrIjB6oCS/pKV9owjnCLzKTcokIrChO3PQ9lhxjcbIz1x+H4XkLxE+FYVqj+9YZofxyB7ycUPYJVadL1FQ8Xbv4Ri1eTbVMXi1PbrXlmj+Yusbidsm1eynjS65szQGPRWiWG9TeFnjYznPZzGLS+nuKeve3s5cXsYvWvvPoEzeOvr+hTQ0C22p+Qon0YLFDZLns3mjbDyC9Q9Ijp2q+hIh9Yp255ufky26n+GX2RyrFb8tENvPCSMTlETUiriMOZaDic7UM3cw5gW+rKMcM+UGp2dCiLVbLcDfdKIjMNyf4dYqV0faegyI3Aardl7a/7XlzobtrEalhcGhXeMlq2J0/bwppVOdJRjovxsfusDiFXkfEbD+tRAa5tIZcVAtlK29UWOaHEYtn/WTyKkYmtFtFNWXX2tpTYDUw5g0ax0dPheJEzYteWzXnSODZ6JoiyWys29cLd8coFfALJXCqwE70kfuWF6+HpMaAPY4nAwwYRZ7GBvXWob1QsdiGFjsR1BkKGogTFxIoIttn6po5ODziemIpicXq5UNwuO1VmgnbMITstmULHw4T3gUhDR9h9ImpYmRom27QeIm5ZHXkASZ8ttRObEb/6ys3u8jk8CEQeyTFtMyM1+dG1iARiFBs8mjvxLrLSk+9fCRuU07+758bjxwN3mufSLM0BcknlyZSQjVrOZpuNlGguTLqN3BZOrpUIRc+aorlFWwuXJReCHvLQzmnU2HeEyIc9OuIF4oUFwJ44hQObmryQC0osRx44qLHOE7mi1OJ4L7O9+ttUrEwPO+822aliYwUbX9i4SlS6aDS0aTRESlZGaNS3UkW/K0lUKUFzra5ImNtGN0uGQZDOkiaYGj6pAXp4f3kSikK5CSRPamxl/LdLxXEgFu5lDJrIYa+n2ez2YFmHerpHY3RCAlEQQXKhRFZpRijiZFLgUHI6ikTlcQFV2zVV1DTsDngwPfNJNgAyv+DNtrXHQOqlmleQkOVGoeESYpjsUk87qTDMmFBr4YUG5jSjLFPDI3NDHJ2HIGpHXbpNLPwvMsMqKHvwJbxYFIQn+dA2B3s1uF//2w7/owsaatCpmyyLMwjP/pAKAvu3k4U9GLrejLnN6fChttbb6tFuiUz3YDFYMzeZj5smmNUUXU777EwFLsBN08wKig6n8/a04SkhZ71QI2RCBIWwvWlmVE+DAD1kjoLCWO6g18UIsGjycXexiwxlhjJdHcMckCtKD+Y6ngRex/crfNyHz1xmt7OHzw6EedpZSZb/PLClf/Fr/2b26K3ZGfAPBltlF1mSy1udtfwW6arG/ff2S1fu1uX1myhEDznfgvXmsSYk06QQsnG0sUdqlClZ+g9IMY01BWPRdhxuGldbNf7Gt4f0Cly2KkUSJ04vuiQS13FyTGpb5c3lHiYUw+qyHlvc36gZpHzsf+QvZ7HJPd/Iu44kIP0jovRd4dz2Ej1sTDdW2hFpoBqCz5L+XbueJVYKcgL+9jWf4CZ8eM4eo6fkT3zyKxEHlT3DwnN8n3EnBYC8C9WcRFZUckEEhjsCxsvD3IyI6yO+0agR959gltGcmr8zDmXu8i8pUw1WEmp9M9qHT6AQfbVqX8Ng5JnrRrf2UfErrdgb6WS420XDbo9TjJD5IX8z7ENkVYoWgx6IRqPTDtutuk6J4BLU1SeUL3Tsv5MPFoFhzfC2jrbF3qjIj209yBOu/Of4CApALTYKRs1dF3Ai6k8weMzJ4UacpWkVMf2S473BFtWrGyjvzM6J2s+v0EGN+pp7FD9dgej2YIYdzcDWRv3krqNEd/3OBrpzpivd1NMeVF+J8NdtC2XaSXTUCy2kpxBj+BmPN8Mqyvn2JCsN1+DAQCzwrf5cpuZ/I8HT+sQOnfpHuyuyZlNUA17P7E7oJhXhS1d4XezcpNEgIpEkeCh3DjSeH7kif+qyhMo2sLb95Iof5S97VP67Cddg/UszL2Sn6FmeBkU3jqZQJsWp1ry6RsqXrAJ0BDms6vEU5V+LiKNck7VfuZqya/vxcqG07XZXRgK+1uNZng2PMJDTnj4pnpJHzDySG2U6wYGLkiLteUJXkuOIEewR5yIkENvdNOSrkpo9hBtw3wtinDmyj2RZElTnjY7hoCpbyt7CelI2Mf4QXjQdlysAb3nYNM/Vhir8sMGFK9qorKjIPWLwDRmg2zzVn/I/6TL17rZ4RhckDxE5TJZosT/HeQB9+CZ/R1lJyJhiLJRaUAnrX5pEozNhim4nHs8T8eh4gsEjThYvZijeWcg/PNmZ6CUXBe5N1NKY1gxFcWg8WMmpZ/47OR2NFVj9ES5fuZq0aUe9/lGsRQoPLfQgskgXH0mNipFsikJbA3Ae6fxr8SEdhSoPoq1GpfI/OBTuwjTxsgMV7SV2KQruOt5ZTXDEWH7A2RWN7JITbC1Cw6zRkeQ4W6vQEFerfU5Kyia65o67NRWVTfVB7dUTRmBMhuPaG4InW60IuYAYCuNofJ4Dklnw1UBNNiuDQVpcxN0gKE86QyJjiBu0+gmw74q7G0SUSuSIpw7yolcvAEnazTC0SCKX6ytgO696BHizt2FYpXTlip4hybp1S56VXnxJjVSZKrheX6DpX7JjeLCNuU/AESmybfBROwsvX2ugy5xITVhIFbFLrwauu0BQRZP0qvjpYBbk+u8yuXzKYPvzFaE0A4ouIyojI4RwIuIUSE0hspFoEX/atfLnSRCL65PM7heLb9/HVJN+g2zLVii0+q52Q03o9uXNF2LF4sMlsiNAq513MWabTrFuka2jpJ92/q38EEfJIxXThabTtibTRSyzaNjnlqckXakE9vQdvR2She3AcpcejnIPdRpAuih9lY6EUkPw9kD0Eiu8YNrclyy8l8/30PiEw6D60zNZTN09KpDtxA1d/NnlF/w6mz5RquP+SDsKQKc2OosIv5oX/HBbHE60eOedc8eQuaGwWNVfyDbcl+PIi05jeUjxX88MIT2UvVZLQrk2dHsgeoEUFpk285KF9+egVE0zgypZRDkOFpNlBTGOnsYFSFPznOs22IcfFfbi+Kez/SRPzp3vRtYoWOzselcqhHd5TM+69xpSeM5yWpQqfKbdDZqZFurfb75chEs3NZa+qj3YbbDOPtMwuaOyovhYLkq8yitTUk3a6eygbqehbG902e5KzxXDkyQSCRQb3x2RLeLqjWGrkVYyUnDySUY1M4bX33cqWyJGGXpvYyXzuntO7tiK49yIdEL2ksggBSd6EGlk2RmeAF5cYefOdEUf8RTvFV215P/PsD8z6Ow/bWffzaqucgSdjIjCOxJpZmo9/xw8mpyOQ8lx/bWpKBwVJ5HcyoDmEYg0rc2pWvYaOnytd7D60kpmKuM/wnrB3NgT+UWUkv3JMccb/8ElvfQ8PbGrtE93p0oc0F6zbRRdVedEGxsHH3UDaOJP8PsnSgfFU+wg1JASnKXvr4YjCJ+WpHiCk0AURZJcKSl1+nYq2Af7tcRHoTCUHXnpjIamisp+qwPu5vwD1FpDOcfAaquKvrqTXbjyduO9cOGA0QE7/5gCcjA5dqAzBSWidD69aLvYLVi4u5WZmFXreLjZDO81TNi0ycR78z4re4qmvdohsA2tGZOuHAtM/Lvz4g013w//e5zl07Zh+csfAOvw/gFAxVM0wqyXGm1TcDbRLDv2n/+bjzW1/N8ua9oUUjc1ZwDr9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class="mobile-friendly--title-in-cover-container--hide-on-desktop sf-hidden"></div></div><div class=mobile-friendly--work-information-sometimes-title-container><div class=mobile-friendly--title-in-cover-container--hide-on-tablet><h1 class=mobile-friendly--responsive-title>No axial precession of the earth proven by Archaeoastronomy of ancient monuments</h1></div><div class=mobile-friendly--author-container><a class="ds-body-sm-link js-wsj-grid-card-author wsj-work-card-author" data-author-id=5902910 href=https://teluguuniversity.academia.edu/DrJayasreeSaranathan><img alt="Profile image of Jayasree Saranathan" class=wsj-author-icon src=data:image/png;base64,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>Jayasree Saranathan</a></div><div class=mobile-friendly--journal-container></div><div class=mobile-friendly--abstract-container><div class=wsj-abstract><div class=wsj-abstract-text-container><p class="ds-body-lg-regular wsj-abstract-paragraph">The equinoctial sun comes back to the same point in the sky as is noticed in the case of Sri Padmanabha Swamy temple in India and in many ancient monuments around the world. Built at different time periods, these monuments are seen to be aligned with the tropical equinox and solstices of today. The only possible explanation for the same phenomena seen now of the structures built at different times of the past can be the absence of axial precession of the earth. This paper analyses this with evidences from the ancient monuments.<div class=wsj-abstract-fade-gradient></div></div></div></div><div class="mobile-friendly--button-container hide-on-mobile" style=margin-top:24px;margin-left:0px><button class="ds-primary-button js-swp-download-button text-download-button primary" data-broccoli-component=continue-reading-button--work-card data-signup-modal='{"location":"continue-reading-button--work-card","attachmentId":68785882,"attachmentType":"docx","workUrl":"https://www.academia.edu/44178992/No_axial_precession_of_the_earth_proven_by_Archaeoastronomy_of_ancient_monuments"}'>See Full PDF</button><button class="ds-secondary-button js-swp-download-button text-download-button" data-broccoli-component=download-pdf-button--work-card data-signup-modal='{"location":"download-pdf-button--work-card","attachmentId":68785882,"attachmentType":"docx"}'><svg xmlns=http://www.w3.org/2000/svg width=22px height=22px class=cta-button-icon viewBox="0 0 24 24"><path d="M0 0h24v24H0V0z" fill=none></path><path d="M20 12l-1.41-1.41L13 16.17V4h-2v12.17l-5.58-5.59L4 12l8 8 8-8z" class=arrow-downward fill=white></path></svg>Download PDF</button></div></div></div><div class="mobile-friendly--button-container hide-on-desktop sf-hidden"></div></div></div><div class=wsj-loswp-column><div data-auto_select=false data-client_id=331998490334-rsn3chp12mbkiqhl6e7lu2q0mlbu0f1b data-doc_id=68785882 data-landing_url=https://www.academia.edu/44178992/No_axial_precession_of_the_earth_proven_by_Archaeoastronomy_of_ancient_monuments data-login_uri=https://www.academia.edu/registrations/google_one_tap data-moment_callback=onGoogleOneTapEvent id=g_id_onload></div><div class=wsj-related-papers-header><h3 class=ds-marketing-heading-sm>Related Papers</h3><hr class="wjs-divider ds-divider-24"><div class="wsj-related-paper js-wsj-grid-card" data-collection-position=0 data-entity-id=34571496><div class=work-description></div><div class=work-detail><a class="ds-body-lg-link js-wsj-grid-card-title js-related-work-grid-card-title title" href=https://www.academia.edu/34571496/The_Earth_Goes_Round_The_Sun_Indian_Archeological_Evidence_The_Sahasralingam_Sanatan_Vigyan_Perennial_Sciences>The Earth Goes Round The Sun Indian Archeological Evidence : The Sahasralingam (Sanatan Vigyan – Perennial Sciences</a></div><div class=work-detail><p class="ds-body-sm-regular wsj-secondary-text inline"><a class="ds-body-sm-link js-wsj-grid-card-author js-related-work-grid-card-author" data-author-id=4154637 href=https://independent.academia.edu/DeepakBhattacharya>Deepak Bhattacharya</a></p></div><div class=work-detail><div class=wsj-abstract><p class="ds-body-sm-regular wsj-abstract-paragraph">This communication discuses the evidence based applications of the Sahasralingam, an ancient scientific device of yore-India. It can be used to evidence the earth-sun system. The Sahasralinga is a special purpose engineered, free standing, in plum, pillar devise (gnomon), that enables in space reading of sunlight &amp; shade on a circular plain table at an elevation, year round. The enrolled grid pattern is a versatile abacus that permits digital conversion of the observed &amp; the evidenced. The Sahasralingam can be used to establish (i) earth goes round the sun (ii) 7 0 as the angle of the curvature of the earth's orbit (iii) numerous aspects relating to earth-sun sync; uses hieroglyphics.