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  1. <?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-8980530557680932705</id><updated>2024-03-13T10:22:27.577+05:30</updated><category term="Aprakash Grahas / Upagrahas"/><category term="Characteristics of Cancer / Karkata"/><category term="Ecliptic &amp; Equator"/><category term="Precession of Equinoxes"/><category term="4TH House In Vedic Astrology."/><category term="Adhik or Kshaya Mas"/><category term="Astrology in Vedas"/><category term="Astronomical Differences between Western and Vedic Astrology"/><category term="Astronomical Terms &amp; Definitions"/><category term="Astronomical Terms - Hindi"/><category term="Astronomy Notes in Hindi"/><category term="BPHS Chapter-3 Grah Characters and Description"/><category term="Basic Physical Features of Planets in Sloar Syatem"/><category term="Bhava And its Meaning"/><category term="Bhava Classification in Vedic Astrology"/><category term="Calculate Navamsha Manually"/><category term="Celestial latitude &amp; Celestial longitude"/><category term="Characterisitcs of Capricorn / Makara"/><category term="Characteristics of Gemini / Mithuna"/><category term="Characteristics of Libra / Tula"/><category term="Characteristics of Sagittarius / Dhanu"/><category term="Characteristics of Scorpio / Vrishchika"/><category term="Characteristics of Taurus"/><category term="Characteristics of a Aries/Mesha"/><category term="Classification of Houses in Vedic Astrology"/><category term="Classification of Nakshatras - Gana"/><category term="Coordinates - Longitude and latitude of a place"/><category term="Declination and Right Ascension"/><category term="Differences Between Western and Vedic Astrology"/><category term="Dwarf Planets"/><category term="EIGHTH HOUSE IN VEDIC ASTROLOGY"/><category term="Eclipse in Vedic Astronomy"/><category term="Effect of Planets in Different Rashis /Signs"/><category term="Eleventh House in Vedic Astrology - Bhava XI"/><category term="Equinoxes and Solstice"/><category term="Fifth House in Vedic Astrology - Bhava V"/><category term="First House in Vedic Astrology"/><category term="Grouping of Signs in Vedic Astrology"/><category term="International Dateline"/><category term="Keyword For The Houses"/><category term="Keywords for Houses / Bhavas in Vedic Astrology"/><category term="Meaning of Bhava"/><category term="Movable and fixed zodiacs"/><category term="Ninth House in Vedic Astrology - Bhava- IX"/><category term="Panchang - Calculation and  importance of Karana in Panchang"/><category term="Panchang - Calculations of Tithi The Lunar Day"/><category term="Phases Of Moon / Moon Cycles (चंद्र कलाएँ)"/><category term="Planetary Hours in Vedic Astrology"/><category term="Predictions through Rare Chakras in Vedic Astrology"/><category term="RETROGRESSION OF PLANETS"/><category term="Rajju"/><category term="Rare Chakras in Vedic Astrology"/><category term="Result of Planets in different Houses for Mesha Lagna"/><category term="Retrograde motion of planets"/><category term="Sarawati Yoga"/><category term="Sayana And Niryana"/><category term="Seventh House (7H) in Vedic Astrology"/><category term="Signs in Vedic Astrology"/><category term="Solar and Lunar sign in Rashi Chakra"/><category term="Solstice and equinox"/><category term="Summer Solstice - 2017"/><category term="Symbols and Directions in Vedic Astrology"/><category term="THE 2H(Dhana Bhaava) in Vedic Astrology"/><category term="THIRD HOUSE IN VEDIC ASTROLOGY"/><category term="Table of Karana According to  Tithi"/><category term="Tenth House in Vedic Astrology -Bhava X"/><category term="The Effects of the Ascendant Lord in the 12 Houses"/><category term="The Terrestrial Sphere &amp; The Celestial Sphere"/><category term="The four cadent houses"/><category term="Tropical And Sidereal Zodiac"/><category term="Twelfth House in Vedic Astrology -  Bhava XII"/><category term="Vedha and Nadi"/><category term="Yoni"/><category term="characteristics of Aquarius / Kumbha"/><category term="characteristics of Pisces / Meena"/><category term="hora chakra muhurta"/><category term="karana-in-vedic-astrology"/><category term="purushotama Mas"/><category term="अंक शास्त्र के अनुसार होरा का उपयोग"/><category term="क्रान्ति - Declination"/><category term="क्षय तिथि और वृद्धि तिथि"/><category term="क्षुद्र ग्रह"/><category term="भारतीय ज्योतिष में सूर्य"/><category term="होरा चक्र से सप्तवारों का नामकरण"/><title type='text'>Astrology by Anju Anand</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='https://astrologybyanjuanand.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='https://astrologybyanjuanand.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Anju Anand -Astro Windows</name><uri>http://www.blogger.com/profile/11703641556382240232</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>105</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-8980530557680932705.post-2735119745786726512</id><published>2020-08-17T10:56:00.000+05:30</published><updated>2020-08-17T10:56:00.879+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Rare Chakras in Vedic Astrology"/><title type='text'>Rahu Kalanal Chakra</title><content type='html'>&lt;div class=&quot;separator&quot;&gt;&lt;p style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;444&quot; 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&quot; width=&quot;594&quot; /&gt;&lt;/p&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;High Tower Text&amp;quot;,serif; font-size: 14.0pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;Rahu Kalanal
  2. Chakra (RKC) and its different forms have been described in the&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;High Tower Text&amp;quot;, serif; font-size: 18.6667px;&quot;&gt;12&lt;/span&gt;&lt;sup style=&quot;font-family: &amp;quot;High Tower Text&amp;quot;, serif;&quot;&gt;th&lt;/sup&gt;&lt;span style=&quot;font-family: &amp;quot;High Tower Text&amp;quot;, serif; font-size: 18.6667px;&quot;&gt;&amp;nbsp; century classic&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;High Tower Text&amp;quot;, serif; font-size: 14pt;&quot;&gt;&quot;Narpatijayacharyaswarodaya&quot;&lt;/span&gt;&lt;span style=&quot;font-family: High Tower Text, serif;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;. Although Yoga for travel given in Parashara or other
  3. Hora Shastras are for auspicious works But Rahu Kalanal Chakra is used for finding suitable
  4. time for travel for wars / disputes/ &lt;/span&gt;&lt;span style=&quot;font-size: 18.6667px;&quot;&gt;Litigation&lt;/span&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;&amp;nbsp;or the result of war /
  5. litigation for a given time. Four variations of&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;High Tower Text&amp;quot;, serif; font-size: 18.6667px;&quot;&gt;Rahu Kalanal Chakra&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: High Tower Text, serif;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;&amp;nbsp;are described;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
  6.  
  7. &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;High Tower Text&amp;quot;,serif; font-size: 14.0pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;Types of Rahu Kalanal
  8. Chakras: &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  9.  
  10. &lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-list: l0 level1 lfo1; text-indent: -.25in;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;High Tower Text&amp;quot;,serif; font-size: 14.0pt; line-height: 107%; mso-bidi-font-family: &amp;quot;High Tower Text&amp;quot;; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: &amp;quot;High Tower Text&amp;quot;;&quot;&gt;1.&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;High Tower Text&amp;quot;,serif; font-size: 14.0pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;Two Part Rahu Kalanal Chakra&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  11.  
  12. &lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l0 level1 lfo1; text-indent: -.25in;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;High Tower Text&amp;quot;,serif; font-size: 14.0pt; line-height: 107%; mso-bidi-font-family: &amp;quot;High Tower Text&amp;quot;; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: &amp;quot;High Tower Text&amp;quot;;&quot;&gt;2.&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;High Tower Text&amp;quot;,serif; font-size: 14.0pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;Five Part Rahu Kalanal Chakra&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  13.  
  14. &lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l0 level1 lfo1; text-indent: -.25in;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;High Tower Text&amp;quot;,serif; font-size: 14.0pt; line-height: 107%; mso-bidi-font-family: &amp;quot;High Tower Text&amp;quot;; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: &amp;quot;High Tower Text&amp;quot;;&quot;&gt;3.&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;High Tower Text&amp;quot;,serif; font-size: 14.0pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;Six Part Rahu Kalanal Chakra &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  15.  
  16. &lt;p&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;High Tower Text&amp;quot;, serif; font-size: 14pt; line-height: 107%; text-indent: -0.25in;&quot;&gt;Ten Part Rahu Kalanal Chakra&lt;/span&gt;&amp;nbsp;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;High Tower Text&amp;quot;,serif; font-size: 14.0pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;font-size: 18.6667px;&quot;&gt;Rahu Kalanal Chakra&lt;/span&gt;&amp;nbsp;is created
  17. using 28 Nakshtras, Abhijit is included in the scheme. The Nakshtra occupied by rahu is said
  18. to be in Rahu Mukha and 13 Nakshtras which Rahu had already transited are said
  19. to be Jeeva Paksha Nakshtras and 14&lt;sup&gt;th&lt;/sup&gt; Nakshtra is considered as Ketu
  20. as this is exactly opposite to Rahu Nakshtra. The balance 13 Nakshtras from
  21. ketu to Rahu Mukha are said to be Mrita Paksha as these are yet to be transited
  22. by Rahu.&amp;nbsp;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://astrologybyanjuanand.blogspot.com/feeds/2735119745786726512/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2020/08/rahu-kalanal-chakra.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/2735119745786726512'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/2735119745786726512'/><link rel='alternate' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2020/08/rahu-kalanal-chakra.html' title='Rahu Kalanal Chakra'/><author><name>Anju Anand</name><uri>http://www.blogger.com/profile/01621726061350248778</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcnh13O9hNebnRYky7_R4nuOHgFj2MGpXCyMiC_FYciQujzrIMjUXuLblHWd4Ep0xx4LCkFleh59h7T8VaDx5rjgfhXtsPgWUdWpdZ9xIovCTH7kt-RYhq1JipLHWqww/s113/New+1.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8980530557680932705.post-973120719451285425</id><published>2020-05-02T13:01:00.003+05:30</published><updated>2020-07-15T23:15:50.496+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Predictions through Rare Chakras in Vedic Astrology"/><title type='text'>Predicting through Rare Chakras in Vedic Astrology</title><content type='html'>&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 16pt; line-height: 107%; mso-bidi-font-size: 14.0pt;&quot;&gt;&quot;Predictions
  23. through Rare Chakras in Vedic Astrology.&quot;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 16pt; line-height: 107%; mso-bidi-font-size: 14.0pt;&quot;&gt;&lt;img height=&quot;400&quot; 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&quot; width=&quot;400&quot; /&gt;&lt;/span&gt;&lt;/p&gt;
  24.  
  25. &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;Various kind of
  26. Chakras in are used to predict about litigation, disease, financial setbacks,
  27. mundane affairs, and Muhurta and life predictions in Vedic Astrology. These
  28. Chakras are special arrangements of the Nakshtras. Some chakras are created by
  29. arranging Nakshtras on the body image of purusha known as Purusha Chakras. Simhasan
  30. Chakra to assess the ruling term for king (Prime Minister).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  31.  
  32. &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;In this course you
  33. will learn nearly 30 Chakras. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  34.  
  35. &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;1. &lt;/span&gt;&lt;span lang=&quot;&quot; style=&quot;background: yellow; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 16pt; line-height: 107%; mso-bidi-font-size: 14.0pt; mso-highlight: yellow;&quot;&gt;Sankranti
  36. Chakras&lt;/span&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt; – there are five types
  37. of Sankranti chakras are created to know about the general trend. To know
  38. whether Sankranti is shubha or ashubha for Native. Normally Sankranti chakra is
  39. created for all the Sankrantis, but special chakras are drawn for &lt;i&gt;Vishuva
  40. Sankranti, Shadashiti Sankranti and Vishnupada Sankranti. &lt;/i&gt;And a Chakra when
  41. Suryadev goes Uttarayan and Dakshinayan. &lt;i&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  42.  
  43. &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;2. &lt;/span&gt;&lt;span lang=&quot;&quot; style=&quot;background: yellow; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 16pt; line-height: 107%; mso-bidi-font-size: 14.0pt; mso-highlight: yellow;&quot;&gt;Surya Kalanal
  44. Chakra&lt;/span&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 16pt; line-height: 107%; mso-bidi-font-size: 14.0pt;&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;– This is very useful and effective tool to predict
  45. about health, results of litigation, war, and health. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  46.  
  47. &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;3. Chandra Kalanal Chakra - Gives
  48. daily predictions. This Chakra is used to assess gains and losses, comforts and
  49. victory or subjugation on given day.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  50.  
  51. &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;4. Rahu Kalanal Chakra: this Chakra is
  52. used to calculate the auspicious time for travel.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  53.  
  54. &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;5. Goodha Chakra: Goodha Chakra is
  55. created to predict the outcome of war, litigation etc. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  56.  
  57. &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;6. Ghora Kalanal Chakra: this is used
  58. for journey, birth, marriage and war etc. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  59.  
  60. &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;7. Gaja Chakra: To know the auspicious
  61. Muhurta to ride an elephant (luxury car)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  62.  
  63. &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;8. Nakshtra Dik Chakra: To analyze the
  64. natal stars in the horoscope and predicting the overall life.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  65.  
  66. &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;9. Kalasha Vastu Purusha Chakra: It is
  67. used in Muhurta Astrology to know the effects of Griha Pravesha. How will be
  68. the house you are going to live in.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  69.  
  70. &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;10. Sapta Shalaka &amp;amp; Panch Shalaka
  71. (2 Chakras): &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  72.  
  73. &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;11. Simhasan Chakra: The Chakra is
  74. drawn at the time of coronation or joining a post of authority, its gives the
  75. prediction about how will the period on that post be.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  76.  
  77. &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;12. Chhatra Chakra: by drawing that
  78. chakra to know about what propitiation of planets to be done.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  79.  
  80. &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;13. Sangatha Chakra - Rashi Sangatha
  81. chakra, Nakshtra Sangatha chakra (2 Chakras): Used for impending wars, treaties
  82. and peace. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  83.  
  84. &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;14. Purushakar Graha Chakra-Surya Nara
  85. Chakra, Chandra Nara Chakra, Bhaum Nar chakra, Buddha Nara Chakra, Bhrigu Nara
  86. Chakra, Guru Nara Chakra, Shani Nar chakra, Vakri Shani Chakra, Rahu Nar
  87. Chakra, Ketu Nar Chakra (10 Chakras): Nakshtra arrangement on a Nara Aakriti
  88. tells about the good and bad effects of the planets.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  89.  
  90. &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;15. Dimba Chakra: ‘an orderly
  91. arrangement of the 27 stars in the shape of a child with each body part ruling
  92. a certain number of stars’.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  93.  
  94. &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;16. Shatapada Chakra: This chakra
  95. shows the Sanskrit (hindi) syllables assigned to each Nakshtra pada. This
  96. assignment is also used in Sarvatobhadra chakra, Avhakda chakra&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  97.  
  98. &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;17. Ansha Chakra: to know the Vedha to
  99. birth Nakshtra or in transit. Used for auspicious times for travel, surgery,
  100. partnership etc.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  101.  
  102. &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;18. Sapta Nadi Chakra: The various
  103. Nadis their lords, Nakshtra give prediction about rain and weather.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  104.  
  105. &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;19. Trinadi Chakra&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  106.  
  107. &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;20. Samundra Chakra&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  108.  
  109. &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;21. Pataki Arishta Chakra&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  110.  
  111. &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;22. Kurma Chakra&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  112.  
  113. &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;23. Kot Chakra&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  114.  
  115. &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;24. Sarvatobhadra Chakra&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  116.  
