<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-7770109823954046255</id><updated>2026-10-13T15:26:19.464+05:30</updated><category term="India"/><category term="Gandhara"/><category term="china"/><category term="Alexander"/><category term="Greek"/><category term="Gurdit Singh Sandhu"/><category term="India-China Border."/><category term="Mauryan Empire"/><category term="Pakistan"/><category term="R.C Majumdar"/><category term="culture"/><category term="(Hephthalites)"/><category term="1947 A.D"/><category term="300 movie"/><category term="700 BCE"/><category term="Achaemenid empire"/><category term="Adi Shankarcharya"/><category term="Advaita Vedanta"/><category term="Afghanistan"/><category term="Afghnistan"/><category term="Agra"/><category term="Algebra"/><category term="American War of Independence"/><category term="Ancient"/><category term="Ancient India"/><category term="Ancient Indian philosophy"/><category term="Ancient Trade"/><category term="Anglo -Maysore War"/><category term="Annie Besant"/><category term="Ashoka"/><category term="Ashvaghosha"/><category term="Bahadur Shah &#39;Jafar&#39;"/><category term="Bahubali"/><category term="Bangladesh"/><category term="Banglore"/><category term="Barakatullah"/><category term="Bengamin disrraeli"/><category term="Bharat"/><category term="Bharata"/><category term="Bodhidharma"/><category term="British Colonial Rule"/><category term="British Empire"/><category term="Buddha"/><category term="Buddha in Museum"/><category term="Buddhism"/><category term="Buddhist"/><category term="Buddhist History"/><category term="Canada"/><category term="Central Hindu College"/><category term="Central Parsva"/><category term="Chanakya"/><category term="Charaka"/><category term="Chera"/><category term="China India Relations"/><category term="Chinese Tribes"/><category term="Chishti"/><category term="Chittagong"/><category term="Chola"/><category term="Consciousness"/><category term="Cornwallis Code"/><category term="Cosine"/><category term="Cultural Exchange"/><category term="Darius I"/><category term="East India Company"/><category term="Education"/><category term="Elephant and four blind men"/><category term="Emperor Wu Dai"/><category term="Enfield Rifles cartidges"/><category term="Environmental Conservation"/><category term="Every Year in India Since 1000 A.D"/><category term="Exist"/><category term="First University"/><category term="Four Nobel truths."/><category term="Gadar Party"/><category term="Gandhara art"/><category term="Geopolitics"/><category term="Ghazipur"/><category term="Global Water Resources"/><category term="God"/><category term="Golden tample"/><category term="Greco-Roman and Indian styles"/><category term="Greece"/><category term="Gupta Empire"/><category term="Guru Givind Singh"/><category term="Guru Nanak"/><category term="Guru Teg Bhadur"/><category term="H.P Blavatsky"/><category term="Hanuman"/><category term="Harappa"/><category term="Hazrat Nizzamuddin Auliya"/><category term="Henan Province"/><category term="Hinayana"/><category term="Hindu multiverse philosophy"/><category term="Home rule movement"/><category term="Huns"/><category term="Immigration Law"/><category term="India freedom revolution"/><category term="India in 322 B.C"/><category term="India-Pakistan Border"/><category term="India-china"/><category term="Indian Civil Services"/><category term="Indian History"/><category term="Indus River"/><category term="Indus Valley Civilization"/><category term="Indus Valley civilisation"/><category term="International Affairs"/><category term="Islamic Conquests"/><category term="Jafar"/><category term="Jainism"/><category term="Kalinga"/><category term="Kamagata Maru"/><category term="Kanishka"/><category term="Karnataka"/><category term="Krishnamurti"/><category term="Kunwar Singh"/><category term="Kush"/><category term="Kushan"/><category term="Leadbeater"/><category term="Lokmanya Tilak"/><category term="Lord Cornwallis"/><category term="Lord Dalhousie"/><category term="Lord Wellsley"/><category term="Magadha"/><category term="Mahayana"/><category term="Mangal Pandey"/><category term="Maratha"/><category term="Marxism"/><category term="Mathara.  the Greek engineer Agesilaus."/><category term="Mathmatics"/><category term="Mathura"/><category term="Matrix"/><category term="Mauryan"/><category term="Maya"/><category term="Maya and Brahman"/><category term="McMahon line"/><category term="Meditator"/><category term="Mohenjodaro"/><category term="Moinuddin chisti"/><category term="Mughal Empire"/><category term="Nagarjuna"/><category term="Nana Saheb"/><category term="Naqshbandi"/><category term="Not exist"/><category term="OBOR"/><category term="Olcott"/><category term="Pakistan History"/><category term="Panini"/><category term="Partition of India"/><category term="Permanent Settlement"/><category term="Persia"/><category term="Persian Attack"/><category term="Phliosphy"/><category term="Preserving the Heritage"/><category term="Purpose of life Hinduism"/><category term="Quantum consciousness"/><category term="Rabindra nath tagore"/><category term="Radcliffe Line"/><category term="Ram"/><category term="Rama"/><category term="S.N Sen"/><category term="Sculpture"/><category term="Shah Jahan"/><category term="Shravanbeagola"/><category term="Sikhism"/><category term="Silk Road"/><category term="Silk route"/><category term="Silsila"/><category term="Sindhu River"/><category term="Sir Cyril Radcliffe"/><category term="Sir Henry McMohan"/><category term="Sir James Outram"/><category term="South Asia"/><category term="South Asia Culture"/><category term="South india"/><category term="Spiritual Rivers"/><category term="Sufi"/><category term="Surya Sen"/><category term="Syadyada"/><category term="Taj Mahal"/><category term="Taxila"/><category term="Teacher"/><category term="Ten Guru"/><category term="The Great Alexander and Great Mauryan Empire"/><category term="The Secret doctrine"/><category term="Theory of relativity"/><category term="Theosophy"/><category term="Time travel in Hinduism"/><category term="Tipu Sultan"/><category term="Tirthankar"/><category term="Truth"/><category term="United India"/><category term="Vasumitra"/><category term="Vedanta"/><category term="Vedic"/><category term="Vijayanagar"/><category term="Vivekananda"/><category term="War of Kalinga"/><category term="World Heritage site"/><category term="World Rivers"/><category term="Xerxes Cyrus"/><category term="Yang Xuanzhi"/><category term="Yog Vashishtha"/><category term="Yog Vashishtha stories"/><category term="Yueh-chi"/><category term="archeology"/><category term="architecture"/><category term="arithmetic"/><category term="arithmetic progression"/><category term="civilizations"/><category term="decimal system"/><category term="geometry"/><category term="globalisation"/><category term="images"/><category term="inscriptions"/><category term="journey to the west"/><category term="khalsa"/><category term="legends"/><category term="lord mounbetton"/><category term="lucknow Museum"/><category term="monkey king"/><category term="museum"/><category term="mythology"/><category term="quadratic equations"/><category term="sun wukong"/><category term="superhero"/><category term="town planning"/><category term="trade"/><category term="trigonometric series"/><category term="trigonometry"/><category term="wonder"/><category term="yoga"/><title type='text'>Indianhistory4u</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://indianhistoryforu.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://indianhistoryforu.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>silenceofdark29@gmail.com</name><uri>http://www.blogger.com/profile/13997437729578892124</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>60</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-7770109823954046255.post-8688936947596373155</id><published>2025-06-15T09:31:00.000+05:30</published><updated>2025-06-15T09:31:30.945+05:30</updated><title type='text'>Māyā in Śaṅkarācārya’s Advaita Vedānta</title><content type='html'>&lt;p&gt;&amp;nbsp;1. Māyā — Neither Real nor Unreal (Anirvacanīya)&lt;/p&gt;
&lt;p data-end=&quot;227&quot; data-start=&quot;188&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;Śaṅkara describes Māyā as indefinable (&lt;em data-end=&quot;53&quot; data-start=&quot;39&quot;&gt;anirvacanīya&lt;/em&gt;):&lt;/span&gt;&lt;/p&gt;
&lt;blockquote data-end=&quot;387&quot; data-start=&quot;228&quot;&gt;
&lt;p data-end=&quot;387&quot; data-start=&quot;230&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;&lt;strong data-end=&quot;78&quot; data-is-last-node=&quot;&quot; data-is-only-node=&quot;&quot; data-start=&quot;0&quot;&gt;न चास्ति न नास्ति न च भिन्नं न चाभिन्नम्। अनिरवचनीयं हि मायामित्युपाध्यते॥&lt;/strong&gt;&lt;/span&gt;&lt;br data-end=&quot;270&quot; data-start=&quot;267&quot; /&gt;
&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;&lt;em data-end=&quot;88&quot; data-is-last-node=&quot;&quot; data-is-only-node=&quot;&quot; data-start=&quot;0&quot;&gt;na cāsti na nāsti na cha bhinnaṃ na cābhinnam | aniravacanīyaṃ hi māyāmiti upādhyate||&lt;/em&gt;&lt;/span&gt;&lt;br data-end=&quot;312&quot; data-start=&quot;309&quot; /&gt;
&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;Meaning: “Māyā is not real, not unreal; not different, not non-different—it defies categorization.”&lt;/span&gt; &lt;br /&gt;&lt;/p&gt;
&lt;/blockquote&gt;
&lt;p data-end=&quot;426&quot; data-start=&quot;389&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;This means the world is &lt;strong data-end=&quot;44&quot; data-start=&quot;24&quot;&gt;empirically seen&lt;/strong&gt;, but &lt;strong data-end=&quot;78&quot; data-start=&quot;50&quot;&gt;ultimately veils Brahman&lt;/strong&gt;.&lt;/span&gt;&lt;/p&gt;
&lt;hr data-end=&quot;431&quot; data-start=&quot;428&quot; /&gt;
&lt;h3 data-end=&quot;490&quot; data-start=&quot;433&quot;&gt;2. The Two Powers of Māyā: Concealment and Projection&lt;/h3&gt;
&lt;p data-end=&quot;529&quot; data-start=&quot;492&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;In &lt;em data-end=&quot;19&quot; data-start=&quot;3&quot;&gt;Vivekacūḍāmaṇi&lt;/em&gt; (vv.&amp;nbsp;110–118), Śaṅkara outlines:&lt;/span&gt;&lt;/p&gt;
&lt;h4 data-end=&quot;573&quot; data-start=&quot;531&quot;&gt;A. Avarana-Śakti (Concealing Power)&lt;/h4&gt;
&lt;p data-end=&quot;611&quot; data-start=&quot;574&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;Veils Brahman, causing spiritual ignorance (&lt;em data-end=&quot;52&quot; data-start=&quot;44&quot;&gt;avidyā&lt;/em&gt;).&lt;/span&gt;&lt;/p&gt;
&lt;h4 data-end=&quot;655&quot; data-start=&quot;613&quot;&gt;B. Vikṣepa-Śakti (Projecting Power)&lt;/h4&gt;
&lt;p data-end=&quot;693&quot; data-start=&quot;656&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;Projects names and forms, leading to attachment and bondage.&lt;/span&gt;&lt;/p&gt;
&lt;blockquote data-end=&quot;851&quot; data-start=&quot;695&quot;&gt;
&lt;p data-end=&quot;851&quot; data-start=&quot;697&quot;&gt;**&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;स एव मायायाः परमे शक्रियः …**&lt;/span&gt;&lt;br data-end=&quot;741&quot; data-start=&quot;738&quot; /&gt;
&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;&lt;em data-end=&quot;32&quot; data-is-last-node=&quot;&quot; data-is-only-node=&quot;&quot; data-start=&quot;0&quot;&gt;sa eva māyāyāḥ parame śaktiḥ …&lt;/em&gt;&lt;/span&gt;&lt;br data-end=&quot;785&quot; data-start=&quot;782&quot; /&gt;
— &lt;em data-end=&quot;811&quot; data-start=&quot;789&quot;&gt;(Vivekacūḍāmaṇi 110)&lt;/em&gt; &lt;/p&gt;
&lt;/blockquote&gt;
&lt;blockquote data-end=&quot;978&quot; data-start=&quot;853&quot;&gt;
&lt;p data-end=&quot;978&quot; data-start=&quot;855&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;&lt;strong data-end=&quot;44&quot; data-is-last-node=&quot;&quot; data-is-only-node=&quot;&quot; data-start=&quot;0&quot;&gt;विक्षेपश्चैवास्य क्षेत्रं ज्ञानविपरीतम्।&lt;/strong&gt;&lt;/span&gt;&lt;br data-end=&quot;897&quot; data-start=&quot;894&quot; /&gt;
&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;&lt;em data-end=&quot;25&quot; data-is-last-node=&quot;&quot; data-is-only-node=&quot;&quot; data-start=&quot;0&quot;&gt;(Vivekacūḍāmaṇi&amp;nbsp;113–14)&lt;/em&gt;&lt;/span&gt; &lt;br /&gt;&lt;/p&gt;
&lt;/blockquote&gt;
&lt;p data-end=&quot;1036&quot; data-start=&quot;980&quot;&gt;&lt;strong data-end=&quot;992&quot; data-start=&quot;980&quot;&gt;Example:&lt;/strong&gt; A dim light makes a rope look like a snake:&lt;/p&gt;
&lt;ul data-end=&quot;1120&quot; data-start=&quot;1037&quot;&gt;&lt;li data-end=&quot;1078&quot; data-start=&quot;1037&quot;&gt;
&lt;p data-end=&quot;1078&quot; data-start=&quot;1039&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;Avarana hides the knowledge it’s a rope.&lt;/span&gt;&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;1120&quot; data-start=&quot;1079&quot;&gt;
&lt;p data-end=&quot;1120&quot; data-start=&quot;1081&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;Vikṣepa projects the snake-image onto it.&lt;/span&gt;&lt;/p&gt;
&lt;/li&gt;&lt;/ul&gt;
&lt;hr data-end=&quot;1125&quot; data-start=&quot;1122&quot; /&gt;
&lt;h3 data-end=&quot;1157&quot; data-start=&quot;1127&quot;&gt;3. Three Levels of Reality&lt;/h3&gt;
&lt;p data-end=&quot;1198&quot; data-start=&quot;1159&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;Śaṅkara’s distinctions:&lt;/span&gt;&lt;/p&gt;
&lt;div class=&quot;_tableContainer_16hzy_1&quot;&gt;&lt;div class=&quot;_tableWrapper_16hzy_14 group flex w-fit flex-col-reverse&quot; tabindex=&quot;-1&quot;&gt;&lt;table class=&quot;w-fit min-w-(--thread-content-width)&quot; data-end=&quot;1549&quot; data-start=&quot;1200&quot;&gt;&lt;thead data-end=&quot;1252&quot; data-start=&quot;1200&quot;&gt;&lt;tr data-end=&quot;1252&quot; data-start=&quot;1200&quot;&gt;&lt;th data-col-size=&quot;sm&quot; data-end=&quot;1221&quot; data-start=&quot;1200&quot;&gt;Reality Level&lt;/th&gt;&lt;th data-col-size=&quot;sm&quot; data-end=&quot;1237&quot; data-start=&quot;1221&quot;&gt;Sanskrit&lt;/th&gt;&lt;th data-col-size=&quot;sm&quot; data-end=&quot;1252&quot; data-start=&quot;1237&quot;&gt;Description&lt;/th&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody data-end=&quot;1549&quot; data-start=&quot;1305&quot;&gt;&lt;tr data-end=&quot;1386&quot; data-start=&quot;1305&quot;&gt;&lt;td data-col-size=&quot;sm&quot; data-end=&quot;1326&quot; data-start=&quot;1305&quot;&gt;&lt;strong data-end=&quot;1319&quot; data-start=&quot;1307&quot;&gt;Illusory&lt;/strong&gt;&lt;/td&gt;&lt;td data-col-size=&quot;sm&quot; data-end=&quot;1343&quot; data-start=&quot;1326&quot;&gt;&lt;em data-end=&quot;1342&quot; data-start=&quot;1328&quot;&gt;Prātibhāsika&lt;/em&gt;&lt;/td&gt;&lt;td data-col-size=&quot;sm&quot; data-end=&quot;1386&quot; data-start=&quot;1343&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;E.g., snake-rope error—real in appearance, false in reality.&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr data-end=&quot;1468&quot; data-start=&quot;1387&quot;&gt;&lt;td data-col-size=&quot;sm&quot; data-end=&quot;1408&quot; data-start=&quot;1387&quot;&gt;&lt;strong data-end=&quot;1402&quot; data-start=&quot;1389&quot;&gt;Empirical&lt;/strong&gt;&lt;/td&gt;&lt;td data-col-size=&quot;sm&quot; data-end=&quot;1425&quot; data-start=&quot;1408&quot;&gt;&lt;em data-end=&quot;1423&quot; data-start=&quot;1410&quot;&gt;Vyāvahārika&lt;/em&gt;&lt;/td&gt;&lt;td data-col-size=&quot;sm&quot; data-end=&quot;1468&quot; data-start=&quot;1425&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;The world in pragmatic experience.&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr data-end=&quot;1549&quot; data-start=&quot;1469&quot;&gt;&lt;td data-col-size=&quot;sm&quot; data-end=&quot;1490&quot; data-start=&quot;1469&quot;&gt;&lt;strong data-end=&quot;1483&quot; data-start=&quot;1471&quot;&gt;Absolute&lt;/strong&gt;&lt;/td&gt;&lt;td data-col-size=&quot;sm&quot; data-end=&quot;1506&quot; data-start=&quot;1490&quot;&gt;&lt;em data-end=&quot;1506&quot; data-start=&quot;1492&quot;&gt;Pāramārthika&lt;/em&gt;&lt;/td&gt;&lt;td data-col-size=&quot;sm&quot; data-end=&quot;1549&quot; data-start=&quot;1506&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;Ultimately only Brahman exists.&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class=&quot;sticky end-(--thread-content-margin) h-0 self-end select-none&quot;&gt;&lt;div class=&quot;absolute end-0 flex items-end&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;
&lt;p data-end=&quot;1590&quot; data-start=&quot;1551&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;Ultimately, only Brahman—unchanging, pure consciousness—is real.&lt;/span&gt;&lt;/p&gt;
&lt;hr data-end=&quot;1595&quot; data-start=&quot;1592&quot; /&gt;
&lt;h3 data-end=&quot;1646&quot; data-start=&quot;1597&quot;&gt;4. Discrimination (Viveka): The Path to Truth&lt;/h3&gt;
&lt;p data-end=&quot;1698&quot; data-start=&quot;1648&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;Śaṅkara urges seekers to cultivate &lt;em data-end=&quot;43&quot; data-start=&quot;35&quot;&gt;viveka&lt;/em&gt;—discrimination between real and unreal.&lt;/span&gt;&lt;br data-end=&quot;1690&quot; data-start=&quot;1687&quot; /&gt;
He says:&lt;/p&gt;
&lt;blockquote data-end=&quot;1895&quot; data-start=&quot;1700&quot;&gt;
&lt;p data-end=&quot;1895&quot; data-start=&quot;1702&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;&lt;strong data-end=&quot;48&quot; data-is-last-node=&quot;&quot; data-is-only-node=&quot;&quot; data-start=&quot;0&quot;&gt;ब्रह्म सत्यं जगन्मिथ्येत्येवं रूपो विश्वासः।&lt;/strong&gt;&lt;/span&gt;&lt;br data-end=&quot;1744&quot; data-start=&quot;1741&quot; /&gt;
&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;&lt;em data-end=&quot;49&quot; data-is-last-node=&quot;&quot; data-is-only-node=&quot;&quot; data-start=&quot;0&quot;&gt;brahma satyaṃ jaganmithyety evaṃ rūpo viśvāsaḥ|&lt;/em&gt;&lt;/span&gt;&lt;br data-end=&quot;1788&quot; data-start=&quot;1785&quot; /&gt;
&lt;em data-end=&quot;1811&quot; data-start=&quot;1790&quot;&gt;(Vivekacūḍāmaṇi&amp;nbsp;20)&lt;/em&gt; &lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;blockquote data-end=&quot;1895&quot; data-start=&quot;1700&quot;&gt;&lt;p data-end=&quot;1895&quot; data-start=&quot;1702&quot;&gt;
&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;“A firm conviction that Brahman is real and the world is unreal: this is vero‐discrimination.”&lt;/span&gt;&lt;/p&gt;
&lt;/blockquote&gt;
&lt;p data-end=&quot;1902&quot; data-start=&quot;1897&quot;&gt;Then:&lt;/p&gt;
&lt;blockquote data-end=&quot;2086&quot; data-start=&quot;1904&quot;&gt;
&lt;p data-end=&quot;2086&quot; data-start=&quot;1906&quot;&gt;**&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;अर्थस्य निश्चयो दृष्टो विचारेण हितोक्तितः …**&lt;/span&gt;&lt;br data-end=&quot;1950&quot; data-start=&quot;1947&quot; /&gt;
&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;&lt;em data-end=&quot;45&quot; data-is-last-node=&quot;&quot; data-is-only-node=&quot;&quot; data-start=&quot;0&quot;&gt;arthasya niścayo dṛṣṭo vicāreṇa hitoktitaḥ…&lt;/em&gt;&lt;/span&gt;&lt;br data-end=&quot;1994&quot; data-start=&quot;1991&quot; /&gt;
&lt;em data-end=&quot;2002&quot; data-start=&quot;1996&quot;&gt;(22)&lt;/em&gt;&lt;br data-end=&quot;2005&quot; data-start=&quot;2002&quot; /&gt;
&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;“The truth is known by reflection, reasoning, and instruction—not by ritual or mere religious acts.”&lt;/span&gt;&lt;/p&gt;
&lt;/blockquote&gt;
&lt;hr data-end=&quot;2091&quot; data-start=&quot;2088&quot; /&gt;
&lt;h3 data-end=&quot;2142&quot; data-start=&quot;2093&quot;&gt;5. Everyday Examples That Shine Light on Māyā&lt;/h3&gt;
&lt;div class=&quot;_tableContainer_16hzy_1&quot;&gt;&lt;div class=&quot;_tableWrapper_16hzy_14 group flex w-fit flex-col-reverse&quot; tabindex=&quot;-1&quot;&gt;&lt;table class=&quot;w-fit min-w-(--thread-content-width)&quot; data-end=&quot;2447&quot; data-start=&quot;2144&quot;&gt;&lt;thead data-end=&quot;2185&quot; data-start=&quot;2144&quot;&gt;&lt;tr data-end=&quot;2185&quot; data-start=&quot;2144&quot;&gt;&lt;th data-col-size=&quot;sm&quot; data-end=&quot;2166&quot; data-start=&quot;2144&quot;&gt;Example&lt;/th&gt;&lt;th data-col-size=&quot;sm&quot; data-end=&quot;2185&quot; data-start=&quot;2166&quot;&gt;What It Teaches&lt;/th&gt;&lt;/tr&gt;&lt;/thead&gt;&lt;tbody data-end=&quot;2447&quot; data-start=&quot;2228&quot;&gt;&lt;tr data-end=&quot;2294&quot; data-start=&quot;2228&quot;&gt;&lt;td data-col-size=&quot;sm&quot; data-end=&quot;2251&quot; data-start=&quot;2228&quot;&gt;&lt;strong data-end=&quot;2239&quot; data-start=&quot;2230&quot;&gt;Dream&lt;/strong&gt;&lt;/td&gt;&lt;td data-col-size=&quot;sm&quot; data-end=&quot;2294&quot; data-start=&quot;2251&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;Seemed real until dawn—like Maya.&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr data-end=&quot;2380&quot; data-start=&quot;2295&quot;&gt;&lt;td data-col-size=&quot;sm&quot; data-end=&quot;2337&quot; data-start=&quot;2295&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;&lt;strong data-end=&quot;20&quot; data-is-last-node=&quot;&quot; data-is-only-node=&quot;&quot; data-start=&quot;0&quot;&gt;Mirage in desert&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&lt;td data-col-size=&quot;sm&quot; data-end=&quot;2380&quot; data-start=&quot;2337&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;Appears real—yet has no substance.&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr data-end=&quot;2447&quot; data-start=&quot;2381&quot;&gt;&lt;td data-col-size=&quot;sm&quot; data-end=&quot;2404&quot; data-start=&quot;2381&quot;&gt;&lt;strong data-end=&quot;2392&quot; data-start=&quot;2383&quot;&gt;Movie&lt;/strong&gt;&lt;/td&gt;&lt;td data-col-size=&quot;sm&quot; data-end=&quot;2447&quot; data-start=&quot;2404&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;Emotions stirred—yet you return to the theatre exit unchanged.&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class=&quot;sticky end-(--thread-content-margin) h-0 self-end select-none&quot;&gt;&lt;div class=&quot;absolute end-0 flex items-end&quot;&gt;&lt;span class=&quot;&quot; data-state=&quot;closed&quot;&gt;&lt;/span&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;In each case, initial conviction is overturned by knowledge.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;
&lt;hr data-end=&quot;2493&quot; data-start=&quot;2490&quot; /&gt;
&lt;h3 data-end=&quot;2548&quot; data-start=&quot;2495&quot;&gt;6. Path of Realization: Hear → Reflect → Meditate&lt;/h3&gt;
&lt;p data-end=&quot;2589&quot; data-start=&quot;2550&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;Śaṅkara stresses the &lt;em data-end=&quot;41&quot; data-start=&quot;21&quot;&gt;Sādhana Chatuṣṭaya&lt;/em&gt; and &lt;em data-end=&quot;76&quot; data-start=&quot;46&quot;&gt;Shravana-Manana-Nididhyāsana&lt;/em&gt;:&lt;/span&gt;&lt;/p&gt;
&lt;ul data-end=&quot;2716&quot; data-start=&quot;2591&quot;&gt;&lt;li data-end=&quot;2632&quot; data-start=&quot;2591&quot;&gt;
&lt;p data-end=&quot;2632&quot; data-start=&quot;2593&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;&lt;strong data-end=&quot;11&quot; data-is-only-node=&quot;&quot; data-start=&quot;0&quot;&gt;Śravaṇa&lt;/strong&gt; (&lt;em data-end=&quot;20&quot; data-start=&quot;13&quot;&gt;श्रवण&lt;/em&gt;) – Hear Mahāvākyas (&lt;em data-end=&quot;57&quot; data-start=&quot;41&quot;&gt;“Tat tvam asi”&lt;/em&gt;).&lt;/span&gt;&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;2674&quot; data-start=&quot;2633&quot;&gt;
&lt;p data-end=&quot;2674&quot; data-start=&quot;2635&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;&lt;strong data-end=&quot;10&quot; data-is-only-node=&quot;&quot; data-start=&quot;0&quot;&gt;Manana&lt;/strong&gt; (&lt;em data-end=&quot;17&quot; data-start=&quot;12&quot;&gt;मनन&lt;/em&gt;) – Reflect: “If Brahman is changeless, can it be the body?”&lt;/span&gt;&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;2716&quot; data-start=&quot;2675&quot;&gt;
&lt;p data-end=&quot;2716&quot; data-start=&quot;2677&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;&lt;strong data-end=&quot;16&quot; data-is-only-node=&quot;&quot; data-start=&quot;0&quot;&gt;Nididhyāsana&lt;/strong&gt; (&lt;em data-end=&quot;30&quot; data-start=&quot;18&quot;&gt;निदिध्यासन&lt;/em&gt;) – Meditate: “I am Brahman.”&lt;/span&gt;&lt;/p&gt;
&lt;/li&gt;&lt;/ul&gt;
&lt;p data-end=&quot;2797&quot; data-start=&quot;2718&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;Once ignorance is removed, the illusion dissolves and &lt;strong data-end=&quot;74&quot; data-start=&quot;54&quot;&gt;Self‑realization&lt;/strong&gt; dawns&lt;/span&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://indianhistoryforu.blogspot.com/feeds/8688936947596373155/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://indianhistoryforu.blogspot.com/2025/06/maya-in-sankaracaryas-advaita-vedanta.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/8688936947596373155'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/8688936947596373155'/><link rel='alternate' type='text/html' href='http://indianhistoryforu.blogspot.com/2025/06/maya-in-sankaracaryas-advaita-vedanta.html' title='Māyā in Śaṅkarācārya’s Advaita Vedānta'/><author><name>silenceofdark29@gmail.com</name><uri>http://www.blogger.com/profile/13997437729578892124</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7770109823954046255.post-6168549570268174646</id><published>2025-06-15T08:59:00.000+05:30</published><updated>2025-06-15T08:59:10.566+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Ancient Trade"/><category scheme="http://www.blogger.com/atom/ns#" term="Buddhist History"/><category scheme="http://www.blogger.com/atom/ns#" term="China India Relations"/><category scheme="http://www.blogger.com/atom/ns#" term="Cultural Exchange"/><category scheme="http://www.blogger.com/atom/ns#" term="Geopolitics"/><category scheme="http://www.blogger.com/atom/ns#" term="Indian History"/><category scheme="http://www.blogger.com/atom/ns#" term="International Affairs"/><category scheme="http://www.blogger.com/atom/ns#" term="OBOR"/><category scheme="http://www.blogger.com/atom/ns#" term="Silk Road"/><category scheme="http://www.blogger.com/atom/ns#" term="South Asia"/><title type='text'>India’s Ancient Silk Roads: Trade, Myths &amp; Modern Echoes in China’s OBOR</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;h2 data-end=&quot;284&quot; data-start=&quot;233&quot;&gt; Introduction: A Road, a Thread, and a Threat?&lt;/h2&gt;
&lt;p data-end=&quot;458&quot; data-start=&quot;286&quot;&gt;If ancient trade routes could talk, the Silk Road would probably sigh, roll its eyes, and grumble: &lt;em data-end=&quot;458&quot; data-start=&quot;385&quot;&gt;“You kids and your GPS! I connected empires using camels and instinct!”&lt;/em&gt;&lt;/p&gt;
&lt;p data-end=&quot;969&quot; data-start=&quot;460&quot;&gt;India’s role in this legendary network was central—economically, spiritually, and culturally. It wasn’t just about silk or spices. It was about stories, ideas, and civilizations interweaving. From Varanasi to Vaishali, Indian cities buzzed with monks, merchants, and mathematicians. Fast forward to today, and another route—China’s &lt;strong data-end=&quot;820&quot; data-start=&quot;792&quot;&gt;One Belt One Road (OBOR)&lt;/strong&gt;—has entered the scene, promising a new age of connectivity. But instead of incense and dialogue, some fear it brings bulldozers and border disputes.&lt;/p&gt;
&lt;p data-end=&quot;1150&quot; data-start=&quot;971&quot;&gt;Let’s travel back and forth through time: from ancient routes and legends to modern geopolitics. It’s a story where threads of silk might just help us untangle the knots of today.&lt;/p&gt;&lt;p data-end=&quot;1150&quot; data-start=&quot;971&quot;&gt;&lt;img alt=&quot;File:Silk Route extant.JPG&quot; data-file-height=&quot;551&quot; data-file-width=&quot;846&quot; height=&quot;261&quot; src=&quot;https://upload.wikimedia.org/wikipedia/commons/thumb/b/b9/Silk_Route_extant.JPG/800px-Silk_Route_extant.JPG?20081117191113&quot; title=&quot;silk route&quot; width=&quot;400&quot; /&gt;&amp;nbsp;&lt;/p&gt;
&lt;hr data-end=&quot;1155&quot; data-start=&quot;1152&quot; /&gt;
&lt;h2 data-end=&quot;1227&quot; data-start=&quot;1157&quot;&gt;&amp;nbsp;Mapping India’s Silk Road – Where East Met Everything&lt;/h2&gt;
&lt;p data-end=&quot;1301&quot; data-start=&quot;1229&quot;&gt;India’s contribution to the Silk Route wasn’t peripheral—it was pivotal.&lt;/p&gt;
&lt;ul data-end=&quot;1548&quot; data-start=&quot;1303&quot;&gt;&lt;li data-end=&quot;1384&quot; data-start=&quot;1303&quot;&gt;
&lt;p data-end=&quot;1384&quot; data-start=&quot;1305&quot;&gt;&lt;strong data-end=&quot;1323&quot; data-start=&quot;1305&quot;&gt;Northern Route&lt;/strong&gt;: Through Kashmir and Ladakh, connecting with Central Asia.&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;1452&quot; data-start=&quot;1385&quot;&gt;
&lt;p data-end=&quot;1452&quot; data-start=&quot;1387&quot;&gt;&lt;strong data-end=&quot;1404&quot; data-start=&quot;1387&quot;&gt;Eastern Route&lt;/strong&gt;: Through Bengal into Burma and Yunnan, China.&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;1548&quot; data-start=&quot;1453&quot;&gt;
&lt;p data-end=&quot;1548&quot; data-start=&quot;1455&quot;&gt;&lt;strong data-end=&quot;1473&quot; data-start=&quot;1455&quot;&gt;Southern Ports&lt;/strong&gt;: Tamil Nadu’s Poompuhar, and Kerala’s Muziris—where spices met Roman gold.&lt;/p&gt;
&lt;/li&gt;&lt;/ul&gt;
&lt;p data-end=&quot;1571&quot; data-start=&quot;1550&quot;&gt;These routes carried:&lt;/p&gt;
&lt;ul data-end=&quot;1670&quot; data-start=&quot;1572&quot;&gt;&lt;li data-end=&quot;1619&quot; data-start=&quot;1572&quot;&gt;
&lt;p data-end=&quot;1619&quot; data-start=&quot;1574&quot;&gt;&lt;strong data-end=&quot;1609&quot; data-start=&quot;1574&quot;&gt;Textiles, gemstones, and spices&lt;/strong&gt; outbound.&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;1670&quot; data-start=&quot;1620&quot;&gt;
&lt;p data-end=&quot;1670&quot; data-start=&quot;1622&quot;&gt;&lt;strong data-end=&quot;1661&quot; data-start=&quot;1622&quot;&gt;Ideas, philosophies, and scriptures&lt;/strong&gt; inbound.&lt;/p&gt;
&lt;/li&gt;&lt;/ul&gt;
&lt;p data-end=&quot;1825&quot; data-start=&quot;1672&quot;&gt;India was the spiritual and commercial junction where &lt;strong data-end=&quot;1761&quot; data-start=&quot;1726&quot;&gt;Buddhism, Jainism, and Hinduism&lt;/strong&gt; influenced travelers from China, Persia, and the Mediterranean.&lt;/p&gt;
&lt;hr data-end=&quot;1830&quot; data-start=&quot;1827&quot; /&gt;
&lt;h2 data-end=&quot;1881&quot; data-start=&quot;1832&quot;&gt;&amp;nbsp;Myths, Legends, and Monk Diaries&lt;/h2&gt;
&lt;p data-end=&quot;1953&quot; data-start=&quot;1883&quot;&gt;The Silk Road wasn’t just a trade route—it was a storytelling highway.&lt;/p&gt;
&lt;ul data-end=&quot;2277&quot; data-start=&quot;1955&quot;&gt;&lt;li data-end=&quot;2062&quot; data-start=&quot;1955&quot;&gt;
&lt;p data-end=&quot;2062&quot; data-start=&quot;1957&quot;&gt;&lt;strong data-end=&quot;1969&quot; data-start=&quot;1957&quot;&gt;Xuanzang&lt;/strong&gt;, the Chinese monk, journeyed for 17 years through India to collect scriptures and knowledge.&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;2170&quot; data-start=&quot;2063&quot;&gt;
&lt;p data-end=&quot;2170&quot; data-start=&quot;2065&quot;&gt;Legends of merchant caravans guarded by &lt;strong data-end=&quot;2114&quot; data-start=&quot;2105&quot;&gt;Nagas&lt;/strong&gt; or aided by divine intervention added an air of wonder.&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;2277&quot; data-start=&quot;2171&quot;&gt;
&lt;p data-end=&quot;2277&quot; data-start=&quot;2173&quot;&gt;Universities like &lt;strong data-end=&quot;2202&quot; data-start=&quot;2191&quot;&gt;Nalanda&lt;/strong&gt; and &lt;strong data-end=&quot;2222&quot; data-start=&quot;2207&quot;&gt;Takshashila&lt;/strong&gt; became intellectual beacons for seekers from the East.&lt;/p&gt;
&lt;/li&gt;&lt;/ul&gt;
&lt;p data-end=&quot;2383&quot; data-start=&quot;2279&quot;&gt;These tales weren&#39;t just legends—they were the &quot;travel blogs&quot; and spiritual guides of the ancient world.&lt;/p&gt;
&lt;hr data-end=&quot;2388&quot; data-start=&quot;2385&quot; /&gt;
&lt;h2 data-end=&quot;2439&quot; data-start=&quot;2390&quot;&gt;&amp;nbsp;The Ancient Globalization Engine&lt;/h2&gt;
&lt;p data-end=&quot;2483&quot; data-start=&quot;2441&quot;&gt;India’s Silk Route was a two-way road for:&lt;/p&gt;
&lt;ul data-end=&quot;2719&quot; data-start=&quot;2484&quot;&gt;&lt;li data-end=&quot;2540&quot; data-start=&quot;2484&quot;&gt;
&lt;p data-end=&quot;2540&quot; data-start=&quot;2486&quot;&gt;The spread of &lt;strong data-end=&quot;2512&quot; data-start=&quot;2500&quot;&gt;Buddhism&lt;/strong&gt; to East and Southeast Asia.&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;2621&quot; data-start=&quot;2541&quot;&gt;
&lt;p data-end=&quot;2621&quot; data-start=&quot;2543&quot;&gt;The fusion of &lt;strong data-end=&quot;2579&quot; data-start=&quot;2557&quot;&gt;Greco-Buddhist art&lt;/strong&gt; in Gandhara, showing Indo-Greek exchange.&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;2719&quot; data-start=&quot;2622&quot;&gt;
&lt;p data-end=&quot;2719&quot; data-start=&quot;2624&quot;&gt;The flow of &lt;strong data-end=&quot;2665&quot; data-start=&quot;2636&quot;&gt;mathematics and astronomy&lt;/strong&gt; that eventually influenced Arab and European thought.&lt;/p&gt;
&lt;/li&gt;&lt;/ul&gt;
&lt;p data-end=&quot;2776&quot; data-start=&quot;2721&quot;&gt;This was ancient globalization—with India at the heart.&lt;/p&gt;
&lt;hr data-end=&quot;2781&quot; data-start=&quot;2778&quot; /&gt;
&lt;h2 data-end=&quot;2829&quot; data-start=&quot;2783&quot;&gt;&amp;nbsp;When the Silk Got Stitched Up&lt;/h2&gt;
&lt;p data-end=&quot;2851&quot; data-start=&quot;2831&quot;&gt;By the 15th century:&lt;/p&gt;
&lt;ul data-end=&quot;3049&quot; data-start=&quot;2852&quot;&gt;&lt;li data-end=&quot;2881&quot; data-start=&quot;2852&quot;&gt;
&lt;p data-end=&quot;2881&quot; data-start=&quot;2854&quot;&gt;Sea trade began dominating.&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;2936&quot; data-start=&quot;2882&quot;&gt;
&lt;p data-end=&quot;2936&quot; data-start=&quot;2884&quot;&gt;Mughal priorities shifted to inland empire-building.&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;3049&quot; data-start=&quot;2937&quot;&gt;
&lt;p data-end=&quot;3049&quot; data-start=&quot;2939&quot;&gt;Later, the &lt;strong data-end=&quot;2968&quot; data-start=&quot;2950&quot;&gt;British Empire&lt;/strong&gt; reoriented trade toward ports they controlled, sidelining inland caravan routes.&lt;/p&gt;
&lt;/li&gt;&lt;/ul&gt;
&lt;p data-end=&quot;3118&quot; data-start=&quot;3051&quot;&gt;The great Silk Road slowly faded into folklore and forgotten paths.&lt;/p&gt;
&lt;hr data-end=&quot;3123&quot; data-start=&quot;3120&quot; /&gt;
&lt;h2 data-end=&quot;3183&quot; data-start=&quot;3125&quot;&gt;&amp;nbsp;OBOR – The New Silk Road, or a Silk Rope?&lt;/h2&gt;
&lt;p data-end=&quot;3374&quot; data-start=&quot;3185&quot;&gt;In 2013, China launched the &lt;strong data-end=&quot;3248&quot; data-start=&quot;3213&quot;&gt;Belt and Road Initiative (OBOR)&lt;/strong&gt;, aiming to revive old trade routes through modern infrastructure. It promised roads, railways, and ports from Asia to Europe.&lt;/p&gt;
&lt;p data-end=&quot;3413&quot; data-start=&quot;3376&quot;&gt;India, however, has serious concerns:&lt;/p&gt;
&lt;ul data-end=&quot;3760&quot; data-start=&quot;3414&quot;&gt;&lt;li data-end=&quot;3556&quot; data-start=&quot;3414&quot;&gt;
&lt;p data-end=&quot;3556&quot; data-start=&quot;3416&quot;&gt;The &lt;strong data-end=&quot;3463&quot; data-start=&quot;3420&quot;&gt;China-Pakistan Economic Corridor (CPEC)&lt;/strong&gt; runs through &lt;strong data-end=&quot;3512&quot; data-start=&quot;3477&quot;&gt;Pakistan-occupied Kashmir (PoK)&lt;/strong&gt;, violating India’s territorial sovereignty.&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;3636&quot; data-start=&quot;3557&quot;&gt;
&lt;p data-end=&quot;3636&quot; data-start=&quot;3559&quot;&gt;The initiative often burdens participating countries with unsustainable debt.&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;3760&quot; data-start=&quot;3637&quot;&gt;
&lt;p data-end=&quot;3760&quot; data-start=&quot;3639&quot;&gt;While the ancient Silk Road fostered mutual growth, OBOR is seen by many as a strategic move to expand Chinese influence.&lt;/p&gt;
&lt;/li&gt;&lt;/ul&gt;
&lt;p data-end=&quot;3849&quot; data-start=&quot;3762&quot;&gt;India chose not to join OBOR, citing sovereignty and strategic autonomy as key reasons.&lt;/p&gt;
&lt;hr data-end=&quot;3854&quot; data-start=&quot;3851&quot; /&gt;
&lt;h2 data-end=&quot;3908&quot; data-start=&quot;3856&quot;&gt;&amp;nbsp;A Better Belt – India’s Alternative&lt;/h2&gt;
&lt;p data-end=&quot;3961&quot; data-start=&quot;3910&quot;&gt;India can offer its own version of connectivity by:&lt;/p&gt;
&lt;ul data-end=&quot;4255&quot; data-start=&quot;3962&quot;&gt;&lt;li data-end=&quot;4075&quot; data-start=&quot;3962&quot;&gt;
&lt;p data-end=&quot;4075&quot; data-start=&quot;3964&quot;&gt;Promoting &lt;strong data-end=&quot;3996&quot; data-start=&quot;3974&quot;&gt;cultural diplomacy&lt;/strong&gt; through the &lt;strong data-end=&quot;4037&quot; data-start=&quot;4009&quot;&gt;Buddhist tourism circuit&lt;/strong&gt;—Bodh Gaya, Sarnath, Nalanda, Lumbini.&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;4152&quot; data-start=&quot;4076&quot;&gt;
&lt;p data-end=&quot;4152&quot; data-start=&quot;4078&quot;&gt;Reclaiming its narrative in &lt;strong data-end=&quot;4151&quot; data-start=&quot;4106&quot;&gt;global heritage and intellectual exchange&lt;/strong&gt;.&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;4255&quot; data-start=&quot;4153&quot;&gt;
&lt;p data-end=&quot;4255&quot; data-start=&quot;4155&quot;&gt;Leading in &lt;strong data-end=&quot;4192&quot; data-start=&quot;4166&quot;&gt;digital infrastructure&lt;/strong&gt;—like regional tech partnerships and South Asian data networks.&lt;/p&gt;
&lt;/li&gt;&lt;/ul&gt;
&lt;p data-end=&quot;4384&quot; data-start=&quot;4257&quot;&gt;India doesn’t need to compete with China on concrete and steel. It can lead with ideas, stories, and shared spiritual heritage.&lt;/p&gt;
&lt;hr data-end=&quot;4389&quot; data-start=&quot;4386&quot; /&gt;
&lt;h2 data-end=&quot;4439&quot; data-start=&quot;4391&quot;&gt;Conclusion: Lessons from the Ancient Lanes&lt;/h2&gt;
&lt;p data-end=&quot;4631&quot; data-start=&quot;4441&quot;&gt;India’s ancient Silk Roads show that real power lies in &lt;strong data-end=&quot;4527&quot; data-start=&quot;4497&quot;&gt;connections, not conquests&lt;/strong&gt;. Unlike OBOR’s mix of ports and pressure, the original Silk Route fostered peace, dialogue, and growth.&lt;/p&gt;
&lt;p data-end=&quot;4821&quot; data-start=&quot;4633&quot;&gt;India’s decision to stay out of OBOR isn’t isolation—it’s a choice for integrity. After all, no ancient merchant caravan ever tried to redraft borders while carrying sandalwood and sutras.&lt;/p&gt;
&lt;p data-end=&quot;5048&quot; data-start=&quot;4823&quot;&gt;So here’s to the kind of road that doesn’t just reach places—it &lt;strong data-end=&quot;4905&quot; data-start=&quot;4887&quot;&gt;touches hearts&lt;/strong&gt;. And if you&#39;re still unsure where it leads, remember: the ancient Silk Road didn’t come with GPS either… just a good story and a strong camel.&lt;/p&gt;
</content><link rel='replies' type='application/atom+xml' href='http://indianhistoryforu.blogspot.com/feeds/6168549570268174646/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://indianhistoryforu.blogspot.com/2025/06/india-silk-road-obor-history-geopolitics.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/6168549570268174646'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/6168549570268174646'/><link rel='alternate' type='text/html' href='http://indianhistoryforu.blogspot.com/2025/06/india-silk-road-obor-history-geopolitics.html' title='India’s Ancient Silk Roads: Trade, Myths &amp; Modern Echoes in China’s OBOR'/><author><name>silenceofdark29@gmail.com</name><uri>http://www.blogger.com/profile/13997437729578892124</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7770109823954046255.post-2393471638958431634</id><published>2025-06-06T07:30:00.001+05:30</published><updated>2025-06-06T07:30:34.109+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Ancient India"/><category scheme="http://www.blogger.com/atom/ns#" term="Environmental Conservation"/><category scheme="http://www.blogger.com/atom/ns#" term="Global Water Resources"/><category scheme="http://www.blogger.com/atom/ns#" term="Indus River"/><category scheme="http://www.blogger.com/atom/ns#" term="Indus Valley Civilization"/><category scheme="http://www.blogger.com/atom/ns#" term="Pakistan History"/><category scheme="http://www.blogger.com/atom/ns#" term="Sindhu River"/><category scheme="http://www.blogger.com/atom/ns#" term="South Asia Culture"/><category scheme="http://www.blogger.com/atom/ns#" term="Spiritual Rivers"/><category scheme="http://www.blogger.com/atom/ns#" term="World Rivers"/><title type='text'>The Indus River: History, Spiritual Significance &amp; Global Importance</title><content type='html'>&lt;!--Blog Title--&gt;
&lt;h1&gt;The Timeless Journey of the Indus (Sindhu) River: From Ancient India to Modern Pakistan and Beyond&lt;/h1&gt;