</p></div></div><div class=work-detail><button class="ds-inline-button js-swp-download-button wsj-related-download-link inline" data-signup-modal='{"location":"wsj-grid-card-download-pdf-modal","work_title":"The Earth Goes Round The Sun Indian Archeological Evidence : The Sahasralingam (Sanatan Vigyan – Perennial Sciences","attachmentId":54437295,"attachmentType":"pdf","work_url":"https://www.academia.edu/34571496/The_Earth_Goes_Round_The_Sun_Indian_Archeological_Evidence_The_Sahasralingam_Sanatan_Vigyan_Perennial_Sciences","alternativeTracking":true}' title=" Download Free PDF"><img style="height:100%;margin-right:4px;background-blend-mode:normal!important;background-clip:content-box!important;background-position:50% 50%!important;background-color:rgba(0,0,0,0)!important;background-image:var(--sf-img-26)!important;background-size:100% 100%!important;background-origin:content-box!important;background-repeat:no-repeat!important" src='data:image/svg+xml,<svg xmlns="http://www.w3.org/2000/svg" width="132" height="132"><rect fill-opacity="0"/></svg>'>Download Free PDF</button><a class="ds-body-sm-link js-wsj-grid-card-view-pdf js-related-work-grid-card-view-pdf inline" href=https://www.academia.edu/34571496/The_Earth_Goes_Round_The_Sun_Indian_Archeological_Evidence_The_Sahasralingam_Sanatan_Vigyan_Perennial_Sciences>View PDF<svg xmlns=http://www.w3.org/2000/svg width=16px height=16px class=view-pdf-icon viewBox="0 0 24 24"><path d="M0 0h24v24H0z" fill=none></path><path d="M10 6L8.59 7.41 13.17 12l-4.58 4.59L10 18l6-6z" fill=inherit></path></svg></a></div></div><div class="wsj-related-paper js-wsj-grid-card" data-collection-position=1 data-entity-id=97010098><div class=work-description></div><div class=work-detail><a class="ds-body-lg-link js-wsj-grid-card-title js-related-work-grid-card-title title" href=https://www.academia.edu/97010098/Inner_Core_of_the_earth_changing_direction_after_a_pause_is_evidence_of_to_and_fro_oscillation_of_the_equinox_theory_of_Vedic_Thought>Inner Core of the earth changing direction after a pause is evidence of to and fro oscillation of the equinox theory of Vedic Thought</a></div><div class=work-detail><p class="ds-body-sm-regular wsj-secondary-text inline"><a class="ds-body-sm-link js-wsj-grid-card-author js-related-work-grid-card-author" data-author-id=5902910 href=https://teluguuniversity.academia.edu/DrJayasreeSaranathan>Jayasree Saranathan</a></p></div><div class=work-detail><div class=wsj-abstract><p class="ds-body-sm-regular wsj-abstract-paragraph">The recently reported observation of the solid inner core of the earth slowing down its motion and starting to rotate in a direction opposite to that of the motion of the spinning earth is due to the earth – along with the entire solar system – moving in a curve in the wavy path of the sun such that by the year 2300 CE, the observer on earth will start seeing the equinox moving in the forward (opposite) direction. This to and fro motion of the equinox which is the core of Vedic Astronomy is explained in this essay and supported by four evidences from science: 1. The inner core moving in the opposite direction of the earth's rotational direction. 2. Atmospheric changes 3. Change in the direction of the earth's axis to the east 4. The movement of the solstices towards each other and in progressive slower pace. The slowing down of the Tropical limits would further go on till they stop moving. By decoding two allegorical references from Vedic literature, namely Nahusha's Fall and Agastya stopping the Vindhya hills which obstructed the Sun, the expected course in the movement of the solstices and the equinox is deciphered in this essay. The Vedic sages did not use telescopes or gadgets to propose this theory. They just watched the earth, the shadow on the earth and the movement of sunlight on the earth to have offered this theory and its application in day-to-day life. We have yet to catch up with them…</p></div></div><div class=work-detail><button class="ds-inline-button js-swp-download-button wsj-related-download-link inline" data-signup-modal='{"location":"wsj-grid-card-download-pdf-modal","work_title":"Inner Core of the earth changing direction after a pause is evidence of to and fro oscillation of the equinox theory of Vedic Thought","attachmentId":98755697,"attachmentType":"docx","work_url":"https://www.academia.edu/97010098/Inner_Core_of_the_earth_changing_direction_after_a_pause_is_evidence_of_to_and_fro_oscillation_of_the_equinox_theory_of_Vedic_Thought","alternativeTracking":true}' title=" Download Free PDF"><img style="height:100%;margin-right:4px;background-blend-mode:normal!important;background-clip:content-box!important;background-position:50% 50%!important;background-color:rgba(0,0,0,0)!important;background-image:var(--sf-img-26)!important;background-size:100% 100%!important;background-origin:content-box!important;background-repeat:no-repeat!important" src='data:image/svg+xml,<svg xmlns="http://www.w3.org/2000/svg" width="132" height="132"><rect fill-opacity="0"/></svg>'>Download Free PDF</button><a class="ds-body-sm-link js-wsj-grid-card-view-pdf js-related-work-grid-card-view-pdf inline" href=https://www.academia.edu/97010098/Inner_Core_of_the_earth_changing_direction_after_a_pause_is_evidence_of_to_and_fro_oscillation_of_the_equinox_theory_of_Vedic_Thought>View PDF<svg xmlns=http://www.w3.org/2000/svg width=16px height=16px class=view-pdf-icon viewBox="0 0 24 24"><path d="M0 0h24v24H0z" fill=none></path><path d="M10 6L8.59 7.41 13.17 12l-4.58 4.59L10 18l6-6z" fill=inherit></path></svg></a></div></div><div class="wsj-related-paper js-wsj-grid-card" data-collection-position=2 data-entity-id=38378498><div class=work-description></div><div class=work-detail><p class="ds-body-sm-regular wsj-secondary-text">Journal of Skyscape Archaeology</p><a class="ds-body-lg-link js-wsj-grid-card-title js-related-work-grid-card-title title" href=https://www.academia.edu/38378498/Solstice_Alignments_at_Angkor_Wat_and_Nearby_Temples_Connecting_to_the_Cycles_of_Time>Solstice Alignments at Angkor Wat and Nearby Temples: Connecting to the Cycles of Time</a></div><div class=work-detail><p class="ds-body-sm-regular wsj-secondary-text inline">2018 • <p class="ds-body-sm-regular wsj-secondary-text inline"><a class="ds-body-sm-link js-wsj-grid-card-author js-related-work-grid-card-author" data-author-id=2534628 href=https://independent.academia.edu/WilliamRomain>William F Romain</a></p></div><div class=work-detail><div class=wsj-abstract><p class="ds-body-sm-regular wsj-abstract-paragraph">Built in the early twelfth century, Angkor Wat is one of the world’s largest ancient religious structures. Each year thousands of visitors make the pilgrimage to Angkor Wat to witness the equinox sunrise over the temple’s lotus-shaped towers. In addition to the equinox alignment, however, there are other alignments at Angkor Wat and many of the surrounding temples. In this article multiple solstice alignments are identified for Angkor Wat and eleven nearby temples to include: Bakong, Phnom Bakheng, Phnom Bok, Phnom Krom, East Mebon, Pre Rup, Banteay Srei, Ta Keo, Baphuon, Preah Khan, and Bayon. Subsequent to ground and aerial reconnaissance of the above sites, archaeoastronomic assessments were made using Google Earth, with solstice azimuths calculated using standard protocols. More than seventy solstice alignments were thus identified. The multiplicity of solstice alignments combined with other data suggest that it was important for Angkor temples to be connected to the sun. If, as endorsed here, Angkor temples were microcosmic models of the cosmos, then arguably, solstice alignments connected the temples to the cyclic movement of the cosmos as manifested by the solar cycle.</p></div></div><div class=work-detail><button class="ds-inline-button js-swp-download-button wsj-related-download-link inline" data-signup-modal='{"location":"wsj-grid-card-download-pdf-modal","work_title":"Solstice Alignments at Angkor Wat and Nearby Temples: Connecting to the Cycles of Time","attachmentId":60132982,"attachmentType":"pdf","work_url":"https://www.academia.edu/38378498/Solstice_Alignments_at_Angkor_Wat_and_Nearby_Temples_Connecting_to_the_Cycles_of_Time","alternativeTracking":true}' title=" Download Free PDF"><img style="height:100%;margin-right:4px;background-blend-mode:normal!important;background-clip:content-box!important;background-position:50% 50%!important;background-color:rgba(0,0,0,0)!important;background-image:var(--sf-img-26)!important;background-size:100% 100%!important;background-origin:content-box!important;background-repeat:no-repeat!important" src='data:image/svg+xml,<svg xmlns="http://www.w3.org/2000/svg" width="132" height="132"><rect fill-opacity="0"/></svg>'>Download Free PDF</button><a class="ds-body-sm-link js-wsj-grid-card-view-pdf js-related-work-grid-card-view-pdf inline" href=https://www.academia.edu/38378498/Solstice_Alignments_at_Angkor_Wat_and_Nearby_Temples_Connecting_to_the_Cycles_of_Time>View PDF<svg xmlns=http://www.w3.org/2000/svg width=16px height=16px class=view-pdf-icon viewBox="0 0 24 24"><path d="M0 0h24v24H0z" fill=none></path><path d="M10 6L8.59 7.41 13.17 12l-4.58 4.59L10 18l6-6z" fill=inherit></path></svg></a></div></div><div class="wsj-related-paper js-wsj-grid-card" data-collection-position=3 data-entity-id=98038298><div class=work-description></div><div class=work-detail><a class="ds-body-lg-link js-wsj-grid-card-title js-related-work-grid-card-title title" href=https://www.academia.edu/98038298/Precession_in_Prehistoric_Mesopotamia_1>Precession in Prehistoric Mesopotamia. 