  117. &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 107%; mso-bidi-font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='https://astrologybyanjuanand.blogspot.com/feeds/973120719451285425/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2020/05/predicting-through-rare-chakras-in.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/973120719451285425'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/973120719451285425'/><link rel='alternate' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2020/05/predicting-through-rare-chakras-in.html' title='Predicting through Rare Chakras in Vedic Astrology'/><author><name>Anju Anand</name><uri>http://www.blogger.com/profile/01621726061350248778</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcnh13O9hNebnRYky7_R4nuOHgFj2MGpXCyMiC_FYciQujzrIMjUXuLblHWd4Ep0xx4LCkFleh59h7T8VaDx5rjgfhXtsPgWUdWpdZ9xIovCTH7kt-RYhq1JipLHWqww/s113/New+1.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8980530557680932705.post-4131893076251666924</id><published>2018-10-04T10:22:00.003+05:30</published><updated>2020-07-15T23:16:14.058+05:30</updated><title type='text'></title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
  118. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  119. &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKszIWyM9AE-T_MqeVrzzoRYZJbzUYX9a7AV5_DtuYBjVS6QyLUX_-SCz82r3oSENlw9z9SpNyOQdJ1C6CYnUPQWm3FsN9BoYMrJjxSChXmQiw2-3YfQhvithnmF53lufIVu3BZiC_6hmH/s1600/Astro+Windows+Institute+of+Vedic+Sciences.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;720&quot; data-original-width=&quot;1280&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKszIWyM9AE-T_MqeVrzzoRYZJbzUYX9a7AV5_DtuYBjVS6QyLUX_-SCz82r3oSENlw9z9SpNyOQdJ1C6CYnUPQWm3FsN9BoYMrJjxSChXmQiw2-3YfQhvithnmF53lufIVu3BZiC_6hmH/s640/Astro+Windows+Institute+of+Vedic+Sciences.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
  120. &lt;br /&gt;&lt;/div&gt;
  121. </content><link rel='replies' type='application/atom+xml' href='https://astrologybyanjuanand.blogspot.com/feeds/4131893076251666924/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2018/10/blog-post.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/4131893076251666924'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/4131893076251666924'/><link rel='alternate' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2018/10/blog-post.html' title=''/><author><name>Anju Anand</name><uri>http://www.blogger.com/profile/01621726061350248778</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcnh13O9hNebnRYky7_R4nuOHgFj2MGpXCyMiC_FYciQujzrIMjUXuLblHWd4Ep0xx4LCkFleh59h7T8VaDx5rjgfhXtsPgWUdWpdZ9xIovCTH7kt-RYhq1JipLHWqww/s113/New+1.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKszIWyM9AE-T_MqeVrzzoRYZJbzUYX9a7AV5_DtuYBjVS6QyLUX_-SCz82r3oSENlw9z9SpNyOQdJ1C6CYnUPQWm3FsN9BoYMrJjxSChXmQiw2-3YfQhvithnmF53lufIVu3BZiC_6hmH/s72-c/Astro+Windows+Institute+of+Vedic+Sciences.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8980530557680932705.post-2862423501056082834</id><published>2018-03-09T20:16:00.000+05:30</published><updated>2020-08-08T18:08:47.107+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="क्रान्ति - Declination"/><title type='text'>क्रान्ति - Declination</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
  122. आकाशीय विषुवत वृत्त से क्रान्ति वृत्त की ओर ग्रहों का अन्तर इस विषुवत वृत्त (Celestial Equator) से नापा जाता है जिससे यह ज्ञात हो जाता है कि कोई तारा या ग्रह विषुवत वृत्त से उत्तर या दक्षिण में कितने अन्तर पर है।&lt;br /&gt;
  123. &lt;br /&gt;
  124. विषुवत वृत्त से ग्रहों या तारों की उत्त या दक्षिण अंषात्मक नाप ही उत्तर या दक्षिण क्रान्ति कहलाती है।&lt;br /&gt;
  125. &lt;br /&gt;
  126. यह ध्यान रखें कि क्रान्ति वृत्त से उत्तर या दक्षिण को ग्रहों या तारों के अन्तर को शर या अक्षांश (Celestial Latitude) कहते हैं जबकि विषुवत वृत्त से ग्रह-तारादि की उत्तर या दक्षिण दूरी को क्रान्ति (Declination) कहते हैं।&lt;br /&gt;
  127. &lt;br /&gt;
  128. वस्तुतः क्रान्ति से यह ज्ञात होता है कि ग्रह या तारा विषुवत वृत्त से कितने कोणात्मक अन्तर पर उत्तर या दक्षिण गोल में हैं। सूर्य सदा क्रान्ति वृत्त पर ही चलता है, इसलिये उसका कोई शर नहीं होता, परन्तु विषुवत वृत्त से उसका अन्तर घटता बढ़ता रहता है, जिस कारण सूर्य की क्रान्ति घटती बढ़ती रहती है।&lt;/div&gt;
  129. </content><link rel='replies' type='application/atom+xml' href='https://astrologybyanjuanand.blogspot.com/feeds/2862423501056082834/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2018/03/declination.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/2862423501056082834'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/2862423501056082834'/><link rel='alternate' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2018/03/declination.html' title='क्रान्ति - Declination'/><author><name>Anju Anand</name><uri>http://www.blogger.com/profile/01621726061350248778</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcnh13O9hNebnRYky7_R4nuOHgFj2MGpXCyMiC_FYciQujzrIMjUXuLblHWd4Ep0xx4LCkFleh59h7T8VaDx5rjgfhXtsPgWUdWpdZ9xIovCTH7kt-RYhq1JipLHWqww/s113/New+1.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8980530557680932705.post-2089064715768866539</id><published>2017-11-05T17:16:00.000+05:30</published><updated>2020-08-08T18:08:47.096+05:30</updated><title type='text'>Longitudes</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
  130. &lt;br /&gt;
  131. &lt;img alt=&quot;Related image&quot; src=&quot;https://media1.britannica.com/eb-media/06/64906-004-55117002.jpg&quot; /&gt;&lt;br /&gt;
  132. &lt;br /&gt;
  133. &lt;br /&gt;
  134. &lt;img alt=&quot;Related image&quot; src=&quot;https://cdn.shopify.com/s/files/1/0293/8205/files/latitude_longitude_grande.gif?12060491192372930797&quot; /&gt;&lt;/div&gt;
  135. </content><link rel='replies' type='application/atom+xml' href='https://astrologybyanjuanand.blogspot.com/feeds/2089064715768866539/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2017/11/longitudes.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/2089064715768866539'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/2089064715768866539'/><link rel='alternate' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2017/11/longitudes.html' title='Longitudes'/><author><name>Anju Anand</name><uri>http://www.blogger.com/profile/01621726061350248778</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcnh13O9hNebnRYky7_R4nuOHgFj2MGpXCyMiC_FYciQujzrIMjUXuLblHWd4Ep0xx4LCkFleh59h7T8VaDx5rjgfhXtsPgWUdWpdZ9xIovCTH7kt-RYhq1JipLHWqww/s113/New+1.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8980530557680932705.post-5130492594743415377</id><published>2017-09-15T21:30:00.001+05:30</published><updated>2020-08-08T18:07:35.122+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Planetary Hours in Vedic Astrology"/><title type='text'>Planetary Hours in Vedic Astrology</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
  136. &lt;span style=&quot;font-family: inherit;&quot;&gt;Planetary Hours in Vedic Astrology gives us a logical clue about How names of days of week were formed. Hora is one of the most important part of muhurta.  Horas are determined on the basis of ‘srishtiyadi ahargana’ (number of terrestrial days passed from the day of creation) with the first Hora being ruled by Surya.&lt;/span&gt;&lt;br&gt;
  137. &lt;span style=&quot;font-family: inherit;&quot;&gt;The
  138. 24th part of a Vara (day) is a known as Hora, English word, hour,” is derived
  139. from Hora. The Horas are ruled by the seven planets in order of the slowest
  140. moving planet to the fastest: Saturn, Jupiter, Mars, the Sun, Venus, Mercury,
  141. and the Moon. The first Hora of the Vara is ruled by the lord of the Vara, with
  142. the succeeding Horas following in the order given.&lt;/span&gt;&lt;br&gt;
  143. &lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br&gt;&lt;/span&gt;
  144. &lt;div&gt;
  145. &lt;div&gt;
  146. &lt;span style=&quot;font-family: inherit;&quot;&gt;In Vedic system, the day is split into tw&lt;span style=&quot;font-family: inherit;&quot;&gt;o periods, daytime a&lt;/span&gt;nd night time. &lt;/span&gt;&lt;/div&gt;
  147. &lt;div&gt;
  148. &lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/div&gt;
  149. &lt;div&gt;
  150. &lt;span style=&quot;font-family: inherit;&quot;&gt;Day time – From Sunrise to sunset.&lt;/span&gt;&lt;/div&gt;
  151. &lt;div&gt;
  152. &lt;span style=&quot;font-family: inherit;&quot;&gt;Night Time - Sunset to sunrise of the next day. &lt;/span&gt;&lt;/div&gt;
  153. &lt;/div&gt;
  154. &lt;div&gt;
  155. &lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br&gt;&lt;/span&gt;
  156. &lt;/div&gt;&lt;/div&gt;&lt;a href=&quot;https://astrologybyanjuanand.blogspot.com/2017/09/planetary-hours-in-vedic-astrology.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='https://astrologybyanjuanand.blogspot.com/feeds/5130492594743415377/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2017/09/planetary-hours-in-vedic-astrology.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/5130492594743415377'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/5130492594743415377'/><link rel='alternate' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2017/09/planetary-hours-in-vedic-astrology.html' title='Planetary Hours in Vedic Astrology'/><author><name>Anju Anand</name><uri>http://www.blogger.com/profile/01621726061350248778</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcnh13O9hNebnRYky7_R4nuOHgFj2MGpXCyMiC_FYciQujzrIMjUXuLblHWd4Ep0xx4LCkFleh59h7T8VaDx5rjgfhXtsPgWUdWpdZ9xIovCTH7kt-RYhq1JipLHWqww/s113/New+1.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjf-S6u4CUAwuPHiyIAgybaXhI1FmqVupCB8zCVTPMfLyTkXcb-t4Dv8VwSk72QDMYAL4F9YeZFhgz7XWSJc4NvjULXLM4d1jbPJ4zyQhnFbqJBkXRtj5-ZR_xhNbwn0Wn_K4NabhtNJJCi/s72-c/1+%25282%2529.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8980530557680932705.post-2934938511663670946</id><published>2017-09-03T21:32:00.000+05:30</published><updated>2020-08-08T18:08:47.114+05:30</updated><title type='text'>Kepler Law of Planetary Motion</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
  157. &lt;span style=&quot;background-color: white; color: #333333; font-family: Tahoma, Arial, Verdana, sans-serif;&quot;&gt;केप्लर के नियम&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
  158. &lt;span style=&quot;background-color: white; color: #333333; font-family: Tahoma, Arial, Verdana, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
  159. &lt;span style=&quot;background-color: white; color: #333333; font-family: Tahoma, Arial, Verdana, sans-serif;&quot;&gt;1.&amp;nbsp;&lt;/span&gt;केपलर&amp;nbsp;&lt;span style=&quot;background-color: white; color: #333333; font-family: Tahoma, Arial, Verdana, sans-serif;&quot;&gt;का&lt;/span&gt;&amp;nbsp;प्रथम नियम&lt;br /&gt;
  160. &lt;span style=&quot;background-color: white; color: #333333; font-family: Tahoma, Arial, Verdana, sans-serif;&quot;&gt;कक्षीय संरचना का नियम&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: #333333; font-family: Tahoma, Arial, Verdana, sans-serif;&quot;&gt;या दीर्घवित्तीय कक्षाओ का नियम&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #333333; font-family: Tahoma, Arial, Verdana, sans-serif;&quot;&gt;: प्रत्येक ग्रह सूर्य के चारों ओर दीर्घवृत्तीय कक्षा (जिसकी दो नाभि होती हैं) में परिक्रमा करते हैं। और प्रत्येक दीर्घवृत्तीय कक्षा की एक नाभि में सूर्य स्थित होता है। इसे ही केप्लर का प्रथम नियम कहते हैं।&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: #333333; font-family: Tahoma, Arial, Verdana, sans-serif;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
  161. &lt;span style=&quot;color: #333333; font-family: Tahoma, Arial, Verdana, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
  162. &lt;span style=&quot;color: #333333; font-family: Tahoma, Arial, Verdana, sans-serif;&quot;&gt;नोट:- प्रत्येक ग्रह की एक निश्चित कक्षा होती है अर्थात भिन्न-भिन्न ग्रहों की भिन्न-भिन्न कक्षाएं होती है।&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
  163. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  164. &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsW5DOjReERdTBxC1zbkdOonVWSJ5LgfaIVqJRf8LL-q8OYvtqQ3Qm48BW7-0B8ePPOlNNz7SRrbPmRJbD82Zys9HVKAb_hBEjq082oNoWWDdVDKckd5u-TLYuCsdeMXIQxaaCybj-AAYF/s1600/Kepler_laws_diagram.svg+hindi+%25282%2529.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;786&quot; data-original-width=&quot;1106&quot; height=&quot;283&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsW5DOjReERdTBxC1zbkdOonVWSJ5LgfaIVqJRf8LL-q8OYvtqQ3Qm48BW7-0B8ePPOlNNz7SRrbPmRJbD82Zys9HVKAb_hBEjq082oNoWWDdVDKckd5u-TLYuCsdeMXIQxaaCybj-AAYF/s400/Kepler_laws_diagram.svg+hindi+%25282%2529.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
  165. &lt;span style=&quot;color: #333333; font-family: Tahoma, Arial, Verdana, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
  166. &lt;span style=&quot;background-color: white; color: #333333; font-family: Tahoma, Arial, Verdana, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
  167. &lt;span style=&quot;background-color: white; color: #333333; font-family: Tahoma, Arial, Verdana, sans-serif;&quot;&gt;2. ग्रहों की कक्षीय गति का नियम : किसी क्षण ग्रह को सूर्य से मिलाने वाली काल्पनिक रेखा एक समान समय-अंतराल में एक समान क्षेत्रफल तय करती है। इसे ही केप्लर का दूसरा नियम कहते हैं। इस नियम के द्वारा ग्रह की कक्षीय गति (चाल) परिभाषित होती है। सरल शब्दों में कहूँ तो कक्षीय गति करते समय जब कोई ग्रह सूर्य से दूर होता है। तब उस ग्रह की गति कम होती है। जबकि वही ग्रह जब सूर्य के नज़दीक पहुँचता है। तब उस ग्रह की गति बढ़ जाती है।&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
  168. &lt;span style=&quot;background-color: white; color: #333333; font-family: Tahoma, Arial, Verdana, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
  169. &lt;span style=&quot;background-color: white; color: #333333; font-family: Tahoma, Arial, Verdana, sans-serif;&quot;&gt;3. ग्रहों के परिक्रमणकाल का नियम : ग्रह के परिक्रमणकाल का वर्ग सूर्य से उस ग्रह की औसत दूरी के घन के अनुक्रमानुपाती होता है। अर्थात जो ग्रह सूर्य से जितना अधिक दूर रहेगा। उसका परिक्रमणकाल उतना ही अधिक होगा। इसे ही केप्लर का तीसरा नियम कहते हैं। यह नियम केप्लर के दूसरे नियम का ही विस्तृत रूप है। हम सभी ग्रहों की कक्षाओं को वृत्त मानकर ही चलते हैं। क्योंकि सूर्य से सभी ग्रहों की कक्षाओं का निकटतम और दूरस्थ बिंदु की दूरी का अंतर सिर्फ 3 % प्रतिशत ही होता है। इसलिए विशेष प्रयोजन में ही इन कक्षाओं को दीर्घवृत्तीय मानकर गणना की जाती है।&amp;nbsp;&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #333333; font-family: Tahoma, Arial, Verdana, sans-serif; font-size: 13px;&quot; /&gt;&lt;br style=&quot;background-color: white; color: #333333; font-family: Tahoma, Arial, Verdana, sans-serif; font-size: 13px;&quot; /&gt;&lt;/div&gt;
  170. </content><link rel='replies' type='application/atom+xml' href='https://astrologybyanjuanand.blogspot.com/feeds/2934938511663670946/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2017/09/kepler-law-of-planetary-motion.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/2934938511663670946'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/2934938511663670946'/><link rel='alternate' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2017/09/kepler-law-of-planetary-motion.html' title='Kepler Law of Planetary Motion'/><author><name>Anju Anand</name><uri>http://www.blogger.com/profile/01621726061350248778</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcnh13O9hNebnRYky7_R4nuOHgFj2MGpXCyMiC_FYciQujzrIMjUXuLblHWd4Ep0xx4LCkFleh59h7T8VaDx5rjgfhXtsPgWUdWpdZ9xIovCTH7kt-RYhq1JipLHWqww/s113/New+1.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsW5DOjReERdTBxC1zbkdOonVWSJ5LgfaIVqJRf8LL-q8OYvtqQ3Qm48BW7-0B8ePPOlNNz7SRrbPmRJbD82Zys9HVKAb_hBEjq082oNoWWDdVDKckd5u-TLYuCsdeMXIQxaaCybj-AAYF/s72-c/Kepler_laws_diagram.svg+hindi+%25282%2529.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8980530557680932705.post-6909974713320713090</id><published>2017-09-03T18:09:00.001+05:30</published><updated>2020-08-08T18:08:47.121+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Astronomical Terms - Hindi"/><title type='text'>Astronomical Terms - Hindi</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
  171. &lt;div style=&quot;margin-bottom: .0001pt; margin: 0in;&quot;&gt;
  172. &lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;&lt;span lang=&quot;HI&quot;&gt;ग्रहों&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang=&quot;HI&quot;&gt;के&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang=&quot;HI&quot;&gt;रेखांश &lt;/span&gt;&lt;/b&gt;&lt;strong&gt;&lt;span lang=&quot;HI&quot; style=&quot;border: 1pt none windowtext; color: #333333; line-height: 115%; padding: 0in;&quot;&gt;(&lt;/span&gt;&lt;/strong&gt;&lt;strong&gt;&lt;span style=&quot;border: 1pt none windowtext; color: #333333; line-height: 115%; padding: 0in;&quot;&gt;Longitudes) &lt;/span&gt;&lt;/strong&gt;&lt;b&gt;&lt;span lang=&quot;HI&quot;&gt;या&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang=&quot;HI&quot;&gt;भोगांश&lt;/span&gt;&lt;/b&gt;&lt;b&gt;–&lt;/b&gt; &lt;span lang=&quot;HI&quot;&gt;क्रांतिवृत&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;के&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;ध्रुवों&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;को&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;कदम्ब&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;कहते&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;हैं&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;|  &lt;span lang=&quot;HI&quot;&gt;कदम्बों&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;को&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;मिलाने&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;वाले&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;बड़े&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;वृत्त&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;कान्तिवृत्त&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;को&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;लम्बवत&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;काटते&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;हैं&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;| &lt;span lang=&quot;HI&quot;&gt;नीचे&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;दिए&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;हुए&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;चित्र&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;में&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt; &lt;span lang=&quot;HI&quot;&gt;प और फ कदम्ब हैं &lt;/span&gt;| &lt;span lang=&quot;HI&quot;&gt;आकाशीय&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;पिंड&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;की&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;क्रन्तिवृत&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt; &lt;span lang=&quot;HI&quot;&gt;पर मेष के प्रथम बिंदु से कोणीय दूरी को भोगांश कहते हैं &lt;/span&gt;| &lt;span lang=&quot;HI&quot;&gt;इसे&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;इस&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;प्रकार&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;समझे&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;कि&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;आकाशीय&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;पिंड&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;से&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt;क्रान्तिवृत&lt;/span&gt;&lt;span lang=&quot;HI&quot;&gt; &lt;/span&gt; &lt;span lang=&quot;HI&quot;&gt;के तल पर खगोल कि सतह के साथ लम्बवत चाप डालें और जिस स्थान पर वह
  173. क्रान्तिवृत को काटे&lt;/span&gt;,
  174. &lt;span lang=&quot;HI&quot;&gt;उस स्थान की मेष के
  175. प्रथम बिंदु से कोणीय दूरी भोगांश होती है&lt;/span&gt; &lt;/span&gt;&lt;/div&gt;
  176. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  177. &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzQnEMXKVwIz0VKh7jVh3x7nWMywazLMyLGyiBSmXbkKqhnbKVQmq9mVI5YdhfQU8GmUt5VBzMWeR0b26XniO-8XB4WzCwvx1uu0MtKYK0UEp5GALhuPTD8QtuOgy6-FCWArcDfCA9Dwyz/s1600/1+.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;300&quot; data-original-width=&quot;283&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzQnEMXKVwIz0VKh7jVh3x7nWMywazLMyLGyiBSmXbkKqhnbKVQmq9mVI5YdhfQU8GmUt5VBzMWeR0b26XniO-8XB4WzCwvx1uu0MtKYK0UEp5GALhuPTD8QtuOgy6-FCWArcDfCA9Dwyz/s1600/1+.jpg&quot;&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;
  178. &lt;br&gt;
  179. &lt;/div&gt;&lt;a href=&quot;https://astrologybyanjuanand.blogspot.com/2017/09/astronomical-terms-hindi.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='https://astrologybyanjuanand.blogspot.com/feeds/6909974713320713090/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2017/09/astronomical-terms-hindi.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/6909974713320713090'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/6909974713320713090'/><link rel='alternate' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2017/09/astronomical-terms-hindi.html' title='Astronomical Terms - Hindi'/><author><name>Anju Anand</name><uri>http://www.blogger.com/profile/01621726061350248778</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcnh13O9hNebnRYky7_R4nuOHgFj2MGpXCyMiC_FYciQujzrIMjUXuLblHWd4Ep0xx4LCkFleh59h7T8VaDx5rjgfhXtsPgWUdWpdZ9xIovCTH7kt-RYhq1JipLHWqww/s113/New+1.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzQnEMXKVwIz0VKh7jVh3x7nWMywazLMyLGyiBSmXbkKqhnbKVQmq9mVI5YdhfQU8GmUt5VBzMWeR0b26XniO-8XB4WzCwvx1uu0MtKYK0UEp5GALhuPTD8QtuOgy6-FCWArcDfCA9Dwyz/s72-c/1+.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8980530557680932705.post-8175100152088489065</id><published>2017-06-20T19:06:00.000+05:30</published><updated>2020-08-08T18:08:47.139+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Summer Solstice - 2017"/><title type='text'>Summer Solstice - 2017</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
  180. &lt;div style=&quot;text-align: center;&quot;&gt;
  181. &lt;span style=&quot;font-size: large;&quot;&gt;2017 Summer Solstice, June Solstice&lt;/span&gt;&lt;/div&gt;
  182. &lt;br&gt;
  183. &lt;div style=&quot;border-width: 100%; direction: ltr;&quot;&gt;
  184. &lt;div style=&quot;direction: ltr; margin-left: 0in; margin-top: 0in; width: 6.2604in;&quot;&gt;
  185. &lt;div style=&quot;direction: ltr; margin-left: 0in; margin-top: 0in; width: 6.2604in;&quot;&gt;
  186.  