&lt;!--Introduction with Humor--&gt;
&lt;h2&gt;Introduction: Not Just a River, But a Flowing Legend&lt;/h2&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQura5yiQooZoiBE5qlrLvvRq4YKCmLsy8zc7sMpIQdH_1Extr4SlBZmojV6IpBqG0FrdFaGswG3qKbmQpbukg07NCLUgjtaYLCry-E0i3cw-KG7C2YEo8BJgRMa3JDQNXGhw8zpi07qUOCTWXTS0rLwpB4kM3Qht6rhEpWFj4BGIFuwhZhEMKCKZt0KBt/s1536/ChatGPT%20Image%20Jun%206,%202025,%2007_22_39%20AM.png&quot; style=&quot;display: block; padding: 1em 0px; text-align: center;&quot;&gt;&lt;img alt=&quot;Indus River (Sindhu River )&quot; border=&quot;0&quot; data-original-height=&quot;1024&quot; data-original-width=&quot;1536&quot; height=&quot;267&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQura5yiQooZoiBE5qlrLvvRq4YKCmLsy8zc7sMpIQdH_1Extr4SlBZmojV6IpBqG0FrdFaGswG3qKbmQpbukg07NCLUgjtaYLCry-E0i3cw-KG7C2YEo8BJgRMa3JDQNXGhw8zpi07qUOCTWXTS0rLwpB4kM3Qht6rhEpWFj4BGIFuwhZhEMKCKZt0KBt/w400-h267/ChatGPT%20Image%20Jun%206,%202025,%2007_22_39%20AM.png&quot; title=&quot;Eternal flow of Sindhu&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;p&gt;Once upon a time, before Wi-Fi and Instagram, the Sindhu River was trending — without even trying! Stretching through history like a timeless celebrity, the Sindhu (Indus) is more than just a body of water; it’s the lifeblood of civilizations, a silent witness to the rise and fall of empires, and a sacred entity revered across millennia.&lt;/p&gt;

&lt;!--Geological Origins--&gt;
&lt;h2&gt;Geological Origins: A Himalayan Masterpiece&lt;/h2&gt;
&lt;p&gt;Born from the glacial wombs of the Himalayas, the Indus River flows over 3,180 kilometers (1,976 miles), crossing China (Tibet), India (Ladakh), and Pakistan before embracing the Arabian Sea. Its journey through mountains and valleys has shaped landscapes and nourished ecosystems for over five million years.&lt;/p&gt;

&lt;!--Historical Timeline--&gt;
&lt;h2&gt;Historical Timeline: Flowing Through Time&lt;/h2&gt;
&lt;p&gt;From the Bronze Age to modern geopolitics, the Indus has been at the heart of South Asia’s story. Ancient seals, trade routes, and cultural exchanges flourished along its banks, giving birth to one of the world&#39;s earliest urban civilizations.&lt;/p&gt;

&lt;!--Sindhu in Ancient Texts and Epics--&gt;
&lt;h2&gt;Sindhu in Ancient Texts and Epics&lt;/h2&gt;
&lt;p&gt;The Rigveda, one of the oldest sacred texts, mentions Sindhu as a mighty force. Revered as a god and a river, it was described as &quot;limitless, dynamic, and ever-pure.&quot; Sindhu symbolized strength, unity, and prosperity, playing a starring role in ancient hymns and spiritual practices.&lt;/p&gt;

&lt;!--The Indus Valley Civilization--&gt;
&lt;h2&gt;The Indus Valley Civilization: Cradle of Urban Life&lt;/h2&gt;
&lt;p&gt;About 5,000 years ago, cities like Mohenjo-Daro and Harappa bloomed along Sindhu’s banks, astonishing modern archaeologists with advanced urban planning, sanitation, and trade systems. The river wasn’t just a resource; it was the backbone of an intelligent, thriving society.&lt;/p&gt;

&lt;!--Sindhu&#39;s Role in Uniting Ancient India--&gt;
&lt;h2&gt;Sindhu&#39;s Role in Uniting Ancient India&lt;/h2&gt;
&lt;p&gt;Acting as a grand highway, the Sindhu River connected diverse tribes and cultures. It wasn’t merely a geographical feature — it was a facilitator of unity, commerce, and cultural exchange long before the idea of “India” even existed.&lt;/p&gt;

&lt;!--From Partition to Present--&gt;
&lt;h2&gt;From Partition to Present: A Shared Heritage&lt;/h2&gt;
&lt;p&gt;In 1947, as British India was divided, the river’s course now mainly runs through Pakistan, but its historical and emotional connections remain deeply etched in Indian consciousness. The Indus Waters Treaty of 1960 ensured peaceful water-sharing between India and Pakistan — one of the few successful agreements surviving tumultuous relations.&lt;/p&gt;

&lt;!--International Importance--&gt;
&lt;h2&gt;International Importance: Sindhu on the Global Stage&lt;/h2&gt;
&lt;p&gt;Beyond South Asia, the Indus is recognized as a vital freshwater source. Its health affects global agriculture, climate stability, and ecological balance, making it significant for the world’s environmental security.&lt;/p&gt;

&lt;!--The Spiritual Current of Sindhu--&gt;
&lt;h2&gt;The Spiritual Current of Sindhu&lt;/h2&gt;
&lt;p&gt;For sages and saints, Sindhu wasn’t just water — it was a sacred flow of life and consciousness. Pilgrimages to the river are seen as journeys of self-purification. Sindhu’s ceaseless flow is often likened to the eternal spirit — Aatma — emphasizing the interconnectedness of all life.&lt;/p&gt;

&lt;!--Environmental Challenges--&gt;
&lt;h2&gt;Environmental Challenges: A River at Risk&lt;/h2&gt;
&lt;p&gt;Sadly, modern pressures such as climate change, over-extraction, and pollution threaten the Indus. Without immediate sustainable efforts, the river&#39;s decline could spell disaster not only for regional populations but for the global ecosystem it supports.&lt;/p&gt;

&lt;!--The Indus in Arts, Music, and Literature--&gt;
&lt;h2&gt;The Indus in Arts, Music, and Literature&lt;/h2&gt;
&lt;p&gt;Poets, artists, and musicians have drawn endless inspiration from Sindhu’s grandeur. From ancient Sanskrit hymns to modern Sufi music, the river has been a muse for countless creative expressions.&lt;/p&gt;

&lt;!--Sindhu: The River that Binds, Not Divides--&gt;
&lt;h2&gt;Sindhu: The River that Binds, Not Divides&lt;/h2&gt;
&lt;p&gt;Despite political boundaries, the Sindhu’s spirit remains a symbol of unity and shared heritage. It reminds us that nature doesn’t recognize human-made borders and continues to flow, connecting hearts across nations.&lt;/p&gt;

&lt;!--Conclusion with Humor--&gt;
&lt;h2&gt;Conclusion: Flowing into Eternity&lt;/h2&gt;
&lt;p&gt;So next time you sip a glass of water, spare a thought for the mighty Sindhu — the ancient river that has quenched the thirst of empires and poets alike. While we chase trends and hashtags, Sindhu simply flows, timeless and Twitter-less, teaching us the real art of staying relevant.&lt;/p&gt;

&lt;!--FAQs--&gt;
&lt;h2&gt;Frequently Asked Questions (FAQs)&lt;/h2&gt;

&lt;h3&gt;1. What is the origin of the Indus (Sindhu) River?&lt;/h3&gt;
&lt;p&gt;The Indus River originates in the Tibetan Plateau near Lake Mansarovar and flows through India and Pakistan into the Arabian Sea.&lt;/p&gt;

&lt;h3&gt;2. Why is the Indus River important historically?&lt;/h3&gt;
&lt;p&gt;The Indus River was home to one of the world’s oldest civilizations — the Indus Valley Civilization — known for its advanced urban planning and culture.&lt;/p&gt;

&lt;h3&gt;3. What is the spiritual significance of the Sindhu River?&lt;/h3&gt;
&lt;p&gt;In ancient Indian texts, Sindhu is considered sacred, symbolizing purity, unity, and eternal flow — often equated with the spiritual journey of life.&lt;/p&gt;

&lt;h3&gt;4. How does the Indus River impact modern Pakistan?&lt;/h3&gt;
&lt;p&gt;The Indus is Pakistan’s primary water source, vital for agriculture, drinking water, and energy production, sustaining millions of lives.&lt;/p&gt;