1</a></div><div class=work-detail><p class="ds-body-sm-regular wsj-secondary-text inline"><a class="ds-body-sm-link js-wsj-grid-card-author js-related-work-grid-card-author" data-author-id=5670868 href=https://independent.academia.edu/BaumgarteElke>Baumgarte Elke</a></p></div><div class=work-detail><div class=wsj-abstract><p class="ds-body-sm-regular wsj-abstract-paragraph">This article tries to show that 'Stone Age people' were aware of precession of the poles and equinoxes and that their findings were orally passed down through the millennia to the Sumerians, who eventually wrote them down. But oral transmission was not the only way to save acquired astronomical knowledge over very long periods of time. Stone settings, stone carvings, cave paintings, storytelling and ceremonies, separately or together, were the vehicles by which ancient knowledge was passed on. This article describes several stone pillars in Göbekli Tepe (Turkey) with animal reliefs carved into them, which can be identified as some of the constellations through which the Pole Star moved on its path around the precession circle of the North Pole. Those animals have found their way into Sumerian and Akkadian myths and the myths of many other peoples. The knowledge is hidden in plain sight, if one recognizes the codes.</p></div></div><div class=work-detail><button class="ds-inline-button js-swp-download-button wsj-related-download-link inline" data-signup-modal='{"location":"wsj-grid-card-download-pdf-modal","work_title":"Precession in Prehistoric Mesopotamia. 1","attachmentId":99498852,"attachmentType":"pdf","work_url":"https://www.academia.edu/98038298/Precession_in_Prehistoric_Mesopotamia_1","alternativeTracking":true}' title=" Download Free PDF"><img style="height:100%;margin-right:4px;background-blend-mode:normal!important;background-clip:content-box!important;background-position:50% 50%!important;background-color:rgba(0,0,0,0)!important;background-image:var(--sf-img-26)!important;background-size:100% 100%!important;background-origin:content-box!important;background-repeat:no-repeat!important" src='data:image/svg+xml,<svg xmlns="http://www.w3.org/2000/svg" width="132" height="132"><rect fill-opacity="0"/></svg>'>Download Free PDF</button><a class="ds-body-sm-link js-wsj-grid-card-view-pdf js-related-work-grid-card-view-pdf inline" href=https://www.academia.edu/98038298/Precession_in_Prehistoric_Mesopotamia_1>View PDF<svg xmlns=http://www.w3.org/2000/svg width=16px height=16px class=view-pdf-icon viewBox="0 0 24 24"><path d="M0 0h24v24H0z" fill=none></path><path d="M10 6L8.59 7.41 13.17 12l-4.58 4.59L10 18l6-6z" fill=inherit></path></svg></a></div></div><div class="wsj-related-paper js-wsj-grid-card" data-collection-position=4 data-entity-id=43180206><div class=work-description></div><div class=work-detail><a class="ds-body-lg-link js-wsj-grid-card-title js-related-work-grid-card-title title" href=https://www.academia.edu/43180206/Eg_gyptian_Temple_Orientation_Astronomical_Alignments_in_the_Temples_of_Egypt>Eg gyptian Temple Orientation Astronomical Alignments in the Temples of Egypt</a></div><div class=work-detail><p class="ds-body-sm-regular wsj-secondary-text inline"><a class="ds-body-sm-link js-wsj-grid-card-author js-related-work-grid-card-author" data-author-id=60045682 href=https://independent.academia.edu/DavidFurlong6>David Furlong</a></p></div><div class=work-detail><div class=wsj-abstract></div></div><div class=work-detail><button class="ds-inline-button js-swp-download-button wsj-related-download-link inline" data-signup-modal='{"location":"wsj-grid-card-download-pdf-modal","work_title":"Eg gyptian Temple Orientation Astronomical Alignments in the Temples of Egypt","attachmentId":63445997,"attachmentType":"pdf","work_url":"https://www.academia.edu/43180206/Eg_gyptian_Temple_Orientation_Astronomical_Alignments_in_the_Temples_of_Egypt","alternativeTracking":true}' title=" Download Free PDF"><img style="height:100%;margin-right:4px;background-blend-mode:normal!important;background-clip:content-box!important;background-position:50% 50%!important;background-color:rgba(0,0,0,0)!important;background-image:var(--sf-img-26)!important;background-size:100% 100%!important;background-origin:content-box!important;background-repeat:no-repeat!important" src='data:image/svg+xml,<svg xmlns="http://www.w3.org/2000/svg" width="132" height="132"><rect fill-opacity="0"/></svg>'>Download Free PDF</button><a class="ds-body-sm-link js-wsj-grid-card-view-pdf js-related-work-grid-card-view-pdf inline" href=https://www.academia.edu/43180206/Eg_gyptian_Temple_Orientation_Astronomical_Alignments_in_the_Temples_of_Egypt>View PDF<svg xmlns=http://www.w3.org/2000/svg width=16px height=16px class=view-pdf-icon viewBox="0 0 24 24"><path d="M0 0h24v24H0z" fill=none></path><path d="M10 6L8.59 7.41 13.17 12l-4.58 4.59L10 18l6-6z" fill=inherit></path></svg></a></div></div><div class="wsj-related-paper js-wsj-grid-card" data-collection-position=5 data-entity-id=44808244><div class=work-description></div><div class=work-detail><p class="ds-body-sm-regular wsj-secondary-text">Zenodo</p><a class="ds-body-lg-link js-wsj-grid-card-title js-related-work-grid-card-title title" href=https://www.academia.edu/44808244/Archaeoastronomy_The_Zenith_Passage_of_the_Sun>Archaeoastronomy - The Zenith Passage of the Sun</a></div><div class=work-detail><p class="ds-body-sm-regular wsj-secondary-text inline">2020 • <p class="ds-body-sm-regular wsj-secondary-text inline"><a class="ds-body-sm-link js-wsj-grid-card-author js-related-work-grid-card-author" data-author-id=65991773 href=https://polito.academia.edu/AmeliaCarolinaSparavigna>Amelia Carolina Sparavigna</a></p></div><div class=work-detail><div class=wsj-abstract><p class="ds-body-sm-regular wsj-abstract-paragraph">The tropics are the regions of the Earth that lie between the latitude lines of the Tropic of Cancer and the Tropic of Capricorn. In this zone of the Earth, we have the opportunity to see the zenith passage of the sun, that is, we can see the sun passing at noon directly overhead. The zenith passage happens on two days in the year. These days depend upon the latitude of the place of observation. Let us note that, at the Tropic of Cancer, the zenith passage happens on the day of the June solstice and at the Tropic of Capricorn on that of the December solstice; at the equator, the zenithal sun is observed on the two equinoxes. When the sun passes overhead, the shadows disappear and the days when this happens assume a sacred significance for the people that live and lived within the tropics. Being the zenith passage so important, it is not surprising that we can find it evidenced by the local architectures too. We have, for instance, that some monuments possess a "zenith tube" at their apex, such as at Angkor Wat, Cambodia. It is a vertical sighting tube inserted in the vault of the structure, which produces in a dark chamber a perfectly perpendicular beam of light when the sun is at the local zenith. As we will see, alignments of monuments are also possible: we observed them in Sanchi, India, at the Lion Rock in Sri Lanka, in Angkor Wat and at the Sewu, Prambanan and Borobudur Temples in Java. We can observe alignments at the Mesoamerican Sites of Tula and Chichen Itza. Here we also show alignments to the sunrise of the zenithal sun at the Shwedagon Pagoda and in the plan of Brasilia.