  187. &lt;div style=&quot;font-family: &amp;quot;Bell MT&amp;quot;; font-size: 14.0pt; margin: 0in;&quot;&gt;
  188.  The summer solstice: Tuesday, June 21, will be
  189. the longest day of 2017 for anyone living north of the equator. The longest day and the shortest night of the year in the Northern Hemisphere occur during summer solstice &lt;/div&gt;
  190. &lt;div style=&quot;font-family: &amp;quot;Bell MT&amp;quot;; font-size: 14.0pt; margin: 0in;&quot;&gt;
  191. &lt;br&gt;&lt;/div&gt;
  192. &lt;div style=&quot;font-family: &amp;quot;Bell MT&amp;quot;; font-size: 14.0pt; margin: 0in;&quot;&gt;
  193. Summer Solstice
  194. Local (Chandigarh) Time&lt;/div&gt;
  195. &lt;div style=&quot;font-family: &amp;quot;Bell MT&amp;quot;; font-size: 14.0pt; margin: 0in;&quot;&gt;
  196. Summer Solstice
  197. Time = 09:53:25&lt;/div&gt;
  198. &lt;div style=&quot;font-family: &amp;quot;Bell MT&amp;quot;; font-size: 14.0pt; margin: 0in;&quot;&gt;
  199. Sunrise = 05:20:29&lt;/div&gt;
  200. &lt;div style=&quot;font-family: &amp;quot;Bell MT&amp;quot;; font-size: 14.0pt; margin: 0in;&quot;&gt;
  201. Sunset = 19:28:53&lt;/div&gt;
  202. &lt;div style=&quot;font-family: &amp;quot;Bell MT&amp;quot;; font-size: 14.0pt; margin: 0in;&quot;&gt;
  203. Day Duration = 14
  204. Hours 08 Mins 23 Secs&lt;/div&gt;
  205. &lt;div style=&quot;font-family: &amp;quot;Bell MT&amp;quot;; font-size: 14.0pt; margin: 0in;&quot;&gt;
  206. Previous Day
  207. Duration = 14 Hours 08 Mins 23 Secs&lt;/div&gt;
  208. &lt;div style=&quot;font-family: &amp;quot;Bell MT&amp;quot;; font-size: 14.0pt; margin: 0in;&quot;&gt;
  209. Next Day Duration
  210. = 14 Hours 08 Mins 22 Secs&lt;/div&gt;
  211. &lt;div style=&quot;font-family: &amp;quot;Bell MT&amp;quot;; font-size: 14.0pt; margin: 0in;&quot;&gt;
  212. &lt;br&gt;&lt;/div&gt;
  213. &lt;div style=&quot;font-family: &amp;quot;Bell MT&amp;quot;; font-size: 14.0pt; margin: 0in;&quot;&gt;
  214. In Hindu astrology
  215. Summer Solstice is known as Tropical Dakshinayana. However Sidereal
  216. Dakshinayana starts from Karkata Sankranti - from this day onwards Asurakal
  217. starts which is not good to start auspicious work.&lt;/div&gt;
  218. &lt;div style=&quot;font-family: &amp;quot;Bell MT&amp;quot;; font-size: 14.0pt; margin: 0in;&quot;&gt;
  219. &lt;br&gt;&lt;/div&gt;
  220. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  221. &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrJbO8wS1t-msTy28zRqE8v5m7Gj4Sy2r4tPl4hfCV4u0o5hVHQs-YLKmMaO3WfMc2kSNdN08u5QTroLoeaauYtuKusu0LGXAXEsdPldWpnn9bh_AjAJznbMWf9dLLng819adUMAl2JYiM/s1600/solistice.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;704&quot; data-original-width=&quot;511&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrJbO8wS1t-msTy28zRqE8v5m7Gj4Sy2r4tPl4hfCV4u0o5hVHQs-YLKmMaO3WfMc2kSNdN08u5QTroLoeaauYtuKusu0LGXAXEsdPldWpnn9bh_AjAJznbMWf9dLLng819adUMAl2JYiM/s320/solistice.jpg&quot; width=&quot;231&quot;&gt;&lt;/a&gt;&lt;/div&gt;
  222. &lt;div style=&quot;font-family: &amp;quot;Bell MT&amp;quot;; font-size: 14.0pt; margin: 0in;&quot;&gt;
  223. The summer
  224. solstice (or estival solstice), also known as midsummer, is an &lt;/div&gt;
  225. &lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;a href=&quot;https://astrologybyanjuanand.blogspot.com/2017/06/summer-solstice-2017.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='https://astrologybyanjuanand.blogspot.com/feeds/8175100152088489065/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2017/06/summer-solstice-2017.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/8175100152088489065'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/8175100152088489065'/><link rel='alternate' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2017/06/summer-solstice-2017.html' title='Summer Solstice - 2017'/><author><name>Anju Anand</name><uri>http://www.blogger.com/profile/01621726061350248778</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcnh13O9hNebnRYky7_R4nuOHgFj2MGpXCyMiC_FYciQujzrIMjUXuLblHWd4Ep0xx4LCkFleh59h7T8VaDx5rjgfhXtsPgWUdWpdZ9xIovCTH7kt-RYhq1JipLHWqww/s113/New+1.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrJbO8wS1t-msTy28zRqE8v5m7Gj4Sy2r4tPl4hfCV4u0o5hVHQs-YLKmMaO3WfMc2kSNdN08u5QTroLoeaauYtuKusu0LGXAXEsdPldWpnn9bh_AjAJznbMWf9dLLng819adUMAl2JYiM/s72-c/solistice.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8980530557680932705.post-8888131108666258888</id><published>2017-05-21T07:45:00.001+05:30</published><updated>2020-08-08T18:08:47.146+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Differences Between Western and Vedic Astrology"/><title type='text'>The Differences Between Western and Vedic Astrology</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
  226. &lt;br&gt;&lt;br&gt;&lt;br&gt;&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoNormalTable&quot; style=&quot;border-collapse: collapse; border: none; mso-border-alt: solid #A3A3A3 1.0pt; mso-padding-alt: 0in 0in 0in 0in; mso-yfti-tbllook: 1184; width: 641px;&quot; summary=&quot;&quot; title=&quot;&quot;&gt;
  227. &lt;tbody&gt;
  228. &lt;tr&gt;
  229.  &lt;td colspan=&quot;3&quot; style=&quot;border: solid #A3A3A3 1.0pt; padding: 4.0pt 4.0pt 4.0pt 4.0pt; width: 481.0pt;&quot; valign=&quot;top&quot; width=&quot;641&quot;&gt;
  230.  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;
  231. &lt;b&gt;&lt;span style=&quot;color: indigo; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;The Differences
  232.  Between Western and Vedic Astrology&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
  233. &lt;/td&gt;
  234. &lt;/tr&gt;
  235. &lt;tr&gt;
  236.  &lt;td style=&quot;border-top: none; border: solid #A3A3A3 1.0pt; mso-border-top-alt: solid #A3A3A3 1.0pt; padding: 4.0pt 4.0pt 4.0pt 4.0pt; width: 139.0pt;&quot; valign=&quot;top&quot; width=&quot;185&quot;&gt;
  237.  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;
  238. &lt;b&gt;&lt;span style=&quot;color: indigo; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Component&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: indigo; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
  239. &lt;/td&gt;
  240.  &lt;td style=&quot;border-bottom: solid #A3A3A3 1.0pt; border-left: none; border-right: solid #A3A3A3 1.0pt; border-top: none; mso-border-left-alt: solid #A3A3A3 1.0pt; mso-border-top-alt: solid #A3A3A3 1.0pt; padding: 4.0pt 4.0pt 4.0pt 4.0pt; width: 157.5pt;&quot; valign=&quot;top&quot; width=&quot;210&quot;&gt;
  241.  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;
  242. &lt;b&gt;&lt;span style=&quot;color: indigo; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Western&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: indigo; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
  243. &lt;/td&gt;
  244.  &lt;td style=&quot;border-bottom: solid #A3A3A3 1.0pt; border-left: none; border-right: solid #A3A3A3 1.0pt; border-top: none; mso-border-left-alt: solid #A3A3A3 1.0pt; mso-border-top-alt: solid #A3A3A3 1.0pt; padding: 4.0pt 4.0pt 4.0pt 4.0pt; width: 184.5pt;&quot; valign=&quot;top&quot; width=&quot;246&quot;&gt;
  245.  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;
  246. &lt;b&gt;&lt;span style=&quot;color: indigo; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Vedic&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: indigo; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
  247. &lt;/td&gt;
  248. &lt;/tr&gt;
  249. &lt;tr&gt;
  250.  &lt;td colspan=&quot;3&quot; style=&quot;border-top: none; border: solid #A3A3A3 1.0pt; mso-border-top-alt: solid #A3A3A3 1.0pt; padding: 4.0pt 4.0pt 4.0pt 4.0pt; width: 481.0pt;&quot; valign=&quot;top&quot; width=&quot;641&quot;&gt;
  251.  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;
  252. &lt;b&gt;&lt;span style=&quot;color: blue; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Fundamental differences&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Bell MT&amp;quot;,serif; font-size: 14.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; &lt;/span&gt;&lt;/div&gt;
  253. &lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;a href=&quot;https://astrologybyanjuanand.blogspot.com/2017/05/the-differences-between-western-and.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='https://astrologybyanjuanand.blogspot.com/feeds/8888131108666258888/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2017/05/the-differences-between-western-and.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/8888131108666258888'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/8888131108666258888'/><link rel='alternate' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2017/05/the-differences-between-western-and.html' title='The Differences Between Western and Vedic Astrology'/><author><name>Anju Anand</name><uri>http://www.blogger.com/profile/01621726061350248778</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcnh13O9hNebnRYky7_R4nuOHgFj2MGpXCyMiC_FYciQujzrIMjUXuLblHWd4Ep0xx4LCkFleh59h7T8VaDx5rjgfhXtsPgWUdWpdZ9xIovCTH7kt-RYhq1JipLHWqww/s113/New+1.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmuK0RHen0X_CJ7V1MQmyTnHYeE10oS7ZWy0Vjie4_zpO-GpbbPFdgAoT0Q0GX-ZvyR3E3qRAkv8WV56ay4zsqKDcbV8BGfjDyPZN2jNLWieJplGw1hTEQvBdOIcEijTvQiyw-KlX89dw1/s72-c/Timeline_Cover_doNotRename39.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8980530557680932705.post-2169662596364790065</id><published>2017-05-21T07:40:00.001+05:30</published><updated>2020-08-08T18:08:47.156+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Sayana And Niryana"/><category scheme="http://www.blogger.com/atom/ns#" term="Tropical And Sidereal Zodiac"/><title type='text'>Difference Between Tropical And Sidereal Zodiac</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
  254. #sayana_Zodiac, #Niryana_Zodiac, #Western_Astrology. #Astronomy, #Tropical_and_sidereal_Zodiac&lt;br&gt;
  255. &lt;br&gt;
  256. &amp;quot;It seems that the sidereal system (Nirayana) was used in astrology with predictive purposes, whereas the tropical system (Sayana) was used in astronomy to observe the equinoxes and solstices.&amp;quot; {Dr. S. Madhavan, scientist, astrologer and astrology researcher, in his book, Muddle of Ayanamsa (Controversies around Ayanamsa)}&lt;br&gt;
  257. &lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;/span&gt;&lt;br&gt;
  258. &lt;/div&gt;&lt;a href=&quot;https://astrologybyanjuanand.blogspot.com/2017/05/difference-between-tropical-and.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='https://astrologybyanjuanand.blogspot.com/feeds/2169662596364790065/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2017/05/difference-between-tropical-and.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/2169662596364790065'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/2169662596364790065'/><link rel='alternate' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2017/05/difference-between-tropical-and.html' title='Difference Between Tropical And Sidereal Zodiac'/><author><name>Anju Anand</name><uri>http://www.blogger.com/profile/01621726061350248778</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcnh13O9hNebnRYky7_R4nuOHgFj2MGpXCyMiC_FYciQujzrIMjUXuLblHWd4Ep0xx4LCkFleh59h7T8VaDx5rjgfhXtsPgWUdWpdZ9xIovCTH7kt-RYhq1JipLHWqww/s113/New+1.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEix7QH78mqqtVCcIcQBprwbBOMvwCv2Xj02onoz0FL3RWt1dUlMw8nCLCe_-dhmbirK0Q0wyf2IpNasS4xQq3Y7vLKwFeMzppDKQSXY61uxJuyWoYNmQiv8J6RNUAO3vk1TpwDOtsFWiugC/s72-c/1copy.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8980530557680932705.post-7599737245949695554</id><published>2017-03-28T13:58:00.002+05:30</published><updated>2020-08-08T18:08:47.163+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Table of Karana According to  Tithi"/><title type='text'></title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
  259. &lt;div style=&quot;text-align: center;&quot;&gt;
  260. &lt;a href=&quot;https://astroguidence.blogspot.in/2014/10/Table-of-Karana-according-to-tithi.html&quot; target=&quot;_blank&quot;&gt;Table of Karana According to &amp;nbsp;Tithi&lt;/a&gt;&lt;/div&gt;
  261. &lt;/div&gt;
  262. </content><link rel='replies' type='application/atom+xml' href='https://astrologybyanjuanand.blogspot.com/feeds/7599737245949695554/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2017/03/blog-post.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/7599737245949695554'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/7599737245949695554'/><link rel='alternate' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2017/03/blog-post.html' title=''/><author><name>Anju Anand</name><uri>http://www.blogger.com/profile/01621726061350248778</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcnh13O9hNebnRYky7_R4nuOHgFj2MGpXCyMiC_FYciQujzrIMjUXuLblHWd4Ep0xx4LCkFleh59h7T8VaDx5rjgfhXtsPgWUdWpdZ9xIovCTH7kt-RYhq1JipLHWqww/s113/New+1.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8980530557680932705.post-4015136787443146570</id><published>2017-03-28T13:57:00.000+05:30</published><updated>2020-08-08T18:08:47.188+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="karana-in-vedic-astrology"/><title type='text'>Use of Karana in prediction</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
  263. &lt;div style=&quot;text-align: center;&quot;&gt;
  264. &lt;br /&gt;&lt;/div&gt;
  265. &lt;div style=&quot;text-align: center;&quot;&gt;
  266. &lt;a href=&quot;https://astroguidence.blogspot.in/2014/10/karana-in-vedic-astrology.html&quot; target=&quot;_blank&quot;&gt;Results of Karana in Vedic Astrology&lt;/a&gt;&lt;/div&gt;
  267. &lt;/div&gt;
  268. </content><link rel='replies' type='application/atom+xml' href='https://astrologybyanjuanand.blogspot.com/feeds/4015136787443146570/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2017/03/use-of-karana-in-prediction.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/4015136787443146570'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/4015136787443146570'/><link rel='alternate' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2017/03/use-of-karana-in-prediction.html' title='Use of Karana in prediction'/><author><name>Anju Anand</name><uri>http://www.blogger.com/profile/01621726061350248778</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcnh13O9hNebnRYky7_R4nuOHgFj2MGpXCyMiC_FYciQujzrIMjUXuLblHWd4Ep0xx4LCkFleh59h7T8VaDx5rjgfhXtsPgWUdWpdZ9xIovCTH7kt-RYhq1JipLHWqww/s113/New+1.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8980530557680932705.post-8553711067978742267</id><published>2017-02-13T20:56:00.000+05:30</published><updated>2020-08-08T18:08:47.195+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Dwarf Planets"/><category scheme="http://www.blogger.com/atom/ns#" term="क्षुद्र ग्रह"/><title type='text'>क्षुद्र ग्रह </title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
  269. &lt;div class=&quot;MsoNormal&quot;&gt;
  270. &lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;क्षुद्र ग्रह&lt;/b&gt; &lt;/span&gt;&lt;/div&gt;
  271. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  272. &lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOwTLREcMy5GZIObO6_6S3SlfYZ5Q79hN26EQw8e2mKqndydWMX5p5zJ6jX8q07cEjV1eUiXhEu5l3vikZrMyM9bqMOOWSNWmQnL4OwR15-Y5IEq5P6kdly5U3P0eWH81BJEe2Xgp0u3I-/s1600/Untitled.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;409&quot; data-original-width=&quot;452&quot; height=&quot;289&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOwTLREcMy5GZIObO6_6S3SlfYZ5Q79hN26EQw8e2mKqndydWMX5p5zJ6jX8q07cEjV1eUiXhEu5l3vikZrMyM9bqMOOWSNWmQnL4OwR15-Y5IEq5P6kdly5U3P0eWH81BJEe2Xgp0u3I-/s320/Untitled.png&quot; width=&quot;320&quot;&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
  273. &lt;br&gt;
  274. &lt;div class=&quot;MsoNormal&quot;&gt;
  275. &lt;span style=&quot;font-family: inherit;&quot;&gt;सौर मंडल मे विचरण करने वाले पत्थरों और धातुओं के ऐसे खगोलीय पिंड जो अपने आकार मे ग्रहो से छोटे और उल्का पिंडो से बडे होते है। यह सूर्य की परिक्रमा करते हैं लेकिन इतने लघु हैं कि इन्हें ग्रह नहीं कहा जा सकता। इन्हें लघु ग्रह या क्षुद्र ग्रह या ग्रहिका कहते हैं। &lt;/span&gt;&lt;/div&gt;
  276. &lt;div class=&quot;MsoNormal&quot;&gt;
  277. &lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/div&gt;
  278. &lt;div class=&quot;MsoNormal&quot;&gt;
  279. &lt;span style=&quot;font-family: inherit;&quot;&gt;हमारी सौर प्रणाली में लगभग 100,000 क्षुद्रग्रह हैं लेकिन उनमें से अधिकतर इतने सूक्ष्म हैं कि उन्हें पृथ्वी से नहीं देखा जा सकता। प्रत्येक क्षुद्रग्रह की अपनी कक्षा होती है, जिसमें ये सूर्य के इर्दगिर्द घूमते रहते हैं। &lt;/span&gt;&lt;/div&gt;
  280. &lt;div class=&quot;MsoNormal&quot;&gt;
  281. &lt;span style=&quot;font-family: inherit;&quot;&gt;इनमें से सबसे बड़ा क्षुद्र ग्रह हैं &amp;#39;सेरेस&amp;#39;। &lt;/span&gt;&lt;/div&gt;
  282. &lt;div class=&quot;MsoNormal&quot;&gt;
  283. &lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/div&gt;
  284. &lt;div class=&quot;MsoNormal&quot;&gt;
  285. &lt;span style=&quot;font-family: inherit;&quot;&gt;केवल &amp;#39;वेस्टाल&amp;#39; ही एक ऐसा क्षुद्र ग्रह है जिसे नंगी आंखों से देखा जा सकता है यद्यपि इसे सेरेस के बाद खोजा गया था। &lt;/span&gt;&lt;/div&gt;
  286. &lt;div class=&quot;MsoNormal&quot;&gt;
  287. &lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/div&gt;
  288. &lt;div class=&quot;MsoNormal&quot;&gt;
  289. &lt;span style=&quot;font-family: inherit;&quot;&gt;ऐरोस एक छोटा क्षुद्रग्रह है जो क्षुद्र ग्रहों की कक्षा से भटक गया है तथा प्रत्येक सात वर्षों के बाद पृथ्वी से 256 लाख किलोमीटर की दूरी पर आ जाता है।&lt;/span&gt;&lt;/div&gt;
  290. &lt;div class=&quot;MsoNormal&quot;&gt;
  291. &lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
  292. &lt;/div&gt;&lt;a href=&quot;https://astrologybyanjuanand.blogspot.com/2017/02/Kshudra-graha.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='https://astrologybyanjuanand.blogspot.com/feeds/8553711067978742267/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2017/02/Kshudra-graha.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/8553711067978742267'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/8553711067978742267'/><link rel='alternate' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2017/02/Kshudra-graha.html' title='क्षुद्र ग्रह '/><author><name>Anju Anand</name><uri>http://www.blogger.com/profile/01621726061350248778</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcnh13O9hNebnRYky7_R4nuOHgFj2MGpXCyMiC_FYciQujzrIMjUXuLblHWd4Ep0xx4LCkFleh59h7T8VaDx5rjgfhXtsPgWUdWpdZ9xIovCTH7kt-RYhq1JipLHWqww/s113/New+1.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOwTLREcMy5GZIObO6_6S3SlfYZ5Q79hN26EQw8e2mKqndydWMX5p5zJ6jX8q07cEjV1eUiXhEu5l3vikZrMyM9bqMOOWSNWmQnL4OwR15-Y5IEq5P6kdly5U3P0eWH81BJEe2Xgp0u3I-/s72-c/Untitled.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8980530557680932705.post-281279463073499073</id><published>2017-02-10T18:28:00.001+05:30</published><updated>2020-08-08T18:08:47.203+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Eclipse in Vedic Astronomy"/><title type='text'>Eclipse in Vedic Astronomy</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