&lt;h3&gt;5. What are the current threats facing the Indus River?&lt;/h3&gt;
&lt;p&gt;Climate change, overuse of water resources, pollution, and dam construction are major threats to the health and sustainability of the Indus River.&lt;/p&gt;
</content><link rel='replies' type='application/atom+xml' href='http://indianhistoryforu.blogspot.com/feeds/2393471638958431634/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://indianhistoryforu.blogspot.com/2025/06/the-indus-river-history-spiritual-importance-global-significance.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/2393471638958431634'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/2393471638958431634'/><link rel='alternate' type='text/html' href='http://indianhistoryforu.blogspot.com/2025/06/the-indus-river-history-spiritual-importance-global-significance.html' title='The Indus River: History, Spiritual Significance &amp; Global Importance'/><author><name>silenceofdark29@gmail.com</name><uri>http://www.blogger.com/profile/13997437729578892124</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQura5yiQooZoiBE5qlrLvvRq4YKCmLsy8zc7sMpIQdH_1Extr4SlBZmojV6IpBqG0FrdFaGswG3qKbmQpbukg07NCLUgjtaYLCry-E0i3cw-KG7C2YEo8BJgRMa3JDQNXGhw8zpi07qUOCTWXTS0rLwpB4kM3Qht6rhEpWFj4BGIFuwhZhEMKCKZt0KBt/s72-w400-h267-c/ChatGPT%20Image%20Jun%206,%202025,%2007_22_39%20AM.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7770109823954046255.post-3282523683333074763</id><published>2025-06-02T14:57:00.006+05:30</published><updated>2025-06-03T05:36:04.966+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Advaita Vedanta"/><category scheme="http://www.blogger.com/atom/ns#" term="Ancient Indian philosophy"/><category scheme="http://www.blogger.com/atom/ns#" term="Hindu multiverse philosophy"/><category scheme="http://www.blogger.com/atom/ns#" term="Maya and Brahman"/><category scheme="http://www.blogger.com/atom/ns#" term="Purpose of life Hinduism"/><category scheme="http://www.blogger.com/atom/ns#" term="Quantum consciousness"/><category scheme="http://www.blogger.com/atom/ns#" term="Time travel in Hinduism"/><category scheme="http://www.blogger.com/atom/ns#" term="Yog Vashishtha"/><category scheme="http://www.blogger.com/atom/ns#" term="Yog Vashishtha stories"/><title type='text'>Yog Vashishtha: Ancient Sanatan Wisdom on Time Travel, Multiverse &amp; Ultimate Reality </title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNwCflkeNUayQR2BUp6GYpLyi4-tR_VDirH4Jv9kpi_t7sxxmknrt62J974HTOxEQ0zjUG_jQESeNgeDMBLPrr7shveY5bUzv2zYrbf2MVQeebDHdju8CrRxIUS0V98CLeD0oBf8dIx6MAJTNg5DcBZLqHUt8bx-Et2Doddh29HapW1MBPYuNsW4h3PpOp/s1536/ChatGPT%20Image%20Jun%202,%202025,%2002_41_13%20PM.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;yog-vashishtha-time-travel-multiverse&quot; border=&quot;0&quot; data-original-height=&quot;1536&quot; data-original-width=&quot;1024&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNwCflkeNUayQR2BUp6GYpLyi4-tR_VDirH4Jv9kpi_t7sxxmknrt62J974HTOxEQ0zjUG_jQESeNgeDMBLPrr7shveY5bUzv2zYrbf2MVQeebDHdju8CrRxIUS0V98CLeD0oBf8dIx6MAJTNg5DcBZLqHUt8bx-Et2Doddh29HapW1MBPYuNsW4h3PpOp/w342-h400/ChatGPT%20Image%20Jun%202,%202025,%2002_41_13%20PM.png&quot; title=&quot;Brahmarishi Vahishtha&quot; width=&quot;342&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p data-end=&quot;495&quot; data-start=&quot;479&quot;&gt;&lt;b data-end=&quot;495&quot; data-start=&quot;479&quot;&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;&lt;h1 data-end=&quot;495&quot; data-start=&quot;479&quot; style=&quot;text-align: left;&quot;&gt;&lt;b data-end=&quot;495&quot; data-start=&quot;479&quot;&gt;Introduction&lt;/b&gt;&lt;/h1&gt;&lt;h1 data-end=&quot;495&quot; data-start=&quot;479&quot; style=&quot;text-align: left;&quot;&gt;&lt;/h1&gt;
&lt;p data-end=&quot;1034&quot; data-start=&quot;497&quot;&gt;Before Marvel discovered the multiverse and before Doctor Strange played with time loops, the ancient sages of India had already written the script — welcome to &lt;i data-end=&quot;674&quot; data-start=&quot;658&quot;&gt;Yog Vashishtha&lt;/i&gt;!&lt;br data-end=&quot;678&quot; data-start=&quot;675&quot; /&gt;
A cosmic dialogue between Sage Vashishtha and young Prince Rama that boldly explores time travel, parallel universes, infinite realities, and the ultimate nature of existence — all thousands of years before Hollywood even imagined it.&lt;br data-end=&quot;915&quot; data-start=&quot;912&quot; /&gt;
But unlike the Marvel Cinematic Universe, here the ultimate superpower isn’t a magical stone — it&#39;s &lt;i data-end=&quot;1033&quot; data-start=&quot;1015&quot;&gt;Self-realization&lt;/i&gt;.&lt;/p&gt;
&lt;hr data-end=&quot;1039&quot; data-start=&quot;1036&quot; /&gt;
&lt;p data-end=&quot;1068&quot; data-start=&quot;1041&quot;&gt;&lt;b data-end=&quot;1068&quot; data-start=&quot;1041&quot;&gt;What is Yog Vashishtha?&lt;/b&gt;&lt;/p&gt;
&lt;p data-end=&quot;1423&quot; data-start=&quot;1070&quot;&gt;Yog Vashishtha is an extraordinary spiritual and philosophical text in the form of a conversation between Sage Vashishtha and Prince Rama. It is a part of ancient Hindu literature attributed to Sage Valmiki, author of the Ramayana. Scholars date it anywhere from 500 BCE to 1000 CE depending on versions (Laghu Yog Vashishtha and Brihat Yog Vashishtha).&lt;/p&gt;
&lt;p data-end=&quot;1527&quot; data-start=&quot;1425&quot;&gt;It blends philosophy, cosmology, psychology, and poetic storytelling into one vast ocean of knowledge.&lt;/p&gt;
&lt;hr data-end=&quot;1532&quot; data-start=&quot;1529&quot; /&gt;
&lt;p data-end=&quot;1569&quot; data-start=&quot;1534&quot;&gt;&lt;b data-end=&quot;1569&quot; data-start=&quot;1534&quot;&gt;The Structure of Yog Vashishtha&lt;/b&gt;&lt;/p&gt;
&lt;p data-end=&quot;1635&quot; data-start=&quot;1571&quot;&gt;Yog Vashishtha is traditionally divided into six major sections:&lt;/p&gt;
&lt;ol data-end=&quot;1866&quot; data-start=&quot;1637&quot;&gt;&lt;li data-end=&quot;1672&quot; data-start=&quot;1637&quot;&gt;
&lt;p data-end=&quot;1672&quot; data-start=&quot;1640&quot;&gt;Vairagya Prakaranam (Dispassion)&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;1729&quot; data-start=&quot;1673&quot;&gt;
&lt;p data-end=&quot;1729&quot; data-start=&quot;1676&quot;&gt;Mumukshu Vyavahara Prakaranam (Conduct of the Seeker)&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;1762&quot; data-start=&quot;1730&quot;&gt;
&lt;p data-end=&quot;1762&quot; data-start=&quot;1733&quot;&gt;Utpatti Prakaranam (Creation)&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;1795&quot; data-start=&quot;1763&quot;&gt;
&lt;p data-end=&quot;1795&quot; data-start=&quot;1766&quot;&gt;Sthiti Prakaranam (Existence)&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;1831&quot; data-start=&quot;1796&quot;&gt;
&lt;p data-end=&quot;1831&quot; data-start=&quot;1799&quot;&gt;Upashama Prakaranam (Quiescence)&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;1866&quot; data-start=&quot;1832&quot;&gt;
&lt;p data-end=&quot;1866&quot; data-start=&quot;1835&quot;&gt;Nirvana Prakaranam (Liberation)&lt;/p&gt;
&lt;/li&gt;&lt;/ol&gt;
&lt;p data-end=&quot;1956&quot; data-start=&quot;1868&quot;&gt;These lead the seeker step-by-step from worldly dispassion to ultimate self-realization.&lt;/p&gt;&lt;p data-end=&quot;1956&quot; data-start=&quot;1868&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHXoxiWrjV15VNB7vFQ13zV9kHnL0jISqkjFtxz9sNqMSA5IJuHXkx0wbwEpLje1icsa93hqK6ugrXdus0JG7PRR2nGUIMP7NNe9_jJtxnpJEJnZghzLY3o80P98mZwRUgrinme9DXxppPanl7MmBemCaNO1yBYttHtfr8uAmfR2Fol8KBskgYFva5LXTr/s1536/ChatGPT%20Image%20Jun%202,%202025,%2002_42_49%20PM.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Artistic image of Sage Vashishtha teaching Prince Rama under a cosmic multiverse sky.&quot; border=&quot;0&quot; data-original-height=&quot;1536&quot; data-original-width=&quot;1024&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHXoxiWrjV15VNB7vFQ13zV9kHnL0jISqkjFtxz9sNqMSA5IJuHXkx0wbwEpLje1icsa93hqK6ugrXdus0JG7PRR2nGUIMP7NNe9_jJtxnpJEJnZghzLY3o80P98mZwRUgrinme9DXxppPanl7MmBemCaNO1yBYttHtfr8uAmfR2Fol8KBskgYFva5LXTr/w391-h400/ChatGPT%20Image%20Jun%202,%202025,%2002_42_49%20PM.png&quot; title=&quot;Sage Vashishtha teaching Prince Rama&quot; width=&quot;391&quot; /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;br /&gt;&lt;p data-end=&quot;2014&quot; data-start=&quot;1963&quot;&gt;&lt;span data-end=&quot;2014&quot; data-start=&quot;1963&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;The Concept of Maya — The Great Cosmic Illusion&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p data-end=&quot;2150&quot; data-start=&quot;2016&quot;&gt;Maya is the grand illusion — the appearance of a universe that seems real but ultimately is nothing but a projection of consciousness.&lt;/p&gt;
&lt;p data-end=&quot;2235&quot; data-start=&quot;2152&quot;&gt;&lt;b data-end=&quot;2172&quot; data-start=&quot;2152&quot;&gt;Sanskrit Shloka:&lt;/b&gt;&lt;br data-end=&quot;2175&quot; data-start=&quot;2172&quot; /&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;मायैव सर्वं खलु नामरूपं&lt;/span&gt;&lt;br data-end=&quot;2201&quot; data-start=&quot;2198&quot; /&gt;
na vastutastattvamidaṃ yathārtham.&lt;/p&gt;
&lt;p data-end=&quot;2343&quot; data-start=&quot;2237&quot;&gt;&lt;b data-end=&quot;2249&quot; data-start=&quot;2237&quot;&gt;Meaning:&lt;/b&gt;&lt;br data-end=&quot;2252&quot; data-start=&quot;2249&quot; /&gt;
“All names and forms are indeed only Maya. In reality, they have no substantial existence.”&lt;/p&gt;
&lt;p data-end=&quot;2464&quot; data-start=&quot;2345&quot;&gt;Modern parallels include simulation theory and virtual reality — concepts that echo Yog Vashishtha&#39;s ancient teachings.&lt;/p&gt;
&lt;hr data-end=&quot;2469&quot; data-start=&quot;2466&quot; /&gt;
&lt;p data-end=&quot;2504&quot; data-start=&quot;2471&quot;&gt;&lt;b data-end=&quot;2504&quot; data-start=&quot;2471&quot;&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;&lt;p data-end=&quot;2504&quot; data-start=&quot;2471&quot;&gt;&lt;b data-end=&quot;2504&quot; data-start=&quot;2471&quot;&gt;Time Travel in Yog Vashishtha&lt;/b&gt;&lt;/p&gt;
&lt;p data-end=&quot;2737&quot; data-start=&quot;2506&quot;&gt;Yog Vashishtha treats time not as a linear progression but as an elastic, relative phenomenon. In stories like Queen Lila, entire lifetimes pass in the blink of an eye, reflecting ideas similar to time dilation and non-linear time.&lt;/p&gt;
&lt;p data-end=&quot;2781&quot; data-start=&quot;2739&quot;&gt;&lt;b data-end=&quot;2759&quot; data-start=&quot;2739&quot;&gt;Sanskrit Shloka:&lt;/b&gt;&lt;br data-end=&quot;2762&quot; data-start=&quot;2759&quot; /&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;कालः सर्प इव भ्रमः।&lt;/span&gt;&lt;/p&gt;
&lt;p data-end=&quot;2837&quot; data-start=&quot;2783&quot;&gt;&lt;b data-end=&quot;2795&quot; data-start=&quot;2783&quot;&gt;Meaning:&lt;/b&gt;&lt;br data-end=&quot;2798&quot; data-start=&quot;2795&quot; /&gt;
“Time is like a serpent — an illusion.”&lt;/p&gt;
&lt;hr data-end=&quot;2842&quot; data-start=&quot;2839&quot; /&gt;
&lt;p data-end=&quot;2889&quot; data-start=&quot;2844&quot;&gt;&lt;b data-end=&quot;2889&quot; data-start=&quot;2844&quot;&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;&lt;p data-end=&quot;2889&quot; data-start=&quot;2844&quot;&gt;&lt;b data-end=&quot;2889&quot; data-start=&quot;2844&quot;&gt;Multiverse and Infinity in Yog Vashishtha&lt;/b&gt;&lt;/p&gt;
&lt;p data-end=&quot;3034&quot; data-start=&quot;2891&quot;&gt;The text frequently speaks of countless universes existing simultaneously, each with its own laws — resonating with modern multiverse theories.&lt;/p&gt;
&lt;p data-end=&quot;3082&quot; data-start=&quot;3036&quot;&gt;&lt;b data-end=&quot;3056&quot; data-start=&quot;3036&quot;&gt;Sanskrit Shloka:&lt;/b&gt;&lt;br data-end=&quot;3059&quot; data-start=&quot;3056&quot; /&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;अनन्तकोटिब्रह्माण्डानि।&lt;/span&gt;&lt;/p&gt;
&lt;p data-end=&quot;3138&quot; data-start=&quot;3084&quot;&gt;&lt;b data-end=&quot;3096&quot; data-start=&quot;3084&quot;&gt;Meaning:&lt;/b&gt;&lt;br data-end=&quot;3099&quot; data-start=&quot;3096&quot; /&gt;
“Infinite millions of universes exist.”&lt;/p&gt;
&lt;hr data-end=&quot;3143&quot; data-start=&quot;3140&quot; /&gt;
&lt;p data-end=&quot;3197&quot; data-start=&quot;3145&quot;&gt;&lt;b data-end=&quot;3197&quot; data-start=&quot;3145&quot;&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;&lt;p data-end=&quot;3197&quot; data-start=&quot;3145&quot;&gt;&lt;b data-end=&quot;3197&quot; data-start=&quot;3145&quot;&gt;The Absolute Brahman — The Unchanging Substratum&lt;/b&gt;&lt;/p&gt;
&lt;p data-end=&quot;3272&quot; data-start=&quot;3199&quot;&gt;Beyond all appearances lies Brahman — pure, infinite, unchanging reality.&lt;/p&gt;
&lt;p data-end=&quot;3313&quot; data-start=&quot;3274&quot;&gt;&lt;b data-end=&quot;3294&quot; data-start=&quot;3274&quot;&gt;Sanskrit Shloka:&lt;/b&gt;&lt;br data-end=&quot;3297&quot; data-start=&quot;3294&quot; /&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;ब्रह्मैव सत्यम्।&lt;/span&gt;&lt;/p&gt;
&lt;p data-end=&quot;3359&quot; data-start=&quot;3315&quot;&gt;&lt;b data-end=&quot;3327&quot; data-start=&quot;3315&quot;&gt;Meaning:&lt;/b&gt;&lt;br data-end=&quot;3330&quot; data-start=&quot;3327&quot; /&gt;
“Brahman alone is the truth.”&lt;/p&gt;&lt;p data-end=&quot;3359&quot; data-start=&quot;3315&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-end=&quot;3359&quot; data-start=&quot;3315&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirPBqsmxtP3dT4lHB2To_SrhU2Dh8d-bQHO1EyEy_KpNE2yHqOAZwFy-nkuo8BMiZz7bDx4SN37gsQxCuq-D54Lor0d4XAbGWZePdXkWIEq7lZHFvCxM2wxhomMO47hWqyo1_HGEo2V7Rus8EOANX-VHNSo9S42ruAl04f_PuF8jYjtou6NzqgXP79e-tE/s1536/ChatGPT%20Image%20Jun%202,%202025,%2002_34_54%20PM.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1536&quot; data-original-width=&quot;1024&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirPBqsmxtP3dT4lHB2To_SrhU2Dh8d-bQHO1EyEy_KpNE2yHqOAZwFy-nkuo8BMiZz7bDx4SN37gsQxCuq-D54Lor0d4XAbGWZePdXkWIEq7lZHFvCxM2wxhomMO47hWqyo1_HGEo2V7Rus8EOANX-VHNSo9S42ruAl04f_PuF8jYjtou6NzqgXP79e-tE/w426-h640/ChatGPT%20Image%20Jun%202,%202025,%2002_34_54%20PM.png&quot; width=&quot;426&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;&lt;p&gt;&lt;/p&gt;
&lt;hr data-end=&quot;3364&quot; data-start=&quot;3361&quot; /&gt;
&lt;p data-end=&quot;3417&quot; data-start=&quot;3366&quot;&gt;&lt;b data-end=&quot;3417&quot; data-start=&quot;3366&quot;&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;&lt;p data-end=&quot;3417&quot; data-start=&quot;3366&quot;&gt;&lt;b data-end=&quot;3417&quot; data-start=&quot;3366&quot;&gt;The Purpose of Life According to Yog Vashishtha&lt;/b&gt;&lt;/p&gt;
&lt;p data-end=&quot;3554&quot; data-start=&quot;3419&quot;&gt;The goal of life is Self-realization — the direct experience of one’s identity with Brahman, freeing oneself from the illusion of Maya.&lt;/p&gt;
&lt;p data-end=&quot;3600&quot; data-start=&quot;3556&quot;&gt;&lt;b data-end=&quot;3576&quot; data-start=&quot;3556&quot;&gt;Sanskrit Shloka:&lt;/b&gt;&lt;br data-end=&quot;3579&quot; data-start=&quot;3576&quot; /&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;निवृत्तिः परमं सुखम्।&lt;/span&gt;&lt;/p&gt;
&lt;p data-end=&quot;3670&quot; data-start=&quot;3602&quot;&gt;&lt;b data-end=&quot;3614&quot; data-start=&quot;3602&quot;&gt;Meaning:&lt;/b&gt;&lt;br data-end=&quot;3617&quot; data-start=&quot;3614&quot; /&gt;
“Withdrawal from worldly illusions is supreme bliss.”&lt;/p&gt;
&lt;hr data-end=&quot;3675&quot; data-start=&quot;3672&quot; /&gt;
&lt;p data-end=&quot;3717&quot; data-start=&quot;3677&quot;&gt;&lt;b data-end=&quot;3717&quot; data-start=&quot;3677&quot;&gt;Quantum Physics Meets Yog Vashishtha&lt;/b&gt;&lt;/p&gt;
&lt;p data-end=&quot;3787&quot; data-start=&quot;3719&quot;&gt;Modern quantum science finds surprising parallels in Yog Vashishtha:&lt;/p&gt;
&lt;ul data-end=&quot;3868&quot; data-start=&quot;3789&quot;&gt;&lt;li data-end=&quot;3806&quot; data-start=&quot;3789&quot;&gt;
&lt;p data-end=&quot;3806&quot; data-start=&quot;3791&quot;&gt;Observer effect&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;3822&quot; data-start=&quot;3807&quot;&gt;
&lt;p data-end=&quot;3822&quot; data-start=&quot;3809&quot;&gt;Superposition&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;3837&quot; data-start=&quot;3823&quot;&gt;
&lt;p data-end=&quot;3837&quot; data-start=&quot;3825&quot;&gt;Non-locality&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;3868&quot; data-start=&quot;3838&quot;&gt;
&lt;p data-end=&quot;3868&quot; data-start=&quot;3840&quot;&gt;Consciousness as fundamental&lt;/p&gt;
&lt;/li&gt;&lt;/ul&gt;
&lt;p data-end=&quot;3914&quot; data-start=&quot;3870&quot;&gt;&lt;b data-end=&quot;3890&quot; data-start=&quot;3870&quot;&gt;Sanskrit Shloka:&lt;/b&gt;&lt;br data-end=&quot;3893&quot; data-start=&quot;3890&quot; /&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;चित्तमेव जगत् सर्वम्।&lt;/span&gt;&lt;/p&gt;
&lt;p data-end=&quot;3989&quot; data-start=&quot;3916&quot;&gt;&lt;b data-end=&quot;3928&quot; data-start=&quot;3916&quot;&gt;Meaning:&lt;/b&gt;&lt;br data-end=&quot;3931&quot; data-start=&quot;3928&quot; /&gt;
“The entire universe is nothing but mind (consciousness).”&lt;/p&gt;
&lt;hr data-end=&quot;3994&quot; data-start=&quot;3991&quot; /&gt;
&lt;p data-end=&quot;4041&quot; data-start=&quot;3996&quot;&gt;&lt;b data-end=&quot;4041&quot; data-start=&quot;3996&quot;&gt;The Philosophical Depth of Yog Vashishtha&lt;/b&gt;&lt;/p&gt;
&lt;p data-end=&quot;4084&quot; data-start=&quot;4043&quot;&gt;The text delves into deep Vedantic ideas:&lt;/p&gt;
&lt;ul data-end=&quot;4224&quot; data-start=&quot;4086&quot;&gt;&lt;li data-end=&quot;4129&quot; data-start=&quot;4086&quot;&gt;
&lt;p data-end=&quot;4129&quot; data-start=&quot;4088&quot;&gt;Chit (consciousness) is the only reality.&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;4178&quot; data-start=&quot;4130&quot;&gt;
&lt;p data-end=&quot;4178&quot; data-start=&quot;4132&quot;&gt;Jiva, Ishwara, Brahman are all ultimately one.&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;4224&quot; data-start=&quot;4179&quot;&gt;
&lt;p data-end=&quot;4224&quot; data-start=&quot;4181&quot;&gt;Karma operates within the illusion of Maya.&lt;/p&gt;
&lt;/li&gt;&lt;/ul&gt;
&lt;p data-end=&quot;4290&quot; data-start=&quot;4226&quot;&gt;&lt;b data-end=&quot;4246&quot; data-start=&quot;4226&quot;&gt;Sanskrit Shloka:&lt;/b&gt;&lt;br data-end=&quot;4249&quot; data-start=&quot;4246&quot; /&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;न कर्ता न भोक्ता च केवलं ब्रह्म सत्त्यम्।&lt;/span&gt;&lt;/p&gt;
&lt;p data-end=&quot;4370&quot; data-start=&quot;4292&quot;&gt;&lt;b data-end=&quot;4304&quot; data-start=&quot;4292&quot;&gt;Meaning:&lt;/b&gt;&lt;br data-end=&quot;4307&quot; data-start=&quot;4304&quot; /&gt;
“There is neither doer nor enjoyer; only Brahman is the truth.”&lt;/p&gt;&lt;p data-end=&quot;4370&quot; data-start=&quot;4292&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-end=&quot;4370&quot; data-start=&quot;4292&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMGIrYPVnKffLgXpg_ciEBNxEK5J4oMg0OF9zGpfooL9cIw2vXLkfZcdGLw8Xx8vSEEL1ffuQfmTRh4I8zOFmFVo4zIrxCxRnQOz5ulh2ajGS4LD4_qasRRHayE2PyNYUrtXa39iFxD0r00MEJCwMrAfaenf29Mh5H9-Xs0NN2gjp4FEF5knJGU0k56ozu/s1536/ChatGPT%20Image%20Jun%202,%202025,%2002_40_14%20PM.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Infographic of Yog Vashishtha — Maya, time travel, multiverse, Brahman&quot; border=&quot;0&quot; data-original-height=&quot;1536&quot; data-original-width=&quot;1024&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMGIrYPVnKffLgXpg_ciEBNxEK5J4oMg0OF9zGpfooL9cIw2vXLkfZcdGLw8Xx8vSEEL1ffuQfmTRh4I8zOFmFVo4zIrxCxRnQOz5ulh2ajGS4LD4_qasRRHayE2PyNYUrtXa39iFxD0r00MEJCwMrAfaenf29Mh5H9-Xs0NN2gjp4FEF5knJGU0k56ozu/w426-h640/ChatGPT%20Image%20Jun%202,%202025,%2002_40_14%20PM.png&quot; title=&quot;Maya, time travel, multiverse, Brahman&quot; width=&quot;426&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;&lt;p&gt;&lt;/p&gt;
&lt;hr data-end=&quot;4375&quot; data-start=&quot;4372&quot; /&gt;
&lt;p data-end=&quot;4427&quot; data-start=&quot;4377&quot;&gt;&lt;b data-end=&quot;4427&quot; data-start=&quot;4377&quot;&gt;Allegorical Stories that Explain Complex Ideas&lt;/b&gt;&lt;/p&gt;
&lt;p data-end=&quot;4466&quot; data-start=&quot;4429&quot;&gt;Yog Vashishtha teaches using stories:&lt;/p&gt;
&lt;ul data-end=&quot;4674&quot; data-start=&quot;4468&quot;&gt;&lt;li data-end=&quot;4531&quot; data-start=&quot;4468&quot;&gt;
&lt;p data-end=&quot;4531&quot; data-start=&quot;4470&quot;&gt;Queen Lila’s multiple births: time travel and parallel lives.&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;4610&quot; data-start=&quot;4532&quot;&gt;
&lt;p data-end=&quot;4610&quot; data-start=&quot;4534&quot;&gt;Karkati’s cosmic transformation: desire transcending into spiritual pursuit.&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;4674&quot; data-start=&quot;4611&quot;&gt;
&lt;p data-end=&quot;4674&quot; data-start=&quot;4613&quot;&gt;King Janaka’s dream: layers of reality as dream within dream.&lt;/p&gt;
&lt;/li&gt;&lt;/ul&gt;
&lt;hr data-end=&quot;4679&quot; data-start=&quot;4676&quot; /&gt;
&lt;p data-end=&quot;4749&quot; data-start=&quot;4681&quot;&gt;&lt;b data-end=&quot;4749&quot; data-start=&quot;4681&quot;&gt;Yog Vashishtha’s Relevance in Modern Psychology and Spirituality&lt;/b&gt;&lt;/p&gt;
&lt;p data-end=&quot;4800&quot; data-start=&quot;4751&quot;&gt;Modern seekers find its teachings invaluable for:&lt;/p&gt;
&lt;ul data-end=&quot;4942&quot; data-start=&quot;4802&quot;&gt;&lt;li data-end=&quot;4819&quot; data-start=&quot;4802&quot;&gt;
&lt;p data-end=&quot;4819&quot; data-start=&quot;4804&quot;&gt;Mind management&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;4854&quot; data-start=&quot;4820&quot;&gt;
&lt;p data-end=&quot;4854&quot; data-start=&quot;4822&quot;&gt;Inner peace through self-inquiry&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;4893&quot; data-start=&quot;4855&quot;&gt;
&lt;p data-end=&quot;4893&quot; data-start=&quot;4857&quot;&gt;Non-duality in psychological healing&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;4942&quot; data-start=&quot;4894&quot;&gt;
&lt;p data-end=&quot;4942&quot; data-start=&quot;4896&quot;&gt;Freedom from anxiety and existential confusion&lt;/p&gt;
&lt;/li&gt;&lt;/ul&gt;
&lt;p data-end=&quot;4980&quot; data-start=&quot;4944&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;b data-end=&quot;4964&quot; data-start=&quot;4944&quot;&gt;Sanskrit Shloka:&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;br data-end=&quot;4967&quot; data-start=&quot;4964&quot; /&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;शमः परमोपायः।&lt;/span&gt;&lt;/p&gt;
&lt;p data-end=&quot;5055&quot; data-start=&quot;4982&quot;&gt;&lt;b data-end=&quot;4994&quot; data-start=&quot;4982&quot;&gt;Meaning:&lt;/b&gt;&lt;br data-end=&quot;4997&quot; data-start=&quot;4994&quot; /&gt;
“Mental tranquility is the supreme means (to liberation).”&lt;/p&gt;
&lt;hr data-end=&quot;5060&quot; data-start=&quot;5057&quot; /&gt;
&lt;p data-end=&quot;5115&quot; data-start=&quot;5062&quot;&gt;&lt;b data-end=&quot;5115&quot; data-start=&quot;5062&quot;&gt;Western Scholars’ Fascination with Yog Vashishtha&lt;/b&gt;&lt;/p&gt;
&lt;p data-end=&quot;5243&quot; data-start=&quot;5117&quot;&gt;Many Western scientists, philosophers, and seekers have expressed admiration for Yog Vashishtha’s concepts that resonate with:&lt;/p&gt;
&lt;ul data-end=&quot;5303&quot; data-start=&quot;5245&quot;&gt;&lt;li data-end=&quot;5264&quot; data-start=&quot;5245&quot;&gt;
&lt;p data-end=&quot;5264&quot; data-start=&quot;5247&quot;&gt;Quantum cosmology&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;5285&quot; data-start=&quot;5265&quot;&gt;
&lt;p data-end=&quot;5285&quot; data-start=&quot;5267&quot;&gt;Subjective reality&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;5303&quot; data-start=&quot;5286&quot;&gt;
&lt;p data-end=&quot;5303&quot; data-start=&quot;5288&quot;&gt;Advaita Vedanta&lt;/p&gt;
&lt;/li&gt;&lt;/ul&gt;
&lt;p data-end=&quot;5350&quot; data-start=&quot;5305&quot;&gt;&lt;b data-end=&quot;5325&quot; data-start=&quot;5305&quot;&gt;Sanskrit Shloka:&lt;/b&gt;&lt;br data-end=&quot;5328&quot; data-start=&quot;5325&quot; /&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;अद्वितीयं परं तत्त्वं।&lt;/span&gt;&lt;/p&gt;
&lt;p data-end=&quot;5399&quot; data-start=&quot;5352&quot;&gt;&lt;b data-end=&quot;5364&quot; data-start=&quot;5352&quot;&gt;Meaning:&lt;/b&gt;&lt;br data-end=&quot;5367&quot; data-start=&quot;5364&quot; /&gt;
“The supreme truth is non-dual.”&lt;/p&gt;
&lt;hr data-end=&quot;5404&quot; data-start=&quot;5401&quot; /&gt;
&lt;p data-end=&quot;5450&quot; data-start=&quot;5406&quot;&gt;&lt;b data-end=&quot;5450&quot; data-start=&quot;5406&quot;&gt;Where Can You Read Yog Vashishtha Today?&lt;/b&gt;&lt;/p&gt;
&lt;ul data-end=&quot;5662&quot; data-start=&quot;5452&quot;&gt;&lt;li data-end=&quot;5518&quot; data-start=&quot;5452&quot;&gt;
&lt;p data-end=&quot;5518&quot; data-start=&quot;5454&quot;&gt;Full Sanskrit texts: Brihat Yog Vashishtha, Laghu Yog Vashishtha&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;5583&quot; data-start=&quot;5519&quot;&gt;
&lt;p data-end=&quot;5583&quot; data-start=&quot;5521&quot;&gt;English translations: Swami Venkatesananda, Swami Sureshananda&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;5662&quot; data-start=&quot;5584&quot;&gt;
&lt;p data-end=&quot;5662&quot; data-start=&quot;5586&quot;&gt;Abridged commentaries available in books, PDFs, Kindle, and online resources&lt;/p&gt;
&lt;/li&gt;&lt;/ul&gt;
&lt;hr data-end=&quot;5667&quot; data-start=&quot;5664&quot; /&gt;
&lt;p data-end=&quot;5722&quot; data-start=&quot;5669&quot;&gt;&lt;b data-end=&quot;5722&quot; data-start=&quot;5669&quot;&gt;Conclusion: The Timeless Wisdom of Yog Vashishtha&lt;/b&gt;&lt;/p&gt;
&lt;p data-end=&quot;5837&quot; data-start=&quot;5724&quot;&gt;Yog Vashishtha remains a timeless cosmic mirror that reflects the infinite depth of human consciousness.&lt;br data-end=&quot;5831&quot; data-start=&quot;5828&quot; /&gt;
It is:&lt;/p&gt;
&lt;ul data-end=&quot;5915&quot; data-start=&quot;5839&quot;&gt;&lt;li data-end=&quot;5867&quot; data-start=&quot;5839&quot;&gt;
&lt;p data-end=&quot;5867&quot; data-start=&quot;5841&quot;&gt;Scientific yet spiritual&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;5892&quot; data-start=&quot;5868&quot;&gt;
&lt;p data-end=&quot;5892&quot; data-start=&quot;5870&quot;&gt;Logical yet mystical&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;5915&quot; data-start=&quot;5893&quot;&gt;
&lt;p data-end=&quot;5915&quot; data-start=&quot;5895&quot;&gt;Profoundly universal&lt;/p&gt;
&lt;/li&gt;&lt;/ul&gt;
&lt;p data-end=&quot;5950&quot; data-start=&quot;5917&quot;&gt;&lt;b data-end=&quot;5937&quot; data-start=&quot;5917&quot;&gt;Sanskrit Shloka:&lt;/b&gt;&lt;br data-end=&quot;5940&quot; data-start=&quot;5937&quot; /&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;तत्त्वमसि।&lt;/span&gt;&lt;/p&gt;
&lt;p data-end=&quot;5983&quot; data-start=&quot;5952&quot;&gt;&lt;br /&gt;&lt;/p&gt;
&lt;hr data-end=&quot;5988&quot; data-start=&quot;5985&quot; /&gt;
&lt;p data-end=&quot;6019&quot; data-start=&quot;5990&quot;&gt;&lt;b data-end=&quot;6019&quot; data-start=&quot;5990&quot;&gt;FAQs About Yog Vashishtha&lt;/b&gt;&lt;/p&gt;
&lt;p data-end=&quot;6150&quot; data-start=&quot;6021&quot;&gt;What is Yog Vashishtha?&lt;br data-end=&quot;6047&quot; data-start=&quot;6044&quot; /&gt;
A deep conversation between Sage Vashishtha and Prince Rama about the nature of reality and liberation.&lt;/p&gt;
&lt;p data-end=&quot;6260&quot; data-start=&quot;6152&quot;&gt;Does Yog Vashishtha discuss time travel?&lt;br data-end=&quot;6195&quot; data-start=&quot;6192&quot; /&gt;
Yes, it explores non-linear time, multiple births, and realities.&lt;/p&gt;
&lt;p data-end=&quot;6379&quot; data-start=&quot;6262&quot;&gt;Is it relevant to modern science?&lt;br data-end=&quot;6298&quot; data-start=&quot;6295&quot; /&gt;
Its ideas resemble modern quantum theories, cosmology, and consciousness studies.&lt;/p&gt;
&lt;p data-end=&quot;6474&quot; data-start=&quot;6381&quot;&gt;Can beginners study it?&lt;br data-end=&quot;6407&quot; data-start=&quot;6404&quot; /&gt;
Yes, but ideally with some background in Vedanta or under guidance.&lt;/p&gt;
&lt;p data-end=&quot;6560&quot; data-start=&quot;6476&quot;&gt;Is it part of Advaita Vedanta?&lt;br data-end=&quot;6509&quot; data-start=&quot;6506&quot; /&gt;
Absolutely — it is one of its deepest elaborations.&lt;/p&gt;