</p></div></div><div class=work-detail><button class="ds-inline-button js-swp-download-button wsj-related-download-link inline" data-signup-modal='{"location":"wsj-grid-card-download-pdf-modal","work_title":"Archaeoastronomy - The Zenith Passage of the Sun","attachmentId":65306963,"attachmentType":"pdf","work_url":"https://www.academia.edu/44808244/Archaeoastronomy_The_Zenith_Passage_of_the_Sun","alternativeTracking":true}' title=" Download Free PDF"><img style="height:100%;margin-right:4px;background-blend-mode:normal!important;background-clip:content-box!important;background-position:50% 50%!important;background-color:rgba(0,0,0,0)!important;background-image:var(--sf-img-26)!important;background-size:100% 100%!important;background-origin:content-box!important;background-repeat:no-repeat!important" src='data:image/svg+xml,<svg xmlns="http://www.w3.org/2000/svg" width="132" height="132"><rect fill-opacity="0"/></svg>'>Download Free PDF</button><a class="ds-body-sm-link js-wsj-grid-card-view-pdf js-related-work-grid-card-view-pdf inline" href=https://www.academia.edu/44808244/Archaeoastronomy_The_Zenith_Passage_of_the_Sun>View PDF<svg xmlns=http://www.w3.org/2000/svg width=16px height=16px class=view-pdf-icon viewBox="0 0 24 24"><path d="M0 0h24v24H0z" fill=none></path><path d="M10 6L8.59 7.41 13.17 12l-4.58 4.59L10 18l6-6z" fill=inherit></path></svg></a></div></div><div class="wsj-related-paper js-wsj-grid-card" data-collection-position=6 data-entity-id=37148435><div class=work-description></div><div class=work-detail><p class="ds-body-sm-regular wsj-secondary-text">Orchiston, W., Sule, A., and Vahia, M.N. (eds.), 2018. Growth and Development of Astronomy and Astrophysics in India and the Asia-Pacific Region. Proceedings of the 9th International Conference on Oriental Astronomy. Mumbai, Tata Institute of Fundamental Research.</p><a class="ds-body-lg-link js-wsj-grid-card-title js-related-work-grid-card-title title" href=https://www.academia.edu/37148435/FROM_MEGALITHS_TO_TEMPLES_ASTRONOMY_IN_THE_LITHIC_RECORD_OF_SOUTH_INDIA>FROM MEGALITHS TO TEMPLES: ASTRONOMY IN THE LITHIC RECORD OF SOUTH INDIA</a></div><div class=work-detail><p class="ds-body-sm-regular wsj-secondary-text inline">2018 • <p class="ds-body-sm-regular wsj-secondary-text inline"><a class="ds-body-sm-link js-wsj-grid-card-author js-related-work-grid-card-author" data-author-id=261601 href=https://nias.academia.edu/SrikumarMMenon>Srikumar M Menon</a></p></div><div class=work-detail><div class=wsj-abstract><p class="ds-body-sm-regular wsj-abstract-paragraph">India has a long history of monuments built in stone—from prehistoric megaliths to later religious monuments like stupas, temples etc. covering a period of nearly four millennia. In this paper we discuss the influence of astronomy on the design and layout of some of these monuments, as well as depiction and incorporation of astronomical objects and phenomena in several of these or their components. In several instances, prehistoric rock art features Sun and Moon motifs, which are also seen in later sculptural art in temples, hero stones, etc. Megaliths, which are mostly the sepulchral and commemorative monuments of the Iron Age, have a variety of forms, ranging from the simple upright stone to relatively complex constructions like dolmens etc. We demonstrate that at least some megaliths have sightlines to astronomical phenomena on the local horizon deliberately incorporated into their layout. It is quite possible that these early monuments evolved into later monumental structures like stupas and temples. Temple architecture in southern India followed two main evolutionary trajectories that spanned roughly 800 years. Temples often feature sculptural panels of deities, myths and legends on their outer walls. We examine some of the legends, such as the Tripurantaka legend of Shiva, commonly depicted on temple walls, for astronomical symbolism. Heavenly bodies, such as the Sun, Moon and planets, are deified in traditions of the Indic religions, and we examine some of these deities depicted in temple sculptures. We also discuss the Dikpalas—guardians of the directions—often depicted to safeguard temple precincts. The phenomena of Sun Temples, depictions of eclipses, zodiacal stones and navagraha worship are also dealt with. Finally, we examine Sun-facing structures, such as rock-cut temples and structural temples, which are designed to interact with the rising or setting Sun on given days of the year.</p></div></div><div class=work-detail><button class="ds-inline-button js-swp-download-button wsj-related-download-link inline" data-signup-modal='{"location":"wsj-grid-card-download-pdf-modal","work_title":"FROM MEGALITHS TO TEMPLES: ASTRONOMY IN THE LITHIC RECORD OF SOUTH INDIA","attachmentId":57098616,"attachmentType":"pdf","work_url":"https://www.academia.edu/37148435/FROM_MEGALITHS_TO_TEMPLES_ASTRONOMY_IN_THE_LITHIC_RECORD_OF_SOUTH_INDIA","alternativeTracking":true}' title=" Download Free PDF"><img style="height:100%;margin-right:4px;background-blend-mode:normal!important;background-clip:content-box!important;background-position:50% 50%!important;background-color:rgba(0,0,0,0)!important;background-image:var(--sf-img-26)!important;background-size:100% 100%!important;background-origin:content-box!important;background-repeat:no-repeat!important" src='data:image/svg+xml,<svg xmlns="http://www.w3.org/2000/svg" width="132" height="132"><rect fill-opacity="0"/></svg>'>Download Free PDF</button><a class="ds-body-sm-link js-wsj-grid-card-view-pdf js-related-work-grid-card-view-pdf inline" href=https://www.academia.edu/37148435/FROM_MEGALITHS_TO_TEMPLES_ASTRONOMY_IN_THE_LITHIC_RECORD_OF_SOUTH_INDIA>View PDF<svg xmlns=http://www.w3.org/2000/svg width=16px height=16px class=view-pdf-icon viewBox="0 0 24 24"><path d="M0 0h24v24H0z" fill=none></path><path d="M10 6L8.59 7.41 13.17 12l-4.58 4.59L10 18l6-6z" fill=inherit></path></svg></a></div></div><div class="wsj-related-paper js-wsj-grid-card" data-collection-position=7 data-entity-id=37120793><div class=work-description></div><div class=work-detail><a class="ds-body-lg-link js-wsj-grid-card-title js-related-work-grid-card-title title" href=https://www.academia.edu/37120793/Ancient_Astronomy_Events_at_Teotihuac%C3%A1n_are_related_to_the_Monuments_Design>Ancient Astronomy Events at Teotihuacán are related to the Monument's Design</a></div><div class=work-detail><p class="ds-body-sm-regular wsj-secondary-text inline"><a class="ds-body-sm-link js-wsj-grid-card-author js-related-work-grid-card-author" data-author-id=17667603 href=https://sbsuny.academia.edu/ArturoVillamarin>Arturo Villamarin</a></p></div><div class=work-detail><div class=wsj-abstract><p class="ds-body-sm-regular wsj-abstract-paragraph">ABSTRACT: A STUDY IN ARCHAEO ASTRONOMY A method was developed to find the age of ancient monuments using the sun’s declination in antiquity. This method showed the monument ages in the study are significantly older than those calculated via other methods. In this paper we present the results from the study of Teotihuacan in Mexico and El Infiernito in Colombia Thousands of years in the past, the earth's axis due to the variation in its obliquity (nutation) and its precession, pointed to the celestial sphere in a different direction than it does today. These two factors made the sun rays impinge upon a site on earth at an angle different than it does today at any time during the year. Since the early days in human history it has been claimed, some archaeological monuments were designed in antiquity to align with the sun at certain times during the year. Those claims were and are mostly based on observations under contemporary astronomical conditions, not under the then prevailing conditions in the year they were designed in. Today those monuments have become misaligned since those earth axis’ parameters have continued changing thru the ages; which makes those contemporary observations just approximations. Going back in time to find the original direction the earth's axis pointed to when the monuments were designed to align with the sun, allows us to calculate their ages. Plotting the calculated sun's geographic positions during the solstice thru millennia with respect to a monument on a GIS map, generates a curve analog to an analemma, which we named a Super-Analemma. Extending a line on the GIS map at the azimuth of a monument's axis of symmetry to its intersection point with the Super-Analemma yields the year of the monument's original alignment with the sun; hence its age. Applying the method in various archaeological sites unexpected alignments of the sun were found in combination with those from the moon, in the years the method indicated the monuments were designed. These alignments validated some of those traditionally claimed singly for the sun or the moon, but with greater precision. The Teotihuacan results show that the position of the pyramids in the layout, not only matches various astronomical phenomena but also show the arrangement reflects the planetary system. The connection between the events and the physical layout is punctuated by the Avenue of the Dead: Its length, its orientation and its displacement from the pyramid of the sun. The following sites are included in the complete study: Teotihuacán in México, El Infiernito in Colómbia, Mohenjo Daro in Pakistan, Machu Picchu in Peru, Giza in Egypt, Kalasasaya in Bolivia, Stonehenge in the UK and Tifariti in W. Sahara.