  293. The Eclipses:&lt;br&gt;
  294. Eclipse meaning as per dictionary,&lt;br&gt;
  295. a.&lt;span class=&quot;Apple-tab-span&quot; style=&quot;white-space: pre;&quot;&gt; &lt;/span&gt;“an obscuring of the light from one celestial body by the passage of another between it and the observer or between it and its source of illumination.”&lt;br&gt;
  296. &lt;br&gt;
  297. b.&lt;span class=&quot;Apple-tab-span&quot; style=&quot;white-space: pre;&quot;&gt; &lt;/span&gt;“the obscuration of the light of the moon by the intervention of the earth between it and the sun (lunar eclipse) or the obscuration of the light of the sun by the intervention of the moon between it and a point on the earth (solar eclipse)”&lt;br&gt;
  298. &lt;br&gt;
  299. c.&lt;span class=&quot;Apple-tab-span&quot; style=&quot;white-space: pre;&quot;&gt; &lt;/span&gt;A &amp;quot;lunar eclipse&amp;quot; and a &amp;quot;solar eclipse&amp;quot; refer to events involving three celestial bodies: The Sun (&amp;quot;solar&amp;quot;), the moon (&amp;quot;lunar&amp;quot;), and the Earth.&lt;br&gt;
  300. &lt;br&gt;
  301. Astronomically an eclipse is the partial or total blocking of the light or occultation of one heavenly body by another. An eclipse of the Sun or Moon occurs when the Earth, Moon, and Sun are aligned.&lt;br&gt;
  302. &lt;br&gt;
  303. ◇ In a solar eclipse the Moon comes between the Sun and Earth. During a total solar eclipse the disk of the Moon fully covers that of the Sun, and only the Sun&amp;#39;s corona is visible.&lt;br&gt;
  304. &lt;br&gt;
  305. ◇ An annular eclipse occurs when the Moon is farthest in its orbit from the Earth so that its disk does not fully cover that of the Sun, and part of the Sun&amp;#39;s photosphere is visible as a ring around the Moon.&lt;br&gt;
  306. &lt;br&gt;
  307. ◇ In a lunar eclipse all or a part of the Moon&amp;#39;s disk enters the umbra of the Earth&amp;#39;s shadow and is no longer illuminated by the Sun. Lunar eclipses occur only during a full moon, when the Moon is directly opposite the Sun.&lt;br&gt;
  308. &lt;br&gt;
  309. The Sun is about 400 times wider than the Moon and 400 times farther from Earth, causing the two to appear to be almost the same size in our sky. This relationship is also responsible for the phenomenon of the total solar eclipse, an eclipse of the Sun in which the disk of the Moon fully covers that of the Sun, blocking the Sun&amp;#39;s light and causing the Moon&amp;#39;s shadow to fall across the Earth&lt;br&gt;
  310. &lt;br&gt;
  311. Out of two kinds of eclipses (1. Solar eclipses, 2. Lunar eclipses) Solar Eclipses are usually more powerful than the Lunar Eclipses. A Solar Eclipse can occur only at Amavasya (New Moon) but not every month (Since the orbit of the moon is tilted at an angle of 5° approximately to the ecliptic, the sun-moon-earth trio does not fall on same line on every new moon day. Hence there is no eclipse on every new moon day.) when the Sun and the Moon are conjunct and parallel in declination.&lt;br&gt;
  312. &lt;br&gt;
  313. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  314. &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHaWcJhZTQhKtUdLB1_dYfpo95A2nn15kH0QkewqjuVQglCwy2APv6a11sv8s7IMbQNEpIBelyDxNa-frbSXo57IBaSUp1hcxwBqWEG2gRnHosqVulCRB_fdEJciRaq7n17DHPpZ7D-fMf/s1600/1+1.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;192&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHaWcJhZTQhKtUdLB1_dYfpo95A2nn15kH0QkewqjuVQglCwy2APv6a11sv8s7IMbQNEpIBelyDxNa-frbSXo57IBaSUp1hcxwBqWEG2gRnHosqVulCRB_fdEJciRaq7n17DHPpZ7D-fMf/s400/1+1.png&quot; width=&quot;400&quot;&gt;&lt;/a&gt;&lt;/div&gt;
  315. &lt;br&gt;
  316. When the Moon passes directly in front of the Sun, blocking out its view over a small region on the Earth. Viewed from earth, the Moon appears to move in front of the Sun blocking either a part (Partial Eclipse) or all (Total Eclipse) of the Sun’s light. The more complete an eclipse the greater its power.&lt;br&gt;
  317. &lt;/div&gt;&lt;a href=&quot;https://astrologybyanjuanand.blogspot.com/2017/02/eclipse-in-vedic-astronomy.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='https://astrologybyanjuanand.blogspot.com/feeds/281279463073499073/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2017/02/eclipse-in-vedic-astronomy.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/281279463073499073'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/281279463073499073'/><link rel='alternate' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2017/02/eclipse-in-vedic-astronomy.html' title='Eclipse in Vedic Astronomy'/><author><name>Anju Anand</name><uri>http://www.blogger.com/profile/01621726061350248778</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcnh13O9hNebnRYky7_R4nuOHgFj2MGpXCyMiC_FYciQujzrIMjUXuLblHWd4Ep0xx4LCkFleh59h7T8VaDx5rjgfhXtsPgWUdWpdZ9xIovCTH7kt-RYhq1JipLHWqww/s113/New+1.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHaWcJhZTQhKtUdLB1_dYfpo95A2nn15kH0QkewqjuVQglCwy2APv6a11sv8s7IMbQNEpIBelyDxNa-frbSXo57IBaSUp1hcxwBqWEG2gRnHosqVulCRB_fdEJciRaq7n17DHPpZ7D-fMf/s72-c/1+1.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8980530557680932705.post-9108585540928614965</id><published>2016-12-09T19:58:00.003+05:30</published><updated>2020-08-08T18:08:47.212+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Coordinates - Longitude and latitude of a place"/><title type='text'>Coordinates - Longitude and latitude of a place</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
  318. &lt;span style=&quot;font-family: inherit;&quot;&gt;In astrology date and time of birth are two important factors, also the third equally important factor is the place of birth needed for all astrological calculations.&lt;/span&gt;&lt;br /&gt;
  319. &lt;span style=&quot;font-family: inherit;&quot;&gt;The name alone does not give the correct relative position of birth to the planets and the moon. Therefore Geographically two coordinates represent each place known as the longitude and latitude&lt;/span&gt;.&lt;br /&gt;
  320. &lt;br /&gt;
  321. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  322. &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzU5ma7b0qhYlpSZE7jP-HkfXIzVhhEZq6Yy4RHIWa9eR2V6gKkOBnWRtbSNx89NhTwZLcHklN4hklUTYWNItx2qq-xitJHQuAwifa-Hbylgle3UoLT_i7VuKFjILlm8tIyN_waJUq_QXa/s1600/1.png&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/AVvXsEjzU5ma7b0qhYlpSZE7jP-HkfXIzVhhEZq6Yy4RHIWa9eR2V6gKkOBnWRtbSNx89NhTwZLcHklN4hklUTYWNItx2qq-xitJHQuAwifa-Hbylgle3UoLT_i7VuKFjILlm8tIyN_waJUq_QXa/s320/1.png&quot; width=&quot;307&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
  323. &lt;br /&gt;
  324. &amp;nbsp;LONGITUDE&lt;br /&gt;
  325. &amp;nbsp;Longitude is the angular distance, in degrees, minutes, and seconds, of a point east or west of the Prime (Greenwich) Meridian. Lines of longitude are often referred to as meridians.&lt;br /&gt;
  326. &lt;br /&gt;
  327. Let PRQ (figure 2 above) be the principal meridian, cutting the Equator at R, and let PLQ be any other meridian cutting the Equator at L. The angle subtended by these two meridians is called longitude i.e. angle ZPcOL is the longitude of meridian PLQ there O is the centre of the earth. If this meridian is in east of the prinipal meridian, the longitude will be east and if it is in west, the longitude will be west.&lt;br /&gt;
  328. Spherical angle RPL between the two meridians (one is the principal meridian) at the pole also measures the terrestrial longitude of the meridian PLQ.&lt;br /&gt;
  329. &lt;div&gt;
  330. &lt;br /&gt;&lt;/div&gt;
  331. &lt;br /&gt;
  332. LATITUDE&lt;br /&gt;
  333. &lt;br /&gt;
  334. Latitude (shown as a horizontal line) is the angular distance, in degrees, minutes, and seconds of a point north or south of the Equator. Lines of latitude are often referred to as parallels.&lt;br /&gt;
  335. &lt;br /&gt;
  336. In figure 2,let M be a place at meridian PMLQ,the meridian cutting the Equator at L. The great circle&lt;br /&gt;
  337. arc ML is the latitude of the place. Angle ZMOL will also represent the same thing (as the great circle arc will also be measured in angles). If the place is in North of Equator, it is called north and if it is in south, it is called south. All the plaies lying at one meridian will have the same longitude.&lt;br /&gt;
  338. &lt;br /&gt;
  339. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  340. &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvqGI5g6zL5eA1yVDRI2cVPIqe8ardMiyOPjQ7GbMytdhteuvXwKBH71H5k5mVQeeq-PWw3vdigizuzqwloSey_kydzAE4-MROfSjWPmeljwe3kp_6mRl9kMBlAMYIkLSNysd1VT7KQvdP/s1600/cooltext133189380789490.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;21&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvqGI5g6zL5eA1yVDRI2cVPIqe8ardMiyOPjQ7GbMytdhteuvXwKBH71H5k5mVQeeq-PWw3vdigizuzqwloSey_kydzAE4-MROfSjWPmeljwe3kp_6mRl9kMBlAMYIkLSNysd1VT7KQvdP/s320/cooltext133189380789490.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
  341. &lt;br /&gt;
  342. &lt;br /&gt;
  343. &lt;div&gt;
  344. &lt;br /&gt;&lt;/div&gt;
  345. &lt;/div&gt;
  346. </content><link rel='replies' type='application/atom+xml' href='https://astrologybyanjuanand.blogspot.com/feeds/9108585540928614965/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2016/12/coordinates-longitude-and-latitude-of.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/9108585540928614965'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/9108585540928614965'/><link rel='alternate' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2016/12/coordinates-longitude-and-latitude-of.html' title='Coordinates - Longitude and latitude of a place'/><author><name>Anju Anand</name><uri>http://www.blogger.com/profile/01621726061350248778</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcnh13O9hNebnRYky7_R4nuOHgFj2MGpXCyMiC_FYciQujzrIMjUXuLblHWd4Ep0xx4LCkFleh59h7T8VaDx5rjgfhXtsPgWUdWpdZ9xIovCTH7kt-RYhq1JipLHWqww/s113/New+1.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzU5ma7b0qhYlpSZE7jP-HkfXIzVhhEZq6Yy4RHIWa9eR2V6gKkOBnWRtbSNx89NhTwZLcHklN4hklUTYWNItx2qq-xitJHQuAwifa-Hbylgle3UoLT_i7VuKFjILlm8tIyN_waJUq_QXa/s72-c/1.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8980530557680932705.post-8516979728367019133</id><published>2016-11-24T22:17:00.000+05:30</published><updated>2020-08-08T18:08:47.219+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Adhik or Kshaya Mas"/><category scheme="http://www.blogger.com/atom/ns#" term="purushotama Mas"/><title type='text'>मल मास - Adhik Masa / अधिक मास / Kshay Masa / क्षय मास </title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
  347. &lt;div style=&quot;text-align: center;&quot;&gt;
  348.  मल मास - Adhik Masa / अधिक मास / Kshay Masa / क्षय मास &lt;/div&gt;
  349. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  350. &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiO5tAB4eayJgIc2kw3Fc2EMuuTao6CF2QTszTexgKnId_rplkba3-Y4sq9F4A_9w_kmsX7fkqJcmLDah9JeLm7exB5TsVfAMCmSRELckUunQ9yLRAqhIJNWHy38LLzG7UfdVckHENAXZ1E/s1600/shri+vishnu.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiO5tAB4eayJgIc2kw3Fc2EMuuTao6CF2QTszTexgKnId_rplkba3-Y4sq9F4A_9w_kmsX7fkqJcmLDah9JeLm7exB5TsVfAMCmSRELckUunQ9yLRAqhIJNWHy38LLzG7UfdVckHENAXZ1E/s1600/shri+vishnu.jpg&quot;&gt;&lt;/a&gt;&lt;/div&gt;
  351. &lt;br&gt;
  352. Adhik masa refers to the extra month in Hindu Lunar Calendar. It is composed of two words Adhik means extra and Mas means month. A year with an Adhik masa will mean that it has 13 months instead of the usual 12 months. This s unique concept in Hindu calendar for bridging of the lunar and solar calendars. The Adhik masa appears only in calendars that consider it. Hence, the local / regional calendars that are followed in Tamil Nadu, Kerala, Orissa, Bengal and Assam will not have them since they follow the Solar Calendar. Another name of this month is Mal Maas or Purushottam Maas. This month is dedicated to Lord Vishnu.&lt;br&gt;
  353. As per the Indian Calendar system, there are two calendars i.e. Lunar and Solar. A lunar month consists of about 29.5 days long whereas Solar month is 30 or 31 days.&lt;br&gt;
  354. In the lunar calendar, there are 354 days in a year and in the solar calendar there are 365 days and 6 minutes in the year. Hence, there is a difference of 11 days, 1 hour, 31 minutes and 12 seconds between the both.&lt;br&gt;
  355. &lt;/div&gt;&lt;a href=&quot;https://astrologybyanjuanand.blogspot.com/2016/11/adhik-masa.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='https://astrologybyanjuanand.blogspot.com/feeds/8516979728367019133/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2016/11/adhik-masa.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/8516979728367019133'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/8516979728367019133'/><link rel='alternate' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2016/11/adhik-masa.html' title='मल मास - Adhik Masa / अधिक मास / Kshay Masa / क्षय मास '/><author><name>Anju Anand</name><uri>http://www.blogger.com/profile/01621726061350248778</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcnh13O9hNebnRYky7_R4nuOHgFj2MGpXCyMiC_FYciQujzrIMjUXuLblHWd4Ep0xx4LCkFleh59h7T8VaDx5rjgfhXtsPgWUdWpdZ9xIovCTH7kt-RYhq1JipLHWqww/s113/New+1.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiO5tAB4eayJgIc2kw3Fc2EMuuTao6CF2QTszTexgKnId_rplkba3-Y4sq9F4A_9w_kmsX7fkqJcmLDah9JeLm7exB5TsVfAMCmSRELckUunQ9yLRAqhIJNWHy38LLzG7UfdVckHENAXZ1E/s72-c/shri+vishnu.jpg" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8980530557680932705.post-7685044620628750864</id><published>2016-11-14T18:18:00.001+05:30</published><updated>2020-08-08T18:08:47.227+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Result of Planets in different Houses for Mesha Lagna"/><title type='text'>Result of Planets in different Houses for Mesha Lagna</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
  356. &lt;b&gt;&lt;u&gt;Mesha lagna /Aries Ascendant And Sun&lt;/u&gt;&lt;/b&gt;&lt;br /&gt;
  357. &lt;br /&gt;
  358. &quot;The person born in Aries lagna will be hostile to relatives, of wandering habits, lean, hot tempered, quarrelsome, proud, weak kneed, heroic and possessed of uncertain wealth.&quot; -&lt;b&gt;Jataka Parijata&lt;/b&gt;&lt;br /&gt;
  359. &lt;br /&gt;
  360. Moon, or Lagna, in Aries according to &lt;b&gt;Brihat Jataka&lt;/b&gt;: &quot;This combination gives the native round and ruddy eyes, makes him a vegetarian and eat moderately fresh and hot things and his nature is easily relenting. It keeps him very frequently out of doors, making him knock about here and there, prone to travel, and makes him lustful. But knees are meager and weak, and wealth is not steady, Native is a militant and a great hero and loved by the opposite sex. He knows very well how to serve others, his nails are ugly and there are many scars or marks of great wounds on his head. He is honorable, eldest amongst his brothers and there are marks indicative of strength on the palm of his hand, he is also very fickle and timid of water.&lt;br /&gt;
  361. &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;
  362. &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&quot;Effect of different planets in various Navamsa for Aries Lagna&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
  363. &lt;br /&gt;
  364. &lt;span style=&quot;font-size: large;&quot;&gt;Sun:&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
  365. &amp;nbsp; &lt;br /&gt;
  366. The Sun is the lord of the 5H for the Aries ascendant. Being the lord of Trine it is benefic,&amp;nbsp;5H signifies awareness of the presence of Divine Intelligence, winning by speculation, children and other acts of creative genius, political power and celebrity recognition.&lt;br /&gt;
  367. Sun rules the will and intuitive and creative intelligence of the Aries Natives. The Sun for Aries native’s represents the independent spirit and heart. It gives great inspiration to their character, intelligence, independent thinking, and the ability to acquire self-knowledge as well as making them independent learners.&lt;br /&gt;
  368. The Sun as the 5th lord causes their health to be dependent upon following their inspirations. The Sun gives luck and knowledge and is a temporal benefic, though as a natural malefic the Sun may separate the Aries Lagna native from those things it influences as a sacrifice for their self-development, learning or inspirations.&lt;br /&gt;
  369. One takes great pride in one&#39;s children and the products of one&#39;s unique intelligence.&lt;br /&gt;
  370. Sun is karaka for Father therefore Father is related to matters of 5H including celebrity, royalty, entertainments, politics, creativity, and all expressions of unique individual intelligence. The father may be unconcerned with the law; the father is brilliant.&lt;br /&gt;
  371. &lt;br /&gt;
  372. For Aries Native with Sun in 5H luck shines after the birth of a son&lt;br /&gt;
  373. The Aries Ascendant is the uucha rashi (exaltation) of the Sun, and the seventh house (Libra) is neecha rashi (debilitation) of the Sun. For an Aries ascendant, the Sun gives good results for the 12th house.&lt;br /&gt;
  374. &lt;br /&gt;
  375. &lt;b&gt;Sun in the different &amp;nbsp;Navamsas &amp;nbsp;for the &amp;nbsp;Aries &amp;nbsp;Ascendant with more points:&lt;/b&gt;&lt;br /&gt;
  376. &amp;nbsp; &lt;br /&gt;
  377. &lt;b&gt;Sun in Sun Navamsa: &lt;/b&gt;Gives good intelligence and good education; more male children; good happiness from the father; religious; has good memory; likes female company; has a good post of authority.&lt;br /&gt;
  378. &lt;br /&gt;