&amp;nbsp;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://indianhistoryforu.blogspot.com/feeds/3282523683333074763/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://indianhistoryforu.blogspot.com/2025/06/yog-vashishtha-ancient-sanatan-wisdom.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/3282523683333074763'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/3282523683333074763'/><link rel='alternate' type='text/html' href='http://indianhistoryforu.blogspot.com/2025/06/yog-vashishtha-ancient-sanatan-wisdom.html' title='Yog Vashishtha: Ancient Sanatan Wisdom on Time Travel, Multiverse &amp; Ultimate Reality '/><author><name>silenceofdark29@gmail.com</name><uri>http://www.blogger.com/profile/13997437729578892124</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNwCflkeNUayQR2BUp6GYpLyi4-tR_VDirH4Jv9kpi_t7sxxmknrt62J974HTOxEQ0zjUG_jQESeNgeDMBLPrr7shveY5bUzv2zYrbf2MVQeebDHdju8CrRxIUS0V98CLeD0oBf8dIx6MAJTNg5DcBZLqHUt8bx-Et2Doddh29HapW1MBPYuNsW4h3PpOp/s72-w342-h400-c/ChatGPT%20Image%20Jun%202,%202025,%2002_41_13%20PM.png" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>Q5WW+GGR Shree, Mandir, Ram janm Bhoomi, Sai Nagar, Ayodhya, Uttar Pradesh 224123, India</georss:featurename><georss:point>26.7956517 82.194411699999989</georss:point><georss:box>26.791821121006556 82.190120165576161 26.799482278993445 82.198703234423817</georss:box></entry><entry><id>tag:blogger.com,1999:blog-7770109823954046255.post-5840055416164656512</id><published>2025-06-02T12:59:00.010+05:30</published><updated>2025-06-02T15:15:34.947+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="(Hephthalites)"/><category scheme="http://www.blogger.com/atom/ns#" term="Alexander"/><category scheme="http://www.blogger.com/atom/ns#" term="Bharata"/><category scheme="http://www.blogger.com/atom/ns#" term="Gandhara"/><category scheme="http://www.blogger.com/atom/ns#" term="Gandhara art"/><category scheme="http://www.blogger.com/atom/ns#" term="Greco-Roman and Indian styles"/><category scheme="http://www.blogger.com/atom/ns#" term="Greek"/><category scheme="http://www.blogger.com/atom/ns#" term="Islamic Conquests"/><category scheme="http://www.blogger.com/atom/ns#" term="Kush"/><category scheme="http://www.blogger.com/atom/ns#" term="Kushan"/><category scheme="http://www.blogger.com/atom/ns#" term="Mauryan"/><category scheme="http://www.blogger.com/atom/ns#" term="Ram"/><category scheme="http://www.blogger.com/atom/ns#" term="Vedic"/><title type='text'>The Lost City of Pushkalavati :Multi Cultural City of Bharata (United India)</title><content type='html'>&lt;article class=&quot;text-token-text-primary w-full&quot; data-scroll-anchor=&quot;false&quot; data-testid=&quot;conversation-turn-42&quot; dir=&quot;auto&quot;&gt;&lt;div class=&quot;text-base my-auto mx-auto py-5 [--thread-content-margin:--spacing(4)] @[37rem]:[--thread-content-margin:--spacing(6)] @[72rem]:[--thread-content-margin:--spacing(16)] px-(--thread-content-margin)&quot;&gt;&lt;div class=&quot;[--thread-content-max-width:32rem] @[34rem]:[--thread-content-max-width:40rem] @[64rem]:[--thread-content-max-width:48rem] mx-auto flex max-w-(--thread-content-max-width) flex-1 text-base gap-4 md:gap-5 lg:gap-6 group/turn-messages focus-visible:outline-hidden&quot; tabindex=&quot;-1&quot;&gt;&lt;div class=&quot;group/conversation-turn relative flex w-full min-w-0 flex-col agent-turn&quot;&gt;&lt;div class=&quot;relative flex-col gap-1 md:gap-3&quot;&gt;&lt;div class=&quot;flex max-w-full flex-col grow&quot;&gt;&lt;div class=&quot;min-h-8 text-message relative flex w-full flex-col items-end gap-2 text-start break-words whitespace-normal [.text-message+&amp;amp;]:mt-5&quot; data-message-author-role=&quot;assistant&quot; data-message-id=&quot;0a31ed4e-5fbd-4571-874f-4d1ba5b1ada6&quot; data-message-model-slug=&quot;gpt-4o&quot; dir=&quot;auto&quot;&gt;&lt;div class=&quot;flex w-full flex-col gap-1 empty:hidden first:pt-[3px]&quot;&gt;&lt;div class=&quot;markdown prose dark:prose-invert w-full break-words light&quot;&gt;&lt;p data-end=&quot;181&quot; data-start=&quot;108&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEih0G0ywCd35vVnGO1SZ0Bk3SjYsIbgEkNpowxA4b7b7jGD8BOzdulCUKTls81A-PCns3MxwAq8zS_An7D8VbyyNDhW2smSAxTdwiztbkc-qnuwqTZALJDvzLhyoIYkBPcBh8vGiCZFtbfPVvIaLxs6zzazqlWFSgKz8wTXbobcYSiKpJnma91aujKuyK3U/s450/Rigvedic_geography.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;321&quot; data-original-width=&quot;450&quot; height=&quot;371&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEih0G0ywCd35vVnGO1SZ0Bk3SjYsIbgEkNpowxA4b7b7jGD8BOzdulCUKTls81A-PCns3MxwAq8zS_An7D8VbyyNDhW2smSAxTdwiztbkc-qnuwqTZALJDvzLhyoIYkBPcBh8vGiCZFtbfPVvIaLxs6zzazqlWFSgKz8wTXbobcYSiKpJnma91aujKuyK3U/w499-h371/Rigvedic_geography.jpg&quot; width=&quot;499&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p data-end=&quot;181&quot; data-start=&quot;108&quot;&gt;&amp;nbsp;&amp;nbsp;Pushkalavati is like that quiet elder in the family who has witnessed empires rise and fall, but no one asks them for stories. Sitting near modern-day Charsadda in Pakistan, this ancient city has seen it all: from epic legends of Ramayana to Alexander&#39;s Greek phalanx marching through its gates. Yet, unlike its more famous cousins like Taxila, Pushkalavati often slips under the radar of history buffs. Let’s dive into its incredible story.&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/article&gt;&lt;article class=&quot;text-token-text-primary w-full&quot; data-scroll-anchor=&quot;true&quot; data-testid=&quot;conversation-turn-44&quot; dir=&quot;auto&quot;&gt;&lt;div class=&quot;text-base my-auto mx-auto py-5 [--thread-content-margin:--spacing(4)] @[37rem]:[--thread-content-margin:--spacing(6)] @[72rem]:[--thread-content-margin:--spacing(16)] px-(--thread-content-margin)&quot;&gt;&lt;div class=&quot;[--thread-content-max-width:32rem] @[34rem]:[--thread-content-max-width:40rem] @[64rem]:[--thread-content-max-width:48rem] mx-auto flex max-w-(--thread-content-max-width) flex-1 text-base gap-4 md:gap-5 lg:gap-6 group/turn-messages focus-visible:outline-hidden&quot; tabindex=&quot;-1&quot;&gt;&lt;div class=&quot;group/conversation-turn relative flex w-full min-w-0 flex-col agent-turn&quot;&gt;&lt;div class=&quot;relative flex-col gap-1 md:gap-3&quot;&gt;&lt;div class=&quot;flex max-w-full flex-col grow&quot;&gt;&lt;div class=&quot;min-h-8 text-message relative flex w-full flex-col items-end gap-2 text-start break-words whitespace-normal [.text-message+&amp;amp;]:mt-5&quot; data-message-author-role=&quot;assistant&quot; data-message-id=&quot;07f9bee8-d58a-4586-bdbe-422995d4fce6&quot; data-message-model-slug=&quot;gpt-4o&quot; dir=&quot;auto&quot;&gt;&lt;div class=&quot;flex w-full flex-col gap-1 empty:hidden first:pt-[3px]&quot;&gt;&lt;div class=&quot;markdown prose dark:prose-invert w-full break-words light&quot;&gt;
&lt;hr data-end=&quot;811&quot; data-start=&quot;808&quot; /&gt;
&lt;p data-end=&quot;878&quot; data-start=&quot;813&quot;&gt;&lt;strong data-end=&quot;878&quot; data-start=&quot;813&quot;&gt;The Mythological Origins: Founded by Pushkala, Son of Bharata&lt;/strong&gt;&lt;/p&gt;
&lt;p data-end=&quot;1255&quot; data-start=&quot;880&quot;&gt;According to ancient Indian legends, Pushkalavati was founded by Pushkala, the son of Bharata, who was Lord Rama&#39;s brother in the Ramayana. While Taksha, his sibling, established Takshila, Pushkala moved westward to lay the foundation of Pushkalavati. This links the city directly to the revered Ikshvaku dynasty, embedding it deeply in the sacred geography of ancient India.&lt;/p&gt;
&lt;p data-end=&quot;1459&quot; data-start=&quot;1257&quot;&gt;The name itself translates to ‘Lotus City’ (‘Pushkala’ meaning lotus), signifying purity, wisdom, and enlightenment—qualities the city would later embody through its cultural and educational prominence.&lt;/p&gt;
&lt;hr data-end=&quot;1464&quot; data-start=&quot;1461&quot; /&gt;
&lt;p data-end=&quot;1505&quot; data-start=&quot;1466&quot;&gt;&lt;strong data-end=&quot;1505&quot; data-start=&quot;1466&quot;&gt;Pushkalavati as Capital of Gandhara&lt;/strong&gt;&lt;/p&gt;
&lt;p data-end=&quot;1805&quot; data-start=&quot;1507&quot;&gt;Pushkalavati rose to prominence as the capital of the Gandhara Janapada, one of the sixteen Mahajanapadas mentioned in Buddhist texts. Located strategically at the confluence of the Swat and Kabul rivers, it became a vital hub on the ancient Silk Route, connecting India to Central Asia and beyond.&lt;/p&gt;
&lt;p data-end=&quot;1994&quot; data-start=&quot;1807&quot;&gt;The city was not only a commercial center but also a melting pot of diverse cultures and religions, from early Vedic traditions to Zoroastrian influences brought by traders and travelers.&lt;/p&gt;
&lt;hr data-end=&quot;1999&quot; data-start=&quot;1996&quot; /&gt;
&lt;p data-end=&quot;2050&quot; data-start=&quot;2001&quot;&gt;&lt;strong data-end=&quot;2050&quot; data-start=&quot;2001&quot;&gt;Archaeological Evidence of Early Civilization&lt;/strong&gt;&lt;/p&gt;
&lt;p data-end=&quot;2302&quot; data-start=&quot;2052&quot;&gt;Modern archaeology has revealed fascinating insights into Pushkalavati&#39;s ancient past. Excavations at Bala Hisar mound and Shaikhan Dheri have unearthed remains of city walls, pottery, coins, and artifacts dating back to at least the 6th century BCE.&lt;/p&gt;
&lt;p data-end=&quot;2551&quot; data-start=&quot;2304&quot;&gt;The urban planning shows advanced drainage systems and residential layouts that suggest a highly organized society. These finds align with ancient textual descriptions, corroborating the city&#39;s significance long before Greek or Persian incursions.&lt;/p&gt;
&lt;hr data-end=&quot;2556&quot; data-start=&quot;2553&quot; /&gt;
&lt;p data-end=&quot;2614&quot; data-start=&quot;2558&quot;&gt;&lt;strong data-end=&quot;2614&quot; data-start=&quot;2558&quot;&gt;The Gandhara Golden Age: A Buddhist and Cultural Hub&lt;/strong&gt;&lt;/p&gt;
&lt;p data-end=&quot;2834&quot; data-start=&quot;2616&quot;&gt;As Buddhism spread under the Mauryan Empire, Pushkalavati transformed into a center of Buddhist learning and art. Numerous stupas, monasteries, and statues were erected, some of which have survived the ravages of time.&lt;/p&gt;
&lt;p data-end=&quot;3046&quot; data-start=&quot;2836&quot;&gt;Gandhara art, known for its unique blend of Greco-Roman and Indian styles, flourished here. The serene faces of Buddha sculptures, draped in Hellenistic togas, stand as timeless symbols of this cultural fusion.&lt;/p&gt;
&lt;hr data-end=&quot;3051&quot; data-start=&quot;3048&quot; /&gt;
&lt;p data-end=&quot;3092&quot; data-start=&quot;3053&quot;&gt;&lt;strong data-end=&quot;3092&quot; data-start=&quot;3053&quot;&gt;The Invasion of Alexander the Great&lt;/strong&gt;&lt;/p&gt;
&lt;p data-end=&quot;3459&quot; data-start=&quot;3094&quot;&gt;In 327 BCE, Alexander the Great swept into Gandhara, targeting strategic cities like Pushkalavati. Greek historians such as Arrian, Curtius Rufus, and Diodorus describe fierce resistance from local tribes, especially the Assakenoi (Aspasioi) and Guraeans. Though smaller in number, these warriors fought valiantly against Alexander&#39;s disciplined phalanx formations.&lt;/p&gt;
&lt;p data-end=&quot;3719&quot; data-start=&quot;3461&quot;&gt;Despite the resistance, Pushkalavati eventually surrendered, and Alexander established control. Greek soldiers admired the bravery of the local fighters, while Alexander used the city as a key military and administrative post for his onward march into India.&lt;/p&gt;
&lt;hr data-end=&quot;3724&quot; data-start=&quot;3721&quot; /&gt;
&lt;p data-end=&quot;3761&quot; data-start=&quot;3726&quot;&gt;&lt;strong data-end=&quot;3761&quot; data-start=&quot;3726&quot;&gt;Pushkalavati under Mauryan Rule&lt;/strong&gt;&lt;/p&gt;
&lt;p data-end=&quot;3977&quot; data-start=&quot;3763&quot;&gt;Following Alexander&#39;s departure and the fragmentation of his empire, Chandragupta Maurya incorporated Gandhara into the Mauryan Empire. Under Mauryan rule, Pushkalavati saw a resurgence of stability and prosperity.&lt;/p&gt;
&lt;p data-end=&quot;4243&quot; data-start=&quot;3979&quot;&gt;Emperor Ashoka, Chandragupta’s grandson, further elevated Pushkalavati&#39;s status by promoting Buddhism extensively. Numerous stupas and monasteries were built, turning the city into a beacon of Buddhist learning that attracted monks and pilgrims from distant lands.&lt;/p&gt;
&lt;hr data-end=&quot;4248&quot; data-start=&quot;4245&quot; /&gt;
&lt;p data-end=&quot;4281&quot; data-start=&quot;4250&quot;&gt;&lt;strong data-end=&quot;4281&quot; data-start=&quot;4250&quot;&gt;Indo-Greek Rule in Gandhara&lt;/strong&gt;&lt;/p&gt;
&lt;p data-end=&quot;4564&quot; data-start=&quot;4283&quot;&gt;In the 2nd century BCE, Indo-Greek kings like Menander I ruled over Gandhara, including Pushkalavati. The Indo-Greek period marked a remarkable fusion of Hellenistic and Indian cultures, especially visible in the Gandhara art style where Greek realism blended with Buddhist themes.&lt;/p&gt;
&lt;p data-end=&quot;4809&quot; data-start=&quot;4566&quot;&gt;Menander himself is believed to have embraced Buddhism, and his dialogues with Buddhist philosophers are recorded in the famous text &quot;Milinda Panha.&quot; Pushkalavati flourished as a cosmopolitan center of trade, learning, and art during this era.&lt;/p&gt;
&lt;hr data-end=&quot;4814&quot; data-start=&quot;4811&quot; /&gt;
&lt;p data-end=&quot;4862&quot; data-start=&quot;4816&quot;&gt;&lt;strong data-end=&quot;4862&quot; data-start=&quot;4816&quot;&gt;The Kushan Period: Height of Gandharan Art&lt;/strong&gt;&lt;/p&gt;
&lt;p data-end=&quot;5160&quot; data-start=&quot;4864&quot;&gt;By the 1st century CE, the Kushan Empire, under rulers like Kanishka the Great, took control of Gandhara. This period marked the zenith of Gandharan art and Buddhist architecture. Magnificent stupas, monasteries, and sculptures adorned the region, many of which were centered around Pushkalavati.&lt;/p&gt;
&lt;p data-end=&quot;5352&quot; data-start=&quot;5162&quot;&gt;Under Kanishka&#39;s patronage, Pushkalavati attracted scholars, artists, and monks from across Asia, solidifying its position as one of the most influential centers of Buddhist art and culture.&lt;/p&gt;
&lt;hr data-end=&quot;5357&quot; data-start=&quot;5354&quot; /&gt;
&lt;p data-end=&quot;5402&quot; data-start=&quot;5359&quot;&gt;&lt;strong data-end=&quot;5402&quot; data-start=&quot;5359&quot;&gt;Decline under White Huns (Hephthalites)&lt;/strong&gt;&lt;/p&gt;
&lt;p data-end=&quot;5641&quot; data-start=&quot;5404&quot;&gt;In the 5th and 6th centuries CE, the White Huns (Hephthalites) invaded the region, leading to widespread destruction. Many of the monasteries and stupas in and around Pushkalavati were destroyed, and the city entered a period of decline.&lt;/p&gt;
&lt;p data-end=&quot;5866&quot; data-start=&quot;5643&quot;&gt;Though some communities persisted, the region&#39;s political and economic significance diminished, and Pushkalavati gradually faded from the forefront of South Asian history, leaving behind only its rich archaeological legacy.&lt;/p&gt;
&lt;hr data-end=&quot;5871&quot; data-start=&quot;5868&quot; /&gt;
&lt;p data-end=&quot;5923&quot; data-start=&quot;5873&quot;&gt;&lt;strong data-end=&quot;5923&quot; data-start=&quot;5873&quot;&gt;The Islamic Conquests and the Rise of Peshawar&lt;/strong&gt;&lt;/p&gt;
&lt;p data-end=&quot;6216&quot; data-start=&quot;5925&quot;&gt;Following the decline, Islamic conquerors expanded into the region. With the establishment of Islamic rule, regional power shifted to Peshawar, while Pushkalavati continued to fade as a forgotten city. The old stupas and monasteries fell into disuse, marking the end of its ancient identity.&lt;/p&gt;
&lt;hr data-end=&quot;6221&quot; data-start=&quot;6218&quot; /&gt;
&lt;p data-end=&quot;6278&quot; data-start=&quot;6223&quot;&gt;&lt;strong data-end=&quot;6278&quot; data-start=&quot;6223&quot;&gt;Rediscovery and Excavations in British Colonial Era&lt;/strong&gt;&lt;/p&gt;
&lt;p data-end=&quot;6582&quot; data-start=&quot;6280&quot;&gt;In the 19th and 20th centuries, British archaeologists, particularly Sir John Marshall, excavated the ruins of Bala Hisar and Shaikhan Dheri. These excavations unveiled the hidden treasures of Pushkalavati, showcasing its grand history, rich culture, and lost architectural marvels to the modern world.&lt;/p&gt;
&lt;hr data-end=&quot;6587&quot; data-start=&quot;6584&quot; /&gt;
&lt;p data-end=&quot;6624&quot; data-start=&quot;6589&quot;&gt;&lt;strong data-end=&quot;6624&quot; data-start=&quot;6589&quot;&gt;Pushkalavati in Modern Pakistan&lt;/strong&gt;&lt;/p&gt;
&lt;p data-end=&quot;6923&quot; data-start=&quot;6626&quot;&gt;Today, Pushkalavati lies within the Charsadda district of Khyber Pakhtunkhwa, Pakistan. Although modern life has grown around its ancient mounds, the site remains a subject of academic research, attracting archaeologists, historians, and curious tourists who seek to uncover its remarkable legacy.&lt;/p&gt;
&lt;hr data-end=&quot;6928&quot; data-start=&quot;6925&quot; /&gt;
&lt;p data-end=&quot;6981&quot; data-start=&quot;6930&quot;&gt;&lt;strong data-end=&quot;6981&quot; data-start=&quot;6930&quot;&gt;Lessons from Pushkalavati’s Multi-Cultural Past&lt;/strong&gt;&lt;/p&gt;
&lt;p data-end=&quot;7290&quot; data-start=&quot;6983&quot;&gt;Pushkalavati stands as a shining example of cultural synthesis, where Indian, Greek, Persian, Central Asian, and Buddhist traditions intersected. Its history teaches us the beauty of exchange and coexistence across civilizations, offering valuable lessons even for today&#39;s increasingly interconnected world.&lt;/p&gt;
&lt;hr data-end=&quot;7295&quot; data-start=&quot;7292&quot; /&gt;
&lt;p data-end=&quot;7347&quot; data-start=&quot;7297&quot;&gt;&lt;strong data-end=&quot;7347&quot; data-start=&quot;7297&quot;&gt;Conclusion: The Eternal Legacy of Pushkalavati&lt;/strong&gt;&lt;/p&gt;
&lt;p data-end=&quot;7658&quot; data-start=&quot;7349&quot;&gt;Though now silent, Pushkalavati&#39;s ancient whispers echo through history, reminding us of humanity’s rich and shared cultural journey. From the Vedic times of Pushkala to Alexander’s conquests, and its Buddhist zenith to its modern rediscovery—Pushkalavati remains an irreplaceable gem in South Asian heritage.&lt;/p&gt;
&lt;hr data-end=&quot;7663&quot; data-start=&quot;7660&quot; /&gt;
&lt;p data-end=&quot;7717&quot; data-start=&quot;7665&quot;&gt;&lt;strong data-end=&quot;7717&quot; data-start=&quot;7665&quot;&gt;FAQs About Pushkalavati and Alexander’s Invasion&lt;/strong&gt;&lt;/p&gt;
&lt;p data-end=&quot;7806&quot; data-start=&quot;7719&quot;&gt;Where is Pushkalavati located today?&lt;br data-end=&quot;7758&quot; data-start=&quot;7755&quot; /&gt;
Near Charsadda, in Khyber Pakhtunkhwa, Pakistan.&lt;/p&gt;
&lt;p data-end=&quot;7918&quot; data-start=&quot;7808&quot;&gt;Who founded Pushkalavati?&lt;br data-end=&quot;7836&quot; data-start=&quot;7833&quot; /&gt;
According to legend, Pushkala, son of Bharata from the Ramayana, founded the city.&lt;/p&gt;
&lt;p data-end=&quot;8051&quot; data-start=&quot;7920&quot;&gt;Did Alexander the Great conquer Pushkalavati?&lt;br data-end=&quot;7968&quot; data-start=&quot;7965&quot; /&gt;
Yes, Greek historians record his conquest after fierce local resistance in 327 BCE.&lt;/p&gt;
&lt;p data-end=&quot;8182&quot; data-start=&quot;8053&quot;&gt;What made Pushkalavati famous?&lt;br data-end=&quot;8086&quot; data-start=&quot;8083&quot; /&gt;
Its role as Gandhara’s capital, Buddhist center, and its blend of multiple cultures and empires.&lt;/p&gt;
&lt;p data-end=&quot;8322&quot; data-start=&quot;8184&quot;&gt;Can visitors see Pushkalavati today?&lt;br data-end=&quot;8223&quot; data-start=&quot;8220&quot; /&gt;
Yes, excavated sites like Bala Hisar and Shaikhan Dheri are accessible to tourists and researchers.&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/article&gt;&lt;p&gt;&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgS5cokYhyphenhyphenHNqN79w1DXX5xejZ5cNK0hVejVjaxp3QCSZq7wdTZ8gzV7xIAPhu0LG06IYTAl9cyEPviTQfZw_w2eOo09aeV_V6f2xYI_UuPLZfrCmiXtdp5cjChnxeAw-qHmEPVdNXfQLXlIr08-VAdbnqQPHc-1YRI8qbvMBS-BWz-BHOaDPRJQLxCMkcg/s1536/ChatGPT%20Image%20Jun%202,%202025,%2012_44_55%20PM.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1536&quot; data-original-width=&quot;1024&quot; height=&quot;489&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgS5cokYhyphenhyphenHNqN79w1DXX5xejZ5cNK0hVejVjaxp3QCSZq7wdTZ8gzV7xIAPhu0LG06IYTAl9cyEPviTQfZw_w2eOo09aeV_V6f2xYI_UuPLZfrCmiXtdp5cjChnxeAw-qHmEPVdNXfQLXlIr08-VAdbnqQPHc-1YRI8qbvMBS-BWz-BHOaDPRJQLxCMkcg/w351-h489/ChatGPT%20Image%20Jun%202,%202025,%2012_44_55%20PM.png&quot; width=&quot;351&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://indianhistoryforu.blogspot.com/feeds/5840055416164656512/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://indianhistoryforu.blogspot.com/2025/06/the-lost-city-of-pushkalavati.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/5840055416164656512'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/5840055416164656512'/><link rel='alternate' type='text/html' href='http://indianhistoryforu.blogspot.com/2025/06/the-lost-city-of-pushkalavati.html' title='The Lost City of Pushkalavati :Multi Cultural City of Bharata (United India)'/><author><name>silenceofdark29@gmail.com</name><uri>http://www.blogger.com/profile/13997437729578892124</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEih0G0ywCd35vVnGO1SZ0Bk3SjYsIbgEkNpowxA4b7b7jGD8BOzdulCUKTls81A-PCns3MxwAq8zS_An7D8VbyyNDhW2smSAxTdwiztbkc-qnuwqTZALJDvzLhyoIYkBPcBh8vGiCZFtbfPVvIaLxs6zzazqlWFSgKz8wTXbobcYSiKpJnma91aujKuyK3U/s72-w499-h371-c/Rigvedic_geography.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7770109823954046255.post-8162423129821297186</id><published>2025-06-02T12:34:00.005+05:30</published><updated>2025-06-05T07:16:49.310+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="700 BCE"/><category scheme="http://www.blogger.com/atom/ns#" term="Bharat"/><category scheme="http://www.blogger.com/atom/ns#" term="British Colonial Rule"/><category scheme="http://www.blogger.com/atom/ns#" term="Buddhist"/><category scheme="http://www.blogger.com/atom/ns#" term="Chanakya"/><category scheme="http://www.blogger.com/atom/ns#" term="Education"/><category scheme="http://www.blogger.com/atom/ns#" term="First University"/><category scheme="http://www.blogger.com/atom/ns#" term="Gupta Empire"/><category scheme="http://www.blogger.com/atom/ns#" term="Huns"/><category scheme="http://www.blogger.com/atom/ns#" term="Mauryan Empire"/><category scheme="http://www.blogger.com/atom/ns#" term="Pakistan"/><category scheme="http://www.blogger.com/atom/ns#" term="Panini"/><category scheme="http://www.blogger.com/atom/ns#" term="Preserving the Heritage"/><category scheme="http://www.blogger.com/atom/ns#" term="Taxila"/><category scheme="http://www.blogger.com/atom/ns#" term="United India"/><title type='text'>The Timeless Legacy of Taxila (Takshila) : Akhanda Bharat ( United India ) to Modern Pakistan</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-end=&quot;184&quot; data-start=&quot;168&quot;&gt;&lt;b data-end=&quot;184&quot; data-start=&quot;168&quot;&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;&lt;p data-end=&quot;184&quot; data-start=&quot;168&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRsImLFVNfH8sgVxzkD47qW8IfjisZJ1d-pl8gkptaThmWj6rIJ0zLWRSM4s6wBKsQXZ1FfQ6sGdumj_F_n9R8Vz_5fhNGy7SM4Pz3-aEfdmLB4A5Xm-ocHy95ernSI9sjDK1HcZp7rdCS-gomr0tKVZ2xZu6u0qvsSJdJaFiVbn_c8TDiM9aYwA7789Lr/s570/Unknown-facts-a36306.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;400&quot; data-original-width=&quot;570&quot; height=&quot;279&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRsImLFVNfH8sgVxzkD47qW8IfjisZJ1d-pl8gkptaThmWj6rIJ0zLWRSM4s6wBKsQXZ1FfQ6sGdumj_F_n9R8Vz_5fhNGy7SM4Pz3-aEfdmLB4A5Xm-ocHy95ernSI9sjDK1HcZp7rdCS-gomr0tKVZ2xZu6u0qvsSJdJaFiVbn_c8TDiM9aYwA7789Lr/w515-h279/Unknown-facts-a36306.jpg&quot; width=&quot;515&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;b data-end=&quot;184&quot; data-start=&quot;168&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/b&gt;&lt;p&gt;&lt;/p&gt;&lt;p data-end=&quot;184&quot; data-start=&quot;168&quot;&gt;&lt;b data-end=&quot;184&quot; data-start=&quot;168&quot;&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;&lt;p data-end=&quot;184&quot; data-start=&quot;168&quot;&gt;&lt;b data-end=&quot;184&quot; data-start=&quot;168&quot;&gt;&amp;nbsp;Introduction&lt;/b&gt;&lt;/p&gt;
&lt;p data-end=&quot;606&quot; data-start=&quot;186&quot;&gt;Today,
 Takshila (or Taxila ) depending on which history book or confused 
tourist you ask) sits quietly in modern-day Pakistan, perhaps wondering 
if anyone still remembers its glorious past — much like your old college
 group chat that&#39;s gone silent since 2010. But unlike your group chat, 
Takshila was once the buzzing intellectual hub of the ancient world, 
where knowledge flowed more freely than tea at a roadside dhaba.&lt;/p&gt;
&lt;p data-end=&quot;876&quot; data-start=&quot;608&quot;&gt;In
 this article, we embark on a time-traveling journey through Takshila&#39;s 
illustrious history: from its mythological roots and its status as the 
world’s first university, through medieval invasions, to its present 
existence as a UNESCO World Heritage Site in Pakistan.&lt;/p&gt;
&lt;hr data-end=&quot;881&quot; data-start=&quot;878&quot; /&gt;
&lt;p data-end=&quot;944&quot; data-start=&quot;883&quot;&gt;&lt;b data-end=&quot;944&quot; data-start=&quot;883&quot;&gt;The Birth of Takshila: Cradle of Ancient Indian Education&lt;/b&gt;&lt;/p&gt;
&lt;p data-end=&quot;1350&quot; data-start=&quot;946&quot;&gt;Takshila’s
 origins stretch back to the early Vedic period, around the 6th century 
BCE or even earlier. According to legend, it was founded by Taksha, the 
son of Bharata, the brother of Lord Rama from the Ramayana — yes, the 
same Bharata who reluctantly ruled Ayodhya in Rama’s absence. The city 
got its name from this royal lineage, making it one of the oldest 
continuously inhabited places in the world.&lt;/p&gt;
&lt;p data-end=&quot;1648&quot; data-start=&quot;1352&quot;&gt;Situated
 strategically on the ancient trade routes connecting India, Central 
Asia, and the Middle East, Takshila flourished as both a cultural and 
educational crossroads. Its geographic importance not only encouraged 
commerce but also made it a melting pot of ideas, philosophies, and 
traditions.&lt;/p&gt;
&lt;hr data-end=&quot;1653&quot; data-start=&quot;1650&quot; /&gt;
&lt;p data-end=&quot;1714&quot; data-start=&quot;1655&quot;&gt;&lt;b data-end=&quot;1714&quot; data-start=&quot;1655&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&amp;nbsp;&lt;img alt=&quot;&quot; height=&quot;364&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;648&quot; /&gt;&lt;/b&gt;&lt;/p&gt;&lt;p data-end=&quot;1714&quot; data-start=&quot;1655&quot;&gt;&lt;b data-end=&quot;1714&quot; data-start=&quot;1655&quot;&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;&lt;p data-end=&quot;1714&quot; data-start=&quot;1655&quot;&gt;&lt;b data-end=&quot;1714&quot; data-start=&quot;1655&quot;&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;&lt;p data-end=&quot;1714&quot; data-start=&quot;1655&quot;&gt;&lt;b data-end=&quot;1714&quot; data-start=&quot;1655&quot;&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;&lt;p data-end=&quot;1714&quot; data-start=&quot;1655&quot;&gt;&lt;b data-end=&quot;1714&quot; data-start=&quot;1655&quot;&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;&lt;p data-end=&quot;1714&quot; data-start=&quot;1655&quot;&gt;&lt;b data-end=&quot;1714&quot; data-start=&quot;1655&quot;&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;&lt;p data-end=&quot;1714&quot; data-start=&quot;1655&quot;&gt;&lt;b data-end=&quot;1714&quot; data-start=&quot;1655&quot;&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;&lt;p data-end=&quot;1714&quot; data-start=&quot;1655&quot;&gt;&lt;b data-end=&quot;1714&quot; data-start=&quot;1655&quot;&gt;Takshila University: The World’s First Known University&lt;/b&gt;&lt;/p&gt;
&lt;p data-end=&quot;2005&quot; data-start=&quot;1716&quot;&gt;Long
 before Oxford and Harvard were even twinkles in their founders&#39; eyes, 
Takshila University was bustling with scholars, philosophers, and eager 
students. Established around 700 BCE (some even argue earlier), it is 
widely considered the world’s first university in the traditional sense.&lt;/p&gt;
&lt;p data-end=&quot;2250&quot; data-start=&quot;2007&quot;&gt;The
 curriculum was astonishingly diverse: from medicine, surgery, and 
political science to mathematics, grammar, astronomy, and even martial 
arts. Students traveled from far and wide to study under eminent 
teachers. Among its star alumni were:&lt;/p&gt;
&lt;ul data-end=&quot;2536&quot; data-start=&quot;2252&quot;&gt;&lt;li data-end=&quot;2347&quot; data-start=&quot;2252&quot;&gt;
&lt;p data-end=&quot;2347&quot; data-start=&quot;2254&quot;&gt;&lt;b data-end=&quot;2278&quot; data-start=&quot;2254&quot;&gt;Chanakya (Kautilya):&lt;/b&gt; The mastermind behind the Mauryan Empire and author of Arthashastra.&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;2426&quot; data-start=&quot;2348&quot;&gt;
&lt;p data-end=&quot;2426&quot; data-start=&quot;2350&quot;&gt;&lt;b data-end=&quot;2361&quot; data-start=&quot;2350&quot;&gt;Panini:&lt;/b&gt; The great Sanskrit grammarian whose work is still studied today.&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;2472&quot; data-start=&quot;2427&quot;&gt;
&lt;p data-end=&quot;2472&quot; data-start=&quot;2429&quot;&gt;&lt;b data-end=&quot;2441&quot; data-start=&quot;2429&quot;&gt;Charaka:&lt;/b&gt; The father of Indian medicine.&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;2536&quot; data-start=&quot;2473&quot;&gt;
&lt;p data-end=&quot;2536&quot; data-start=&quot;2475&quot;&gt;&lt;b data-end=&quot;2486&quot; data-start=&quot;2475&quot;&gt;Jivaka:&lt;/b&gt; Renowned physician and personal doctor to Buddha.&lt;/p&gt;
&lt;/li&gt;&lt;/ul&gt;
&lt;p data-end=&quot;2793&quot; data-start=&quot;2538&quot;&gt;The
 university had no formal admission process — students were accepted 
based on merit, intellectual curiosity, and teacher recommendation. 
Classes were held in open courtyards, monasteries, or beneath shady 
trees — perhaps the original open-campus model.&lt;/p&gt;
&lt;hr data-end=&quot;2798&quot; data-start=&quot;2795&quot; /&gt;
&lt;p data-end=&quot;2838&quot; data-start=&quot;2800&quot;&gt;&lt;b data-end=&quot;2838&quot; data-start=&quot;2800&quot;&gt;Takshila During the Mauryan Empire&lt;/b&gt;&lt;/p&gt;
&lt;p data-end=&quot;3146&quot; data-start=&quot;2840&quot;&gt;The
 Mauryan Empire (circa 322–185 BCE) marked a golden period for Takshila.
 Chandragupta Maurya, the founder of the empire, is believed to have 
studied here under Chanakya himself. The city thrived under Mauryan 
patronage, becoming not only a center for learning but also for 
administration and governance.&lt;/p&gt;
&lt;p data-end=&quot;3470&quot; data-start=&quot;3148&quot;&gt;Ashoka
 the Great, Chandragupta&#39;s grandson, further strengthened Takshila’s 
standing. As a fervent patron of Buddhism, Ashoka commissioned numerous 
stupas, monasteries, and infrastructure projects in and around the city,
 transforming it into a major Buddhist center while preserving its 
multi-disciplinary academic culture.&lt;/p&gt;
&lt;hr data-end=&quot;3475&quot; data-start=&quot;3472&quot; /&gt;
&lt;p data-end=&quot;3515&quot; data-start=&quot;3477&quot;&gt;&lt;b data-end=&quot;3515&quot; data-start=&quot;3477&quot;&gt;The Buddhist Influence on Takshila&lt;/b&gt;&lt;/p&gt;
&lt;p data-end=&quot;3842&quot; data-start=&quot;3517&quot;&gt;By
 the time of Ashoka, Buddhism had firmly rooted itself in Takshila. 
Monasteries like Dharmarajika Stupa, Jaulian, and Mohra Moradu became 
vibrant hubs for Buddhist scholarship and spiritual practice. Monks from
 Takshila traveled across Asia, spreading Buddhist teachings and 
contributing to the spread of Mahayana Buddhism.&lt;/p&gt;
&lt;p data-end=&quot;4146&quot; data-start=&quot;3844&quot;&gt;The
 fusion of Buddhist philosophy with Takshila’s existing educational 
framework made it one of the most inclusive centers of learning in 
ancient times. Students were exposed to a holistic education that 
embraced both worldly knowledge and spiritual wisdom, embodying the 
essence of true enlightenment.&lt;/p&gt;
&lt;hr data-end=&quot;4151&quot; data-start=&quot;4148&quot; /&gt;
&lt;p data-end=&quot;4213&quot; data-start=&quot;4153&quot;&gt;&lt;b data-end=&quot;4213&quot; data-start=&quot;4153&quot;&gt;Takshila in the Gupta Period: The Golden Age of Learning&lt;/b&gt;&lt;/p&gt;
&lt;p data-end=&quot;4521&quot; data-start=&quot;4215&quot;&gt;During
 the Gupta Empire (approximately 320–550 CE), Takshila experienced 
another surge in academic excellence. The Guptas, known for their 
patronage of arts and sciences, infused the institution with new life. 
This era witnessed significant advancements in astronomy, mathematics, 
literature, and medicine.&lt;/p&gt;
&lt;p data-end=&quot;4862&quot; data-start=&quot;4523&quot;&gt;Takshila
 scholars during this period collaborated with contemporaries from 
Nalanda and other learning centers, contributing to texts that would 
influence both Indian and global thought for centuries. The emphasis was
 not only on religious and spiritual education but also on practical 
sciences, making it a truly well-rounded academic hub.&lt;/p&gt;