</p></div></div><div class=work-detail><button class="ds-inline-button js-swp-download-button wsj-related-download-link inline" data-signup-modal="{&quot;location&quot;:&quot;wsj-grid-card-download-pdf-modal&quot;,&quot;work_title&quot;:&quot;Ancient Astronomy Events at Teotihuacán are related to the Monument's Design&quot;,&quot;attachmentId&quot;:57072309,&quot;attachmentType&quot;:&quot;pdf&quot;,&quot;work_url&quot;:&quot;https://www.academia.edu/37120793/Ancient_Astronomy_Events_at_Teotihuac%C3%A1n_are_related_to_the_Monuments_Design&quot;,&quot;alternativeTracking&quot;:true}" title=" Download Free PDF"><img style="height:100%;margin-right:4px;background-blend-mode:normal!important;background-clip:content-box!important;background-position:50% 50%!important;background-color:rgba(0,0,0,0)!important;background-image:var(--sf-img-26)!important;background-size:100% 100%!important;background-origin:content-box!important;background-repeat:no-repeat!important" src='data:image/svg+xml,<svg xmlns="http://www.w3.org/2000/svg" width="132" height="132"><rect fill-opacity="0"/></svg>'>Download Free PDF</button><a class="ds-body-sm-link js-wsj-grid-card-view-pdf js-related-work-grid-card-view-pdf inline" href=https://www.academia.edu/37120793/Ancient_Astronomy_Events_at_Teotihuac%C3%A1n_are_related_to_the_Monuments_Design>View PDF<svg xmlns=http://www.w3.org/2000/svg width=16px height=16px class=view-pdf-icon viewBox="0 0 24 24"><path d="M0 0h24v24H0z" fill=none></path><path d="M10 6L8.59 7.41 13.17 12l-4.58 4.59L10 18l6-6z" fill=inherit></path></svg></a></div></div><div class="wsj-related-paper js-wsj-grid-card" data-collection-position=8 data-entity-id=53030249><div class=work-description></div><div class=work-detail><a class="ds-body-lg-link js-wsj-grid-card-title js-related-work-grid-card-title title" href=https://www.academia.edu/53030249/Solstice_Azimuths_as_Design_Elements_at_Angkor_Wat_and_Nearby_Temples>Solstice Azimuths as Design Elements at Angkor Wat and Nearby Temples</a></div><div class=work-detail><p class="ds-body-sm-regular wsj-secondary-text inline"><a class="ds-body-sm-link js-wsj-grid-card-author js-related-work-grid-card-author" data-author-id=2534628 href=https://independent.academia.edu/WilliamRomain>William F Romain</a></p></div><div class=work-detail><div class=wsj-abstract><p class="ds-body-sm-regular wsj-abstract-paragraph">Built in the early 12 th century AD, Angkor Wat is one of the world's largest religious structures. The purpose of the present study was to determine if solstice alignments are incorporated in the design of the structure. Assessment of Google Earth Pro satellite imagery and LiDAR data revealed multiple solstice alignments incorporated in the design of Angkor Wat. Expanding on this, solstice alignments were further identified for 11 nearby major temples. A total of 73 solstice alignments were thus identified. The multiplicity of solar alignments, combined with other data suggest that it was important for the Angkor temples to be connected to the Sun. If, as suggested by ethnohistoric data, Angkor temples were microcosmic models of the cosmos, then arguably, solstice alignments connected the temples to the cyclic movement of the universe as manifested by the solar cycle.</p></div></div><div class=work-detail><button class="ds-inline-button js-swp-download-button wsj-related-download-link inline" data-signup-modal='{"location":"wsj-grid-card-download-pdf-modal","work_title":"Solstice Azimuths as Design Elements at Angkor Wat and Nearby Temples","attachmentId":70005873,"attachmentType":"pdf","work_url":"https://www.academia.edu/53030249/Solstice_Azimuths_as_Design_Elements_at_Angkor_Wat_and_Nearby_Temples","alternativeTracking":true}' title=" Download Free PDF"><img style="height:100%;margin-right:4px;background-blend-mode:normal!important;background-clip:content-box!important;background-position:50% 50%!important;background-color:rgba(0,0,0,0)!important;background-image:var(--sf-img-26)!important;background-size:100% 100%!important;background-origin:content-box!important;background-repeat:no-repeat!important" src='data:image/svg+xml,<svg xmlns="http://www.w3.org/2000/svg" width="132" height="132"><rect fill-opacity="0"/></svg>'>Download Free PDF</button><a class="ds-body-sm-link js-wsj-grid-card-view-pdf js-related-work-grid-card-view-pdf inline" href=https://www.academia.edu/53030249/Solstice_Azimuths_as_Design_Elements_at_Angkor_Wat_and_Nearby_Temples>View PDF<svg xmlns=http://www.w3.org/2000/svg width=16px height=16px class=view-pdf-icon viewBox="0 0 24 24"><path d="M0 0h24v24H0z" fill=none></path><path d="M10 6L8.59 7.41 13.17 12l-4.58 4.59L10 18l6-6z" fill=inherit></path></svg></a></div></div><div class="wsj-related-paper js-wsj-grid-card" data-collection-position=9 data-entity-id=60124175><div class=work-description></div><div class=work-detail><p class="ds-body-sm-regular wsj-secondary-text">Beyond Paradigms in Cultural Astronomy</p><a class="ds-body-lg-link js-wsj-grid-card-title js-related-work-grid-card-title title" href=https://www.academia.edu/60124175/A_P_Pernigotti_Etruscan_Temples_and_the_Sun_an_Analysis_on_the_Orientation_of_Etruscan_Sacred_Buildings_in_A_C_Gonz%C3%A1lez_Garc%C3%ADa_et_alii_eds_Beyond_Paradigms_in_Cultural_Astronomy_BAR_Oxford_2021_pp_125_132>A.P. Pernigotti, Etruscan Temples and the Sun: an Analysis on the Orientation of Etruscan Sacred Buildings, in A. C. González-García et alii (eds.), Beyond Paradigms in Cultural Astronomy, BAR, Oxford 2021, pp. 125-132.</a></div><div class=work-detail><p class="ds-body-sm-regular wsj-secondary-text inline">2021 • <p class="ds-body-sm-regular wsj-secondary-text inline"><a class="ds-body-sm-link js-wsj-grid-card-author js-related-work-grid-card-author" data-author-id=2704312 href=https://scuoladiatene.academia.edu/AntonioPaoloPernigotti>Antonio Paolo Pernigotti</a></p></div><div class=work-detail><div class=wsj-abstract><p class="ds-body-sm-regular wsj-abstract-paragraph">Since the Spring of 2012 a series of field campaigns were started aimed at measuring azimuths and, where possible, the horizon heights, of the main Etruscan sacred structures. The results achieved in this work have led to the hypothesis that the orientation of Etruscan temples was determined by the movement of the sun, with a clear preference for the sky arc where the sun never rises or sets but where it goes through every day of the year, lighting up the front of the sacred structures for multiple hours a day. Starting from these results, this contribution will be focused on a more specific analysis of the collected data, concerning the distribution of the orientations, and on a comparison with the temples of the ancient Greek world. Finally, through an interdisciplinary approach that combines data from the archaeological, epigraphic and literary record to those of the orientation, it will try to reflect both on the reasons that may have determined the general distribution of the orientation of Etruscan temples, both on the motivations and factors that may have influenced the orientations of the individual structures.