  379. &lt;b&gt;Sun &amp;nbsp;in &amp;nbsp;Moon &amp;nbsp;&lt;/b&gt;&lt;b&gt;Navamsa&lt;/b&gt;: Unsteady nature; close ties to mother; likes to live lavishly; likes music; more female children; likes to travel.&lt;br /&gt;
  380. &lt;br /&gt;
  381. &lt;b&gt;Sun &amp;nbsp;in Mars&amp;nbsp;&lt;/b&gt;&lt;b&gt;Navamsa&lt;/b&gt;&lt;b&gt;:&lt;/b&gt; Angry and hot tempered; very eager to achieve authority; likes outdoor games; good health and attractive personality.&lt;br /&gt;
  382. &lt;br /&gt;
  383. &lt;b&gt;Sun in Mercury &amp;nbsp;&lt;/b&gt;&lt;b&gt;Navamsa&lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Studious, likes teaching; works as a consultant; has normal individuality. More attraction to money; some problem concerning the health.&lt;br /&gt;
  384. &lt;br /&gt;
  385. &lt;b&gt;Sun &amp;nbsp;in &amp;nbsp;Jupiter &amp;nbsp;&lt;/b&gt;&lt;b&gt;Navamsa&lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Less children; likes teaching; may win lottery or unearned money; less involvement with worldly things; likes traveling; accumulates good wealth.&lt;br /&gt;
  386. &lt;br /&gt;
  387. &lt;b&gt;Sun in Venus &amp;nbsp;&lt;/b&gt;&lt;b&gt;Navamsa&lt;/b&gt;&lt;b&gt;:&lt;/b&gt; More sexually attractive; likes to live lavishly; well educated; good respect; more expensive nature; may have a love marriage.&lt;br /&gt;
  388. &lt;br /&gt;
  389. &lt;b&gt;Sun in Saturn&amp;nbsp;&lt;/b&gt;&lt;b&gt;Navamsa&lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Student of law; earns by his own efforts. If this sun has less points, it will reduce the result or give a reverse effect.&lt;br /&gt;
  390. &lt;br /&gt;
  391. &lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;The Sun in Each House For Aries Lagna:&lt;/b&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
  392. &lt;b&gt;&lt;br /&gt;&lt;/b&gt;
  393. &lt;b&gt;Sun in 1st house:&lt;/b&gt;&lt;br /&gt;
  394. &lt;b&gt;&lt;br /&gt;&lt;/b&gt;
  395. It is in the uucha rashi (exaltation) of the Sun. If it has more points, the native will be of average height, and will be respected in society. Its aspect on the 7th house will be malefic. It will reduce the happiness of the marital life. As it is placed in House D when the focus turns to the 4th house, in the sub period of the Sun, the native will purchase some landed property, will receive happiness from the family, good enjoyments and bed comforts.&lt;br /&gt;
  396. If Mercury is situated in the 12th or the 1st house, there may be danger to the life of the native in the sub period of the Sun in the Mercury main period.&lt;br /&gt;
  397. If Mercury is placed in the 2nd house, no danger will occur in the Mercury main period. When the Sun has less points in the lagna, the person has a good family life and a happy marriage.&lt;br /&gt;
  398. &lt;br /&gt;
  399. &lt;b&gt;Sun in 2nd house:&lt;/b&gt; If the sun is placed in the 2nd house with more points, a male native may have the birth of a child in the sub of the Sun. There will be much happiness from the father and he will have good luck. May go on long distance trips places but at the same time may face some health problem. If with less points, he may enjoy good health in the sub of Sun, but will fast on some day of the week. The native may face some worries in the sub of the Sun in the 2nd house.&lt;br /&gt;
  400. &lt;br /&gt;
  401. &lt;b&gt;Sun in 3rd house&lt;/b&gt;: If the Sun is situated in the 3rd house with more points, the person gets a good post of authority, receives respect, has a good job. This is House E when the focus goes to the 10th house. It becomes House D when the focus changes to the 6th house and more prominent results in the sub of the Sun may be experienced. He may have some stressed relations with father. If the Sun is in the 3rd house and has less points, the person will win victory over his enemies.&lt;br /&gt;
  402. &lt;br /&gt;
  403. &lt;b&gt;Sun in 4th house: &lt;/b&gt;&amp;nbsp;If the Sun has more points, the person gets a good income, May get married in the sub of Sun; good job or promotion in service, but always will face stressful situations in his workplace. Female native have a child in the sub of the Sun. When the Sun has less points, he may dictate to his spouse and partners. He may not enjoy father\x92s property.&lt;br /&gt;
  404. &lt;br /&gt;
  405. &lt;b&gt;Sun in 5th house:&lt;/b&gt; Here it is in its own sign. If the Sun is placed in the 5th house with more points, the person may have extra marital relations; will go on a long journey. There will be reduced income in comparison to his efforts.&lt;br /&gt;
  406. &lt;br /&gt;
  407. &lt;b&gt;Sun in 6th house&lt;/b&gt;: The Sun in the 6th house with more points gives the person a good personality. If the Sun is in the first 6 degrees, the person is brilliant and has a good memory. It also indicates more expenses. If it has less points, the person receives much respect in society.&lt;br /&gt;
  408. &lt;br /&gt;
  409. &lt;b&gt;Sun in 7th place:&lt;/b&gt; With more points, the Sun here will give good authority and also good, accumulated wealth; more prone to accidents. With less points, it may give some problem with the spouse. Business or work may be related to the Sun.&lt;br /&gt;
  410. &lt;b&gt;&lt;br /&gt;&lt;/b&gt;
  411. &lt;b&gt;Sun in 8th hou&lt;/b&gt;se: The Sun with more points here will give an unearned income; good energy and stamina. But it will reduce the wealth. If it has less points, relations with relatives will be good.&lt;br /&gt;
  412. &lt;b&gt;&lt;br /&gt;&lt;/b&gt;
  413. &lt;b&gt;Sun in 9th house:&lt;/b&gt; &amp;nbsp;With more points, the Sun here indicates good landed property and a good house. Family happiness is also good. Person will have good friendships with the opposite sex. Likes traveling. If with less points, religious, charitable.&lt;br /&gt;
  414. &lt;br /&gt;
  415. &lt;b&gt;Sun in 10th house&lt;/b&gt;: When the Sun has more points a male native may become a father in the sub of the Sun. Business may be related with the navamsha lord of the Sun; good individuality.&lt;br /&gt;
  416. &lt;br /&gt;
  417. &lt;b&gt;Sun in 11th house&lt;/b&gt;: &amp;nbsp;If the Sun has more points here, the person may get a good job in the sub of the Sun; good relations. With less points, good education and good accumulation of wealth.&lt;br /&gt;
  418. &lt;br /&gt;
  419. &lt;b&gt;Sun in 12th &amp;nbsp;house:&lt;/b&gt; With more points here, the Sun can give marriage and marital happiness; good success in any venture. If with less points, better service; less education.&lt;br /&gt;
  420. &lt;b&gt;&lt;br /&gt;&lt;/b&gt;
  421. &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Moon For Mesha Lagna:&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
  422. &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;br /&gt;
  423. For the Aries ascendant, the Moon is lord of the 4th house. It is the karkatva of &amp;nbsp;9th house matters. It gives marriage in its sub period. The Moon here also gives good results for 7th and 11th house matters.&lt;br /&gt;
  424. &lt;b&gt;&lt;br /&gt;&lt;/b&gt;
  425. &lt;b&gt;Moon &amp;nbsp;in &amp;nbsp;the &amp;nbsp;different&amp;nbsp;&lt;/b&gt;&lt;b&gt;Navamsa&amp;nbsp;&lt;/b&gt;&lt;b&gt;for &amp;nbsp;the Aries Ascendant with more points:&lt;/b&gt;&lt;br /&gt;
  426. &lt;br /&gt;
  427. &lt;b&gt;Moon in the&amp;nbsp;&lt;/b&gt;&lt;b&gt;Navamsa&lt;/b&gt;&lt;b&gt;&amp;nbsp;of Sun:&lt;/b&gt; &amp;nbsp;Good education, mother comes from a rich family; more sportsman-like spirit.&lt;br /&gt;
  428. &lt;br /&gt;
  429. &lt;b&gt;Moon in the&amp;nbsp;&lt;/b&gt;&lt;b&gt;Navamsa&lt;/b&gt;&lt;b&gt;&amp;nbsp;of Moon: &lt;/b&gt;Good happiness from the mother, happiness from vehicle; good luck; liked in society; some problems with stomach, windy constitution.&lt;br /&gt;
  430. &lt;br /&gt;
  431. &lt;b&gt;Moon in the&amp;nbsp;&lt;/b&gt;&lt;b&gt;Navamsa&lt;/b&gt;&lt;b&gt;&amp;nbsp;of Mars:&lt;/b&gt; More daring, good for mechanical engineering; more success in the later part of the life.&lt;br /&gt;
  432. &lt;br /&gt;
  433. &lt;b&gt;Moon in &amp;nbsp;&lt;/b&gt;&lt;b&gt;Navamsa&lt;/b&gt;&lt;b&gt;&amp;nbsp;of Mercury:&lt;/b&gt; Can get a good job, has good authority; attractive personality and very political in behavior.&lt;br /&gt;
  434. &lt;br /&gt;
  435. &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;The Moon in Each House For Aries Lagna:&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
  436. &lt;br /&gt;
  437. &lt;b&gt;Moon in 1st house:&lt;/b&gt; In the Aries ascendant with more points, it gives happiness and mental peace. Moon is the lord of the 4th place, and the 1st house is house D when the focus goes to the 4th , so it gives land, buildings and brings happiness to the family life.&lt;br /&gt;
  438. &lt;br /&gt;
  439. &lt;b&gt;Moon in 2nd house:&lt;/b&gt; If with more points, the Moon here gives good luck. For a male native, it gives a female child. It also gives some worries in the day to day life.&lt;br /&gt;
  440. &lt;br /&gt;
  441. &lt;b&gt;Moon &amp;nbsp;in &amp;nbsp;3rd house:&lt;/b&gt; &amp;nbsp;With more points, this position of the Moon gives more mental power. If it has less points, it gives good luck, religious outlook, and successfulness.&lt;br /&gt;
  442. &lt;br /&gt;
  443. &lt;b&gt;Moon in 4th house:&lt;/b&gt; With more points in its own sign, the Moon here reduces the political power, gives some problem with authority in business; if it has less power, good income and good life partner .&lt;br /&gt;
  444. &lt;br /&gt;
  445. &lt;b&gt;Moon in 5th house&lt;/b&gt;: When the Moon has more points, it gives friendship with the opposite sex; obstructed income; delay in receiving dues. If there are less points, it brings good health.&lt;br /&gt;
  446. &lt;br /&gt;
  447. &lt;b&gt;Moon in 6th house:&lt;/b&gt; It is in the third place from its own house. If situated in with more points, It gives good results for the 9th and 1st houses. The person spends his money in good deeds. It may give good progress in the place other than his birth place or father\x92s place.&lt;br /&gt;
  448. &lt;br /&gt;
  449. &lt;b&gt;Moon in 7th house:&lt;/b&gt; &amp;nbsp;With more points, the Moon gives a beautiful spouse, good wealth, success, happiness and enjoyment in life.&lt;br /&gt;
  450. &lt;br /&gt;
  451. &lt;b&gt;Moon in 8th house:&lt;/b&gt; When the Moon is in Scorpio, there will be less happiness from the mother. For an Aries ascendant, the 8th house is Scorpio. If the moon is situated with more points here, there will be some loss indicated in hereditary property. But, it gives good profits and good earning capabilities.&lt;br /&gt;
  452. &lt;b&gt;&lt;br /&gt;&lt;/b&gt;
  453. &lt;b&gt;Moon &amp;nbsp;in &amp;nbsp;9th house:&lt;/b&gt; With more points, the Moon gives good results for the 4th house. Good reputation, religious nature; good marital happiness; good income.&lt;br /&gt;
  454. &lt;b&gt;&lt;br /&gt;&lt;/b&gt;
  455. &lt;b&gt;Moon &amp;nbsp;in &amp;nbsp;10th house:&lt;/b&gt; This position brings good results for the 1st, 5th, and 7th houses. This means a pleasant and happy nature, good children and cooperative wife. As it is situated in the 12th place from the 11th, there will be less income in comparison to the effort put out.&lt;br /&gt;
  456. &lt;br /&gt;
  457. &lt;b&gt;Moon in 11th house:&lt;/b&gt; If with more points, the Moon here gives good will power, and more than one source of income.&lt;br /&gt;
  458. &lt;br /&gt;
  459. &lt;b&gt;Moon in 12th house&lt;/b&gt;: When the Moon has more points in this house, there are more expenses for show, some problem in the job arena. All disputes will be solved by a calm and quiet mind. Gives a good and cooperative life partner.&lt;br /&gt;
  460. &lt;br /&gt;
  461. &lt;br /&gt;
  462. &lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Mars for Aries Lagna:&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
  463. &lt;br /&gt;
  464. Mars is the lord of the 1st and 8th houses. It is a natural malefic and in the sarvashtakavarga, it gets a total of 39 points only. For the Aries ascendant, it is either the lord of D or E for the 3rd, , 4th, 8th, or 11th houses. So it will give results in matters related to these areas in its sub period. It is a functional karaka for the 1st and 6th houses. So the individuality of an Aries ascendant is based on the status of Mars. A strong Mars means a good personality. For an Aries ascendant, Mars is good for results signified by the 3rd, 4th, 8th, and 11th houses.&lt;br /&gt;
  465. &lt;br /&gt;
  466. &lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Mars in the &amp;nbsp;different &lt;/span&gt;Navamsa&lt;span style=&quot;font-family: inherit;&quot;&gt;s for the &amp;nbsp;Aries &amp;nbsp;Ascendant &amp;nbsp;with more points:&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
  467. &lt;br /&gt;
  468. &lt;b&gt;Mars in the&amp;nbsp;Navamsa&amp;nbsp;of Mars:&lt;/b&gt; If there is a powerful Mars (more then 4 points) here, the person is very brave; has good height; good body; likes spicy foods.&lt;br /&gt;
  469. &lt;br /&gt;
  470. &lt;b&gt;Mars in the&amp;nbsp;Navamsa&amp;nbsp;of Venus:&lt;/b&gt; Mars here with more points indicates a slightly dark complexion, a jack of all trades, likes female company, more sex, likes to live lavishly.&lt;br /&gt;
  471. &lt;br /&gt;
  472. &lt;b&gt;Mars in the&amp;nbsp;Navamsa&amp;nbsp;of Sun: &lt;/b&gt;Has self respect, big hearted, good body. Mars in the navamsha of Moon: Round face, likes art, likes good living.&lt;br /&gt;
  473. &lt;br /&gt;
  474. &lt;b&gt;Mars in the&amp;nbsp;Navamsa&amp;nbsp;of Mercury:&lt;/b&gt; Likes good hand writing, punctual about time, likes mathematics, very practical. Mars in the navamsha of Jupiter: Fatty, fair complexion; likes sweets; likes a simple life style.&lt;br /&gt;
  475. &lt;br /&gt;
  476. &lt;b&gt;Mars in the&amp;nbsp;&lt;/b&gt;&lt;b&gt;Navamsa&lt;/b&gt;&lt;b&gt;&amp;nbsp;of Saturn: &lt;/b&gt;Small in height, fatty, dark complexion.&lt;br /&gt;
  477. &lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
  478. &lt;span style=&quot;font-size: large;&quot;&gt;Mars in Each House: &lt;/span&gt;&lt;br /&gt;
  479. &lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
  480. &lt;b&gt;Mars in 1st house: &lt;/b&gt;It is a Functional Karaka for the Aries lagna, and if it is situated in 1st house with more points, it makes a person more stubborn. Due to this quality, there may be less happiness in the marriage and family life; some medical problem with piles etc. is also indicated. Person likes very spicy foods and may have a hot temperament.&lt;br /&gt;
  481. &lt;br /&gt;
  482. Mars in 2nd house: Here, Mars is in the sign of Venus. It makes the person more sexy. It aspects the 5th, 8th and 9th houses. If it has more points, it may indicate a Caesarian birth. If Mars is with Rahu, it may create some problem with a male birth. It is lord of the 12th from the 2nd house, the person may have problems accumulating wealth. A child birth may be indicated in the sub of Mars.&lt;br /&gt;
  483. &lt;br /&gt;
  484. Mars in 3rd house: Mars is in Gemini sign ruled by Mercury in this position. If it has more points, it will give a good job in the sub of Mars. The person will have more courage and can easily handle the worst type of situations.&lt;br /&gt;
  485. &lt;br /&gt;
  486. Mars in 4th house: Here it is in the sign of the Moon. It is also lord of House D for the 4th house. If it is situated in the 4th , the person may obtain a good house or landed property in its sub; person receives a good income.&lt;br /&gt;
  487. &lt;br /&gt;
  488. Mars in 5th house: Mars here is in the sign of the Sun. With more points, there is some birth problem at the time of delivery; there is less income in the sub of Mars, but it can give good job in spite of this.&lt;br /&gt;
  489. &lt;br /&gt;
  490. Mars in 6th house: Mars is the Functional karaka and Natural karaka for the 6th house in this position. Its situation will enhance the chances of getting a good job.&lt;br /&gt;
  491. &lt;br /&gt;
  492. Mars in 7th house: In this position, Mars is the 8th lord situated in the 7th house, which means the 8th lord is the 12th house from its house. If Mars has more points, it will have malefic sight on the 10th,1st and 2nd houses. The spouse of this person will dictate to him. It may bring on the death of the spouse in the Jupiter main and Mars sub period. The person may get good results in his job or&lt;br /&gt;
  493. work. There is a chance for going on a long tour.&lt;br /&gt;
  494. &lt;br /&gt;
  495. Mars in 8th house: Here, Mars is in its own sign. If it has more points, the person will get a chance to show his abilities, or he will get a job that he prefers.&lt;br /&gt;
  496. &lt;br /&gt;
  497. Mars in 9th house: From this house, Mars aspects the 12th, 3rd and 4th houses. If it has more points, it may give malefic results for these houses.&lt;br /&gt;
  498. &lt;br /&gt;
  499. Mars in 10th house: Mars with more points in this position makes the person prefer to work with fire or heat, such as Mechanical Engineering.&lt;br /&gt;
  500. &lt;br /&gt;
  501. Mars in 11th house: &amp;nbsp;Mars is House E for the sixth house, and is a karaka for the 6th house as well. If it has more points in this house, it enhances the effect of the 6th house. The person can overcome his enemies.&lt;br /&gt;
  502. &lt;br /&gt;
  503. Mars in 12th house: It is the lord of the 1st house and is situated in the 12th from its own house. It reduces the family happiness of the person.&lt;br /&gt;
  504. &lt;br /&gt;
  505. &lt;br /&gt;
  506. &lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
  507. &lt;span style=&quot;font-size: large;&quot;&gt;Mercury :&lt;/span&gt;&lt;br /&gt;
  508. &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;br /&gt;
  509. For the Aries ascendant, Mercury is the lord of the 3rd and 6th houses. It is a Functional karaka and also Natural karaka for the 8th and 11th houses. It brings about results concerning the job, service, or authority in its sub period.&lt;br /&gt;
  510. &amp;nbsp; &lt;br /&gt;
  511. &lt;br /&gt;
  512. Mercury in Each House: &lt;br /&gt;
  513. &lt;br /&gt;
  514. Mercury in 1st house: Mercury, lord of the 3rd house in the 1st house, with more points, can give the results of the 8th and the 4th house. Some hereditary property can be gained in its sub period. Good authority with some unearned money may be given by this Mercury. The person may have a political nature.&lt;br /&gt;