&lt;hr data-end=&quot;4867&quot; data-start=&quot;4864&quot; /&gt;
&lt;p data-end=&quot;4918&quot; data-start=&quot;4869&quot;&gt;&lt;b data-end=&quot;4918&quot; data-start=&quot;4869&quot;&gt;Medieval Era: Decline Under Foreign Invasions&lt;/b&gt;&lt;/p&gt;
&lt;p data-end=&quot;5210&quot; data-start=&quot;4920&quot;&gt;The
 medieval period spelled trouble for Takshila. The repeated invasions by
 the White Huns (Hephthalites) around the 5th and 6th centuries CE 
devastated much of North India, and Takshila was not spared. The 
once-thriving university suffered extensive destruction and began its 
slow decline.&lt;/p&gt;
&lt;p data-end=&quot;5498&quot; data-start=&quot;5212&quot;&gt;Although
 some efforts were made to revive learning, continuous political 
instability made it difficult for Takshila to regain its former glory. 
As newer centers of learning emerged elsewhere, Takshila gradually faded
 into obscurity, its ruins a silent testimony to its illustrious past.&lt;/p&gt;
&lt;hr data-end=&quot;5503&quot; data-start=&quot;5500&quot; /&gt;
&lt;p data-end=&quot;5536&quot; data-start=&quot;5505&quot;&gt;&lt;b data-end=&quot;5536&quot; data-start=&quot;5505&quot;&gt;Takshila Under Islamic Rule&lt;/b&gt;&lt;/p&gt;
&lt;p data-end=&quot;5799&quot; data-start=&quot;5538&quot;&gt;Following
 the decline caused by the Huns, Takshila came under successive Islamic 
rulers during the medieval period. By this time, much of its academic 
structure was already in ruins. The city became more of a provincial 
outpost rather than a center of learning.&lt;/p&gt;
&lt;p data-end=&quot;6085&quot; data-start=&quot;5801&quot;&gt;While
 Islamic rule brought advancements in architecture, governance, and 
trade across the Indian subcontinent, Takshila remained largely a relic 
of the past. The knowledge once held within its walls had dispersed to 
other regions, and the ancient campus slipped further into oblivion.&lt;/p&gt;
&lt;hr data-end=&quot;6090&quot; data-start=&quot;6087&quot; /&gt;
&lt;p data-end=&quot;6136&quot; data-start=&quot;6092&quot;&gt;&lt;b data-end=&quot;6136&quot; data-start=&quot;6092&quot;&gt;Rediscovery During British Colonial Rule&lt;/b&gt;&lt;/p&gt;
&lt;p data-end=&quot;6390&quot; data-start=&quot;6138&quot;&gt;Fast
 forward to the 19th century: the British, with their penchant for 
archaeology and history, stumbled upon Takshila’s ruins. Sir John 
Marshall, then Director-General of the Archaeological Survey of India, 
led extensive excavations beginning in 1913.&lt;/p&gt;
&lt;p data-end=&quot;6725&quot; data-start=&quot;6392&quot;&gt;What
 they unearthed was astonishing: monasteries, stupas, sculptures, coins,
 and remnants of classrooms that confirmed the city&#39;s extraordinary 
academic past. The rediscovery sparked global interest and eventually 
led to Takshila being designated a UNESCO World Heritage Site in 1980, 
cementing its place in world history once again.&lt;/p&gt;
&lt;hr data-end=&quot;6730&quot; data-start=&quot;6727&quot; /&gt;
&lt;p data-end=&quot;6763&quot; data-start=&quot;6732&quot;&gt;&lt;b data-end=&quot;6763&quot; data-start=&quot;6732&quot;&gt;Takshila in Modern Pakistan&lt;/b&gt;&lt;/p&gt;
&lt;p data-end=&quot;6998&quot; data-start=&quot;6765&quot;&gt;Today,
 Takshila rests within the boundaries of Punjab, Pakistan, roughly 30 
kilometers northwest of Islamabad. While its university days are long 
gone, the site attracts tourists, historians, and archaeologists from 
around the world.&lt;/p&gt;
&lt;p data-end=&quot;7280&quot; data-start=&quot;7000&quot;&gt;&lt;/p&gt;
&lt;p data-end=&quot;7585&quot; data-start=&quot;7282&quot;&gt;In
 a poetic twist, Takshila — once a center for uniting scholars from 
across Asia — now sits quietly amidst the hustle of modern-day Pakistan,
 still holding onto secrets from its glorious past, like a retired 
professor who occasionally surprises everyone with his profound insights
 at family gatherings.&lt;/p&gt;
&lt;hr data-end=&quot;7590&quot; data-start=&quot;7587&quot; /&gt;
&lt;p data-end=&quot;7648&quot; data-start=&quot;7592&quot;&gt;&lt;b data-end=&quot;7648&quot; data-start=&quot;7592&quot;&gt;Takshila&#39;s Global Significance in Modern Scholarship&lt;/b&gt;&lt;/p&gt;
&lt;p data-end=&quot;7998&quot; data-start=&quot;7650&quot;&gt;Today,
 Takshila serves as an invaluable subject of study for historians and 
educationists worldwide. Its interdisciplinary approach, combining 
sciences, arts, politics, and philosophy, serves as a model for modern 
universities. Takshila&#39;s influence is seen not only in South Asian 
studies but also in global discourses on ancient education systems.&lt;/p&gt;
&lt;hr data-end=&quot;8003&quot; data-start=&quot;8000&quot; /&gt;
&lt;p data-end=&quot;8059&quot; data-start=&quot;8005&quot;&gt;&lt;b data-end=&quot;8059&quot; data-start=&quot;8005&quot;&gt;Lessons from Takshila for Modern Education Systems&lt;/b&gt;&lt;/p&gt;&lt;p data-end=&quot;8387&quot; data-start=&quot;8061&quot;&gt;Modern
 education can draw several lessons from Takshila: the value of holistic
 education, mentorship-driven learning, and interdisciplinary studies. 
Unlike rigid modern curriculum, Takshila fostered an environment where 
curiosity was the core prerequisite, encouraging students to explore 
diverse fields without restrictions.&lt;/p&gt;&lt;p data-end=&quot;8387&quot; data-start=&quot;8061&quot;&gt;&lt;b data-end=&quot;8833&quot; data-start=&quot;8802&quot;&gt;Takshila in Popular Culture&lt;/b&gt;&lt;/p&gt;
&lt;p data-end=&quot;9146&quot; data-start=&quot;8835&quot;&gt;Takshila
 continues to capture imaginations in books, films, and documentaries. 
It is often romanticized as the cradle of wisdom and an idealistic 
beacon of ancient Indian knowledge. Its legacy also finds mention in 
nationalist narratives emphasizing India’s rich historical contributions
 to global civilization.&lt;/p&gt;
&lt;hr data-end=&quot;9151&quot; data-start=&quot;9148&quot; /&gt;
&lt;p data-end=&quot;9204&quot; data-start=&quot;9153&quot;&gt;&lt;b data-end=&quot;9204&quot; data-start=&quot;9153&quot;&gt;Conclusion: Preserving the Heritage of Takshila&lt;/b&gt;&lt;/p&gt;
&lt;p data-end=&quot;9536&quot; data-start=&quot;9206&quot;&gt;Takshila
 stands as a testament to the timeless pursuit of knowledge. While 
empires have risen and fallen, and while it now sits within modern 
Pakistan&#39;s borders, its intellectual spirit transcends geography and 
politics. Preserving Takshila is not merely about conserving ruins but 
honoring humanity’s collective quest for wisdom. The Ancient Glory of 
Akhanda Bharta (United India) is still reflects in Takshila&#39;s Ruins.&lt;/p&gt;
&lt;hr data-end=&quot;9541&quot; data-start=&quot;9538&quot; /&gt;
&lt;p data-end=&quot;9566&quot; data-start=&quot;9543&quot;&gt;&lt;b data-end=&quot;9566&quot; data-start=&quot;9543&quot;&gt;FAQs About Takshila&lt;/b&gt;&lt;/p&gt;
&lt;ul data-end=&quot;10238&quot; data-start=&quot;9568&quot;&gt;&lt;li data-end=&quot;9733&quot; data-start=&quot;9568&quot;&gt;
&lt;p data-end=&quot;9733&quot; data-start=&quot;9570&quot;&gt;&lt;b data-end=&quot;9622&quot; data-start=&quot;9570&quot;&gt;Is Takshila really the world’s first university?&lt;/b&gt;&lt;br data-end=&quot;9625&quot; data-start=&quot;9622&quot; /&gt;
While definitions vary, it is widely recognized as one of the earliest centers of organized higher learning.&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;9850&quot; data-start=&quot;9735&quot;&gt;
&lt;p data-end=&quot;9850&quot; data-start=&quot;9737&quot;&gt;&lt;b data-end=&quot;9782&quot; data-start=&quot;9737&quot;&gt;Who were the famous teachers at Takshila?&lt;/b&gt;&lt;br data-end=&quot;9785&quot; data-start=&quot;9782&quot; /&gt;
Renowned scholars like Chanakya, Panini, and Charaka taught here.&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;9973&quot; data-start=&quot;9852&quot;&gt;
&lt;p data-end=&quot;9973&quot; data-start=&quot;9854&quot;&gt;&lt;b data-end=&quot;9892&quot; data-start=&quot;9854&quot;&gt;Can tourists visit Takshila today?&lt;/b&gt;&lt;br data-end=&quot;9895&quot; data-start=&quot;9892&quot; /&gt;
Yes, several well-preserved sites are open to visitors in modern-day Pakistan.&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;10115&quot; data-start=&quot;9975&quot;&gt;
&lt;p data-end=&quot;10115&quot; data-start=&quot;9977&quot;&gt;&lt;b data-end=&quot;10019&quot; data-start=&quot;9977&quot;&gt;What subjects were taught at Takshila?&lt;/b&gt;&lt;br data-end=&quot;10022&quot; data-start=&quot;10019&quot; /&gt;
A wide array including medicine, political science, arts, philosophy, martial arts, and more.&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;10238&quot; data-start=&quot;10117&quot;&gt;
&lt;p data-end=&quot;10238&quot; data-start=&quot;10119&quot;&gt;&lt;b data-end=&quot;10148&quot; data-start=&quot;10119&quot;&gt;Why did Takshila decline?&lt;/b&gt;&lt;br data-end=&quot;10151&quot; data-start=&quot;10148&quot; /&gt;
Repeated invasions and political instability led to its gradual decline over centuries.&lt;/p&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://indianhistoryforu.blogspot.com/feeds/8162423129821297186/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://indianhistoryforu.blogspot.com/2025/06/the-timeless-legacy-of-taxila-takshila.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/8162423129821297186'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/8162423129821297186'/><link rel='alternate' type='text/html' href='http://indianhistoryforu.blogspot.com/2025/06/the-timeless-legacy-of-taxila-takshila.html' title='The Timeless Legacy of Taxila (Takshila) : Akhanda Bharat ( United India ) to Modern Pakistan'/><author><name>silenceofdark29@gmail.com</name><uri>http://www.blogger.com/profile/13997437729578892124</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRsImLFVNfH8sgVxzkD47qW8IfjisZJ1d-pl8gkptaThmWj6rIJ0zLWRSM4s6wBKsQXZ1FfQ6sGdumj_F_n9R8Vz_5fhNGy7SM4Pz3-aEfdmLB4A5Xm-ocHy95ernSI9sjDK1HcZp7rdCS-gomr0tKVZ2xZu6u0qvsSJdJaFiVbn_c8TDiM9aYwA7789Lr/s72-w515-h279-c/Unknown-facts-a36306.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7770109823954046255.post-4871898857802772360</id><published>2023-06-06T08:27:00.001+05:30</published><updated>2023-06-06T08:27:27.747+05:30</updated><title type='text'>Max muller and India </title><content type='html'>&lt;div class=&quot;flex flex-grow flex-col gap-3&quot;&gt;&lt;div class=&quot;min-h-[20px] flex flex-col items-start gap-4 whitespace-pre-wrap break-words&quot;&gt;&lt;div class=&quot;markdown prose w-full break-words dark:prose-invert light&quot;&gt;&lt;p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiLvxP9Tc1nilTXySwAzhL1IVtAGRFCQ90HEOA8AIt6NYR9W5RRdDAdbR1tHfBPqT6resyhNMgjNthlhapj2irdaJT726x9-IRwsKO3t5g2K_zPZDtoiI2_L_F4XOPQRjKDPtWONw3zhDQg7yce1LXa7qV3rGQXh3elSBHesLJsgvkf65IPgachHSE3JA&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
    &lt;img border=&quot;0&quot;   src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiLvxP9Tc1nilTXySwAzhL1IVtAGRFCQ90HEOA8AIt6NYR9W5RRdDAdbR1tHfBPqT6resyhNMgjNthlhapj2irdaJT726x9-IRwsKO3t5g2K_zPZDtoiI2_L_F4XOPQRjKDPtWONw3zhDQg7yce1LXa7qV3rGQXh3elSBHesLJsgvkf65IPgachHSE3JA&quot; width=&quot;400&quot;&gt;
  &lt;/a&gt;
&lt;/div&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;Max Müller, a German scholar, played a significant role in the study of Indian history, culture, and religion. His contributions have had a lasting impact on the understanding and appreciation of Indian civilization. However, it is important to note that Müller&#39;s views and interpretations were not without controversy, and his work can be seen within the context of colonial attitudes and the broader field of Orientalism.&lt;/p&gt;&lt;p&gt;Max Müller&#39;s engagement with India primarily revolved around his studies of ancient Indian texts, particularly the Vedas. He dedicated a significant part of his career to translating and interpreting Vedic literature. His translations helped make these ancient texts more accessible to a wider audience, both within and outside of India. Müller&#39;s work was influential in fostering an interest in ancient Indian philosophy, religion, and literature in the Western world.&lt;/p&gt;&lt;p&gt;One of the key contributions of Müller was his emphasis on the importance of comparative mythology and comparative religion. He believed that by comparing various mythologies and religious traditions, one could uncover common elements and underlying truths. This approach influenced subsequent generations of scholars and helped create a foundation for the academic study of religions.&lt;/p&gt;&lt;p&gt;However, it is worth noting that some of Müller&#39;s views and interpretations have been criticized for their biases and colonial context. Müller saw Indian civilization as inherently different and inferior to Western civilization, and he viewed Hinduism as a primitive and decaying religion. His perspectives were influenced by the prevailing colonial attitudes and Orientalist discourses that often portrayed non-Western cultures as exotic or backward.&lt;/p&gt;&lt;p&gt;Despite these criticisms, Müller&#39;s work remains significant in the history of Indology and the study of Indian culture. His translations and studies laid the groundwork for future scholarship, and his efforts contributed to a broader awareness and appreciation of Indian heritage. It is important, however, to approach his work critically, recognizing the limitations of his perspectives and the broader colonial context in which he operated.&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://indianhistoryforu.blogspot.com/feeds/4871898857802772360/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://indianhistoryforu.blogspot.com/2023/06/max-muller-and-india.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/4871898857802772360'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/4871898857802772360'/><link rel='alternate' type='text/html' href='http://indianhistoryforu.blogspot.com/2023/06/max-muller-and-india.html' title='Max muller and India '/><author><name>silenceofdark29@gmail.com</name><uri>http://www.blogger.com/profile/13997437729578892124</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEiLvxP9Tc1nilTXySwAzhL1IVtAGRFCQ90HEOA8AIt6NYR9W5RRdDAdbR1tHfBPqT6resyhNMgjNthlhapj2irdaJT726x9-IRwsKO3t5g2K_zPZDtoiI2_L_F4XOPQRjKDPtWONw3zhDQg7yce1LXa7qV3rGQXh3elSBHesLJsgvkf65IPgachHSE3JA=s72-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7770109823954046255.post-4084075479475811509</id><published>2023-06-06T08:14:00.001+05:30</published><updated>2023-06-06T08:14:35.774+05:30</updated><title type='text'>British Governor Generals and  Welfare measures in Indian society During Colonial period. </title><content type='html'>&lt;div class=&quot;flex flex-grow flex-col gap-3&quot;&gt;&lt;div class=&quot;min-h-[20px] flex flex-col items-start gap-4 whitespace-pre-wrap break-words&quot;&gt;&lt;div class=&quot;markdown prose w-full break-words dark:prose-invert light&quot;&gt;&lt;p&gt;During the period of British colonial rule in India, there were several British governors who implemented positive reforms that had a significant impact on various aspects of Indian society. Here are some notable British governors in India and their positive reforms:&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiDOVGqaNxGjCdQNwltLV8wlko9T1WvRiECEz3pUx_nzv-6gHO4fcFq7igagKgJBT2hIvr-qGULCcCqypxgmyrg64cV-7XuHLZV0UcQ1_mxu3uP5oCAC8yAOUtaq4-qnpxcI_LOZVdm5WlKRggMmueud9M-syuhQYANNVEjIGfR324PnI6iVyEs3uDAAw&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
    &lt;img border=&quot;0&quot;   src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiDOVGqaNxGjCdQNwltLV8wlko9T1WvRiECEz3pUx_nzv-6gHO4fcFq7igagKgJBT2hIvr-qGULCcCqypxgmyrg64cV-7XuHLZV0UcQ1_mxu3uP5oCAC8yAOUtaq4-qnpxcI_LOZVdm5WlKRggMmueud9M-syuhQYANNVEjIGfR324PnI6iVyEs3uDAAw&quot; width=&quot;400&quot;&gt;
  &lt;/a&gt;
&lt;/div&gt;&lt;br&gt;&lt;/p&gt;&lt;ol&gt;&lt;li&gt;&lt;p&gt;Lord William Bentinck (1828-1835):&lt;/p&gt;&lt;/li&gt;&lt;ul&gt;&lt;li&gt;Abolition of Sati: Bentinck banned the practice of Sati, the act of a widow self-immolating on her husband&#39;s funeral pyre, which was a significant step towards women&#39;s rights and ending harmful traditions.&lt;/li&gt;&lt;li&gt;Suppression of Thugs: He initiated efforts to suppress the notorious Thuggee cult, which was involved in robberies and murders across India, leading to a decline in their activities.&lt;/li&gt;&lt;li&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhXkAomOVaq7mkJSGcTzLj-b1SW3qdISjA-x1DNQLPXXvotO0QdkQ5-dAdgOurEuXp2GYY6DOQrEHUj0Num8hgzFwtnVm2jfvCcNCW7d6bS0EvO3iiIIYkN2Q_MVAhTseRWPlwTOcS5G3MNOpfh5J0Hx8UiSTfBQgsMRoDTlWAWeZWcuIMARksvsxlyOQ&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
    &lt;img border=&quot;0&quot;   src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhXkAomOVaq7mkJSGcTzLj-b1SW3qdISjA-x1DNQLPXXvotO0QdkQ5-dAdgOurEuXp2GYY6DOQrEHUj0Num8hgzFwtnVm2jfvCcNCW7d6bS0EvO3iiIIYkN2Q_MVAhTseRWPlwTOcS5G3MNOpfh5J0Hx8UiSTfBQgsMRoDTlWAWeZWcuIMARksvsxlyOQ&quot; width=&quot;400&quot;&gt;
  &lt;/a&gt;
&lt;/div&gt;&lt;br&gt;&lt;/li&gt;&lt;/ul&gt;&lt;li&gt;&lt;p&gt;Lord Dalhousie (1848-1856):&lt;/p&gt;&lt;ul&gt;&lt;li&gt;Modernization of Infrastructure: Dalhousie played a crucial role in developing modern infrastructure in India. He introduced the railways, telegraph, and postal systems, which greatly improved communication and transportation.&lt;/li&gt;&lt;li&gt;Educational Reforms: He encouraged the spread of education by establishing several schools and colleges, including the renowned Indian Engineering College at Roorkee and the University of Bombay.&lt;/li&gt;&lt;li&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjqhOrJ3GM3n0TrOyDh-PxHrOAyv5JCYdxsbufFEDqQdvC1fHlSS5Q1FzDkmKieau3i_IreYlb6yYN5VTwe1eiipQNmRWjFc8Yb_qx3DTSZWn6O6djZ0ZUiWeCPYv9v4-ExlbFv_P5OvQuAjpXSEUjVb6FvlO2Vbr_aPGaQYDusRtDxeSe6rhDJtLD0yw&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
    &lt;img border=&quot;0&quot;   src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjqhOrJ3GM3n0TrOyDh-PxHrOAyv5JCYdxsbufFEDqQdvC1fHlSS5Q1FzDkmKieau3i_IreYlb6yYN5VTwe1eiipQNmRWjFc8Yb_qx3DTSZWn6O6djZ0ZUiWeCPYv9v4-ExlbFv_P5OvQuAjpXSEUjVb6FvlO2Vbr_aPGaQYDusRtDxeSe6rhDJtLD0yw&quot; width=&quot;400&quot;&gt;
  &lt;/a&gt;
&lt;/div&gt;&lt;br&gt;&lt;/li&gt;&lt;/ul&gt;&lt;/li&gt;&lt;li&gt;&lt;p&gt;Lord Ripon (1880-1884):&lt;/p&gt;&lt;ul&gt;&lt;li&gt;Local Self-Government: Ripon introduced the concept of local self-government or municipal governance in India. The Local Self-Government Act of 1882 allowed Indians to participate in the administration of their towns and cities.&lt;/li&gt;&lt;li&gt;Reduction of Salt Tax: He reduced the tax on salt, which was a significant burden on the poor, making it more affordable and accessible to the general population.&lt;/li&gt;&lt;li&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgBi7ONG8pt77xftd5SG2lluWEYfgibLE3bgO1wxP-Pyi_-lc0fSkjApTjZUPQNoBbydch5kqTnh-susu9LuHU_3auUhxT5hU0r7ShGLxGw--DNbKcc_OM7hEXiKc9fikz8GGeVG0vGFTyoCf88ttApKFFEjg4bogI563rdzVcDz1Z8Y92aqFO8Qan61A&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
    &lt;img border=&quot;0&quot;   src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgBi7ONG8pt77xftd5SG2lluWEYfgibLE3bgO1wxP-Pyi_-lc0fSkjApTjZUPQNoBbydch5kqTnh-susu9LuHU_3auUhxT5hU0r7ShGLxGw--DNbKcc_OM7hEXiKc9fikz8GGeVG0vGFTyoCf88ttApKFFEjg4bogI563rdzVcDz1Z8Y92aqFO8Qan61A&quot; width=&quot;400&quot;&gt;
  &lt;/a&gt;
&lt;/div&gt;&lt;br&gt;&lt;/li&gt;&lt;/ul&gt;&lt;/li&gt;&lt;li&gt;&lt;p&gt;Lord Curzon (1899-1905):&lt;/p&gt;&lt;ul&gt;&lt;li&gt;Archaeological Conservation: Curzon took initiatives to conserve and protect India&#39;s rich cultural heritage. He established the Archaeological Survey of India and enacted the Ancient Monuments Preservation Act, which safeguarded historical sites.&lt;/li&gt;&lt;li&gt;University Reforms: He introduced reforms in the Indian university system, emphasizing academic standards, improving infrastructure, and promoting research. This laid the foundation for the growth of higher education in India.&lt;/li&gt;&lt;li&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgFWS614_hTEVCJ8TKHt1l-7bqXegXWBsvelCALsyfo4Vh9s1pbMP1cZx_B2jn4qLdc1oZaZPgyl03rVkegXMP5y_uetpyLZCRdPrAnnWfrDppPkSZSAd9bRscm7yb2hTHyZJIThrBb4jwEL42E-q0ltCAnwPtjqvZYqJEzzSIR3Ef6qsggt_SnbnxBgA&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
    &lt;img border=&quot;0&quot;   src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgFWS614_hTEVCJ8TKHt1l-7bqXegXWBsvelCALsyfo4Vh9s1pbMP1cZx_B2jn4qLdc1oZaZPgyl03rVkegXMP5y_uetpyLZCRdPrAnnWfrDppPkSZSAd9bRscm7yb2hTHyZJIThrBb4jwEL42E-q0ltCAnwPtjqvZYqJEzzSIR3Ef6qsggt_SnbnxBgA&quot; width=&quot;400&quot;&gt;
  &lt;/a&gt;
&lt;/div&gt;&lt;br&gt;&lt;/li&gt;&lt;/ul&gt;&lt;/li&gt;&lt;li&gt;&lt;p&gt;Lord Willingdon (1931-1936):&lt;/p&gt;&lt;ul&gt;&lt;li&gt;Labor Reforms: Willingdon implemented various labor reforms to improve working conditions and protect workers&#39; rights. He introduced the Trade Disputes Act and the Madras Labor Welfare Fund Act, among others.&lt;/li&gt;&lt;li&gt;Agricultural Reforms: He introduced measures to alleviate the agrarian crisis, including the Madras Agriculturists&#39; Relief Act, which aimed to provide debt relief to farmers.&lt;/li&gt;&lt;/ul&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p&gt;It is worth noting that while these governors introduced positive reforms, the overall impact of British colonial rule in India was mixed, and it also had many negative consequences for the country. The reforms mentioned here should be seen in the context of the larger colonial system and its complexities.&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://indianhistoryforu.blogspot.com/feeds/4084075479475811509/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://indianhistoryforu.blogspot.com/2023/06/british-governor-generals-and-welfare.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/4084075479475811509'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/4084075479475811509'/><link rel='alternate' type='text/html' href='http://indianhistoryforu.blogspot.com/2023/06/british-governor-generals-and-welfare.html' title='British Governor Generals and  Welfare measures in Indian society During Colonial period. '/><author><name>silenceofdark29@gmail.com</name><uri>http://www.blogger.com/profile/13997437729578892124</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEiDOVGqaNxGjCdQNwltLV8wlko9T1WvRiECEz3pUx_nzv-6gHO4fcFq7igagKgJBT2hIvr-qGULCcCqypxgmyrg64cV-7XuHLZV0UcQ1_mxu3uP5oCAC8yAOUtaq4-qnpxcI_LOZVdm5WlKRggMmueud9M-syuhQYANNVEjIGfR324PnI6iVyEs3uDAAw=s72-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7770109823954046255.post-4461247050639735167</id><published>2023-06-05T08:04:00.001+05:30</published><updated>2023-06-05T08:04:16.510+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Algebra"/><category scheme="http://www.blogger.com/atom/ns#" term="arithmetic"/><category scheme="http://www.blogger.com/atom/ns#" term="arithmetic progression"/><category scheme="http://www.blogger.com/atom/ns#" term="Cosine"/><category scheme="http://www.blogger.com/atom/ns#" term="decimal system"/><category scheme="http://www.blogger.com/atom/ns#" term="geometry"/><category scheme="http://www.blogger.com/atom/ns#" term="Mathmatics"/><category scheme="http://www.blogger.com/atom/ns#" term="quadratic equations"/><category scheme="http://www.blogger.com/atom/ns#" term="trigonometric series"/><category scheme="http://www.blogger.com/atom/ns#" term="trigonometry"/><title type='text'>Mathmatical Achievements in Ancient India </title><content type='html'>&lt;div class=&quot;flex flex-grow flex-col gap-3&quot;&gt;&lt;div class=&quot;min-h-[20px] flex flex-col items-start gap-4 whitespace-pre-wrap break-words&quot;&gt;&lt;div class=&quot;markdown prose w-full break-words dark:prose-invert light&quot;&gt;&lt;p&gt;Ancient India made significant mathematical achievements, contributing to the development of various mathematical concepts and formulas. Here are some notable mathematical achievements and formulas from ancient India:&lt;/p&gt;&lt;ol&gt;&lt;li&gt;&lt;p&gt;Indian numerals: Ancient India is credited with the development of the decimal numeral system. The concept of zero as a placeholder and the use of positional notation revolutionized mathematics. These numerals, including the digits 0-9, are commonly known as Arabic numerals today.&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p&gt;Aryabhata&#39;s sine formula: Aryabhata, an Indian mathematician and astronomer from the 5th century, derived a formula to calculate the approximate values of sines. His formula, known as the sine table, provided a way to compute the values of trigonometric functions.&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p&gt;Brahmagupta&#39;s formula for cyclic quadrilaterals: Brahmagupta, an Indian mathematician from the 7th century, developed a formula for calculating the area of cyclic quadrilaterals. The formula, known as Brahmagupta&#39;s formula, involves the lengths of the sides of the quadrilateral and its semiperimeter.&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p&gt;Bhaskara&#39;s quadratic equation: Bhaskara II, also known as Bhaskaracharya, was a renowned Indian mathematician and astronomer from the 12th century. He derived a general formula to solve quadratic equations, known as Bhaskara&#39;s formula or the quadratic formula. It is widely used to find the roots of quadratic equations.&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p&gt;Madhava&#39;s series for trigonometric functions: Madhava of Sangamagrama, a mathematician and astronomer from the 14th century, is credited with discovering infinite series for trigonometric functions like sine, cosine, and arctangent. These series, known as Madhava series, provided accurate approximations of these functions.&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p&gt;Zero and place value system: Although not a specific formula, the concept of zero and the place value system introduced by ancient Indian mathematicians were groundbreaking. It revolutionized mathematical calculations, making complex computations easier and more efficient.&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p&gt;These are just a few examples of the mathematical achievements and formulas from ancient India. Indian mathematicians made significant contributions in various other areas such as algebra, geometry, number theory, and more. Their discoveries and formulas continue to influence mathematics to this day.&lt;/p&gt;&lt;p&gt;few examples:&lt;/p&gt;&lt;ol&gt;&lt;li&gt;&lt;p&gt;Decimal System and Place Value: The development of the decimal system and the concept of place value in ancient India laid the foundation for modern number systems. The use of zero as a placeholder and the positional notation system enabled efficient and accurate calculations, forming the basis of arithmetic operations in modern mathematics.&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p&gt;Algebraic Concepts: Ancient Indian mathematicians made significant contributions to algebraic concepts and formulas. For instance:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;&lt;p&gt;Quadratic Equations: Bhaskara&#39;s formula, derived by Bhaskara II in the 12th century, is used to find the roots of quadratic equations in modern mathematics.&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p&gt;Arithmetic Progression: Ancient Indian mathematicians formulated rules and formulas for arithmetic progressions. For example, the formula to find the sum of an arithmetic series is attributed to Aryabhata.&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p&gt;Geometric Progression: Ancient Indian mathematicians also worked on geometric progressions. They derived formulas for finding the sum of a geometric series and the infinite geometric series.&lt;/p&gt;&lt;/li&gt;&lt;/ul&gt;&lt;/li&gt;&lt;li&gt;&lt;p&gt;Trigonometry: Trigonometry was highly developed in ancient India, and several important formulas were discovered. Some of these formulas are still used in modern trigonometry, including:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;&lt;p&gt;Sine and Cosine Functions: Aryabhata&#39;s sine formula, developed in the 5th century, provided an approximation for calculating sines. It contributed to the development of trigonometric functions used today.&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p&gt;Trigonometric Series: Madhava&#39;s series, discovered by Madhava of Sangamagrama in the 14th century, were infinite series expansions for trigonometric functions such as sine, cosine, and arctangent. These series laid the groundwork for the study of infinite series and calculus.&lt;/p&gt;&lt;/li&gt;&lt;/ul&gt;&lt;/li&gt;&lt;li&gt;&lt;p&gt;Geometry: Ancient Indian mathematicians made advancements in geometry, including the development of formulas and concepts such as:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;&lt;p&gt;Area of a Triangle: Brahmagupta&#39;s formula, formulated by Brahmagupta in the 7th century, gives the area of a triangle in terms of its side lengths.&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p&gt;Pythagorean Theorem: Although known in other ancient civilizations as well, the Pythagorean theorem, which states that in a right-angled triangle, the square of the hypotenuse is equal to the sum of the squares of the other two sides, was also known in ancient India.&lt;/p&gt;&lt;/li&gt;&lt;/ul&gt;&lt;/li&gt;&lt;/ol&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;flex justify-between lg:block&quot;&gt;&lt;div class=&quot;text-xs flex items-center justify-center gap-1 self-center pt-2 !invisible&quot;&gt;&lt;/div&gt;&lt;/div&gt;&lt;span class=&quot;flex-grow flex-shrink-0&quot;&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://indianhistoryforu.blogspot.com/feeds/4461247050639735167/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://indianhistoryforu.blogspot.com/2023/06/mathmatical-achievements-in-ancient.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/4461247050639735167'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/4461247050639735167'/><link rel='alternate' type='text/html' href='http://indianhistoryforu.blogspot.com/2023/06/mathmatical-achievements-in-ancient.html' title='Mathmatical Achievements in Ancient India '/><author><name>silenceofdark29@gmail.com</name><uri>http://www.blogger.com/profile/13997437729578892124</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7770109823954046255.post-9082103257498953810</id><published>2023-06-05T07:56:00.002+05:30</published><updated>2023-06-05T15:56:32.559+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Chera"/><category scheme="http://www.blogger.com/atom/ns#" term="Chola"/><category scheme="http://www.blogger.com/atom/ns#" term="Maratha"/><category scheme="http://www.blogger.com/atom/ns#" term="South india"/><category scheme="http://www.blogger.com/atom/ns#" term="Vijayanagar"/><title type='text'>Naval Conquests of South Indian Kingdoms </title><content type='html'>&lt;div class=&quot;flex flex-grow flex-col gap-3&quot;&gt;&lt;div class=&quot;min-h-[20px] flex flex-col items-start gap-4 whitespace-pre-wrap break-words&quot;&gt;&lt;div class=&quot;markdown prose w-full break-words dark:prose-invert light&quot;&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgsPRvw94AzTIMAeIk7CjPGXksQjnLWOchinVM_4lJbKOD6W7SRBaLCoaJenCSVw5JU2cVixdRaw0k-tuWTzLplzy7heipjRKD7NwEi5N4jPG_Sbq9cWh9sLZzzRCtCYvqzFRVHaJQ22GkQDeeV2vyivcbBxAdgqnh2VsJTbeTGsM8JV0f0AKXNlvlnTQ&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