</p></div></div><div class=work-detail><button class="ds-inline-button js-swp-download-button wsj-related-download-link inline" data-signup-modal='{"location":"wsj-grid-card-download-pdf-modal","work_title":"A.P. Pernigotti, Etruscan Temples and the Sun: an Analysis on the Orientation of Etruscan Sacred Buildings, in A. C. González-García et alii (eds.), Beyond Paradigms in Cultural Astronomy, BAR, Oxford 2021, pp. 125-132.","attachmentId":81924392,"attachmentType":"pdf","work_url":"https://www.academia.edu/60124175/A_P_Pernigotti_Etruscan_Temples_and_the_Sun_an_Analysis_on_the_Orientation_of_Etruscan_Sacred_Buildings_in_A_C_Gonz%C3%A1lez_Garc%C3%ADa_et_alii_eds_Beyond_Paradigms_in_Cultural_Astronomy_BAR_Oxford_2021_pp_125_132","alternativeTracking":true}' title=" Download Free PDF"><img style="height:100%;margin-right:4px;background-blend-mode:normal!important;background-clip:content-box!important;background-position:50% 50%!important;background-color:rgba(0,0,0,0)!important;background-image:var(--sf-img-26)!important;background-size:100% 100%!important;background-origin:content-box!important;background-repeat:no-repeat!important" src='data:image/svg+xml,<svg xmlns="http://www.w3.org/2000/svg" width="132" height="132"><rect fill-opacity="0"/></svg>'>Download Free PDF</button><a class="ds-body-sm-link js-wsj-grid-card-view-pdf js-related-work-grid-card-view-pdf inline" href=https://www.academia.edu/60124175/A_P_Pernigotti_Etruscan_Temples_and_the_Sun_an_Analysis_on_the_Orientation_of_Etruscan_Sacred_Buildings_in_A_C_Gonz%C3%A1lez_Garc%C3%ADa_et_alii_eds_Beyond_Paradigms_in_Cultural_Astronomy_BAR_Oxford_2021_pp_125_132>View PDF<svg xmlns=http://www.w3.org/2000/svg width=16px height=16px class=view-pdf-icon viewBox="0 0 24 24"><path d="M0 0h24v24H0z" fill=none></path><path d="M10 6L8.59 7.41 13.17 12l-4.58 4.59L10 18l6-6z" fill=inherit></path></svg></a></div></div></div></div></div></div><div class=wsj-work-container><div class="below-fold loswp-container"><div class="work--container wsj-work-container-inner"><div class="wsj-sticky-header-container sticky-header--container sticky-header--container-ds2 js-loswp-sticky-header hide-on-mobile-redesign"><div class=sticky-header--inner-container><div class=sticky-header--button-container><div class="sticky-header--background sticky-header-ds2--background"><button class="ds-primary-button js-swp-download-button text-download-button primary" data-broccoli-component=continue-reading-button--sticky-header data-signup-modal='{"location":"continue-reading-button--sticky-header","attachmentId":68785882,"attachmentType":"docx","workUrl":"https://www.academia.edu/44178992/No_axial_precession_of_the_earth_proven_by_Archaeoastronomy_of_ancient_monuments"}'>See Full PDF</button><button class="ds-secondary-button js-swp-download-button text-download-button" data-broccoli-component=download-pdf-button--sticky-header data-signup-modal='{"location":"download-pdf-button--sticky-header","attachmentId":68785882,"attachmentType":"docx"}'><svg xmlns=http://www.w3.org/2000/svg width=22px height=22px class=cta-button-icon viewBox="0 0 24 24"><path d="M0 0h24v24H0V0z" fill=none></path><path d="M20 12l-1.41-1.41L13 16.17V4h-2v12.17l-5.58-5.59L4 12l8 8 8-8z" class=arrow-downward fill=white></path></svg>Download PDF</button></div></div></div></div><div class=attachment_preview data-attachment=Attachment_68785882><div class=js-scribd-document-container><div class="scribd--document-loading js-scribd-document-loader" style=display:none></div><div id=scribd-reflowable-doc><div id=scribd_embedded_doc>
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)format("woff")}</style>
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<div class=text-container><span id=t1_1 class="t s0_1">The sun crosses the equator twice a year from north to south and vice versa. This point is </span>
<span id=t2_1 class="t s0_1">defined as the intersection of the ecliptic (the apparent path of the sun which is actually the </span>
<span id=t3_1 class="t s0_1">projected path of the earth around the sun) and the celestial equator which is the projection of </span>
<span id=t4_1 class="t s0_1">earth’s equator into the celestial sphere. The intersecting point (equinox) is supposed to be </span>
<span id=t5_1 class="t s0_1">moving backward or westward. According to the theory of precession of the equinoxes, this </span>
<span id=t6_1 class="t s0_1">backward motion is perceived due to the continuous change in the axial tilt of the earth. That </span>
<span id=t7_1 class="t s0_1">is, the axial tilt of the earth is supposed to make the sun at the equinox, appear at different </span>
<span id=t8_1 class="t s0_1">points gradually over a period of time. </span>
<span id=t9_1 class="t s0_1">Some 2000 years ago, Aries was sighted at the backdrop. This gradually shifted backwards, </span>
<span id=ta_1 class="t s0_1">by which the equinox coincided with the star Revati (Zeta Piscium), and now at the beginning </span>
<span id=tb_1 class="t s0_1">of Uttara Bhadrapada (Algenib), at 6 degrees of Pisces (Sidereal zodiac). This movement </span>
<span id=tc_1 class="t s0_1">happens at the rate of approximately 72 years per degree of the visible sky, at the current rate </span>
<span id=td_1 class="t s0_1">of precession. </span>
<span id=te_1 class="t s0_1">One of the visible proofs of test for this movement is that the structures built long ago aligned </span>
<span id=tf_1 class="t s0_1">with the equinox should not appear with the same alignment. Interestingly we do come across </span>
<span id=tg_1 class="t s0_1">many ancient structures aligned to the equinox or solstice points of today. </span>
<span id=th_1 class="t s0_1">To begin with let me show the </span><span id=ti_1 class="t s0_1">Gopuram (tower) of the Padmanabha Swamy temple of </span>
<span id=tj_1 class="t s0_1">Tiruvananthapuram, India, which attracts many people on equinox days, because the sun on </span>
<span id=tk_1 class="t s0_1">the equinox day can be seen exactly crossing the middle of the Gopuram. </span>
<span id=tl_1 class="t s1_1">1 </span></div>
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)format("woff")}</style>
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<div class=text-container><span id=t1_2 class="t s0_2">The tower of Padmanabhaswamy temple on equinox day </span>
<span id=t2_2 class="t s0_2">Many people glorify this as an archaeological wonder of the ancient builders. Had they built </span>
<span id=t3_2 class="t s0_2">it exactly to align with the equinox of the day (400 + years ago), how is it possible that we </span>
<span id=t4_2 class="t s0_2">continue to see the same alignment today also? </span>
<span id=t5_2 class="t s0_2">As per the axial precession theory, the equinox cannot be sighted at the center of the tower, if </span>
<span id=t6_2 class="t s0_2">it was built aligned to the equinox of the day. If the alignment continues to be the same, it </span>
<span id=t7_2 class="t s0_2">means that the equinox occurs at the same point of the ecliptic year after year, and for all the </span>
<span id=t8_2 class="t s0_2">years since long. It then means that there is no change in the axial tilt of the earth, or the </span>
<span id=t9_2 class="t s0_2">earth’s angle with the sun. Then what causes the precession of the equinox needs some other </span>
<span id=ta_2 class="t s0_2">explanation and not the idea, that axial precession of the earth is the cause. If the earth’s axial </span>
<span id=tb_2 class="t s0_2">tilt is changing which is what the current precession theory proposes, then we should not be </span>
<span id=tc_2 class="t s0_2">seeing the equinoctial alignment of the tower of the temple today. </span>
<span id=td_2 class="t s0_2">Not only Padmanabha Swamy temple, there are other temples in India and many ancient </span>
<span id=te_2 class="t s0_2">monuments across the globe, built during different time periods in the past, but are found </span>
<span id=tf_2 class="t s0_2">perfectly aligned with the equinox of today. There is no way to say that they are coincidental </span>
<span id=tg_2 class="t s0_2">or made to give a spectacle for the 21 </span>
<span id=th_2 class="t s1_2">st </span>
<span id=ti_2 class="t s0_2">century people, i.e. us. Before I proceed to present </span>
<span id=tj_2 class="t s0_2">them, I want to highlight that this perfect alignment is proof of </span><span id=tk_2 class="t s2_2">ABSENCE of axial precession </span>
<span id=tl_2 class="t s2_2">of the earth, </span><span id=tm_2 class="t s0_2">a fact that has been recently noticed by a section of the scientific community </span>
<span id=tn_2 class="t s0_2">while assessing the lunar data </span><span id=to_2 class="t s3_2">here </span><span id=tp_2 class="t s0_2">, </span><span id=tq_2 class="t s3_2">here </span><span id=tr_2 class="t s0_2">and </span><span id=ts_2 class="t s3_2">here </span><span id=tt_2 class="t s0_2">. </span>
<span id=tu_2 class="t s0_2">It is understood that there is no change in the tropical equinoctial date in the Gregorian </span>
<span id=tv_2 class="t s0_2">calendar. The spring equinox always occurs on 21 </span>
<span id=tw_2 class="t s1_2">st </span>
<span id=tx_2 class="t s0_2">March (or 20 </span>
<span id=ty_2 class="t s1_2">th </span>
<span id=tz_2 class="t s0_2">to 21 </span>
<span id=t10_2 class="t s1_2">st </span>
<span id=t11_2 class="t s0_2">March). </span><span id=t12_2 class="t s0_2">As per </span>
<span id=t13_2 class="t s0_2">precession theory this date must have drifted by 5.9 days since the inception of Gregorian </span>
<span id=t14_2 class="t s4_2">2 </span></div>
</div></div>
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)format("woff")}</style>