  515. &lt;br /&gt;
  516. Mercury in 2nd house: Mercury, the 3rd lord in the 12th from the 3rd, can give some sort of a health problem. The 6th lord in the 2nd also creates some worries. Such people should not take any bribes. Otherwise it will come out in the open. This Mercury cannot give death in the main period of Mercury.&lt;br /&gt;
  517. &lt;br /&gt;
  518. Mercury in 3rd house: The 3rd house for Aries is owned by Mercury. It gives a good job with authority. For the 10th house, it is lord of E. If the lord of E is situated in House E with more points, it gives good results.&lt;br /&gt;
  519. &lt;br /&gt;
  520. Mercury in 4th house: Person lives in a rented house; has a good job. Of course, it reduces the marital happiness.&lt;br /&gt;
  521. &lt;br /&gt;
  522. Mercury in 5th house: The sixth lord in the 5th house creates some sort of problem regarding a child or children.&lt;br /&gt;
  523. &lt;br /&gt;
  524. Mercury in 6th house: It is in its own sign here. It signifies extra marital relations. Person cannot die in the main period of Mercury.&lt;br /&gt;
  525. &lt;br /&gt;
  526. Mercury in 7th house: When the sixth lord is in the 7th house, it is also the lord of the 12th house from the 7th and it reduces the marital happiness, but it can still give good wealth.&lt;br /&gt;
  527. &lt;br /&gt;
  528. Mercury in 8th house: &amp;nbsp;In this case, Mercury is lord of the 11th house from 8th, which becomes house E for the lagna. Similarly it is lord of A for 8th house. Its sight on the 2nd house reduces the wealth. At the same time, it gives a long life, being in House E for longevity.&lt;br /&gt;
  529. &lt;br /&gt;
  530. Mercury in 9th house: From this house it aspects its own house, the 3rd. It helps the person in acquiring some landed property, house or vehicle. Brings good family happiness. The person cannot die in the main period of Mercury.&lt;br /&gt;
  531. &lt;br /&gt;
  532. Mercury in 10th house: When the 3rd house is House B, the 10th becomes House A, and the Lord of B in House A gives extra daring and energy. Here it increases the individuality of the person. Mercury can give child birth in its sub. The lord of House E for the tenth house placed in the 10th , brings success.&lt;br /&gt;
  533. &lt;br /&gt;
  534. Mercury in 11th house: Here, Mercury is lord of House A when the focus goes to the 11th house. It may give some reduction in marital happiness, but it increases the strength to overcome the enemies.&lt;br /&gt;
  535. &lt;br /&gt;
  536. Mercury in 12th house: From this house, it aspects its own 6th house. So there may be some problem that needs to be faced regarding enemies, court matters etc. Person overcomes his enemies but he has to spend more time on these issues; has more relatives.&lt;br /&gt;
  537. &lt;br /&gt;
  538. &lt;span style=&quot;font-size: large;&quot;&gt;Jupiter:&lt;/span&gt;&lt;br /&gt;
  539. Jupiter for the Aries lagna is the lord of the 9th and 12th houses. It is lord of House E for family happiness when the focus goes to the 4th house, and also Lord of E when the focus goes to the 7th house of marriage. It is lord of House D for 3rd house matters, as well as lord of D for 12th house matters. Therefore Jupiter for the Aries lagna always gives good results for marital life and family happiness.&lt;br /&gt;
  540. &lt;br /&gt;
  541. &lt;span style=&quot;font-size: large;&quot;&gt;Jupiter in Each House: &lt;/span&gt;&lt;br /&gt;
  542. &lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
  543. Jupiter in 1st house: Jupiter here is lord of the 12th house from the lagna and is placed in the lagna, reducing the impression and the individuality of the native.&lt;br /&gt;
  544. &lt;br /&gt;
  545. Jupiter in 2nd house: &amp;nbsp;Taking the 2nd house as House A, Jupiter becomes lord of E. If it has more points, gives good happiness from the spouse.&lt;br /&gt;
  546. &lt;br /&gt;
  547. Jupiter in 3rd house: &amp;nbsp;When House B is the focus of the 3rd house, Jupiter is lord of house D (12th house), so it gives good results for the 3rd house. It is good for the mother and any brothers. If it has more points, it aspects the 7th, 9th and 11th houses from the 3rd house. Being it is the lord of house E when the focus turns to the 7th house, there is no malefic effect. When the focus is on the 11th house,&lt;br /&gt;
  548. again, Jupiter is the lord of the 11th house from that one, so there will be no bad effect. Hence, Jupiter in the 3rd house is benefic and will not give any malefic results.&lt;br /&gt;
  549. &lt;br /&gt;
  550. Jupiter in 4th house: From this house it aspects the 8th, 10th and 12th houses. It reduces the result of the 8th and the 10th house, but it gives good results for the 12th house.&lt;br /&gt;
  551. &lt;br /&gt;
  552. Jupiter in 5th house: From the 5th house, it aspects the 9th, 11th and 1st houses. It gives good family happiness.&lt;br /&gt;
  553. &lt;br /&gt;
  554. Jupiter in 6th house: From here, Jupiter has its sight on the 12th house for which it is lord of house D, so its sight is benefic on the 12th house. Again, it also has its sight on the 10th and 2nd houses. For these both houses, it can give malefic sight if it has more points. It brings obstructions to the luck of the native, but the person eventually succeeds with the help of others.&lt;br /&gt;
  555. &lt;br /&gt;
  556. Jupiter &amp;nbsp;in &amp;nbsp;7th house: Its sight on the 11th, 1st and 3rd houses gives benefic results for the 4th and 3rd house. It provides good happiness from the family and gives one good enthusiasm for doing work.&lt;br /&gt;
  557. &lt;br /&gt;
  558. Jupiter in 8th house: Increases the chances of a good income and provides one with good strength for working.&lt;br /&gt;
  559. &lt;br /&gt;
  560. Jupiter in 9th house: In this placement, it is in its own sign. It gives good landed property and ones own house. Gives long distance tours and trips.&lt;br /&gt;
  561. &lt;br /&gt;
  562. Jupiter in 10th house: Here, Jupiter is lord of the 12th house from the 10th house position. Therefore, it reduces the authority and creates problems in the workplace.&lt;br /&gt;
  563. &lt;br /&gt;
  564. Jupiter in 11th house: It is House A for the 4th house focus. It is also lord of E for 4th house focus as well. Hence, good results for the 4th house. Good landed property, and person owns his own home.&lt;br /&gt;
  565. &lt;br /&gt;
  566. Jupiter in 12th house: It is lord of the 12th house as well as the 9th house. So it gives good faith in religion. There is good prestige in society; person spends money for religious work.&lt;br /&gt;
  567. &lt;br /&gt;
  568. &lt;span style=&quot;font-size: large;&quot;&gt;Venus:&lt;/span&gt;&lt;br /&gt;
  569. For the Aries ascendant, Venus is the lord of the 2nd house and the 7th house. It becomes the karaka for the 7th house of marriage and partnership and the 12th house, which indicates bed comforts and foreign relations etc.. It is lord of house D or E, which are more eager to give the results of house B, for the 5th, 9th, 10th, and 2nd houses. Hence it can be said that Venus in its sub period gives the&lt;br /&gt;
  570. results of the above houses in its sub period.&lt;br /&gt;
  571. &lt;br /&gt;
  572. &lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Venus in the different navamshas for &amp;nbsp;the Aries Ascendant &amp;nbsp;with&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
  573. &lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;more points:&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
  574. &lt;br /&gt;
  575. &lt;b&gt;Venus in the navamsha of Sun:&lt;/b&gt; An intelligent, fixed mind; noble man; loyal towards his partner&lt;br /&gt;
  576. &lt;br /&gt;
  577. Venus in the navamsha of Moon: An unsteady mind; a well spoken person; life partner is good looking,&lt;br /&gt;
  578. &lt;br /&gt;
  579. Venus in the navamsha of Mars: A straight forward, learned person. More attraction for the life partner; good health; likes bright colored clothing.&lt;br /&gt;
  580. &lt;br /&gt;
  581. Venus in the navamsha of Mercury: There is a zeal to study any subject in detail. Sometimes has a problem finding a life partner.&lt;br /&gt;
  582. &lt;br /&gt;
  583. Venus in the navamsha of Jupiter: Quiet, thoughtful, likes to teach; Steady in thought; overweight.&lt;br /&gt;
  584. Venus in the navamsha of Venus: Likes music, the arts; sweet talk; likes jokes; more focused on sex; likes to have all the modern amenities.&lt;br /&gt;
  585. &lt;br /&gt;
  586. Venus in the navamsha of Saturn: There is more of a struggle to earn money. Delayed marriage; less sex; there is always some dispute with the life partner.&lt;br /&gt;
  587. &lt;br /&gt;
  588. &lt;span style=&quot;font-size: large;&quot;&gt;Venus in Each House:&lt;/span&gt;&lt;br /&gt;
  589. Venus in the Aries ascendant gives good wealth, good authority, good education, and a love for traveling. Gets benefits due to wife and/or girl friend.&lt;br /&gt;
  590. &lt;br /&gt;
  591. Venus in 1st house: If with more points, person will have landed property. There will be some health problem and in the Mercury main period, the person may face some accident. If Venus has 8 points, they may be extra marital relations. It is very easy for any attractive female to take away his money. He becomes mad and looses all his money foolishly.&lt;br /&gt;
  592. &lt;br /&gt;
  593. Venus in 2nd house: Venus is in its own house here. With more points, it may give childbirth; may receive a degree in the sub of Venus; likes traveling. Here also, if Venus has more then 6 points, the person has more than one marriage and may also be involved in extra marital relations.&lt;br /&gt;
  594. &lt;br /&gt;
  595. Venus in 3rd house: Person may acquire a good job as well as good position of authority. More points gives more sex appeal.&lt;br /&gt;
  596. &lt;br /&gt;
  597. Venus in 4th house: This is good for the income; gives female friends or good marriage. More than one relationship is indicated. Wine and women may be a cause of some illness.&lt;br /&gt;
  598. &lt;br /&gt;
  599. Venus in 5th house: Good bed comforts, good sex ability, but may have heart problems; enjoys the company of the opposite sex. If Venus is aspected by Saturn, there may be numerous extra marital relations.&lt;br /&gt;
  600. &lt;br /&gt;
  601. Venus in 6th house: Coldness towards the spouse; some problem in the marital life. Extra marital relations are also indicated. Good personality and good luck. May have contacts with low class females; fear from enemies.&lt;br /&gt;
  602. &lt;br /&gt;
  603. Venus in 7th house: Venus is in its own house here. It may give more authority. Person is able to achieve the things he wants. If Venus is with Rahu or Ketu, then there will be contacts with more females. If Jupiter aspects Venus, the behavior will be limited in some way.&lt;br /&gt;
  604. &lt;br /&gt;
  605. Venus in 8th house: Good income from lottery, unearned income, good daring. This also gives some close relations with married women.&lt;br /&gt;
  606. &lt;br /&gt;
  607. Venus in 9th house: Good landed property, good enjoyments in life. Good character.&lt;br /&gt;
  608. &lt;br /&gt;
  609. Venus in 10th house: Good education, good personality, man of low mentality, may take emotional hold of the female he has close contact with.&lt;br /&gt;
  610. &lt;br /&gt;
  611. Venus in 11th house: Increase in luck after marriage; earning from a position of authority; foreign relations; relations with married women.&lt;br /&gt;
  612. &lt;br /&gt;
  613. Venus in 12th house: More enjoyments in life; likes drinking and sex. Some times person becomes an alcoholic. Love has no meaning for him; likes only the sexual act itself.&lt;br /&gt;
  614. &lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
  615. &lt;span style=&quot;font-size: large;&quot;&gt;Saturn:&lt;/span&gt;&lt;br /&gt;
  616. &lt;br /&gt;
  617. Saturn is the lord of the 10th and 11th houses and is a karaka for the 3rd and 4th houses. It is a slow moving planet, and delays the results of the third house from it. If it is situated in the 5th house, it delays the marriage by a considerable period.&lt;br /&gt;
  618. &lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;
  619. &lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Saturn in Each House:&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
  620. Saturn in 1st house: It aspects the 10th house of his own sign, Capricorn. Gives good results for the 6th house, as it is lord of house E for the 6th.&lt;br /&gt;
  621. &lt;br /&gt;
  622. Saturn in 2nd house: This position of Saturn makes the person have doubts about his wife\x92s character. It gives childbirth in its sub period.&lt;br /&gt;
  623. &lt;br /&gt;
  624. Saturn in 3rd house: Persons gets a good rise in the lifestyle.&lt;br /&gt;
  625. &lt;br /&gt;
  626. Saturn in 4th house: The 7th house from it is its own sign. Due to more points, it may reduce the authority of the person. Gives one his own home. Also gives marriage.&lt;br /&gt;
  627. &lt;br /&gt;
  628. Saturn in 5th house: Since Saturn here aspects the 11th house from its position in the 5th, it reduces the income and delays the marriage.&lt;br /&gt;
  629. &lt;br /&gt;
  630. Saturn in 6th house: Saturn here makes the person more religious,&lt;br /&gt;
  631. &lt;br /&gt;
  632. Saturn in 7th house: The person accumulates good wealth.&lt;br /&gt;
  633. &lt;br /&gt;
  634. Saturn in 8th house: Saturn aspects the 2nd house from its position in the 8th, with malefic sight which reduces the wealth, but still gives a good income.&lt;br /&gt;
  635. &lt;br /&gt;
  636. Saturn in 9th house: Landed property, good property.&lt;br /&gt;
  637. &lt;br /&gt;
  638. Saturn in 10th house: Saturn is in its own house here. Gives child birth; Good education; work may be related to land, mines etc.&lt;br /&gt;
  639. &lt;br /&gt;
  640. Saturn in 11th house: Gives good prestige in society. Wins out over his enemies; dominates competitors.&lt;br /&gt;
  641. &lt;br /&gt;
  642. Saturn in 12th house: Cool emotions and less sexual ability. More ethical; good deeds; helps needy people; person sleeps late in the night.&lt;/div&gt;
  643. </content><link rel='replies' type='application/atom+xml' href='https://astrologybyanjuanand.blogspot.com/feeds/7685044620628750864/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2016/11/result-of-planets-in-different-houses.html#comment-form' title='11 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/7685044620628750864'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/7685044620628750864'/><link rel='alternate' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2016/11/result-of-planets-in-different-houses.html' title='Result of Planets in different Houses for Mesha Lagna'/><author><name>Anju Anand</name><uri>http://www.blogger.com/profile/01621726061350248778</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcnh13O9hNebnRYky7_R4nuOHgFj2MGpXCyMiC_FYciQujzrIMjUXuLblHWd4Ep0xx4LCkFleh59h7T8VaDx5rjgfhXtsPgWUdWpdZ9xIovCTH7kt-RYhq1JipLHWqww/s113/New+1.JPG'/></author><thr:total>11</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8980530557680932705.post-3089824336484183522</id><published>2016-09-19T17:11:00.001+05:30</published><updated>2020-08-08T18:08:47.235+05:30</updated><title type='text'>Lagna - Astrological factors</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
  644. Lagna (Sanskrit लग्न)&lt;br&gt;
  645. Lagna, is the degree of the Rashi (or sign) which is rising on the eastern horizon at the time of one&amp;#39;s birth.&lt;br&gt;
  646. Lagna is the zodiac sign at the east horizon.This is more specifically called the Udaya Lagna&lt;br&gt;
  647. The Earth spins around an axis, completing one revolution in a day –causing day and night (indicating an apparent movement of Sun around the Earth) is represented as traversing once through the zodiac, i.e., covering the twelve rashis. The time spent in each rashi is referred as the duration of&lt;br&gt;
  648. lagna and the lagna is referred by the name of the rashi. At places on the equator, each day has 12 lagnas and thus each lagna will be of 2 hours (5ghatis) duration . At the poles, there are only two lagnas per day and thereforeeach lagna will be of 30 ghatis. However, the duration of lagna varies&lt;br&gt;
  649. from place to place depending on the latitude. The variation is quite large. First lagna of the day and its duration is counted from the sun rise of the day&lt;br&gt;
  650. &lt;br&gt;
  651. During each soura masa, the first lagna of the day will be of the same rashi’s name as that of the soura masa. Thus during Mesha masa, the day’s first lagna will be Mesha lagna, during Vrushabha masa, it will be Vrushabha lagna, and so on. The second and subsequent lagnas of the day follow the order of the rashis.&lt;br&gt;
  652. As the Sun is moving from one rashi to the next, the first lagna duration will be of full duration at the beginning of the soura masa, on the second day the first lagna’s duration reduces by 1/30, on the 16th day the first lagna’s duration reduces to 15/30 and on the 30th day (last day) of the soura masa&lt;br&gt;
  653. reduces to 1/30 duration (giving way to the next lagna). The second and subsequent lagnas will be of full duration.&lt;br&gt;
  654. Example of Lagna duration:&lt;br&gt;
  655. During the course of each soura masa, at the equator, the duration of each lagna is 2 hours or 120 minutes. Each soura masa can be considered as of 30 days.&lt;br&gt;
  656. The first lagna keeps reducing at the rate of 4 minutes per day, i.e., from 120 minutes on 1st day to 116 minutes on 2nd day, 112 minutes on 3rd day, . .. , 4 minutes on the last day of the month.&lt;br&gt;
  657. At the same place, 2nd, 3rd, . . . 12th lagnas will be of 120 minutes on all days of the masa.&lt;br&gt;
  658. From the second day of the masa onwards the last lagna of the day (just before the next sun rise) will have the same lagna as the first but with the balance duration. Thus on 2nd day it will be of 4 minutes, on the 3rd day 8 minutes, . . and 116 minutes on the last day.&lt;br&gt;
  659. &lt;br&gt;