    &lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgsPRvw94AzTIMAeIk7CjPGXksQjnLWOchinVM_4lJbKOD6W7SRBaLCoaJenCSVw5JU2cVixdRaw0k-tuWTzLplzy7heipjRKD7NwEi5N4jPG_Sbq9cWh9sLZzzRCtCYvqzFRVHaJQ22GkQDeeV2vyivcbBxAdgqnh2VsJTbeTGsM8JV0f0AKXNlvlnTQ&quot; width=&quot;400&quot;&gt;
  &lt;/a&gt;
&lt;/div&gt;&lt;br&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;South India has a rich history of powerful kingdoms and naval conquests. Here are a few notable South Indian kingdoms and their naval exploits:&lt;/p&gt;&lt;ol&gt;&lt;li&gt;&lt;p&gt;Chola Dynasty: The Chola Dynasty, which thrived from the 9th to the 13th centuries, was known for its maritime achievements and naval conquests. The Chola kings built a formidable navy that dominated the Indian Ocean trade routes. They conducted successful naval expeditions to various regions, including Sri Lanka, Southeast Asia, and the Maldives. The Cholas also established overseas colonies and exerted influence over neighboring kingdoms.&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p&gt;Pandya Dynasty: The Pandya Dynasty, another prominent kingdom in South India, had a strong naval presence. The Pandyas engaged in maritime trade and built a powerful navy to protect their interests. They conducted naval expeditions to Sri Lanka and Southeast Asia, establishing trade links and cultural exchanges with these regions.&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p&gt;Chera Dynasty: The Chera Dynasty, located in present-day Kerala, was also involved in maritime trade and naval activities. The Cheras established trade connections with ancient Rome and the Arab world, facilitating the exchange of goods and ideas. They were known for their proficiency in shipbuilding and seafaring.&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p&gt;Vijayanagara Empire: The Vijayanagara Empire, which flourished from the 14th to the 17th centuries, had a substantial naval force. The empire controlled major ports along the western coast of South India, such as Calicut and Goa, and engaged in maritime trade with merchants from the Middle East, Europe, and other parts of Asia.&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p&gt;Maratha Empire: Although the Maratha Empire was primarily based in Western India, it extended its influence to parts of South India. The Marathas had a formidable navy known as the Maratha Navy or Maratha Sarkhel. They conducted naval campaigns along the western and eastern coasts of India, asserting control over key ports and trade routes.&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p&gt;These South Indian kingdoms&#39; naval conquests and maritime activities were instrumental in establishing trade networks, cultural exchanges, and political influence across the Indian Ocean. They played a significant role in shaping the region&#39;s history, economy, and cultural heritage.&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://indianhistoryforu.blogspot.com/feeds/9082103257498953810/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://indianhistoryforu.blogspot.com/2023/06/naval-conquests-of-south-indian-kingdoms.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/9082103257498953810'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/9082103257498953810'/><link rel='alternate' type='text/html' href='http://indianhistoryforu.blogspot.com/2023/06/naval-conquests-of-south-indian-kingdoms.html' title='Naval Conquests of South Indian Kingdoms '/><author><name>silenceofdark29@gmail.com</name><uri>http://www.blogger.com/profile/13997437729578892124</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEgsPRvw94AzTIMAeIk7CjPGXksQjnLWOchinVM_4lJbKOD6W7SRBaLCoaJenCSVw5JU2cVixdRaw0k-tuWTzLplzy7heipjRKD7NwEi5N4jPG_Sbq9cWh9sLZzzRCtCYvqzFRVHaJQ22GkQDeeV2vyivcbBxAdgqnh2VsJTbeTGsM8JV0f0AKXNlvlnTQ=s72-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7770109823954046255.post-3895980044330033445</id><published>2023-06-05T07:51:00.001+05:30</published><updated>2023-06-05T07:51:24.780+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="china"/><category scheme="http://www.blogger.com/atom/ns#" term="culture"/><category scheme="http://www.blogger.com/atom/ns#" term="India"/><category scheme="http://www.blogger.com/atom/ns#" term="Silk route"/><category scheme="http://www.blogger.com/atom/ns#" term="trade"/><title type='text'>Silk Route and India </title><content type='html'>&lt;div class=&quot;flex flex-grow flex-col gap-3&quot;&gt;&lt;div class=&quot;min-h-[20px] flex flex-col items-start gap-4 whitespace-pre-wrap break-words&quot;&gt;&lt;div class=&quot;markdown prose w-full break-words dark:prose-invert light&quot;&gt;&lt;p&gt;The Silk Road was an ancient network of trade routes that connected various regions of Asia, including India. It played a crucial role in facilitating cultural exchange, economic activity, and the spread of ideas between different civilizations.&lt;/p&gt;&lt;p&gt;India was an integral part of the Silk Road network, and its location made it a significant hub for trade and cultural interaction. The Silk Road routes connected India with Central Asia, the Middle East, and beyond, allowing the exchange of goods, technologies, religions, and philosophies.&lt;/p&gt;&lt;p&gt;Indian merchants were actively involved in the trade along the Silk Road, exporting commodities such as textiles, spices, precious stones, and medicinal plants. These goods were highly sought after in distant markets, and their trade brought wealth and prosperity to Indian cities and regions.&lt;/p&gt;&lt;p&gt;The Silk Road also facilitated the spread of Buddhism from India to other parts of Asia. Buddhist missionaries and pilgrims traveled along the routes, spreading their teachings and establishing monasteries in various regions. The transmission of Buddhism through the Silk Road played a crucial role in its popularity and adoption in countries like China, Central Asia, and Southeast Asia.&lt;/p&gt;&lt;p&gt;Additionally, the Silk Road allowed for the exchange of knowledge and ideas between India and other civilizations. Scholars and intellectuals from India traveled to different parts of the Silk Road, sharing knowledge in fields such as mathematics, astronomy, medicine, and philosophy.&lt;/p&gt;&lt;p&gt;The Silk Road&#39;s influence on India was not limited to trade and cultural exchange. The interactions along these routes also had an impact on Indian art, architecture, language, and religious practices. For instance, the art and architecture of the Gandhara region in present-day Pakistan, which was a prominent Buddhist center along the Silk Road, showcased a unique fusion of Indian and Hellenistic artistic styles.&lt;/p&gt;&lt;p&gt;Overall, the Silk Road played a significant role in connecting India with the wider world, fostering trade, cultural exchange, and the spread of ideas across continents. It contributed to the rich tapestry of India&#39;s history and influenced various aspects of its civilization.&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://indianhistoryforu.blogspot.com/feeds/3895980044330033445/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://indianhistoryforu.blogspot.com/2023/06/silk-route-and-india.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/3895980044330033445'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/3895980044330033445'/><link rel='alternate' type='text/html' href='http://indianhistoryforu.blogspot.com/2023/06/silk-route-and-india.html' title='Silk Route and India '/><author><name>silenceofdark29@gmail.com</name><uri>http://www.blogger.com/profile/13997437729578892124</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7770109823954046255.post-3249276136481146875</id><published>2023-06-05T07:48:00.002+05:30</published><updated>2023-06-05T15:59:56.156+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Ashvaghosha"/><category scheme="http://www.blogger.com/atom/ns#" term="Central Parsva"/><category scheme="http://www.blogger.com/atom/ns#" term="Charaka"/><category scheme="http://www.blogger.com/atom/ns#" term="Chinese Tribes"/><category scheme="http://www.blogger.com/atom/ns#" term="Kanishka"/><category scheme="http://www.blogger.com/atom/ns#" term="Mathara.  the Greek engineer Agesilaus."/><category scheme="http://www.blogger.com/atom/ns#" term="Nagarjuna"/><category scheme="http://www.blogger.com/atom/ns#" term="Vasumitra"/><category scheme="http://www.blogger.com/atom/ns#" term="Yueh-chi"/><title type='text'>The King Kanishka: Greatest Among the  Yueh-chi tribes.</title><content type='html'>&lt;div class=&quot;flex flex-grow flex-col gap-3&quot;&gt;&lt;div class=&quot;min-h-[20px] flex flex-col items-start gap-4 whitespace-pre-wrap break-words&quot;&gt;&lt;div class=&quot;markdown prose w-full break-words dark:prose-invert light&quot;&gt;&lt;p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEj7-IW-S0pCIE55wFY1vFME4amuMkuHMYRJba8rZWH1EcRwS00rqVCh0_3sFgP7ql-8s9sF5MUV7xHuDKFLUD2gEUIq--cT93cYJg1-FY4U8HX0hVz8up_CdBl3WPnfyfnjb1HauPWF-h6KgaLppB3SsGDQkHV-8vFLtJWoxj4PMMKP1wpYlgmItOpKxw&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
    &lt;img border=&quot;0&quot;   src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEj7-IW-S0pCIE55wFY1vFME4amuMkuHMYRJba8rZWH1EcRwS00rqVCh0_3sFgP7ql-8s9sF5MUV7xHuDKFLUD2gEUIq--cT93cYJg1-FY4U8HX0hVz8up_CdBl3WPnfyfnjb1HauPWF-h6KgaLppB3SsGDQkHV-8vFLtJWoxj4PMMKP1wpYlgmItOpKxw&quot; width=&quot;400&quot;&gt;
  &lt;/a&gt;
&lt;/div&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEifn5fR9xoD-xuVWeHNPesoL-IG9nbmrTbpj12qZtbsHpML-_n4S0kYOKLiU7Eo9u2IL8253NBu6zyPS_X-uBPKF6wpQtxQxhFMtndmv-0RJ13w2ImqjEn14XVbFRvuhD9PTEOSzcv555870mU-XxXDxp6q3Fy21QOEJKsF8jCgal7EJjbb76XKh0C1BA&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
    &lt;img border=&quot;0&quot;   src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEifn5fR9xoD-xuVWeHNPesoL-IG9nbmrTbpj12qZtbsHpML-_n4S0kYOKLiU7Eo9u2IL8253NBu6zyPS_X-uBPKF6wpQtxQxhFMtndmv-0RJ13w2ImqjEn14XVbFRvuhD9PTEOSzcv555870mU-XxXDxp6q3Fy21QOEJKsF8jCgal7EJjbb76XKh0C1BA&quot; width=&quot;400&quot;&gt;
  &lt;/a&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEg4iBpZzStCf0uAkrR5-pkVxFgZYHXjQfzGnV-9G-zldm-Kq46sLRBOxsoqJow8KrkUqJ26zSFjc8p8zvUt-_XCxGcxPz4Nlw8mDUZ4ft7YTVPq0LrCHsnA-OoQIL0iWGCMn9uEWgDecXFjjNtlxyWS6C30e7vWpTBNgPjeBhMWT7vPtecP-KYv4HGfOQ&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
    &lt;img border=&quot;0&quot;   src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEg4iBpZzStCf0uAkrR5-pkVxFgZYHXjQfzGnV-9G-zldm-Kq46sLRBOxsoqJow8KrkUqJ26zSFjc8p8zvUt-_XCxGcxPz4Nlw8mDUZ4ft7YTVPq0LrCHsnA-OoQIL0iWGCMn9uEWgDecXFjjNtlxyWS6C30e7vWpTBNgPjeBhMWT7vPtecP-KYv4HGfOQ&quot; width=&quot;400&quot;&gt;
  &lt;/a&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiHXYTwvOynyg9N_q0hqj-fpzWCPbsyZALlWPGTBA7cr-qiLrggd3EP1IhCyEhRyhqD9zaUWQEkrOsVlc_gPpqFxezrpOlX9ub5INIuqeArT5r9xNLiie82oDTT_O1i69sPfmOmU30yUmlt83vUafOYMXvxZSP7In3H_JeXGof7ckd6JjFLiAbPO9F9gQ&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
    &lt;img border=&quot;0&quot;   src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiHXYTwvOynyg9N_q0hqj-fpzWCPbsyZALlWPGTBA7cr-qiLrggd3EP1IhCyEhRyhqD9zaUWQEkrOsVlc_gPpqFxezrpOlX9ub5INIuqeArT5r9xNLiie82oDTT_O1i69sPfmOmU30yUmlt83vUafOYMXvxZSP7In3H_JeXGof7ckd6JjFLiAbPO9F9gQ&quot; width=&quot;400&quot;&gt;
  &lt;/a&gt;
&lt;/div&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;King Kanishka, also known as Kanishka the Great, was an ancient ruler of the Kushan Empire, which was a Central Asian empire that existed from the 1st to the 3rd century CE. Kanishka is considered one of the most important and influential rulers of the Kushan dynasty.&lt;/p&gt;&lt;p&gt;Kanishka&#39;s exact dates of birth and death are uncertain, but he is believed to have reigned from around 127 to 150 CE. He expanded the Kushan Empire to its greatest extent, encompassing areas of present-day Afghanistan, Pakistan, northern India, and parts of Central Asia.&lt;/p&gt;&lt;p&gt;Under Kanishka&#39;s rule, the Kushan Empire experienced a period of great prosperity and cultural exchange. He was known as a patron of the arts, and his reign witnessed the flourishing of Gandhara art, which combined Hellenistic, Indian, and Persian influences. Kanishka&#39;s patronage also extended to Buddhism, and he played a significant role in the development and spread of Mahayana Buddhism in Central Asia.&lt;/p&gt;&lt;p&gt;Kanishka&#39;s legacy is mainly remembered through his association with the Buddhist council known as the Fourth Buddhist Council. This council, which took place during his reign, brought together Buddhist scholars and leaders to compile and preserve the teachings of Buddha.&lt;/p&gt;&lt;p&gt;While Kanishka&#39;s reign was a significant period in the history of the Kushan Empire and Buddhism, much of the information about his life and accomplishments comes from coins, inscriptions, and artistic representations. The Kushan Empire declined after Kanishka&#39;s reign, and the exact circumstances of its decline and the subsequent fate of Kanishka himself remain uncertain.&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://indianhistoryforu.blogspot.com/feeds/3249276136481146875/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://indianhistoryforu.blogspot.com/2023/06/the-king-kanishka-greatest-among-yueh.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/3249276136481146875'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/3249276136481146875'/><link rel='alternate' type='text/html' href='http://indianhistoryforu.blogspot.com/2023/06/the-king-kanishka-greatest-among-yueh.html' title='The King Kanishka: Greatest Among the  Yueh-chi tribes.'/><author><name>silenceofdark29@gmail.com</name><uri>http://www.blogger.com/profile/13997437729578892124</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEj7-IW-S0pCIE55wFY1vFME4amuMkuHMYRJba8rZWH1EcRwS00rqVCh0_3sFgP7ql-8s9sF5MUV7xHuDKFLUD2gEUIq--cT93cYJg1-FY4U8HX0hVz8up_CdBl3WPnfyfnjb1HauPWF-h6KgaLppB3SsGDQkHV-8vFLtJWoxj4PMMKP1wpYlgmItOpKxw=s72-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7770109823954046255.post-477814399533384294</id><published>2021-10-05T12:35:00.005+05:30</published><updated>2021-10-05T20:05:45.111+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="300 movie"/><category scheme="http://www.blogger.com/atom/ns#" term="Achaemenid empire"/><category scheme="http://www.blogger.com/atom/ns#" term="Alexander"/><category scheme="http://www.blogger.com/atom/ns#" term="Ancient"/><category scheme="http://www.blogger.com/atom/ns#" term="Darius I"/><category scheme="http://www.blogger.com/atom/ns#" term="Gandhara"/><category scheme="http://www.blogger.com/atom/ns#" term="Greece"/><category scheme="http://www.blogger.com/atom/ns#" term="Greek"/><category scheme="http://www.blogger.com/atom/ns#" term="India"/><category scheme="http://www.blogger.com/atom/ns#" term="Magadha"/><category scheme="http://www.blogger.com/atom/ns#" term="Persia"/><category scheme="http://www.blogger.com/atom/ns#" term="Persian Attack"/><category scheme="http://www.blogger.com/atom/ns#" term="Xerxes Cyrus"/><title type='text'>XERXES  and INDIA ( Persian Invasions on India 500 BC to 300 BC)</title><content type='html'>&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;img alt=&quot;Achaemenid conquest of the Indus Valley - Wikipedia&quot; class=&quot;n3VNCb&quot; data-noaft=&quot;1&quot; jsaction=&quot;load:XAeZkd;&quot; jsname=&quot;HiaYvf&quot; src=&quot;https://upload.wikimedia.org/wikipedia/commons/d/df/India_500_BCE.jpg&quot; style=&quot;height: 417.882px; margin: 0px; width: 542px;&quot; /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;India is land famous for its knowledge , riches , spices and clothes , Some areas of india also connected to the parts of famous silk route from china to Italy .Ancient Indian border touches to the Persia in Central Asia , therefore conflicts between Persian empire and india was not unusual .&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;img alt=&quot;The Mauryan Empire, 322 - 232 BC by Undevicesimus on DeviantArt | Ancient  india map, India world map, Ancient indian history&quot; class=&quot;n3VNCb&quot; data-noaft=&quot;1&quot; jsaction=&quot;load:XAeZkd;&quot; jsname=&quot;HiaYvf&quot; src=&quot;https://i.pinimg.com/originals/f8/77/25/f87725432fe5f3830b1639ffa3aec057.jpg&quot; style=&quot;height: 526px; margin: 0px; width: 507.50329670329666px;&quot; /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;In the 600 BC onwards Achaemenid empire began their invasions on their east and west borders i.e towards India and Greece .The North western part of india which was wealthy part &amp;nbsp;did not have any powerful kingdom like Magadh to bring the entire region under one organised kingdom. There were many small kingdoms who were fighting with each other .The Persian rulers took advantage of political instability in this region and begin their attacks on north west part of India.&lt;/p&gt;&lt;p&gt;Cyrus what is the founder of Achaemenid empire in Iran he was the first ruler to attack on Indian border land and captured Gandara region( modern Afghanistan).&lt;/p&gt;&lt;p&gt;Many Indian tribes living in &amp;nbsp;the west part of the Indus river submitted to Cyrus many inscriptions mention &amp;nbsp;that Gandara was under the control of Cyrus&lt;/p&gt;&lt;p&gt;Darius-I &amp;nbsp;grandson of the &amp;nbsp;Cyrus also attacked on Indus Valley and conquered it.In &amp;nbsp;520 BC west of Indus River was controlled by Darius-I &amp;nbsp;and this area become the most precious area of Persian empire .&lt;/p&gt;&lt;p&gt;Greek and Persian descriptions mention that 360 talent of gold was paid as a tribute to the Persian empire from this province further greek authors also mentioned that many Indian tribes were also employed in the Persian army when it attacked on the greek lands. Darius-I also send a naval expedition to India.&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;Xerxes the son of Darius-I &amp;nbsp;put all his powers towards Greek kingdoms ( Remember the story of 300 ) but he also &amp;nbsp;strengthen his positions on the india provinces .After the defeat of Xexes Indian cavalries and infantry came back to india . Thus the defeat of Persians in Greece benefited India and North west Province start becoming free from the control of Persian empire .&lt;/h4&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;img alt=&quot;Why didn&amp;amp;#39;t ancient Persian empires try to conquer substantial parts of India?  - Quora&quot; class=&quot;n3VNCb&quot; data-noaft=&quot;1&quot; jsaction=&quot;load:XAeZkd;&quot; jsname=&quot;HiaYvf&quot; src=&quot;https://qph.fs.quoracdn.net/main-qimg-67a6b8ba0338b76646a153c5078dd1b5&quot; style=&quot;height: 392.13824884792626px; margin: 0px; width: 542px;&quot; /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Effects of the Persian Invasion&amp;nbsp;&lt;/p&gt;&lt;p&gt;1. it resulted in Indo-Irnian trade relations , Archaeologists found Iranian coins in the North west frontier of India .&lt;/p&gt;&lt;p&gt;2. The Khroshthi Script was introduced in India .&lt;/p&gt;&lt;p&gt;3. Iranian Sculptures also influenced Indian Art and Sculpture .&lt;/p&gt;&lt;p&gt;4. Legend and Stories of Wealth of India also paved the way for the &amp;nbsp;Invasion of Alexander ,but &amp;nbsp;India was prepared to face this attack under &amp;nbsp;the Great &amp;nbsp;Empire Magadha .&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;img alt=&quot;Persian and Greek invasion of India&quot; class=&quot;n3VNCb&quot; data-noaft=&quot;1&quot; jsaction=&quot;load:XAeZkd;&quot; jsname=&quot;HiaYvf&quot; src=&quot;https://assets.thehansindia.com/hansindia-bucket/5884_history.jpg&quot; style=&quot;height: 294.03499999999997px; margin: 0px; width: 542px;&quot; /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://indianhistoryforu.blogspot.com/feeds/477814399533384294/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://indianhistoryforu.blogspot.com/2021/10/xerxes-and-india-persian-invasion-on.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/477814399533384294'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/477814399533384294'/><link rel='alternate' type='text/html' href='http://indianhistoryforu.blogspot.com/2021/10/xerxes-and-india-persian-invasion-on.html' title='XERXES  and INDIA ( Persian Invasions on India 500 BC to 300 BC)'/><author><name>silenceofdark29@gmail.com</name><uri>http://www.blogger.com/profile/13997437729578892124</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total><georss:featurename>391 High St, Penrith NSW 2750, Australia</georss:featurename><georss:point>-33.7537912 150.6989234</georss:point><georss:box>-62.246063171114017 115.54267340000001 -5.2615192288859909 -174.1448266</georss:box></entry><entry><id>tag:blogger.com,1999:blog-7770109823954046255.post-1115417730107865549</id><published>2021-10-04T09:38:00.005+05:30</published><updated>2021-10-04T09:38:57.840+05:30</updated><title type='text'>British  East India Company :-  India </title><content type='html'>&lt;p style=&quot;caret-color: rgb(32, 33, 34); color: #202122; font-family: sans-serif; font-size: 14px; margin: 0.5em 0px;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;caret-color: rgb(32, 33, 34); color: #202122; font-family: sans-serif; font-size: 14px; margin: 0.5em 0px;&quot;&gt;The &amp;nbsp;East India company also known as East India trading company or the British East India company was founded in 1600 AD ,it was formed to trade in Indian Ocean initially Indian subcontinent and south-east Asia.&lt;/p&gt;&lt;p style=&quot;caret-color: rgb(32, 33, 34); color: #202122; font-family: sans-serif; font-size: 14px; margin: 0.5em 0px;&quot;&gt;The company seized large part of Indian subcontinent and south-east Asia and Hong Kong.&lt;/p&gt;&lt;p style=&quot;caret-color: rgb(32, 33, 34); color: #202122; font-family: sans-serif; font-size: 14px; margin: 0.5em 0px;&quot;&gt;Originally East India company was termed as a &quot;Governors and the company of merchants of London trading into the East Indies &quot; it wanted to trade in cotton silk indigo sugar spices tea and opium. Later on East India Company captured , controlled and colonised almost all parts of South East Asia which consist modern Afghanistan ,Pakistan, India, Sri Lanka , Myanmar.&lt;/p&gt;&lt;p style=&quot;caret-color: rgb(32, 33, 34); color: #202122; font-family: sans-serif; font-size: 14px; margin: 0.5em 0px;&quot;&gt;&lt;img alt=&quot;british west indian trade | Asian history, East india company, History of  india&quot; class=&quot;n3VNCb&quot; data-noaft=&quot;1&quot; jsaction=&quot;load:XAeZkd;&quot; jsname=&quot;HiaYvf&quot; src=&quot;https://i.pinimg.com/originals/7f/47/94/7f4794ef8abbc0ca899557f04f662998.jpg&quot; style=&quot;caret-color: rgb(0, 0, 0); color: black; height: 256px; margin: 0px; width: 256px;&quot; /&gt;&lt;/p&gt;&lt;p style=&quot;caret-color: rgb(32, 33, 34); color: #202122; font-family: sans-serif; font-size: 14px; margin: 0.5em 0px;&quot;&gt;First representatives of East India company Sir Thomas Row and Sir William Hawking came to India under the reign of Mughal Emperor JAHANGIR son of Emperor Akbar in &amp;nbsp;1608 by the ship Hector , Mughal Emperor Give east India company permission to establish Factory at Surat .No body had ever &amp;nbsp;imagined that with in 200 years this innocent trading company will establish the one of the biggest Empires of the World .&lt;/p&gt;&lt;p style=&quot;caret-color: rgb(32, 33, 34); color: #202122; font-family: sans-serif; font-size: 14px; margin: 0.5em 0px;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;caret-color: rgb(32, 33, 34); color: #202122; font-family: sans-serif; font-size: 14px; margin: 0.5em 0px;&quot;&gt;&lt;img alt=&quot;India Under British Rule With Gandhi and After British Rule timeline&quot; class=&quot;n3VNCb&quot; data-noaft=&quot;1&quot; jsaction=&quot;load:XAeZkd;&quot; jsname=&quot;HiaYvf&quot; src=&quot;https://s3.amazonaws.com/s3.timetoast.com/public/uploads/photo/6722563/image/cb706e11057990d3294ad9b37b3de699&quot; style=&quot;caret-color: rgb(0, 0, 0); color: black; height: 452.9153605015674px; margin: 0px; width: 602px;&quot; /&gt;&lt;/p&gt;&lt;p style=&quot;caret-color: rgb(32, 33, 34); color: #202122; font-family: sans-serif; font-size: 14px; margin: 0.5em 0px;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;caret-color: rgb(32, 33, 34); color: #202122; font-family: sans-serif; font-size: 14px; margin: 0.5em 0px;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;caret-color: rgb(32, 33, 34); color: #202122; font-family: sans-serif; font-size: 14px; margin: 0.5em 0px;&quot;&gt;After the decline of Mughal power in 1707 A.D (Death of Emperor Aurangzeb) and fall of Maratha power in third battle of Panipat 18765 A.D , East India Company become dominant power in India .&lt;/p&gt;&lt;p style=&quot;caret-color: rgb(32, 33, 34); color: #202122; font-family: sans-serif; font-size: 14px; margin: 0.5em 0px;&quot;&gt;French and Portuguese Companies were also defeated and East India Company establish its empire India unto 1850 A.D.&lt;/p&gt;&lt;p style=&quot;caret-color: rgb(32, 33, 34); color: #202122; font-family: sans-serif; font-size: 14px; margin: 0.5em 0px;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;caret-color: rgb(32, 33, 34); color: #202122; font-family: sans-serif; font-size: 14px; margin: 0.5em 0px;&quot;&gt;in 1857 A.D a major uprising (First War of Independence ) started in India to oppose oppressive policies of East India Company but crushed down by the Brutal suppression and atrocities on Indian . Finally British crown take over the empire of East India Company in its hand and after 1858 A.D India came under direct control of British Crown .&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;caret-color: rgb(32, 33, 34); color: #202122; font-family: sans-serif; font-size: 14px; margin: 0.5em 0px;&quot;&gt;After a long non violent freedom struggle (unique in world) &amp;nbsp;under the leadership of Mahatma Gandhi India wins freedom in 1947 A.D after partition of Indian Subcontinent in two Nations India and Pakistan by the British Government.&lt;/p&gt;&lt;p style=&quot;caret-color: rgb(32, 33, 34); color: #202122; font-family: sans-serif; font-size: 14px; margin: 0.5em 0px;&quot;&gt;Under development ,poverty ,illteracy are the problem still faced by the south east Asia &amp;nbsp;due to long history of Colonialism .&lt;/p&gt;&lt;p style=&quot;caret-color: rgb(32, 33, 34); color: #202122; font-family: sans-serif; font-size: 14px; margin: 0.5em 0px;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;caret-color: rgb(32, 33, 34); color: #202122; font-family: sans-serif; font-size: 14px; margin: 0.5em 0px;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;caret-color: rgb(32, 33, 34); color: #202122; font-family: sans-serif; font-size: 14px; margin: 0.5em 0px;&quot;&gt;&lt;img alt=&quot;The myth of 200 years of British rule in India | by Saurabh Chandra | Indian  National Interest&quot; class=&quot;n3VNCb&quot; data-noaft=&quot;1&quot; jsaction=&quot;load:XAeZkd;&quot; jsname=&quot;HiaYvf&quot; src=&quot;https://miro.medium.com/max/421/1*L8nJ3IRXlyjpNdATKH5GZA.jpeg&quot; style=&quot;caret-color: rgb(0, 0, 0); color: black; height: 468px; margin: 0px; width: 328.92821368948245px;&quot; /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://indianhistoryforu.blogspot.com/feeds/1115417730107865549/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://indianhistoryforu.blogspot.com/2021/10/british-east-india-company-india.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/1115417730107865549'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/1115417730107865549'/><link rel='alternate' type='text/html' href='http://indianhistoryforu.blogspot.com/2021/10/british-east-india-company-india.html' title='British  East India Company :-  India '/><author><name>silenceofdark29@gmail.com</name><uri>http://www.blogger.com/profile/13997437729578892124</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7770109823954046255.post-2447077575711848830</id><published>2021-10-01T14:50:00.001+05:30</published><updated>2021-10-01T14:50:24.058+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Afghnistan"/><category scheme="http://www.blogger.com/atom/ns#" term="architecture"/><category scheme="http://www.blogger.com/atom/ns#" term="Harappa"/><category scheme="http://www.blogger.com/atom/ns#" term="India"/><category scheme="http://www.blogger.com/atom/ns#" term="Indus Valley civilisation"/><category scheme="http://www.blogger.com/atom/ns#" term="Mohenjodaro"/><category scheme="http://www.blogger.com/atom/ns#" term="Pakistan"/><category scheme="http://www.blogger.com/atom/ns#" term="town planning"/><category scheme="http://www.blogger.com/atom/ns#" term="wonder"/><category scheme="http://www.blogger.com/atom/ns#" term="yoga"/><title type='text'>Indus Valley Civilization : Wonders of  Ancient World </title><content type='html'>&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;Ancient world has seen many advanced civilisations &amp;nbsp;Egyptian ,Chinese ,Mesopotamian and Indus Valley civilisation . Indus Valley civilisation was situated in Indian subcontinent around 3500 BC to 1500 BC these dates are not well established , as new discoveries in the field of archaeology are coming we are getting new timeline for Indus Valley civilisation .&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;img alt=&quot;Map of Greater Indus Valley Civilization (adapted from Tokai... | Download  Scientific Diagram&quot; class=&quot;n3VNCb&quot; data-noaft=&quot;1&quot; jsaction=&quot;load:XAeZkd;&quot; jsname=&quot;HiaYvf&quot; src=&quot;https://www.researchgate.net/profile/Muhammad-Azam-Sameer/publication/329600632/figure/fig2/AS:703506726010880@1544740482028/Map-of-Greater-Indus-Valley-Civilization-adapted-from-Tokai-University-2000.png&quot; style=&quot;height: 526px; margin: 0px; width: 522.3130841121496px;&quot; /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Indus Valley civilisation also be named as Harppan civilisation because it was first founded in Harappa in 1924 A.D Under the leader ship of Sir John Marshal by Dr. R.D Banerjee and D.R Sahani .&lt;/p&gt;&lt;p&gt;Total area covered by Indus Valley civilisation was near 1,60,000 km² comprising &amp;nbsp;Morden Afghanistan Pakistan and north west parts of India. More than 200 sites are already discovered in different parts of Indians of continent some of the major sites of Harappan civilisation are Harappa (Punjab) , Mohenjodaro (Sindh ) ,Chanhudaro (Sindh ) , Lothal (Gujrat) &amp;nbsp;, Rakhigrahi (Harayana) , Dholavira ( Gujrat ) ,Kalibangan ( Rajasthan ) &amp;nbsp;, Balakot( Pakistan ) , Manda , Alamgirpur , Surkotda and Mehargarh etc.