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<div class=text-container><span id=t1_3 class="t s0_3">calendar 420 years ago, but is found to be occurring on the same date. The only adjustment </span>
<span id=t2_3 class="t s0_3">done is with reference to the leap year. </span><span id=t3_3 class="t s0_3">The days on the orbit of the earth are constant such </span>
<span id=t4_3 class="t s0_3">that the equinox comes back on the same date. </span>
<span id=t5_3 class="t s0_3">The difference is with reference to background stars which is the basis of Vedic astronomy </span>
<span id=t6_3 class="t s0_3">and time keeping. There can be only one explanation for the equinoctial sun coming to the </span>
<span id=t7_3 class="t s0_3">same point in the sky of the earth but the background star -studded space appearing to move </span>
<span id=t8_3 class="t s0_3">forward (by which the equinoctial sun is seen in front of successive westward points in space) </span>
<span id=t9_3 class="t s0_3">and that explanation is that the sun is like a moving train with the background trees seeming </span>
<span id=ta_3 class="t s0_3">to move in the opposite direction. This movement is not caused by the inmates of the train (us </span>
<span id=tb_3 class="t s0_3">/ the earth, in this analogy), but by the movement of the train (the sun). </span>
<span id=tc_3 class="t s0_3">The annual shift noticed of the equinoctial sun in the backdrop of the stars is mistaken by </span>
<span id=td_3 class="t s0_3">western astronomy as being caused by the trepidation of the earth, whereas we coming from </span>
<span id=te_3 class="t s0_3">the background of Vedic astrology are originally taught by our teachers that the sun is </span>
<span id=tf_3 class="t s0_3">moving! </span><span id=tg_3 class="t s1_3">Thousands of years of observation by this society had taught us that the equinoctial </span>
<span id=th_3 class="t s1_3">sun moves to and fro in the backdrop of stars – </span><span id=ti_3 class="t s1_3">the clarity about the frame of reference, that </span>
<span id=tj_3 class="t s1_3">modern science is yet to recognize. </span>
<span id=tk_3 class="t s0_3">This movement of the sun in the backdrop of the stars with the internal alignment with the </span>
<span id=tl_3 class="t s0_3">earth kept intact is shown in the following illustrations. </span><span id=tm_3 class="t s0_3">The picture below shows the vernal </span>
<span id=tn_3 class="t s0_3">equinox around 2k years ago, aligning with Asvini. Note that the alignment between the earth </span>
<span id=to_3 class="t s0_3">and the sun remained the same. </span>
<span id=tp_3 class="t s2_3">3 </span></div>
</div></div>
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<div class=text-container><span id=t1_4 class="t s0_4">1000 years after that, the background star was different, but the earth’s alignment with the </span>
<span id=t2_4 class="t s0_4">sun remained the same and the vernal equinox had occurred around 21 </span>
<span id=t3_4 class="t s1_4">st </span>
<span id=t4_4 class="t s0_4">March only (next </span>
<span id=t5_4 class="t s0_4">pic) </span>
<span id=t6_4 class="t s0_4">The same trend continues at present too. (Next pic) </span>
<span id=t7_4 class="t s2_4">4 </span></div>
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<div class=text-container><span id=t1_5 class="t s0_5">When the background star is taken as the frame of reference, precession is noticed. In the </span>
<span id=t2_5 class="t s0_5">absence of axial precession of the earth, the movement in the backdrop is possible if the </span>
<span id=t3_5 class="t s0_5">entire solar system is precessing. As the sun keeps moving across the space along with the </span>
<span id=t4_5 class="t s0_5">solar system, the background stars are drifting in the opposite direction which is perceived as </span>
<span id=t5_5 class="t s0_5">backward motion of the equinoctial sun. </span>
<span id=t6_5 class="t s0_5">The alignment between the earth and the sun had remained constant for all ages. This is </span>
<span id=t7_5 class="t s0_5">proven by </span><span id=t8_5 class="t s0_5">the numerous monuments of the old that are aligned to the equinoxes and the </span>
<span id=t9_5 class="t s0_5">solstices till date. There is no substance in claiming that such monuments were built 24k </span>
<span id=ta_5 class="t s0_5">years ago on the basis of the 24k precession cycle. The dating concept based on precession is </span>
<span id=tb_5 class="t s0_5">redundant as per this realization that the earth’s axial tilt is not changing which implies that </span>
<span id=tc_5 class="t s0_5">the earth is </span><span id=td_5 class="t s0_5">not behaving like a spinning top or a gyroscope – a concept that is the basis for </span>
<span id=te_5 class="t s0_5">24k year precession. Further details on the Vedic concept of equinoctial movement can be </span>
<span id=tf_5 class="t s0_5">read in my paper </span><span id=tg_5 class="t s1_5">HERE </span><span id=th_5 class="t s0_5">. </span>
<span id=ti_5 class="t s2_5">Astronomical alignment of ancient monuments not changed. </span>
<span id=tj_5 class="t s0_5">The fact that we are able to see the equinoctial sun pass through the </span><span id=tk_5 class="t s0_5">Gopuram of Padmanabha </span>
<span id=tl_5 class="t s0_5">Swamy temple is by itself a proof for the absence of axial precession of the earth which </span>
<span id=tm_5 class="t s0_5">further indicates null scope for the luni–solar influence on the earth for precession. </span>
<span id=tn_5 class="t s0_5">The constancy of the date is applicable to any other date in the year around the sun. For </span>
<span id=to_5 class="t s0_5">example the temple at </span><span id=tp_5 class="t s0_5">Abu Simbel built by </span><span id=tq_5 class="t s3_5">Rameses II between 1279 and 1213 B.C </span><span id=tr_5 class="t s0_5">to </span>
<span id=ts_5 class="t s4_5">5 </span></div>
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<div class=text-container><span id=t1_6 class="t s0_6">celebrate his domination of Nubia, has his image carved at a place such that the sun light falls </span>
<span id=t2_6 class="t s0_6">on King Ramses II’s face exactly on two days in the year, on February 22, marking his </span>
<span id=t3_6 class="t s0_6">coronation, and </span><span id=t4_6 class="t s0_6">on October 22, marking his birthday. (Next pic) This is being sighted for </span>
<span id=t5_6 class="t s0_6">thousands of years since he built it in this way. </span>
<span id=t6_6 class="t s0_6">This is proof of the fixed dates of the Gregorian calendar and also the fixed alignment </span>
<span id=t7_6 class="t s0_6">between the earth and the sun such that the sunlight or sighting the sun at a particular location </span>
<span id=t8_6 class="t s0_6">in the sky never changes. This is proof for the absence of axial precession of the earth. If the </span>
<span id=t9_6 class="t s0_6">earth’s axis is drifting, the dates will change for the above phenomena and for the equinoxes. </span>
<span id=ta_6 class="t s0_6">The above information on Abu Simbel was taken out </span><span id=tb_6 class="t s1_6">NASA site </span><span id=tc_6 class="t s0_6">, that is to say that NASA </span>
<span id=td_6 class="t s0_6">had recognized the alignment, but yet to declare in the open </span><span id=te_6 class="t s0_6">that this is possible only in the </span>
<span id=tf_6 class="t s0_6">absence of the concept of axial precession for the earth. </span>
<span id=tg_6 class="t s0_6">I came across the justification in this </span><span id=th_6 class="t s1_6">site </span><span id=ti_6 class="t s0_6">for the equinoctial alignment at the Mayan pyramid </span>
<span id=tj_6 class="t s0_6">of </span><span id=tk_6 class="t s0_6">Kukulcan (Chichen Itza) that it is ‘ </span><span id=tl_6 class="t s0_6">PRECESSIONAL CLOCK WITH ITS ALARM SET </span>
<span id=tm_6 class="t s0_6">FOR THE TWENTY-FIRST CENTURY’!! Why should the Mayan toil to work out an </span>
<span id=tn_6 class="t s0_6">astronomical alignment that can be visible only after 1000 years? Mayans were not alone in </span>
<span id=to_6 class="t s0_6">this kind of alignment there are many other similar ones. </span>
<span id=tp_6 class="t s0_6">NASA had highlighted the Kukulcan phenomenon as follows. (</span><span id=tq_6 class="t s1_6">Read here </span><span id=tr_6 class="t s0_6">) </span>
<span id=ts_6 class="t s2_6">6 </span></div>
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)format("woff")}</style>
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<div class=text-container><span id=t1_7 class="t s0_7">Video link </span><span id=t2_7 class="t s1_7">https://www.youtube.com/watch?v=Zvv9EnBuem4 </span>