  660. &lt;/div&gt;&lt;a href=&quot;https://astrologybyanjuanand.blogspot.com/2016/09/lagna-astrological-factors.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='https://astrologybyanjuanand.blogspot.com/feeds/3089824336484183522/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2016/09/lagna-astrological-factors.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/3089824336484183522'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/3089824336484183522'/><link rel='alternate' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2016/09/lagna-astrological-factors.html' title='Lagna - Astrological factors'/><author><name>Anju Anand</name><uri>http://www.blogger.com/profile/01621726061350248778</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcnh13O9hNebnRYky7_R4nuOHgFj2MGpXCyMiC_FYciQujzrIMjUXuLblHWd4Ep0xx4LCkFleh59h7T8VaDx5rjgfhXtsPgWUdWpdZ9xIovCTH7kt-RYhq1JipLHWqww/s113/New+1.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8980530557680932705.post-3832605147330936267</id><published>2016-09-14T21:47:00.001+05:30</published><updated>2020-07-15T23:20:14.512+05:30</updated><title type='text'>Astronomical Definitions</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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  681. &lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 14pt;&quot;&gt;&lt;img alt=&quot;&quot; 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&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
  682. &lt;/div&gt;
  683. &lt;div style=&quot;margin-bottom: .0001pt; margin: 0in;&quot;&gt;
  684. &lt;div style=&quot;text-align: center;&quot;&gt;
  685. &lt;a href=&quot;http://chandigarh-icas.blogspot.in/2016/09/khagol-shashtra.html&quot; target=&quot;_blank&quot;&gt;हिंदी में पढ़ने के लिए यहाँ क्लिक करें &lt;/a&gt;&lt;/div&gt;
  686. &lt;br&gt;&lt;/div&gt;
  687. &lt;div style=&quot;margin-bottom: .0001pt; margin: 0in;&quot;&gt;
  688. &lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 14pt;&quot;&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
  689. &lt;o:OfficeDocumentSettings&gt;
  690.  &lt;o:TargetScreenSize&gt;800x600&lt;/o:TargetScreenSize&gt;
  691. &lt;/o:OfficeDocumentSettings&gt;
  692. &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
  693. &lt;w:WordDocument&gt;
  694.  &lt;w:View&gt;Normal&lt;/w:View&gt;
  695.  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  696.  &lt;w:TrackMoves/&gt;
  697.  &lt;w:TrackFormatting/&gt;
  698.  &lt;w:PunctuationKerning/&gt;
  699.  &lt;w:ValidateAgainstSchemas/&gt;
  700.  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  701.  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  702.  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  703.  &lt;w:DoNotPromoteQF/&gt;
  704.  &lt;w:LidThemeOther&gt;EN-IN&lt;/w:LidThemeOther&gt;
  705.  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  706.  &lt;w:LidThemeComplexScript&gt;HI&lt;/w:LidThemeComplexScript&gt;
  707.  &lt;w:Compatibility&gt;
  708.   &lt;w:BreakWrappedTables/&gt;
  709.   &lt;w:SnapToGridInCell/&gt;
  710.   &lt;w:WrapTextWithPunct/&gt;
  711.   &lt;w:UseAsianBreakRules/&gt;
  712.   &lt;w:DontGrowAutofit/&gt;
  713.   &lt;w:SplitPgBreakAndParaMark/&gt;
  714.   &lt;w:EnableOpenTypeKerning/&gt;
  715.   &lt;w:DontFlipMirrorIndents/&gt;
  716.   &lt;w:OverrideTableStyleHps/&gt;
  717.  &lt;/w:Compatibility&gt;
  718.  &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;
  719.  &lt;m:mathPr&gt;
  720.   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
  721.   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
  722.   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
  723.   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
  724.   &lt;m:dispDef/&gt;
  725.   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
  726.   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
  727.   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
  728.   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
  729.   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
  730.   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  731.  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
  732. &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
  733. &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;false&quot;
  734.  DefSemiHidden=&quot;false&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  735.  LatentStyleCount=&quot;371&quot;&gt;
  736.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  737.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  738.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
  739.   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  740.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
  741.   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  742.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
  743.   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  744.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
  745.   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  746.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
  747.   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  748.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
  749.   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  750.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
  751.   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  752.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
  753.   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  754.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  755.   Name=&quot;index 1&quot;/&gt;
  756.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  757.   Name=&quot;index 2&quot;/&gt;
  758.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  759.   Name=&quot;index 3&quot;/&gt;
  760.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  761.   Name=&quot;index 4&quot;/&gt;
  762.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  763.   Name=&quot;index 5&quot;/&gt;
  764.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  765.   Name=&quot;index 6&quot;/&gt;
  766.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  767.   Name=&quot;index 7&quot;/&gt;
  768.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  769.   Name=&quot;index 8&quot;/&gt;
  770.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  771.   Name=&quot;index 9&quot;/&gt;
  772.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
  773.   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 1&quot;/&gt;
  774.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
  775.   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 2&quot;/&gt;
  776.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
  777.   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 3&quot;/&gt;
  778.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
  779.   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 4&quot;/&gt;
  780.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
  781.   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 5&quot;/&gt;
  782.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
  783.   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 6&quot;/&gt;
  784.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
  785.   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 7&quot;/&gt;
  786.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
  787.   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 8&quot;/&gt;
  788.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
  789.   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 9&quot;/&gt;
  790.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  791.   Name=&quot;Normal Indent&quot;/&gt;
  792.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  793.   Name=&quot;footnote text&quot;/&gt;
  794.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  795.   Name=&quot;annotation text&quot;/&gt;
  796.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  797.   Name=&quot;header&quot;/&gt;
  798.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  799.   Name=&quot;footer&quot;/&gt;
  800.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  801.   Name=&quot;index heading&quot;/&gt;
  802.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; SemiHidden=&quot;true&quot;
  803.   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  804.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  805.   Name=&quot;table of figures&quot;/&gt;
  806.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  807.   Name=&quot;envelope address&quot;/&gt;
  808.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  809.   Name=&quot;envelope return&quot;/&gt;
  810.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  811.   Name=&quot;footnote reference&quot;/&gt;
  812.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  813.   Name=&quot;annotation reference&quot;/&gt;
  814.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  815.   Name=&quot;line number&quot;/&gt;
  816.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  817.   Name=&quot;page number&quot;/&gt;
  818.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  819.   Name=&quot;endnote reference&quot;/&gt;
  820.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  821.   Name=&quot;endnote text&quot;/&gt;
  822.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  823.   Name=&quot;table of authorities&quot;/&gt;
  824.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  825.   Name=&quot;macro&quot;/&gt;
  826.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  827.   Name=&quot;toa heading&quot;/&gt;
  828.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  829.   Name=&quot;List&quot;/&gt;
  830.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  831.   Name=&quot;List Bullet&quot;/&gt;
  832.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  833.   Name=&quot;List Number&quot;/&gt;
  834.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  835.   Name=&quot;List 2&quot;/&gt;
  836.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  837.   Name=&quot;List 3&quot;/&gt;
  838.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  839.   Name=&quot;List 4&quot;/&gt;
  840.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  841.   Name=&quot;List 5&quot;/&gt;
  842.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  843.   Name=&quot;List Bullet 2&quot;/&gt;
  844.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  845.   Name=&quot;List Bullet 3&quot;/&gt;
  846.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  847.   Name=&quot;List Bullet 4&quot;/&gt;
  848.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  849.   Name=&quot;List Bullet 5&quot;/&gt;
  850.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  851.   Name=&quot;List Number 2&quot;/&gt;
  852.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  853.   Name=&quot;List Number 3&quot;/&gt;
  854.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  855.   Name=&quot;List Number 4&quot;/&gt;
  856.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  857.   Name=&quot;List Number 5&quot;/&gt;
  858.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  859.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  860.   Name=&quot;Closing&quot;/&gt;
  861.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  862.   Name=&quot;Signature&quot;/&gt;
  863.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;true&quot;
  864.   UnhideWhenUsed=&quot;true&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  865.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  866.   Name=&quot;Body Text&quot;/&gt;
  867.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  868.   Name=&quot;Body Text Indent&quot;/&gt;
  869.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  870.   Name=&quot;List Continue&quot;/&gt;
  871.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  872.   Name=&quot;List Continue 2&quot;/&gt;
  873.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  874.   Name=&quot;List Continue 3&quot;/&gt;
  875.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  876.   Name=&quot;List Continue 4&quot;/&gt;
  877.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  878.   Name=&quot;List Continue 5&quot;/&gt;
  879.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  880.   Name=&quot;Message Header&quot;/&gt;
  881.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  882.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  883.   Name=&quot;Salutation&quot;/&gt;
  884.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  885.   Name=&quot;Date&quot;/&gt;
  886.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  887.   Name=&quot;Body Text First Indent&quot;/&gt;
  888.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  889.   Name=&quot;Body Text First Indent 2&quot;/&gt;
  890.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  891.   Name=&quot;Note Heading&quot;/&gt;
  892.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  893.   Name=&quot;Body Text 2&quot;/&gt;
  894.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  895.   Name=&quot;Body Text 3&quot;/&gt;
  896.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  897.   Name=&quot;Body Text Indent 2&quot;/&gt;
  898.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  899.   Name=&quot;Body Text Indent 3&quot;/&gt;
  900.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  901.   Name=&quot;Block Text&quot;/&gt;
  902.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  903.   Name=&quot;Hyperlink&quot;/&gt;
  904.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  905.   Name=&quot;FollowedHyperlink&quot;/&gt;
  906.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  907.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  908.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  909.   Name=&quot;Document Map&quot;/&gt;
  910.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  911.   Name=&quot;Plain Text&quot;/&gt;
  912.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  913.   Name=&quot;E-mail Signature&quot;/&gt;
  914.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  915.   Name=&quot;HTML Top of Form&quot;/&gt;
  916.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  917.   Name=&quot;HTML Bottom of Form&quot;/&gt;
  918.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  919.   Name=&quot;Normal (Web)&quot;/&gt;
  920.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  921.   Name=&quot;HTML Acronym&quot;/&gt;
  922.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  923.   Name=&quot;HTML Address&quot;/&gt;
  924.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  925.   Name=&quot;HTML Cite&quot;/&gt;
  926.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  927.   Name=&quot;HTML Code&quot;/&gt;
  928.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  929.   Name=&quot;HTML Definition&quot;/&gt;
  930.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  931.   Name=&quot;HTML Keyboard&quot;/&gt;
  932.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  933.   Name=&quot;HTML Preformatted&quot;/&gt;
  934.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  935.   Name=&quot;HTML Sample&quot;/&gt;
  936.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  937.   Name=&quot;HTML Typewriter&quot;/&gt;
  938.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  939.   Name=&quot;HTML Variable&quot;/&gt;
  940.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  941.   Name=&quot;Normal Table&quot;/&gt;
  942.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  943.   Name=&quot;annotation subject&quot;/&gt;
  944.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  945.   Name=&quot;No List&quot;/&gt;
  946.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  947.   Name=&quot;Outline List 1&quot;/&gt;
  948.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  949.   Name=&quot;Outline List 2&quot;/&gt;
  950.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  951.   Name=&quot;Outline List 3&quot;/&gt;
  952.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  953.   Name=&quot;Table Simple 1&quot;/&gt;
  954.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  955.   Name=&quot;Table Simple 2&quot;/&gt;
  956.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  957.   Name=&quot;Table Simple 3&quot;/&gt;
  958.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  959.   Name=&quot;Table Classic 1&quot;/&gt;
  960.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  961.   Name=&quot;Table Classic 2&quot;/&gt;
  962.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  963.   Name=&quot;Table Classic 3&quot;/&gt;
  964.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  965.   Name=&quot;Table Classic 4&quot;/&gt;
  966.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  967.   Name=&quot;Table Colorful 1&quot;/&gt;
  968.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  969.   Name=&quot;Table Colorful 2&quot;/&gt;
  970.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  971.   Name=&quot;Table Colorful 3&quot;/&gt;
  972.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  973.   Name=&quot;Table Columns 1&quot;/&gt;
  974.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  975.   Name=&quot;Table Columns 2&quot;/&gt;
  976.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  977.   Name=&quot;Table Columns 3&quot;/&gt;
  978.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  979.   Name=&quot;Table Columns 4&quot;/&gt;
  980.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  981.   Name=&quot;Table Columns 5&quot;/&gt;
  982.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  983.   Name=&quot;Table Grid 1&quot;/&gt;
  984.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  985.   Name=&quot;Table Grid 2&quot;/&gt;
  986.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  987.   Name=&quot;Table Grid 3&quot;/&gt;
  988.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  989.   Name=&quot;Table Grid 4&quot;/&gt;
  990.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  991.   Name=&quot;Table Grid 5&quot;/&gt;
  992.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  993.   Name=&quot;Table Grid 6&quot;/&gt;
  994.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  995.   Name=&quot;Table Grid 7&quot;/&gt;