&lt;/p&gt;&lt;p&gt;Some of the distinct features of Indus Valley civilisation are town planing , drainage system , religious beliefs , trade and agriculture .&lt;/p&gt;&lt;p&gt;&lt;img alt=&quot;The Story of Harappan Civilisation | by Debashis Barman | Tathya India |  Medium&quot; class=&quot;n3VNCb&quot; data-noaft=&quot;1&quot; jsaction=&quot;load:XAeZkd;&quot; jsname=&quot;HiaYvf&quot; src=&quot;https://miro.medium.com/max/1200/1*uUphE-5CENnedhaPg_MAYQ.jpeg&quot; style=&quot;height: 371px; margin: 0px; width: 583px;&quot; /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Harappa Site&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Major Features of Indus Valley civilisation&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;1. Town planning :- One of the striking features of Indus Valley civilisation is its town planning , almost every town be it in border of Afghanistan or 1000 km away from it in India is dived in two parts 1. lower town and 2. Citadel .Every structure is &amp;nbsp;made of baked bricks and designed well in symmetry . It is a miracle that people of Harappa managed to maintain this similarity of towns across the sub continent for 1500 years continuously .&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;img alt=&quot;Why have Western and Indian experts studied the Harappan civilisation? |  Harappa&quot; class=&quot;n3VNCb&quot; data-noaft=&quot;1&quot; jsaction=&quot;load:XAeZkd;&quot; jsname=&quot;HiaYvf&quot; src=&quot;https://www.harappa.com/sites/default/files/question/mohenjodaro.jpg&quot; style=&quot;height: 519.1336032388664px; margin: 0px; width: 602px;&quot; /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;2. Drainage System :- &amp;nbsp;People of Harrpan civilisation have great sense of health and hygine &amp;nbsp;, all the drains in the city were intersect on 90 angle , drains were build of baked bricks and covered with stones .Even in todays Morden world all the major cities are suffering from problems of the water drainage system .&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;img alt=&quot;How Urban Greed Washed Away the Accummulated Wisdom of India&amp;amp;#39;s Past&quot; class=&quot;n3VNCb&quot; data-noaft=&quot;1&quot; jsaction=&quot;load:XAeZkd;&quot; jsname=&quot;HiaYvf&quot; src=&quot;http://thewire.in/wp-content/uploads/2015/11/Indus-Valley-Civilization.jpg&quot; style=&quot;height: 333.8623751387347px; margin: 0px; width: 542px;&quot; /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Drainage sytem&amp;nbsp;&lt;/p&gt;&lt;p&gt;3. Agriculture and trade :- Harappan civilisation was very enrich in agricultural production , more than 20 types of crop evidences were &amp;nbsp;founded in different sites of Harappa . Trade relation of harappa was extended unto Mesopotamian civilisation and beyond .Lothal ,Surkotda,Kalibangan were famous ports which were famous for trade through sea route .&lt;/p&gt;&lt;p&gt;&lt;img alt=&quot;Agriculture: Crops and Animals - Indus river valley Civilization&quot; class=&quot;n3VNCb&quot; data-noaft=&quot;1&quot; jsaction=&quot;load:XAeZkd;&quot; jsname=&quot;HiaYvf&quot; src=&quot;http://indusrivervalleyinformation.weebly.com/uploads/2/4/6/3/24633200/8501470.jpg?305&quot; style=&quot;height: 303px; margin: 0px; width: 305px;&quot; /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;4. Religious beliefs :- Although we are not successfully depicted Harappa script yet we have found some pictorial inscriptions on the seals along with terracotta figures . It was suggested by the archaeologists that worship of Mother Earth , unicorn ,bull with hump ,snakes and fire is prevalent in the society .&lt;/p&gt;&lt;p&gt;&lt;img alt=&quot;The Ancient Indus Valley Civilization&quot; class=&quot;n3VNCb&quot; data-noaft=&quot;1&quot; jsaction=&quot;load:XAeZkd;&quot; jsname=&quot;HiaYvf&quot; src=&quot;https://www.thoughtco.com/thmb/0Tok1Ya60Kx5ezjSaPba3sQOhEo=/2136x1602/smart/filters:no_upscale()/IndusValleySeal-4d023acb287048068238ee55624855b3.jpg&quot; style=&quot;height: 451.50000000000006px; margin: 0px; width: 602px;&quot; /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;Pashupati Shiva in meditative posture , sitting in Yoga Posture ...Is yoga existed at the time of Harrapan Civilisation&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Fall of the Civilisation :- Archaeologists had given different theories on the decline of the Indus Valley civilisation . For example Mr. A.H Wheeler suggested Attack of Aryans /Indra was the main reason for the fall of civilisation . Some suggested that Great flood ,over use of resources , environmental imbalance and constant decline in trade was responsible for the end of Harappan civilisation .&amp;nbsp;&lt;/p&gt;&lt;p&gt;Still Many questions to be answered and many mysteries to be solved ...we still amazed by the Greatness of this civilisation .&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://indianhistoryforu.blogspot.com/feeds/2447077575711848830/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://indianhistoryforu.blogspot.com/2021/10/indus-valley-civilization-wonders-of.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/2447077575711848830'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/2447077575711848830'/><link rel='alternate' type='text/html' href='http://indianhistoryforu.blogspot.com/2021/10/indus-valley-civilization-wonders-of.html' title='Indus Valley Civilization : Wonders of  Ancient World '/><author><name>silenceofdark29@gmail.com</name><uri>http://www.blogger.com/profile/13997437729578892124</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7770109823954046255.post-4307429068045386505</id><published>2021-09-30T22:22:00.003+05:30</published><updated>2021-10-01T18:07:28.382+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="civilizations"/><category scheme="http://www.blogger.com/atom/ns#" term="culture"/><category scheme="http://www.blogger.com/atom/ns#" term="globalisation"/><category scheme="http://www.blogger.com/atom/ns#" term="God"/><category scheme="http://www.blogger.com/atom/ns#" term="Hanuman"/><category scheme="http://www.blogger.com/atom/ns#" term="India"/><category scheme="http://www.blogger.com/atom/ns#" term="India-china"/><category scheme="http://www.blogger.com/atom/ns#" term="India-China Border."/><category scheme="http://www.blogger.com/atom/ns#" term="journey to the west"/><category scheme="http://www.blogger.com/atom/ns#" term="legends"/><category scheme="http://www.blogger.com/atom/ns#" term="monkey king"/><category scheme="http://www.blogger.com/atom/ns#" term="mythology"/><category scheme="http://www.blogger.com/atom/ns#" term="Rama"/><category scheme="http://www.blogger.com/atom/ns#" term="sun wukong"/><category scheme="http://www.blogger.com/atom/ns#" term="superhero"/><title type='text'>Hanuman : The God of All Superheroes and  Monkey King : Sun Wukong  - One legend ,two Manifestations </title><content type='html'>&lt;p&gt;We all know about the great God Hanuman omnipresent in most of the Indian Mythologies, great warrior, friend, saviour, superhero, devotee of lord Rama, destroyer of all evils, symbol of courage and strength but in china there is similar mythological legend called Sun Wukong/Monkey king having similar qualities like lord Hanuman immensely powerful, fast like lightning, immortal, spiritual, defender of spiritual and human realm and got power from Tao.&lt;/p&gt;&lt;p&gt;Are they both symbol of same legend having different interpretations in different culture ?&amp;nbsp;&lt;/p&gt;&lt;p&gt;Indian civilisation and Chinese civilisation! Two of the most ancient civilisations of the world still flourishing and surviving.&lt;/p&gt;&lt;p&gt;India and china have strong cultural relations since the beginning of 2nd century and just like many Chinese travellers came to India in search of buddhist texts and knowledge, many Indian travellers also went to china to propagate buddhism. This cultural exchange continued for two millenniums and resulted in many similar cultural &amp;nbsp;traditions .&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Is The Legend of Hanuman inspired Chinese scholars for the legend of Sun Wukong ? story of monkey king i.e &quot;Journey to the West &quot; may be journey to India from china ( India is in the west of China ! ) &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;We definitely don&#39;t know and might never know the actual truth &amp;nbsp;but we can find some similarities and differences in both legends.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;img alt=&quot;Hanuman Jayanti – Touch Inaccessible Heights With Lord Hanuman&amp;amp;#39;s  Instantaneous Blessings | Lord hanuman wallpapers, Hanuman jayanthi, Hanuman  photos&quot; class=&quot;n3VNCb&quot; data-noaft=&quot;1&quot; jsaction=&quot;load:XAeZkd;&quot; jsname=&quot;HiaYvf&quot; src=&quot;https://i.pinimg.com/474x/32/f7/c8/32f7c8b6e39e0060a036a7c56f71cfa8.jpg&quot; style=&quot;height: 468px; margin: 0px; width: 314.41237113402065px;&quot; /&gt;&lt;/p&gt;&lt;p&gt;Lord Hanuman&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;img alt=&quot;Sun Wukong Monkey King: The Complete Guide (2021)&quot; class=&quot;n3VNCb&quot; data-noaft=&quot;1&quot; jsaction=&quot;load:XAeZkd;&quot; jsname=&quot;HiaYvf&quot; src=&quot;https://mythologysource.com/wp-content/uploads/2020/11/Sun-Wukong.png&quot; style=&quot;height: 387.1428571428571px; margin: 0px; width: 542px;&quot; /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;Monkey King : Sun Wukong&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Lord Hanuman &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Monkey King&amp;nbsp;&lt;/p&gt;&lt;p&gt;1. &amp;nbsp; Got powers from all Gods &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;1. Got power from Eternal Tao&amp;nbsp;&lt;/p&gt;&lt;p&gt;2. Most powerful God, Infinite power&lt;span&gt;&amp;nbsp;&lt;span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp;&lt;span&gt;&amp;nbsp;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&amp;nbsp;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;span&gt;&amp;nbsp;&lt;span&gt;&lt;span&gt;&lt;span&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;span&gt;&amp;nbsp; 2.&amp;nbsp;Immensely, Infinitely powerful&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;3. Travel with Speed of light &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;3. Travel with speed of Meteor&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;4. Intelligent but has great humour&amp;nbsp;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;span&gt;&lt;span&gt;&amp;nbsp;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;span&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; 4. Intelligent&amp;nbsp;but naughty&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;5. Has &quot; Gadda &quot; as weapon &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 5. Has &quot; staff&quot; as weapon&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;6. I&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;mmortal &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 6. Immortal&amp;nbsp;&lt;/p&gt;&lt;p&gt;7. Born from God of Air &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 7. Born from Stone with help of Air&amp;nbsp;&lt;/p&gt;&lt;p&gt;8. Forgot his power by curse and &amp;nbsp;regain powers &amp;nbsp; &amp;nbsp;8. Forgot his powers by curse but regain again&amp;nbsp;&lt;/p&gt;&lt;p&gt;9. Destroyer of Evil and protector of truth &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 9. Destroyer of evil and protector of truth&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;and list goes on ... if you read both of the legends, Lord Hanuman and Monkey King, you will be amazed to see the similarities between them and compel to think how cultural exchanges changes over the time .&lt;/p&gt;&lt;p&gt;I don&#39;t know the truth ...think and discover .&lt;/p&gt;&lt;p&gt;Jai Hanuman , Jai Sri Ram&amp;nbsp;&lt;/p&gt;&lt;p&gt;I bow down to Monkey King&amp;nbsp;&lt;/p&gt;&lt;p&gt;I bow down to all immortals protector of all realms ....&lt;/p&gt;&lt;p&gt;Thank you&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://indianhistoryforu.blogspot.com/feeds/4307429068045386505/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://indianhistoryforu.blogspot.com/2021/09/hanuman-god-of-all-superheroes-and.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/4307429068045386505'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/4307429068045386505'/><link rel='alternate' type='text/html' href='http://indianhistoryforu.blogspot.com/2021/09/hanuman-god-of-all-superheroes-and.html' title='Hanuman : The God of All Superheroes and  Monkey King : Sun Wukong  - One legend ,two Manifestations '/><author><name>silenceofdark29@gmail.com</name><uri>http://www.blogger.com/profile/13997437729578892124</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7770109823954046255.post-6579847665459194312</id><published>2012-08-20T09:58:00.000+05:30</published><updated>2012-08-20T09:58:26.274+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="archeology"/><category scheme="http://www.blogger.com/atom/ns#" term="Buddha in Museum"/><category scheme="http://www.blogger.com/atom/ns#" term="Gandhara"/><category scheme="http://www.blogger.com/atom/ns#" term="images"/><category scheme="http://www.blogger.com/atom/ns#" term="lucknow Museum"/><category scheme="http://www.blogger.com/atom/ns#" term="Mathura"/><category scheme="http://www.blogger.com/atom/ns#" term="museum"/><category scheme="http://www.blogger.com/atom/ns#" term="Sculpture"/><title type='text'>Buddha in Museum : India </title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
These are some pictures of Buddha and Buddhist religion&amp;nbsp; I have photographed in Museum of&amp;nbsp; Lucknow ,U.P .&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6AorNmHLMC8J0BccWwwIXSmo6KNrozCE8Z5Y68vOyjvTpG3LosYeMEz7iQ3kHvoCUA4nUIgPotTn5yL-wAhMPxMgB2-HpRCZheVym7puBY6TvC2VlETVN7J4vG2eBdXy5EpvSUzj8j9jN/s1600/IMG_4132.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6AorNmHLMC8J0BccWwwIXSmo6KNrozCE8Z5Y68vOyjvTpG3LosYeMEz7iQ3kHvoCUA4nUIgPotTn5yL-wAhMPxMgB2-HpRCZheVym7puBY6TvC2VlETVN7J4vG2eBdXy5EpvSUzj8j9jN/s640/IMG_4132.JPG&quot; width=&quot;480&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVHwFLotvVY-6GWZPlIYwsK1K1ldqvyEbPoK9nQdFYpoKiGufXrK3alR1scizJtxi-YE2TdfPk9Qcwn3L0ndPckmxo67wMNa9g9wyS0uZN4x8AG4NpxsxZz4NDJ7qunf7abwwnnc6OE5D3/s1600/IMG_4219.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVHwFLotvVY-6GWZPlIYwsK1K1ldqvyEbPoK9nQdFYpoKiGufXrK3alR1scizJtxi-YE2TdfPk9Qcwn3L0ndPckmxo67wMNa9g9wyS0uZN4x8AG4NpxsxZz4NDJ7qunf7abwwnnc6OE5D3/s640/IMG_4219.JPG&quot; width=&quot;480&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_LEZ03fvO4YlvTr0bUvWi4mIYacukIFMj3YdW7YX684Ge2DPpVhyphenhyphencB6TVk0sXpkLXU6FsfuTseQNyeh1N6ah4MrtRgCszk3BQdX-dUSwBUHFSFLbVgGwFsI58BxaiqzMJ47r3Z39-f1JH/s1600/IMG_4228.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_LEZ03fvO4YlvTr0bUvWi4mIYacukIFMj3YdW7YX684Ge2DPpVhyphenhyphencB6TVk0sXpkLXU6FsfuTseQNyeh1N6ah4MrtRgCszk3BQdX-dUSwBUHFSFLbVgGwFsI58BxaiqzMJ47r3Z39-f1JH/s640/IMG_4228.JPG&quot; width=&quot;480&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2Nd1uagwy45tv1rA00yYxAuaKH2KpgyUhACzS32cowR4GKJbNHXituBe6zEsGJryo_lzgz0DXaqy9JG1Ao8oIEPka4QN0Ne0snuTM0bWzlSTwQiLOU4cizczj8x2QExgIy4VLFHbeGTGw/s1600/IMG_4242.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2Nd1uagwy45tv1rA00yYxAuaKH2KpgyUhACzS32cowR4GKJbNHXituBe6zEsGJryo_lzgz0DXaqy9JG1Ao8oIEPka4QN0Ne0snuTM0bWzlSTwQiLOU4cizczj8x2QExgIy4VLFHbeGTGw/s640/IMG_4242.JPG&quot; width=&quot;480&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5JFoku7cXZcsdNR9ITfbW95-Y4CtbnM__98kYoMdMZ5rDQCRTBUr7dr8trBVmuv2dPE2RAuysm4qBo7N2pvZzqC0fScM0M-HGyvHRT_pBOVg-w62RDIw8e0m0QW47vSMqUl0jabg1agph/s1600/IMG_4248.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;480&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5JFoku7cXZcsdNR9ITfbW95-Y4CtbnM__98kYoMdMZ5rDQCRTBUr7dr8trBVmuv2dPE2RAuysm4qBo7N2pvZzqC0fScM0M-HGyvHRT_pBOVg-w62RDIw8e0m0QW47vSMqUl0jabg1agph/s640/IMG_4248.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnMtvQDM2IsikQ_tXTwBAneoxftyZBvK4WJlNamr3l72C_kjfv4jxQpGawNqFplH8zbM7g91WuUBVBqyDmFlX419NNTgRX3JB3QzH3s5EWerdwqYNFYYWeCEcuNJoeUadS3JV59SSn1_xX/s1600/IMG_4251.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;480&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnMtvQDM2IsikQ_tXTwBAneoxftyZBvK4WJlNamr3l72C_kjfv4jxQpGawNqFplH8zbM7g91WuUBVBqyDmFlX419NNTgRX3JB3QzH3s5EWerdwqYNFYYWeCEcuNJoeUadS3JV59SSn1_xX/s640/IMG_4251.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://indianhistoryforu.blogspot.com/feeds/6579847665459194312/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://indianhistoryforu.blogspot.com/2012/08/buddha-in-museum-india.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/6579847665459194312'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/6579847665459194312'/><link rel='alternate' type='text/html' href='http://indianhistoryforu.blogspot.com/2012/08/buddha-in-museum-india.html' title='Buddha in Museum : India '/><author><name>silenceofdark29@gmail.com</name><uri>http://www.blogger.com/profile/13997437729578892124</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6AorNmHLMC8J0BccWwwIXSmo6KNrozCE8Z5Y68vOyjvTpG3LosYeMEz7iQ3kHvoCUA4nUIgPotTn5yL-wAhMPxMgB2-HpRCZheVym7puBY6TvC2VlETVN7J4vG2eBdXy5EpvSUzj8j9jN/s72-c/IMG_4132.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7770109823954046255.post-7549096717118136764</id><published>2012-08-03T09:54:00.000+05:30</published><updated>2012-08-03T16:55:22.998+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Bodhidharma"/><category scheme="http://www.blogger.com/atom/ns#" term="china"/><category scheme="http://www.blogger.com/atom/ns#" term="Emperor Wu Dai"/><category scheme="http://www.blogger.com/atom/ns#" term="Henan Province"/><category scheme="http://www.blogger.com/atom/ns#" term="Yang Xuanzhi"/><title type='text'>Bodhidharma :The Greatest Travelling  Monk</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjpPCi_B6K0eweQL-qjcg1PnEnV-rxnVLsosFugmpTwszerFn4CKTu3rDINt6WVxyQ0LfZ7ytUSIFp56e4RN-o6ar4ovOeHNpMm3acfO4_ysSYQaj41Q1P069kShGVqgOC52iHBBaypElU/s1600/bodhidharma-rednosed.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjpPCi_B6K0eweQL-qjcg1PnEnV-rxnVLsosFugmpTwszerFn4CKTu3rDINt6WVxyQ0LfZ7ytUSIFp56e4RN-o6ar4ovOeHNpMm3acfO4_ysSYQaj41Q1P069kShGVqgOC52iHBBaypElU/s400/bodhidharma-rednosed.jpg&quot; width=&quot;307&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Bodhidharma is one of the most influential Indian Buddhist monk which have a great impact on China.The teachings of Bodhidharma changed china forever. The time period of Bodhidharma was traced from 450 A.D to 600 A.D. &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;The earliest historical reference of Bodhidharma is the &quot;Luoyang jia lan ji &quot; written by Yang Xuanzhi in 547 A.D.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Bodhidharma is believed to have born in kanchipuram , Madras (disputed !),in the kingdom of Pallava king . &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;The meaning of Bodhidharma in India is ---Bodhi (&lt;/span&gt;&lt;span class=&quot;st&quot; style=&quot;font-size: small;&quot;&gt;enlightening ) + Dharma (Religion ).&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif;&quot;&gt;
&lt;span class=&quot;st&quot; style=&quot;font-size: small;&quot;&gt;Bodhidharma left his monastery in India to follow his master&#39;s last wish that he go to China and spread the teaching. &lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Bodhidharma started his journey from South India to Indonesia...Malaysia and than China .&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Some say he traveled by sea, “risking his life over the towering waves,” from Madras in southern India to Guangzhou and then by land to Nanjing. Other scholars believe that he walked a well-beaten trail over the Pamir Plateau, across the desert and along the Yellow River to Luoyang, the provincial capital and center of Chinese Buddhist culture. In any case, the journey from India is agreed to have been long and dangerous.But he surpassed every difficulty and danger because of strength of his enlightened soul .&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;He reached china in 478 A.D ( disputed !)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;He is said to be resided in the court of Emperor Wu Dai ( 445-550 A.D) &lt;/span&gt;&lt;span class=&quot;text&quot; style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;Liang &lt;br /&gt;dynasty.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Their meeting is as simple as the Truth -----&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif;&quot;&gt;
&lt;span class=&quot;text&quot; style=&quot;font-size: small;&quot;&gt;&lt;i&gt;&lt;b&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;&quot; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;The emperor &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;came to see him. He touched Bodhidharma’s &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;feet and the first &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;thing he uttered was this: “I have made &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;so many temples, so &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;many Buddhist ashrams. And &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;millions of &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;bhikkhus&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;, Buddhist &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;sannyasins, are fed by &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;me, supported by me. I have changed &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;the whole &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;country into a Buddhist world. All these virtues – &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;what &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;do you think, sir, I am going to gain through them? &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;What &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;will be the benefit? What will be the award?”&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;Bodhidharma looked at this Emperor &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;and said, &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;“You will &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;fall into the seventh hell.”&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;The emperor could not believe it, because all other &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;monks, &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;saints – so-called – were saying, “You are &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;earning such &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;virtue, &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;punya&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;, that you are going to be &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;received into the &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;ultimate &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;nirvana&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;,” and this man says &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;“seventh hell”!&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;Emperor Wu said, “Have you gone mad? What are you &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;saying? Are you aware?”&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;Bodhidharma said, “I am aware of what I am saying and &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;you &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;can rely on me: you will go to the seventh hell.”&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;“But why?” the emperor cried. “I have not done &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;anything &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;wrong.”&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;Bodhidharma said, “It is not a question of doing wrong &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;or &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;right. The question is the very ego, that you have &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;done &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;something. Thank God, thank the Buddha, &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;blessed be his &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;name – it is through his grace something &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;has happened. You &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;don’t be the doer, you please don’t &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;come in, because the ego &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;has to go to hell, and if you &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;are egoistic you will have to follow &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;it. You are not going &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;to hell but the ego has to go to hell, and &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;if you are &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;identified with it you will have to go. Nothing can be &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;done about it, no virtue can save you...&quot;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;After some time ,he traveled to Mount Song and established First Shaolin Temple in Henan Province . Legend says that Bodhidharma meditated there for 9 years. During this time he was accepted by many Chinese monks , which was convinced&amp;nbsp; by his teachings .&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;It was said that Bodhidharma started teaching people in meditation, but people were very weak in physically and mentally...they lack the necessary stamina and discipline which is needed for mediation .Therefore is instituted some breathing exercises , physical exercises.This was the origin of Martial Arts. Disciplines and martial art exercise were transmitted orally for centuries until &lt;i&gt;Yi Jin Jing , Xi Sui Jing and Shi Ba Luo Han Shou &lt;/i&gt;were composed .&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Later on Chinese martial arts take many form and became very advanced .Today World remembers the Great Master ,Great Spiritual Soul...Bodhidharma ...Who changed Everything ....the world never be same after Bodhidharma .&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&amp;nbsp;&lt;img alt=&quot;&quot; src=&quot;data:image/jpeg;base64,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&quot; /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://indianhistoryforu.blogspot.com/feeds/7549096717118136764/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://indianhistoryforu.blogspot.com/2012/08/bodhidharma-greatest-travelling-monk.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/7549096717118136764'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/7549096717118136764'/><link rel='alternate' type='text/html' href='http://indianhistoryforu.blogspot.com/2012/08/bodhidharma-greatest-travelling-monk.html' title='Bodhidharma :The Greatest Travelling  Monk'/><author><name>silenceofdark29@gmail.com</name><uri>http://www.blogger.com/profile/13997437729578892124</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjpPCi_B6K0eweQL-qjcg1PnEnV-rxnVLsosFugmpTwszerFn4CKTu3rDINt6WVxyQ0LfZ7ytUSIFp56e4RN-o6ar4ovOeHNpMm3acfO4_ysSYQaj41Q1P069kShGVqgOC52iHBBaypElU/s72-c/bodhidharma-rednosed.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7770109823954046255.post-5868352478677152508</id><published>2012-06-05T18:00:00.002+05:30</published><updated>2012-06-05T21:22:10.911+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Agra"/><category scheme="http://www.blogger.com/atom/ns#" term="Rabindra nath tagore"/><category scheme="http://www.blogger.com/atom/ns#" term="Shah Jahan"/><category scheme="http://www.blogger.com/atom/ns#" term="Taj Mahal"/><category scheme="http://www.blogger.com/atom/ns#" term="World Heritage site"/><title type='text'>Taj Mahal : The Eternal Love Story</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpQ77LnX5B6FmXuJTM04kgIvoV76bHNuQHHuQnCo6g6Y2dgSz84FpwhWp0VnmbT9Uy8Ls3n3Bz8aCL_m1wf_AlWiYoT73OusP2Q_Na90hLIfVPcDw4OD1sLAOGIBX6571mgbIVMNDPLMJY/s1600/TajMahal1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;371&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpQ77LnX5B6FmXuJTM04kgIvoV76bHNuQHHuQnCo6g6Y2dgSz84FpwhWp0VnmbT9Uy8Ls3n3Bz8aCL_m1wf_AlWiYoT73OusP2Q_Na90hLIfVPcDw4OD1sLAOGIBX6571mgbIVMNDPLMJY/s640/TajMahal1.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Taj Mahal&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Taj Mahal the wonder of the modern world , is one most popular mausoleum of Asia.Every person who&amp;nbsp; came to India must visit Taj Mahal &quot; Dream in White Marble &quot;. It was built by the Mughal emperor Shah Jahan in memory of his most loveable wife Mumtaz Mahal in 1648 A.D at Agra. Construction began in 1631 A.D and was competed in 22 years by 20,000 workers and Architects .&lt;br /&gt;
The principal Architect of Taj Mahal was Ustad Ahmad Lahauri , Abd-ul-Karim and Makramat Khan.It was built on the bank of river Yamuna , in the south of Agra.The TAj mahal was constructed using materials form all over the Indian sub continent .While marble from Makrana , Rajasthan , Jasper from Punjab, crystal from China.The turquoise was from Tibet and Lapis Lazuli from Afghanistan and carnelian from Arabia.&lt;br /&gt;
Sculptors and calligraphers are called from Bukhara, Syria and Persia.This Grand design was completed in 1648 A.D.The Taj Mahal incorporates Persian architecture and Mughal Architecture. &lt;br /&gt;
It was declared UNESCO World Heritage site in 1983 A.D.Taj Mahal attracts huge number of tourists almost 5 million people visits&amp;nbsp; Taj Mahal every year.It is one of most romantic tourist places in all over the world .&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Some quotation on Taj&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRtyexLLss2xVbQhvmMpQN5i3cvOvSoi-EnkIzCjnC8cjednaI7jlQ-CqAZr1wIu8owBc3sjhfXQRwLkreNuETav6gy6BQv_xHoaX2uFehOpb4XHjDvms10ZfdxeAosgvqZjZaUPTNHtug/s1600/Taj-mahal-agra-India.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;425&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRtyexLLss2xVbQhvmMpQN5i3cvOvSoi-EnkIzCjnC8cjednaI7jlQ-CqAZr1wIu8owBc3sjhfXQRwLkreNuETav6gy6BQv_xHoaX2uFehOpb4XHjDvms10ZfdxeAosgvqZjZaUPTNHtug/s640/Taj-mahal-agra-India.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;h4 style=&quot;text-align: left;&quot;&gt;