<span id=t3_7 class="t s0_7">For more than 1000 years, this alignment had not changed. Without realizing this, we </span>
<span id=t4_7 class="t s0_7">continue to believe that the earth’s axis is precessing. </span>
<span id=t5_7 class="t s0_7">Closer home, look at </span><span id=t6_7 class="t s0_7">Angkor Wat temple built in the 12 </span>
<span id=t7_7 class="t s2_7">th </span>
<span id=t8_7 class="t s0_7">century CE. On the day of equinox, </span>
<span id=t9_7 class="t s0_7">the sun rises exactly touching the central tower. Can anyone claim the time of construction of </span>
<span id=ta_7 class="t s0_7">this temple to 24k years ago as per the current theory of precession cycle? </span>
<span id=tb_7 class="t s3_7">7 </span></div>
</div></div>
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<div class=text-container><span id=t1_8 class="t s0_8">The next one I want to highlight is the famous Stonehenge at Great Britain. </span>
<span id=t2_8 class="t s0_8">The same NASA site has the following to say. </span>
<span id=t3_8 class="t s1_8">8 </span></div>
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<div class=text-container><span id=t1_9 class="t s0_9">As per this version this was built between 3500 to 5000 years ago. </span><span id=t2_9 class="t s0_9">In the 18 </span>
<span id=t3_9 class="t s1_9">th </span>
<span id=t4_9 class="t s0_9">century it was </span>
<span id=t5_9 class="t s0_9">noticed that the equinoxes rise at the center of this structure. </span><span id=t6_9 class="t s0_9">Now 200 years after this </span>
<span id=t7_9 class="t s0_9">observation, the equinox must have moved upto 3 degrees, that is away from the center, but </span>
<span id=t8_9 class="t s0_9">what do we see now? </span>
<span id=t9_9 class="t s0_9">People are waiting to see the sun sink or rise at the same central part in-between the two </span>
<span id=ta_9 class="t s0_9">pillars. How is this possible if not for absence of axial precession? </span>
<span id=tb_9 class="t s0_9">The next one I want to highlight is the same phenomenon at </span><span id=tc_9 class="t s0_9">Mnajdra temples of Malta, in the </span>
<span id=td_9 class="t s0_9">Mediterranean. </span><span id=te_9 class="t s2_9">I have a big story for this temple in a future video of my Indic Past series. </span><span id=tf_9 class="t s0_9">For </span>
<span id=tg_9 class="t s0_9">now let me point out the equinoctial sun lighting up the center of the entrance while the </span>
<span id=th_9 class="t s0_9">solstices illuminate the two apses of this structure believed to have been built in the 4 </span>
<span id=ti_9 class="t s1_9">th </span>
<span id=tj_9 class="t s0_9">millennium. </span>
<span id=tk_9 class="t s3_9">9 </span></div>
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<div class=text-container><span id=t1_10 class="t s0_10">Graham Hancock wishes to push the date to the previous cycle of the precession theory – </span>
<span id=t2_10 class="t s1_10">which if accepted would be found wanting in explaining the same phenomenon in other </span>
<span id=t3_10 class="t s1_10">places </span><span id=t4_10 class="t s0_10">including the Padmanabha swamy temple and </span><span id=t5_10 class="t s1_10">also to be against the scientific </span>
<span id=t6_10 class="t s1_10">revelations on the absence of axial precession of the earth. </span>
<span id=t7_10 class="t s0_10">Another place highlighted by the NASA site is the pre-historic </span><span id=t8_10 class="t s0_10">Chaco Canyon in New </span>
<span id=t9_10 class="t s0_10">Mexico showing similar astronomical alignment. </span>
<span id=ta_10 class="t s2_10">10 </span></div>
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)format("woff")}</style>
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<div class=text-container><span id=t1_11 class="t s0_11">Today the equinoctial sun can be sighted exactly at the east and west doors of the structure. </span>
<span id=t2_11 class="t s0_11">(Picture below) </span>
<span id=t3_11 class="t s0_11">The sun light on the solstice day cuts the spiral design engraved on top. </span>
<span id=t4_11 class="t s0_11">There are many places that one can catch up from the NASA site. I am just showing a few </span>
<span id=t5_11 class="t s0_11">more before winding up this topic. </span>
<span id=t6_11 class="t s0_11">The main structure of </span><span id=t7_11 class="t s0_11">Grianan of Aileach of Ireland, built in 6 </span>
<span id=t8_11 class="t s1_11">th </span>
<span id=t9_11 class="t s0_11">or 7 </span>
<span id=ta_11 class="t s1_11">th </span>
<span id=tb_11 class="t s0_11">century CE is a ring-fort </span>
<span id=tc_11 class="t s0_11">in stone, aligned with the equinoxes. The equinoctial sun light exactly passes through the </span>
<span id=td_11 class="t s0_11">entrance and the sunlight cuts the arena into half as shown in the figure. What would you say </span>
<span id=te_11 class="t s2_11">11 </span></div>
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<div class=text-container><span id=t1_12 class="t s0_12">about this - made to entertain the 21 </span>
<span id=t2_12 class="t s1_12">st </span>
<span id=t3_12 class="t s0_12">century people or a natural phenomenon that exists for </span>
<span id=t4_12 class="t s0_12">ever unchangingly? </span>
<span id=t5_12 class="t s0_12">Finally I want to highlight the 7 </span><span id=t6_12 class="t s0_12">Ahu Akivi statues of Easter Island. </span><span id=t7_12 class="t s2_12">Stanford essay </span><span id=t8_12 class="t s0_12">states that </span>
<span id=t9_12 class="t s0_12">these statues built around 1460 CE are so located that they exactly face the spring equinox </span>
<span id=ta_12 class="t s0_12">while their backs face the autumn equinox. The link features too many other similar locations </span>
<span id=tb_12 class="t s0_12">of astronomical alignment. </span>
<span id=tc_12 class="t s0_12">Coming to India, I am of the opinion that many of the south Indian temples must have been </span>
<span id=td_12 class="t s0_12">aligned to the equinoxes (tropical) though for all practical purposes we follow sidereal point </span>
<span id=te_12 class="t s0_12">for equinox. The reason for the tropical alignment can be traced to the </span><span id=tf_12 class="t s0_12">Vaastu principles in </span>
<span id=tg_12 class="t s0_12">following ‘exact east’ (Shuddha PrAchi) for building temples and houses. The ‘exact East’ </span>
<span id=th_12 class="t s3_12">12 </span></div>
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<div class=text-container><span id=t1_13 class="t s0_13">doesn’t change! Temples like </span><span id=t2_13 class="t s1_13">Chakrapani temple at Kumbakonam </span><span id=t3_13 class="t s0_13">that has Uttarayana and </span>
<span id=t4_13 class="t s0_13">Dakshinayana entrances, must have been aligned to tropical positions. Trees and houses </span>
<span id=t5_13 class="t s0_13">surrounding many temples hamper any observation of such alignments. </span>
<span id=t6_13 class="t s0_13">The above samples must make people think and come to the realization that the precession </span>
<span id=t7_13 class="t s0_13">concept of the west is at the verge of an overhaul. Anyone attempting to ‘date’ ancient texts </span>
<span id=t8_13 class="t s0_13">such as Mahabharata and Ramayana cannot rely on the western astronomy simulators that use </span>
<span id=t9_13 class="t s0_13">axial precession concept. </span>
<span id=ta_13 class="t s2_13">Related posts: </span>
<span id=tb_13 class="t s3_13">My research paper on Siddhantic concept of the equinoxes offers newer insights to emerging </span>
<span id=tc_13 class="t s3_13">trends in Science on Precession </span>
<span id=td_13 class="t s4_13">Three orbital cycles of the Siddhantic concept (Part 2 of my paper on Siddhantic concept of </span>
<span id=te_13 class="t s4_13">precession) </span>
<span id=tf_13 class="t s5_13">Sidereal representation of oscillating equinoxes (Part 3 of my paper on Siddhantic concept of </span>
<span id=tg_13 class="t s5_13">precession) </span>
<span id=th_13 class="t s5_13">Sun’s movement – a determinant of precession and the Band of Tropical limits (Part 4 of my </span>
<span id=ti_13 class="t s5_13">paper on Siddhantic concept of Precession) </span>
<span id=tj_13 class="t s5_13">Siddhantic cycle of precession matches with the paleoclimatic data (Part 5 of my paper on </span>
<span id=tk_13 class="t s5_13">Siddhantic concept of precession) </span>
<span id=tl_13 class="t s6_13">13 </span></div>
</div></div>
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