&lt;i&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;“Tear on the face of eternity”&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/h4&gt;
&lt;i&gt;&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Rabindranath 
Tagore&lt;/b&gt;&lt;/i&gt;&lt;i&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;h3 style=&quot;text-align: left;&quot;&gt;

&amp;nbsp;&quot;&lt;b&gt;The sight of this mansion creates sorrowing sighs and makes sun and 
moon shed tears from their eyes. In this world this edifice has been 
made to display, thereby, the Creator&#39;s glory.&quot;&amp;nbsp; 

&lt;b&gt;&lt;/b&gt;&lt;/b&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/h3&gt;
&lt;h3 style=&quot;text-align: left;&quot;&gt;

&lt;b&gt;Shah Jahan (Badshah Nama)&lt;/b&gt;&lt;/h3&gt;
&lt;br /&gt;
&lt;h3 style=&quot;text-align: left;&quot;&gt;

&lt;b&gt;&quot;If I had never done anything else in India, I have written my name here, and the letters are a living joy.&quot;&lt;/b&gt;&lt;/h3&gt;
&lt;b&gt;&lt;br /&gt;&lt;b&gt;Lord Curzon, the British Governor-General&lt;/b&gt;&lt;/b&gt;

&lt;b&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWUTkG0m_uCtvNsh0Qi6j0a9r5SltCTZZ4fjC5tzR_Us5IyFHbPR41q-SiUK8pb4i9lcibn4kRAsbHBWeoieMv_a8iY-cgZ0kLOd7tYUaS_F1edBqmry8MHpur5r0qUnACu-IpejBur5dP/s1600/TajMahal-+Aerial+view.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;480&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWUTkG0m_uCtvNsh0Qi6j0a9r5SltCTZZ4fjC5tzR_Us5IyFHbPR41q-SiUK8pb4i9lcibn4kRAsbHBWeoieMv_a8iY-cgZ0kLOd7tYUaS_F1edBqmry8MHpur5r0qUnACu-IpejBur5dP/s640/TajMahal-+Aerial+view.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Taj Mahal Ariel View&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;b&gt;&quot;A massive marble structure, without weight, as if formed of ether, 
perfectly rational and at the same time entirely decorative, it is 
perhaps the greatest art work which the forming spirit of mankind has 
ever brought forth.&quot;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;German Philosopher, Count Hermann Keyserling&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhE7hEC9YasVTkWdhEED_zPHrS-cg64c1P_EPxSq6GZXhx2QjiHdvibj4JQm_EiXicXM1ndfzQZ5u7uR7i28dMcy4sKGd2fRp5vfLtxMutwI70dTipc09qzAs8BxHxlQIJaxwfnZ9Ny2Vfk/s1600/mahtab_bagh-moonlight_garden_2134_jpg_600x.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhE7hEC9YasVTkWdhEED_zPHrS-cg64c1P_EPxSq6GZXhx2QjiHdvibj4JQm_EiXicXM1ndfzQZ5u7uR7i28dMcy4sKGd2fRp5vfLtxMutwI70dTipc09qzAs8BxHxlQIJaxwfnZ9Ny2Vfk/s640/mahtab_bagh-moonlight_garden_2134_jpg_600x.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Taj in Morning&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;b&gt;&amp;nbsp;I think Shah Jahan and Mumtaz Never imagined that They and their creation will be become the Symbol of Love all over the world up to Eternity ! &lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://indianhistoryforu.blogspot.com/feeds/5868352478677152508/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://indianhistoryforu.blogspot.com/2012/06/taj-mahal-eternal-love-story.html#comment-form' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/5868352478677152508'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/5868352478677152508'/><link rel='alternate' type='text/html' href='http://indianhistoryforu.blogspot.com/2012/06/taj-mahal-eternal-love-story.html' title='Taj Mahal : The Eternal Love Story'/><author><name>silenceofdark29@gmail.com</name><uri>http://www.blogger.com/profile/13997437729578892124</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpQ77LnX5B6FmXuJTM04kgIvoV76bHNuQHHuQnCo6g6Y2dgSz84FpwhWp0VnmbT9Uy8Ls3n3Bz8aCL_m1wf_AlWiYoT73OusP2Q_Na90hLIfVPcDw4OD1sLAOGIBX6571mgbIVMNDPLMJY/s72-c/TajMahal1.jpg" height="72" width="72"/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7770109823954046255.post-4303127068512472913</id><published>2012-06-04T20:23:00.002+05:30</published><updated>2012-06-04T20:24:51.699+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Golden tample"/><category scheme="http://www.blogger.com/atom/ns#" term="Guru Givind Singh"/><category scheme="http://www.blogger.com/atom/ns#" term="Guru Nanak"/><category scheme="http://www.blogger.com/atom/ns#" term="Guru Teg Bhadur"/><category scheme="http://www.blogger.com/atom/ns#" term="khalsa"/><category scheme="http://www.blogger.com/atom/ns#" term="Sikhism"/><category scheme="http://www.blogger.com/atom/ns#" term="Ten Guru"/><title type='text'>Sikhism : Rise of Khalsa</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjs0q4AR1Kejyso-ezJ_cn2nGZWexeQZijPoD9JfwaeddsnHhoyzdKh7GLMc1sz64Wl-CqoxfxGxWNj3PWzVYukExI8SivxhUms5G8ufOQ6Ft_niOuXiCDz8a3MDXuLez1bT10IyY8h9eq9/s1600/golden-temple-1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;408&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjs0q4AR1Kejyso-ezJ_cn2nGZWexeQZijPoD9JfwaeddsnHhoyzdKh7GLMc1sz64Wl-CqoxfxGxWNj3PWzVYukExI8SivxhUms5G8ufOQ6Ft_niOuXiCDz8a3MDXuLez1bT10IyY8h9eq9/s640/golden-temple-1.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
Sikhism is newest in the tradition of religions in India. It is founded in 15th Century by Guru Nanak Dev. It continued to develop with ten successive gurus .Guru Nanak was the first in this tradition .He opposed all the social evils prevailed at that time in society.Guru Nanak warned against hypocrisy and falsehood saying that these are 
pervasive in humanity and that religious actions can also be in vain. He emphasizes on the purity of heart and prayer towards &lt;span class=&quot;st&quot;&gt;&lt;i&gt;ek onkar satnam .&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span class=&quot;st&quot;&gt;&lt;i&gt;Guru Nanak Dev traveled thousands of kilometer towards Bengal , Assam , Tamil Nadu , Kashmir , Ladakh , Tibet , Baghdad ,Mecca and Median in Arabian Peninsula .&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;After Guru Nanak ,Guru Angad became next guru of Sikh community .He invented the Gurmukhi script and developed it .The scripture of the Guru Granth Sahib Ji is weitten in Gurmukhi .&lt;br /&gt;
&lt;br /&gt;
Next in this Guru tradition comes Guru Amar Das , he take a aim to fight against caste restrictions and untouchability .He also completely abolished the tradition of Sati amonged Sikhs.and started Anand Karaj marriage ceremony for Sikhs.&lt;br /&gt;
After him Guru Ram and Guru Arjan Dev became 4th and 5th Guru of Sikhs. Guru Arjan Dev Ji compiled the Adi Granth and wrote the Sukhmani Sahib. He became the first Martyr Guru of Sikh to be executed by the orders of Mughal Emperor Jahanjir. &lt;br /&gt;
Guru Har Govind ,Guru Har Rai and Guru Har Krishan became 6th,7th and 8th Guru of Sikhs and contributed significantly in the development of Sikh tradition .&lt;br /&gt;
Guru Tegh Bhadur was the next Guru , he laid down his life for the protection of the Hindu and his followers .He was the firm believer that Freedom of Worship should be given to all.He was executed by the orders of Emperor Aurangzeb.&lt;br /&gt;
Guru Govind Singh ji was the last and the most powerful Guru of all .He created the Khalsa&amp;nbsp; and changed the Sikhs in to saint warriors .&amp;nbsp; he gave five major symbols to Sikhs&lt;br /&gt;
1.Kesh&amp;nbsp; &lt;br /&gt;
2.Kangha&lt;br /&gt;
3 Kara&lt;br /&gt;
4 Kacchera&lt;br /&gt;
5 Kripan&lt;br /&gt;
&lt;br /&gt;
In his&amp;nbsp; leadership Sikhs fight against Great Mughal Empire with bravely and succeeded many times.He established his capital at Anandpur .&lt;br /&gt;
He was assassinate my two pathans in Nanded. He declared the Grath Sahib as the next Guru of the Sikhs.&lt;br /&gt;
Thus after Guru Govind Singh Ji tradition of Guru handed over to Guru Grath Sahib.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfk28O92muAJXAoWXsAe6T_oXJKXygSkc6R3AB1y-uZz4CSsqTnfiOLoZWL_vxwwIN5SGi_Hy5QDEIEpfMgQMcts7hVAIGiooFlYFdsI2xBgBjOXuuqWjWM19ZK7PlD0x0e58Nu8Y9fcnH/s1600/sikhism.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;380&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfk28O92muAJXAoWXsAe6T_oXJKXygSkc6R3AB1y-uZz4CSsqTnfiOLoZWL_vxwwIN5SGi_Hy5QDEIEpfMgQMcts7hVAIGiooFlYFdsI2xBgBjOXuuqWjWM19ZK7PlD0x0e58Nu8Y9fcnH/s400/sikhism.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://indianhistoryforu.blogspot.com/feeds/4303127068512472913/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://indianhistoryforu.blogspot.com/2012/06/sikhism-rise-of-khalsa.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/4303127068512472913'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/4303127068512472913'/><link rel='alternate' type='text/html' href='http://indianhistoryforu.blogspot.com/2012/06/sikhism-rise-of-khalsa.html' title='Sikhism : Rise of Khalsa'/><author><name>silenceofdark29@gmail.com</name><uri>http://www.blogger.com/profile/13997437729578892124</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjs0q4AR1Kejyso-ezJ_cn2nGZWexeQZijPoD9JfwaeddsnHhoyzdKh7GLMc1sz64Wl-CqoxfxGxWNj3PWzVYukExI8SivxhUms5G8ufOQ6Ft_niOuXiCDz8a3MDXuLez1bT10IyY8h9eq9/s72-c/golden-temple-1.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7770109823954046255.post-5960452978000917283</id><published>2012-06-03T17:29:00.001+05:30</published><updated>2012-06-04T08:21:35.559+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Chishti"/><category scheme="http://www.blogger.com/atom/ns#" term="Hazrat Nizzamuddin Auliya"/><category scheme="http://www.blogger.com/atom/ns#" term="Moinuddin chisti"/><category scheme="http://www.blogger.com/atom/ns#" term="Naqshbandi"/><category scheme="http://www.blogger.com/atom/ns#" term="Silsila"/><category scheme="http://www.blogger.com/atom/ns#" term="Sufi"/><title type='text'>Sufism : Search of Truth</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQ0sZQ-qO_40LzrRXV27m17jBORR4EqItlEFnY9o8hoRUgwkHgPwLeEahHhdLX92QU5PI_jaJAfDYEsydV6JqSArElgns9ZT5NjATXiovXMKb0HMCukWxYRPN8JuwTTRLOhyphenhyphenrswlFujLGG/s1600/sufi_dancing.jpe.jpeg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQ0sZQ-qO_40LzrRXV27m17jBORR4EqItlEFnY9o8hoRUgwkHgPwLeEahHhdLX92QU5PI_jaJAfDYEsydV6JqSArElgns9ZT5NjATXiovXMKb0HMCukWxYRPN8JuwTTRLOhyphenhyphenrswlFujLGG/s320/sufi_dancing.jpe.jpeg&quot; width=&quot;262&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsYZ4-OTiM5VY5-3WRnfCgw5iTHqIU5CIn4XX2Efs2bkW0eUDyaXtaOH7okOmaawECSkbxGs9YTiVjc5iHjjKE9zl__D0d-oBZUYr3Bd_1N-lLiBFvTFbEmD9iZjLDTZKYpWTnuwUwG43t/s1600/sufi+dancer+light.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsYZ4-OTiM5VY5-3WRnfCgw5iTHqIU5CIn4XX2Efs2bkW0eUDyaXtaOH7okOmaawECSkbxGs9YTiVjc5iHjjKE9zl__D0d-oBZUYr3Bd_1N-lLiBFvTFbEmD9iZjLDTZKYpWTnuwUwG43t/s320/sufi+dancer+light.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
With the Rise of Islam in India , there comes another wonderful philosophical heritage&lt;br /&gt;
&amp;nbsp;to India ,Sufism in late 1000 A.D . Sufism is the Mystical , Liberal and Popular form of Islam.&lt;br /&gt;
Various Sufi Silsila came to India and become very popular in India.&lt;br /&gt;
&amp;nbsp;Indian Culture and Heritage always welcomed all the Great Traditions and&amp;nbsp; Philosophies of the world .&lt;br /&gt;
&lt;br /&gt;
The most important Silsila in India are Shadhiliyya ,Chishtiyyah , Naqshbandiyyah , Qudiriyyah and&amp;nbsp; Suharwardiyya .Chishti Silsila is the most popular silsila in India and introduced by Khwaha Moinuddin Chishti .After him Qutbuddin Bakhtiar Kaki , Fariduddin Ganjshakar and Nizamuddin Auliya were main Saints of Chishti Silsila.Other Sufi Silsila were also popular but not as Chishti because of&amp;nbsp; liberal and popular teaching of Chisti .Today Sufi Dargha are respected by&amp;nbsp; not only by Muslims but also by all other religions of India .&lt;br /&gt;
Today ,Sufi Dargha are the example of Secular Character of India .&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYwoCjW-v1Mt4ueI_LRrq7QLmqGb3TtR9Z9b6VL-NREX4c3-j_eoCtJy3Nnj9ILw_D9AFHh3_g_X3EUU7m7cEzM5BKElwnuQUuJRshFpzQ6Gt5NZwZ_mdMsBmMeAGoHnXXmb1ddE8lnaaS/s1600/DSC_0021.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;424&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYwoCjW-v1Mt4ueI_LRrq7QLmqGb3TtR9Z9b6VL-NREX4c3-j_eoCtJy3Nnj9ILw_D9AFHh3_g_X3EUU7m7cEzM5BKElwnuQUuJRshFpzQ6Gt5NZwZ_mdMsBmMeAGoHnXXmb1ddE8lnaaS/s640/DSC_0021.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span class=&quot;st&quot;&gt;Nasiruddin Mahmud &lt;i&gt;Chirag&lt;/i&gt;-&lt;i&gt;e&lt;/i&gt;-&lt;i&gt;Delhi&lt;/i&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLQSsc27s9NZ00OtOzCimaXPI_8kOPJlQ5aF87_JpQtZxFARczKzYg4XBYoOQP9jGiZ882pqinZN79Dnje6Tp2ibZiHLsi5CWc2to9fcVHE2Jrb3Kqnpk-0qia6z3lzqgw2NqvS1Wj8SMg/s1600/Nizamuddin-Auliya-Dargah-View.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;498&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLQSsc27s9NZ00OtOzCimaXPI_8kOPJlQ5aF87_JpQtZxFARczKzYg4XBYoOQP9jGiZ882pqinZN79Dnje6Tp2ibZiHLsi5CWc2to9fcVHE2Jrb3Kqnpk-0qia6z3lzqgw2NqvS1Wj8SMg/s640/Nizamuddin-Auliya-Dargah-View.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span class=&quot;st&quot;&gt;&lt;i&gt;Hazrat Nizamuddin&lt;/i&gt;&lt;/span&gt; Auliya&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgS1uaPG7Yd756boh77vVaOEPfgw2wFtcD2FDbGXiaiNW0t8BxcVXOsa_1Rw0-PDeX7V5wQdcdaSGVlBk1ji_3rZh3k6EX0_zkuHIIb9Gjb06v8hbvMne4eshy_tqlLvaf-5DufvofS_80R/s1600/d-3.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;524&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgS1uaPG7Yd756boh77vVaOEPfgw2wFtcD2FDbGXiaiNW0t8BxcVXOsa_1Rw0-PDeX7V5wQdcdaSGVlBk1ji_3rZh3k6EX0_zkuHIIb9Gjb06v8hbvMne4eshy_tqlLvaf-5DufvofS_80R/s640/d-3.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;khwaja moinuddin chishti&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjW7GYsgI5Mz9GlJfNQsbecxy4K2kczCVhfn1ZDm7mrdXRiC8eTYPe8AOtBsSLJM29JYDMfMGWZtXP0GLWzkNGh39HH6jGa9SPnqJxGzjQCQLlMAoo_19jSX0XtU2BJ6y444pM43FCIJvm2/s1600/tomb-of-sheikh-salim-chisti-in-the-jami-masjid-fatehpur-sikri-uttar-pradesh-india1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;480&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjW7GYsgI5Mz9GlJfNQsbecxy4K2kczCVhfn1ZDm7mrdXRiC8eTYPe8AOtBsSLJM29JYDMfMGWZtXP0GLWzkNGh39HH6jGa9SPnqJxGzjQCQLlMAoo_19jSX0XtU2BJ6y444pM43FCIJvm2/s640/tomb-of-sheikh-salim-chisti-in-the-jami-masjid-fatehpur-sikri-uttar-pradesh-india1.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Sheikh Salim Chisti &lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9T74VQeCrFgr83LYsmg7283yej15LWqty2SHmFa4uNF7tAzO9KusoR5QctaUvKFNy1hIVfJ6sohE7RJbAOFGzlgJ0ULadcfkhGPw8alPr5kolNGIWQ0MmzPY3qmLjUvcSyGhGc0MoNNbW/s1600/Babafareedtomb.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;407&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9T74VQeCrFgr83LYsmg7283yej15LWqty2SHmFa4uNF7tAzO9KusoR5QctaUvKFNy1hIVfJ6sohE7RJbAOFGzlgJ0ULadcfkhGPw8alPr5kolNGIWQ0MmzPY3qmLjUvcSyGhGc0MoNNbW/s640/Babafareedtomb.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Fariduddin Ganjshakar &lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
India .... the Land of Great Diversity in Unity so many religions , ideologies , Sects , Philosophies but one aim ...one goal ....to Find , to discover ,&amp;nbsp; to search The Ultimate Truth ....The One ....!&amp;nbsp;&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://indianhistoryforu.blogspot.com/feeds/5960452978000917283/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://indianhistoryforu.blogspot.com/2012/06/sufism-great-heritage-of-india.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/5960452978000917283'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/5960452978000917283'/><link rel='alternate' type='text/html' href='http://indianhistoryforu.blogspot.com/2012/06/sufism-great-heritage-of-india.html' title='Sufism : Search of Truth'/><author><name>silenceofdark29@gmail.com</name><uri>http://www.blogger.com/profile/13997437729578892124</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQ0sZQ-qO_40LzrRXV27m17jBORR4EqItlEFnY9o8hoRUgwkHgPwLeEahHhdLX92QU5PI_jaJAfDYEsydV6JqSArElgns9ZT5NjATXiovXMKb0HMCukWxYRPN8JuwTTRLOhyphenhyphenrswlFujLGG/s72-c/sufi_dancing.jpe.jpeg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7770109823954046255.post-7284878161799543343</id><published>2012-06-02T21:27:00.003+05:30</published><updated>2025-06-15T09:26:22.114+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Adi Shankarcharya"/><category scheme="http://www.blogger.com/atom/ns#" term="Consciousness"/><category scheme="http://www.blogger.com/atom/ns#" term="Matrix"/><category scheme="http://www.blogger.com/atom/ns#" term="Maya"/><category scheme="http://www.blogger.com/atom/ns#" term="Vedanta"/><title type='text'>Advaita :Matrix or Maya ! illusion !</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi05lvzJy-D2oDyTVhlE0A2KHt5c4f6BOpr9dkqglZvQHE0Nsg-mN__KzMRrdbwJeyYjwrLmWS2rOQUosO_d1kHvzTBqE44bONtd5Gp4VadWyQyk4ya86byfM__AGrlAzLOu6-O0_fJqcf3/s1600/ManMirror700.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;self&quot; border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi05lvzJy-D2oDyTVhlE0A2KHt5c4f6BOpr9dkqglZvQHE0Nsg-mN__KzMRrdbwJeyYjwrLmWS2rOQUosO_d1kHvzTBqE44bONtd5Gp4VadWyQyk4ya86byfM__AGrlAzLOu6-O0_fJqcf3/w252-h320/ManMirror700.jpg&quot; width=&quot;252&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;h3 data-end=&quot;159&quot; data-start=&quot;138&quot;&gt; Introduction&lt;/h3&gt;
&lt;p data-end=&quot;281&quot; data-start=&quot;160&quot;&gt;&lt;em data-end=&quot;202&quot; data-start=&quot;160&quot;&gt;What if your world is a cosmic illusion?&lt;/em&gt;&lt;br data-end=&quot;205&quot; data-start=&quot;202&quot; /&gt;
&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;Advaita Vedānta, articulated by &lt;strong data-end=&quot;52&quot; data-start=&quot;32&quot;&gt;Adi Śaṅkarācārya&lt;/strong&gt; (9th century CE), argues that the multiplicity we perceive is played out by &lt;strong data-end=&quot;137&quot; data-start=&quot;129&quot;&gt;Māyā&lt;/strong&gt;—a veil concealing &lt;strong data-end=&quot;167&quot; data-start=&quot;156&quot;&gt;Brahman&lt;/strong&gt;, the one undivided reality&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;hr data-end=&quot;286&quot; data-start=&quot;283&quot; /&gt;
&lt;h3 data-end=&quot;310&quot; data-start=&quot;288&quot;&gt;1. What Is Māyā?&lt;/h3&gt;
&lt;ul data-end=&quot;431&quot; data-start=&quot;311&quot;&gt;&lt;li data-end=&quot;391&quot; data-start=&quot;311&quot;&gt;
&lt;p data-end=&quot;391&quot; data-start=&quot;313&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;&lt;strong data-end=&quot;8&quot; data-is-only-node=&quot;&quot; data-start=&quot;0&quot;&gt;Māyā&lt;/strong&gt; means “illusion”—not that the world doesn’t exist, but that it isn’t what it appears to be&lt;/span&gt; .&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;431&quot; data-start=&quot;392&quot;&gt;
&lt;p data-end=&quot;431&quot; data-start=&quot;394&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;It’s the cosmic force that obscures the unity of Brahman, keeping us trapped in duality.&lt;/span&gt;&lt;/p&gt;
&lt;/li&gt;&lt;/ul&gt;
&lt;hr data-end=&quot;436&quot; data-start=&quot;433&quot; /&gt;
&lt;h3 data-end=&quot;487&quot; data-start=&quot;438&quot;&gt;2. The Anatomy of Illusion: Avidyā vs. Māyā&lt;/h3&gt;
&lt;ul data-end=&quot;831&quot; data-start=&quot;488&quot;&gt;&lt;li data-end=&quot;568&quot; data-start=&quot;488&quot;&gt;
&lt;p data-end=&quot;568&quot; data-start=&quot;490&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;&lt;strong data-end=&quot;10&quot; data-is-only-node=&quot;&quot; data-start=&quot;0&quot;&gt;Avidyā&lt;/strong&gt; = personal ignorance; the deep-rooted lack of awareness of our true Self&lt;/span&gt; &lt;br /&gt;&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;610&quot; data-start=&quot;569&quot;&gt;
&lt;p data-end=&quot;610&quot; data-start=&quot;571&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;&lt;strong data-end=&quot;8&quot; data-is-only-node=&quot;&quot; data-start=&quot;0&quot;&gt;Māyā&lt;/strong&gt; = its cosmic counterpart, projecting the world of separateness.&lt;/span&gt;&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;831&quot; data-start=&quot;611&quot;&gt;
&lt;p data-end=&quot;654&quot; data-start=&quot;613&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;Both operate across Shankaracharya’s three levels of reality:&lt;/span&gt;&lt;/p&gt;
&lt;ul data-end=&quot;831&quot; data-start=&quot;657&quot;&gt;&lt;li data-end=&quot;700&quot; data-start=&quot;657&quot;&gt;
&lt;p data-end=&quot;700&quot; data-start=&quot;659&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;&lt;em data-end=&quot;14&quot; data-is-only-node=&quot;&quot; data-start=&quot;0&quot;&gt;Paramārthika&lt;/em&gt; (absolute reality)&lt;/span&gt;&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;746&quot; data-start=&quot;703&quot;&gt;
&lt;p data-end=&quot;746&quot; data-start=&quot;705&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;&lt;em data-end=&quot;13&quot; data-is-only-node=&quot;&quot; data-start=&quot;0&quot;&gt;Vyāvahārika&lt;/em&gt; (empirical reality)&lt;/span&gt;&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;831&quot; data-start=&quot;749&quot;&gt;
&lt;p data-end=&quot;831&quot; data-start=&quot;751&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;&lt;em data-end=&quot;14&quot; data-is-only-node=&quot;&quot; data-start=&quot;0&quot;&gt;Prātibhāsika&lt;/em&gt; (apparent/unreal)&lt;/span&gt; &lt;br /&gt;&lt;/p&gt;
&lt;/li&gt;&lt;/ul&gt;
&lt;/li&gt;&lt;/ul&gt;
&lt;hr data-end=&quot;836&quot; data-start=&quot;833&quot; /&gt;
&lt;h3 data-end=&quot;876&quot; data-start=&quot;838&quot;&gt;3. The Path Forward: Jñāna Yoga&lt;/h3&gt;
&lt;p data-end=&quot;918&quot; data-start=&quot;877&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;To pierce the veil of Māyā and Avidyā:&lt;/span&gt;&lt;/p&gt;
&lt;ol data-end=&quot;1223&quot; data-start=&quot;919&quot;&gt;&lt;li data-end=&quot;1004&quot; data-start=&quot;919&quot;&gt;
&lt;p data-end=&quot;1004&quot; data-start=&quot;922&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;&lt;strong data-end=&quot;10&quot; data-is-only-node=&quot;&quot; data-start=&quot;0&quot;&gt;Viveka&lt;/strong&gt; – Discriminate real (Brahman) from unreal (world)&lt;/span&gt; &lt;br /&gt;&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;1049&quot; data-start=&quot;1005&quot;&gt;
&lt;p data-end=&quot;1049&quot; data-start=&quot;1008&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;&lt;strong data-end=&quot;12&quot; data-is-only-node=&quot;&quot; data-start=&quot;0&quot;&gt;Vairāgya&lt;/strong&gt; – Let go of attachment and desire.&lt;/span&gt;&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;1135&quot; data-start=&quot;1050&quot;&gt;
&lt;p data-end=&quot;1135&quot; data-start=&quot;1053&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;&lt;strong data-end=&quot;24&quot; data-is-only-node=&quot;&quot; data-start=&quot;0&quot;&gt;Śamādi (six virtues)&lt;/strong&gt; – Calmness, self-control, endurance, faith, etc.&lt;/span&gt; &lt;br /&gt;&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;1180&quot; data-start=&quot;1136&quot;&gt;
&lt;p data-end=&quot;1180&quot; data-start=&quot;1139&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;&lt;strong data-end=&quot;28&quot; data-is-only-node=&quot;&quot; data-start=&quot;0&quot;&gt;Svādhyāya + Nididhyāsana&lt;/strong&gt; – Study scriptures (e.g., &lt;em data-end=&quot;68&quot; data-start=&quot;55&quot;&gt;mahāvākya&lt;/em&gt; like &lt;em data-end=&quot;88&quot; data-start=&quot;74&quot;&gt;tat tvam asi&lt;/em&gt;), reflect deeply, meditate.&lt;/span&gt;&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;1223&quot; data-start=&quot;1181&quot;&gt;
&lt;p data-end=&quot;1223&quot; data-start=&quot;1184&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;&lt;strong data-end=&quot;9&quot; data-is-only-node=&quot;&quot; data-start=&quot;0&quot;&gt;Mokṣa&lt;/strong&gt; – The awakening: “I am Brahman.” The illusion dissolves.&lt;/span&gt;&lt;/p&gt;&lt;p data-end=&quot;1223&quot; data-start=&quot;1184&quot;&gt;&lt;img alt=&quot;Maya and Advaita Vedanta | Spiritual Ignorance of the real Self&quot; height=&quot;200&quot; src=&quot;https://www.traditionalbodywork.com/wp-content/uploads/2023/11/the-four-mahavakyas-800x400.jpg&quot; width=&quot;400&quot; /&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p data-end=&quot;1223&quot; data-start=&quot;1184&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p data-end=&quot;1223&quot; data-start=&quot;1184&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p data-end=&quot;1223&quot; data-start=&quot;1184&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/li&gt;&lt;/ol&gt;
&lt;hr data-end=&quot;1228&quot; data-start=&quot;1225&quot; /&gt;
&lt;h3 data-end=&quot;1257&quot; data-start=&quot;1230&quot;&gt;4. The Matrix Analogy&lt;/h3&gt;
&lt;p data-end=&quot;1338&quot; data-start=&quot;1258&quot;&gt;&lt;span class=&quot;relative -mx-px my-[-0.2rem] rounded px-px py-[0.2rem] transition-colors duration-100 ease-in-out&quot;&gt;Much like &lt;em data-end=&quot;22&quot; data-start=&quot;10&quot;&gt;The Matrix&lt;/em&gt;, which hides the true nature of reality—Advaita teaches a similar cosmic deception. Once awakened, the illusion overturns—it was never real, only masked&lt;/span&gt; &lt;/p&gt;
&lt;hr data-end=&quot;1343&quot; data-start=&quot;1340&quot; /&gt;
&lt;h3 data-end=&quot;1376&quot; data-start=&quot;1345&quot;&gt;5. Why This Matters Today&lt;/h3&gt;
&lt;ul data-end=&quot;1789&quot; data-start=&quot;1377&quot;&gt;&lt;li data-end=&quot;1511&quot; data-start=&quot;1377&quot;&gt;
&lt;p data-end=&quot;1511&quot; data-start=&quot;1379&quot;&gt;&lt;strong data-end=&quot;1401&quot; data-start=&quot;1379&quot;&gt;Timeless relevance&lt;/strong&gt;: Amid modern stress and fragmentation, Advaita’s message offers inner peace through recognition of oneness.&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;1666&quot; data-start=&quot;1512&quot;&gt;
&lt;p data-end=&quot;1666&quot; data-start=&quot;1514&quot;&gt;&lt;strong data-end=&quot;1530&quot; data-start=&quot;1514&quot;&gt;Global reach&lt;/strong&gt;: Thinkers like Ramana Maharshi, Swami Vivekananda, Mooji, and Rupert Spira carry this wisdom forward in a language we can understand.&lt;/p&gt;
&lt;/li&gt;&lt;li data-end=&quot;1789&quot; data-start=&quot;1667&quot;&gt;
&lt;p data-end=&quot;1789&quot; data-start=&quot;1669&quot;&gt;&lt;strong data-end=&quot;1689&quot; data-start=&quot;1669&quot;&gt;Practical impact&lt;/strong&gt;: Reducing judgment, living simply, being fully present—these are direct applications in daily life.&lt;/p&gt;
&lt;/li&gt;&lt;/ul&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://indianhistoryforu.blogspot.com/feeds/7284878161799543343/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://indianhistoryforu.blogspot.com/2012/06/advaita-matrix-or-maya-illusion.html#comment-form' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/7284878161799543343'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/7284878161799543343'/><link rel='alternate' type='text/html' href='http://indianhistoryforu.blogspot.com/2012/06/advaita-matrix-or-maya-illusion.html' title='Advaita :Matrix or Maya ! illusion !'/><author><name>silenceofdark29@gmail.com</name><uri>http://www.blogger.com/profile/13997437729578892124</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi05lvzJy-D2oDyTVhlE0A2KHt5c4f6BOpr9dkqglZvQHE0Nsg-mN__KzMRrdbwJeyYjwrLmWS2rOQUosO_d1kHvzTBqE44bONtd5Gp4VadWyQyk4ya86byfM__AGrlAzLOu6-O0_fJqcf3/s72-w252-h320-c/ManMirror700.jpg" height="72" width="72"/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7770109823954046255.post-4780107541802752473</id><published>2012-05-30T22:20:00.000+05:30</published><updated>2012-05-30T22:26:05.282+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Bahubali"/><category scheme="http://www.blogger.com/atom/ns#" term="Banglore"/><category scheme="http://www.blogger.com/atom/ns#" term="Karnataka"/><category scheme="http://www.blogger.com/atom/ns#" term="Meditator"/><category scheme="http://www.blogger.com/atom/ns#" term="Shravanbeagola"/><category scheme="http://www.blogger.com/atom/ns#" term="Tirthankar"/><title type='text'>Bahubali :The  Greatest Meditator Ever !</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEio-CvV8aCUF1BagwZZqD8SpJdfD4UL1JVJTboLmpdq8uBHNk2k-3aGqUpAk6uU2riNKzjY1ZNIy_QoE42_bxlGgj-3qVf_BRJDXi8Q-DiMIGbWe4lvmQ33WSSgt1cy2ttAlyeMJF6wJ_w5/s1600/bahubali-gomateshwara-statue-shravanabelagola-karnataka.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEio-CvV8aCUF1BagwZZqD8SpJdfD4UL1JVJTboLmpdq8uBHNk2k-3aGqUpAk6uU2riNKzjY1ZNIy_QoE42_bxlGgj-3qVf_BRJDXi8Q-DiMIGbWe4lvmQ33WSSgt1cy2ttAlyeMJF6wJ_w5/s640/bahubali-gomateshwara-statue-shravanabelagola-karnataka.jpg&quot; width=&quot;480&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Bahubali&amp;nbsp;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
Bahubali&amp;nbsp; was one the most famous Arihanta .He was the second son of first Tirthankara , Rishabha.&lt;br /&gt;
Bahubali had a elder brother , Bharata. Bharata wanted to capture Kingdom of Bahubali and he challenged Bahubali in personal fight contest. Both bothers were entered into three traditional forms of fighting contest&lt;br /&gt;
Drishti yuddha, Jala yudha and Malla yuddha.&lt;br /&gt;
&lt;br /&gt;
In Malla Yudha both brother had to fight each other by hitting heads with fists. Bharat had the first shot , and he almost knocked Bahubali to the ground . When turn Bahubali came everybody know that Bahubali was the strongest warrior of that time and if he hit Bharat than surely he will die.&lt;br /&gt;
&lt;br /&gt;
But as Bahubali raised his arm to land a blow, he paused realizing that fighting his elder brother for land , wealth and power was neither sane nor righteous. Thinking this Bahubali changed the direction of his blow.&lt;br /&gt;
And left his all possessions and became a solitary renunciant . He renounced his materialistic world , for the search of Peace.&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;He took to meditation with a thirst for truth, but - it was for ego that he took to meditation on his own.&lt;br /&gt;
Among monks who accept monastic vows, one must bow to all others who 
have accepted previously regardless of age. Bahubali knew that if he 
went to Lord Rishabdev (Aadinath) for permission to take monastic vows, 
he would have to bow down to all his 98 younger brothers, who had 
renounced before him. Bahubali began meditating with great resolve to 
attain supreme knowledge, but did not succeed because his ego, which 
stopped him from visiting his father&#39;s court, did not allow him to 
attain this Keval Jnana.&lt;br /&gt;
&lt;br /&gt;
However, Bahubali was adamant. He continued his practice unmindful of 
the vines, ants, and dust which enveloped his body. Concerned, his 
sisters&amp;nbsp; asked Tirthankar Adinath about their worldly 
brother Bahubali. Tirthankar Adinath said that, although just moments 
away from enlightenment, Bahubali could not achieve it because he didn&#39;t
 realise that he was standing on &#39;the Elephant&#39; - Ego.&lt;br /&gt;
When his sisters know this fault , they reached to Bahubali and told him his fault.Soon Bahubali realized his fault and shed off his ego and pride.&lt;br /&gt;
And after that he began his teaching to the people , to show right path.&lt;br /&gt;
&lt;br /&gt;
His momentous statue is enraged at Shravanabelagola near Bangluru ( Karnataka ) in 983 A.D.&lt;br /&gt;
It is 55 ft high and built with a single block of granite &lt;br /&gt;
&lt;br /&gt;
Today We remember Bahubali for his courage , sacrifice , energy , determination and his path of salvation .He was the greatest Meditator of all time in India . His path is the path of determination , courage and sacrifice.&lt;br /&gt;
&lt;br /&gt;
Really , Bahubali was &quot;The Bahubali ....&quot;&amp;nbsp; ! &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://indianhistoryforu.blogspot.com/feeds/4780107541802752473/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://indianhistoryforu.blogspot.com/2012/05/bahubali-shravanbelagola.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/4780107541802752473'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/4780107541802752473'/><link rel='alternate' type='text/html' href='http://indianhistoryforu.blogspot.com/2012/05/bahubali-shravanbelagola.html' title='Bahubali :The  Greatest Meditator Ever !'/><author><name>silenceofdark29@gmail.com</name><uri>http://www.blogger.com/profile/13997437729578892124</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEio-CvV8aCUF1BagwZZqD8SpJdfD4UL1JVJTboLmpdq8uBHNk2k-3aGqUpAk6uU2riNKzjY1ZNIy_QoE42_bxlGgj-3qVf_BRJDXi8Q-DiMIGbWe4lvmQ33WSSgt1cy2ttAlyeMJF6wJ_w5/s72-c/bahubali-gomateshwara-statue-shravanabelagola-karnataka.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7770109823954046255.post-469002191384078822</id><published>2012-05-30T12:24:00.001+05:30</published><updated>2012-05-31T21:14:38.695+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Elephant and four blind men"/><category scheme="http://www.blogger.com/atom/ns#" term="Exist"/><category scheme="http://www.blogger.com/atom/ns#" term="Jainism"/><category scheme="http://www.blogger.com/atom/ns#" term="Not exist"/><category scheme="http://www.blogger.com/atom/ns#" term="Phliosphy"/><category scheme="http://www.blogger.com/atom/ns#" term="Syadyada"/><category scheme="http://www.blogger.com/atom/ns#" term="Theory of relativity"/><category scheme="http://www.blogger.com/atom/ns#" term="Truth"/><title type='text'>Jainaism and Theory of Relativity</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjH_Ji3whMjyFAvV-o0yCcgcdv0nZLQudjdLpE-xmMUB3C6xCQg8Ur8PfTIn9KXqAoHCWDmKBvy0J4vkwkLlNjKB66f7RT2hpgH5sCMy42z_HTgWhIs3vMSkQhghp6RT3XKOD_B92J-_iWw/s1600/220px-Mahavir.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjH_Ji3whMjyFAvV-o0yCcgcdv0nZLQudjdLpE-xmMUB3C6xCQg8Ur8PfTIn9KXqAoHCWDmKBvy0J4vkwkLlNjKB66f7RT2hpgH5sCMy42z_HTgWhIs3vMSkQhghp6RT3XKOD_B92J-_iWw/s640/220px-Mahavir.jpg&quot; width=&quot;422&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Mahavira&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Jainism is one the most scientific religion developed in the World. It purely based on logic,perception and inference as the valid source of knowledge.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Mahavira give this world one of most revolutionary theory &quot; Syadvada&quot; ( &quot;May be ..&quot;) 2200 years before the rise of modern science .&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
It is based on the conception of reality as extremely indeterminate in its nature.According to it ,&lt;br /&gt;
Truth is relative and can be looked at from many points of view (Anekanta ) and that each view-point yields a different conclusion. The nature of Truth is expressed completely be none of them, for reality admits all predicates .&lt;br /&gt;
According to Mahavira the truth /Reality is so big so huge so unimaginable that it can not be observed completely&amp;nbsp; at one point ,It has many dimensions .It is very similar to the Theory of Relativity .&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3FEgqC_v3E89WCzMO-MiHrEDvZ1tjtLytrlOnt46ASCgCk-lhpsh61dnTY2tp38DclEVy4yu74nIwMG93gSFgXSoHDFChZEQzLo6DTSncSXFptEH9VycRxe27Dll6Aja2ujXRTdfUvQW2/s1600/blind-men-and-elephant.jpg&quot; imageanchor=&quot;1&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;241&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3FEgqC_v3E89WCzMO-MiHrEDvZ1tjtLytrlOnt46ASCgCk-lhpsh61dnTY2tp38DclEVy4yu74nIwMG93gSFgXSoHDFChZEQzLo6DTSncSXFptEH9VycRxe27Dll6Aja2ujXRTdfUvQW2/s320/blind-men-and-elephant.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
According to Syadvada the Truth has following dimensions&amp;nbsp; :-&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;1. Syadasti : A things is relatively real ;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; (Exist )&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;2. Syannasti :A thing is relatively unreal;&amp;nbsp;&amp;nbsp;&amp;nbsp; (Not exist )&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;3. Syadastinasti : A thing is relatively both real and unreal ( Exist and Not exist Both )&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;4. Syadavaktavyam : A thing is relatively indescribable ( Undetermined&amp;nbsp; )&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;5. Syadasti ca avaktavyam : A thing is relatively real and indescribable ( Exist&amp;nbsp; and&amp;nbsp; Undetermined )&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;6. Syannasti ca avaktavyam : A thing is relatively unreal and indescribable ( Not Exist and Undetermined )&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;7. Styadasti ca nasti avyaktam cha : A thing is relatively real , unreal and indescribable&amp;nbsp; .(&amp;nbsp;&amp;nbsp; Exist&amp;nbsp; ,Not Exist and Undetermined )&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Due these reasons Mahavira always said &quot; DO NOT Say Definite Truth ! &quot; ( Because Truth can not be one ...it has many dimensions and all are right and wrong at the same time !)&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;h4 style=&quot;text-align: left;&quot;&gt;


&lt;b&gt;So, Friends next time you are telling&amp;nbsp; a Truth remember its opposite is also correct !&lt;/b&gt; &lt;/h4&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://indianhistoryforu.blogspot.com/feeds/469002191384078822/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://indianhistoryforu.blogspot.com/2012/05/jainaism-and-theory-of-relativity.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/469002191384078822'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/469002191384078822'/><link rel='alternate' type='text/html' href='http://indianhistoryforu.blogspot.com/2012/05/jainaism-and-theory-of-relativity.html' title='Jainaism and Theory of Relativity'/><author><name>silenceofdark29@gmail.com</name><uri>http://www.blogger.com/profile/13997437729578892124</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjH_Ji3whMjyFAvV-o0yCcgcdv0nZLQudjdLpE-xmMUB3C6xCQg8Ur8PfTIn9KXqAoHCWDmKBvy0J4vkwkLlNjKB66f7RT2hpgH5sCMy42z_HTgWhIs3vMSkQhghp6RT3XKOD_B92J-_iWw/s72-c/220px-Mahavir.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7770109823954046255.post-2588189814987336456</id><published>2012-05-29T21:54:00.000+05:30</published><updated>2012-05-29T21:54:09.975+05:30</updated><title type='text'>Mahavira : The Great Hero of Jainism</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCkKLrMwkxIeN0GeJJ71Kp38STNgRkCD7UWjCkCGtAjxyqp2mihtj9bGRmGYY46JzJxO0Pbj4t7E0xUd7QKrCQe7n-iUURUySklkgoAJI5F0Gc9oCQz41F44Ar3l0-2PuW_pW9dJlpeevR/s1600/mahavira_18286.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCkKLrMwkxIeN0GeJJ71Kp38STNgRkCD7UWjCkCGtAjxyqp2mihtj9bGRmGYY46JzJxO0Pbj4t7E0xUd7QKrCQe7n-iUURUySklkgoAJI5F0Gc9oCQz41F44Ar3l0-2PuW_pW9dJlpeevR/s640/mahavira_18286.jpg&quot; width=&quot;584&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimUqNsHTEsWrLPiMLxXVgbbBr78yA6d9Uy3iNjfxPGy5X77mvixcU5RDqF45DBhpZNBG_5YtRIEKq2Bi6SsU3EzhCSR6Kw1GCAsrIef4onugJK5OJJtbCxyu0n0EuQRqOPvvmoB6dJ8lPj/s1600/mahavir.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;283&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimUqNsHTEsWrLPiMLxXVgbbBr78yA6d9Uy3iNjfxPGy5X77mvixcU5RDqF45DBhpZNBG_5YtRIEKq2Bi6SsU3EzhCSR6Kw1GCAsrIef4onugJK5OJJtbCxyu0n0EuQRqOPvvmoB6dJ8lPj/s400/mahavir.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://indianhistoryforu.blogspot.com/feeds/2588189814987336456/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://indianhistoryforu.blogspot.com/2012/05/mahavira-great-hero-of-jainism.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/2588189814987336456'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7770109823954046255/posts/default/2588189814987336456'/><link rel='alternate' type='text/html' href='http://indianhistoryforu.blogspot.com/2012/05/mahavira-great-hero-of-jainism.html' title='Mahavira : The Great Hero of Jainism'/><author><name>silenceofdark29@gmail.com</name><uri>http://www.blogger.com/profile/13997437729578892124</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCkKLrMwkxIeN0GeJJ71Kp38STNgRkCD7UWjCkCGtAjxyqp2mihtj9bGRmGYY46JzJxO0Pbj4t7E0xUd7QKrCQe7n-iUURUySklkgoAJI5F0Gc9oCQz41F44Ar3l0-2PuW_pW9dJlpeevR/s72-c/mahavira_18286.jpg" height="72" width="72"/><thr:total>0</thr:total></entry></feed>