  996.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  997.   Name=&quot;Table Grid 8&quot;/&gt;
  998.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  999.   Name=&quot;Table List 1&quot;/&gt;
  1000.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1001.   Name=&quot;Table List 2&quot;/&gt;
  1002.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1003.   Name=&quot;Table List 3&quot;/&gt;
  1004.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1005.   Name=&quot;Table List 4&quot;/&gt;
  1006.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1007.   Name=&quot;Table List 5&quot;/&gt;
  1008.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1009.   Name=&quot;Table List 6&quot;/&gt;
  1010.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1011.   Name=&quot;Table List 7&quot;/&gt;
  1012.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1013.   Name=&quot;Table List 8&quot;/&gt;
  1014.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1015.   Name=&quot;Table 3D effects 1&quot;/&gt;
  1016.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1017.   Name=&quot;Table 3D effects 2&quot;/&gt;
  1018.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1019.   Name=&quot;Table 3D effects 3&quot;/&gt;
  1020.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1021.   Name=&quot;Table Contemporary&quot;/&gt;
  1022.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1023.   Name=&quot;Table Elegant&quot;/&gt;
  1024.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1025.   Name=&quot;Table Professional&quot;/&gt;
  1026.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1027.   Name=&quot;Table Subtle 1&quot;/&gt;
  1028.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1029.   Name=&quot;Table Subtle 2&quot;/&gt;
  1030.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1031.   Name=&quot;Table Web 1&quot;/&gt;
  1032.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1033.   Name=&quot;Table Web 2&quot;/&gt;
  1034.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1035.   Name=&quot;Table Web 3&quot;/&gt;
  1036.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1037.   Name=&quot;Balloon Text&quot;/&gt;
  1038.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;Table Grid&quot;/&gt;
  1039.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1040.   Name=&quot;Table Theme&quot;/&gt;
  1041.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Placeholder Text&quot;/&gt;
  1042.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  1043.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading&quot;/&gt;
  1044.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List&quot;/&gt;
  1045.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid&quot;/&gt;
  1046.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  1047.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  1048.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1&quot;/&gt;
  1049.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2&quot;/&gt;
  1050.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  1051.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  1052.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  1053.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List&quot;/&gt;
  1054.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading&quot;/&gt;
  1055.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List&quot;/&gt;
  1056.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid&quot;/&gt;
  1057.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  1058.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  1059.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  1060.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  1061.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  1062.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  1063.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Revision&quot;/&gt;
  1064.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; QFormat=&quot;true&quot;
  1065.   Name=&quot;List Paragraph&quot;/&gt;
  1066.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  1067.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; QFormat=&quot;true&quot;
  1068.   Name=&quot;Intense Quote&quot;/&gt;
  1069.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  1070.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  1071.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  1072.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  1073.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  1074.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  1075.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  1076.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  1077.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  1078.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  1079.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  1080.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  1081.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  1082.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  1083.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  1084.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  1085.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  1086.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  1087.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  1088.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  1089.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  1090.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  1091.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  1092.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  1093.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  1094.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  1095.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  1096.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  1097.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  1098.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  1099.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  1100.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  1101.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  1102.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  1103.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  1104.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  1105.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  1106.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  1107.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  1108.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  1109.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  1110.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  1111.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  1112.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  1113.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  1114.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  1115.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  1116.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  1117.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  1118.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  1119.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  1120.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  1121.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  1122.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  1123.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  1124.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  1125.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  1126.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  1127.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  1128.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  1129.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  1130.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  1131.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  1132.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  1133.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  1134.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  1135.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  1136.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  1137.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  1138.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  1139.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  1140.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  1141.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  1142.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  1143.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  1144.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  1145.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  1146.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  1147.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; QFormat=&quot;true&quot;
  1148.   Name=&quot;Subtle Emphasis&quot;/&gt;
  1149.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; QFormat=&quot;true&quot;
  1150.   Name=&quot;Intense Emphasis&quot;/&gt;
  1151.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; QFormat=&quot;true&quot;
  1152.   Name=&quot;Subtle Reference&quot;/&gt;
  1153.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; QFormat=&quot;true&quot;
  1154.   Name=&quot;Intense Reference&quot;/&gt;
  1155.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  1156.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; SemiHidden=&quot;true&quot;
  1157.   UnhideWhenUsed=&quot;true&quot; Name=&quot;Bibliography&quot;/&gt;
  1158.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
  1159.   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
  1160.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;41&quot; Name=&quot;Plain Table 1&quot;/&gt;
  1161.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;42&quot; Name=&quot;Plain Table 2&quot;/&gt;
  1162.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;43&quot; Name=&quot;Plain Table 3&quot;/&gt;
  1163.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;44&quot; Name=&quot;Plain Table 4&quot;/&gt;
  1164.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;45&quot; Name=&quot;Plain Table 5&quot;/&gt;
  1165.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;40&quot; Name=&quot;Grid Table Light&quot;/&gt;
  1166.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot; Name=&quot;Grid Table 1 Light&quot;/&gt;
  1167.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2&quot;/&gt;
  1168.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3&quot;/&gt;
  1169.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4&quot;/&gt;
  1170.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark&quot;/&gt;
  1171.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot; Name=&quot;Grid Table 6 Colorful&quot;/&gt;
  1172.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot; Name=&quot;Grid Table 7 Colorful&quot;/&gt;
  1173.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
  1174.   Name=&quot;Grid Table 1 Light Accent 1&quot;/&gt;
  1175.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 1&quot;/&gt;
  1176.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 1&quot;/&gt;
  1177.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 1&quot;/&gt;
  1178.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 1&quot;/&gt;
  1179.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
  1180.   Name=&quot;Grid Table 6 Colorful Accent 1&quot;/&gt;
  1181.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
  1182.   Name=&quot;Grid Table 7 Colorful Accent 1&quot;/&gt;
  1183.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
  1184.   Name=&quot;Grid Table 1 Light Accent 2&quot;/&gt;
  1185.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 2&quot;/&gt;
  1186.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 2&quot;/&gt;
  1187.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 2&quot;/&gt;
  1188.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 2&quot;/&gt;
  1189.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
  1190.   Name=&quot;Grid Table 6 Colorful Accent 2&quot;/&gt;
  1191.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
  1192.   Name=&quot;Grid Table 7 Colorful Accent 2&quot;/&gt;
  1193.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
  1194.   Name=&quot;Grid Table 1 Light Accent 3&quot;/&gt;
  1195.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 3&quot;/&gt;
  1196.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 3&quot;/&gt;
  1197.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 3&quot;/&gt;
  1198.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 3&quot;/&gt;
  1199.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
  1200.   Name=&quot;Grid Table 6 Colorful Accent 3&quot;/&gt;
  1201.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
  1202.   Name=&quot;Grid Table 7 Colorful Accent 3&quot;/&gt;
  1203.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
  1204.   Name=&quot;Grid Table 1 Light Accent 4&quot;/&gt;
  1205.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 4&quot;/&gt;
  1206.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 4&quot;/&gt;
  1207.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 4&quot;/&gt;
  1208.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 4&quot;/&gt;
  1209.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
  1210.   Name=&quot;Grid Table 6 Colorful Accent 4&quot;/&gt;
  1211.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
  1212.   Name=&quot;Grid Table 7 Colorful Accent 4&quot;/&gt;
  1213.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
  1214.   Name=&quot;Grid Table 1 Light Accent 5&quot;/&gt;
  1215.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 5&quot;/&gt;
  1216.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 5&quot;/&gt;
  1217.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 5&quot;/&gt;
  1218.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 5&quot;/&gt;
  1219.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
  1220.   Name=&quot;Grid Table 6 Colorful Accent 5&quot;/&gt;
  1221.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
  1222.   Name=&quot;Grid Table 7 Colorful Accent 5&quot;/&gt;
  1223.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
  1224.   Name=&quot;Grid Table 1 Light Accent 6&quot;/&gt;
  1225.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 6&quot;/&gt;
  1226.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 6&quot;/&gt;
  1227.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 6&quot;/&gt;
  1228.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 6&quot;/&gt;
  1229.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
  1230.   Name=&quot;Grid Table 6 Colorful Accent 6&quot;/&gt;
  1231.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
  1232.   Name=&quot;Grid Table 7 Colorful Accent 6&quot;/&gt;
  1233.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot; Name=&quot;List Table 1 Light&quot;/&gt;
  1234.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2&quot;/&gt;
  1235.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3&quot;/&gt;
  1236.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4&quot;/&gt;
  1237.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark&quot;/&gt;
  1238.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot; Name=&quot;List Table 6 Colorful&quot;/&gt;
  1239.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot; Name=&quot;List Table 7 Colorful&quot;/&gt;
  1240.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
  1241.   Name=&quot;List Table 1 Light Accent 1&quot;/&gt;
  1242.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 1&quot;/&gt;
  1243.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 1&quot;/&gt;
  1244.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 1&quot;/&gt;
  1245.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 1&quot;/&gt;
  1246.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
  1247.   Name=&quot;List Table 6 Colorful Accent 1&quot;/&gt;
  1248.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
  1249.   Name=&quot;List Table 7 Colorful Accent 1&quot;/&gt;
  1250.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
  1251.   Name=&quot;List Table 1 Light Accent 2&quot;/&gt;
  1252.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 2&quot;/&gt;
  1253.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 2&quot;/&gt;
  1254.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 2&quot;/&gt;
  1255.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 2&quot;/&gt;
  1256.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
  1257.   Name=&quot;List Table 6 Colorful Accent 2&quot;/&gt;
  1258.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
  1259.   Name=&quot;List Table 7 Colorful Accent 2&quot;/&gt;
  1260.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
  1261.   Name=&quot;List Table 1 Light Accent 3&quot;/&gt;
  1262.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 3&quot;/&gt;
  1263.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 3&quot;/&gt;
  1264.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 3&quot;/&gt;
  1265.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 3&quot;/&gt;
  1266.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
  1267.   Name=&quot;List Table 6 Colorful Accent 3&quot;/&gt;
  1268.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
  1269.   Name=&quot;List Table 7 Colorful Accent 3&quot;/&gt;
  1270.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
  1271.   Name=&quot;List Table 1 Light Accent 4&quot;/&gt;
  1272.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 4&quot;/&gt;
  1273.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 4&quot;/&gt;
  1274.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 4&quot;/&gt;
  1275.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 4&quot;/&gt;
  1276.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
  1277.   Name=&quot;List Table 6 Colorful Accent 4&quot;/&gt;
  1278.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
  1279.   Name=&quot;List Table 7 Colorful Accent 4&quot;/&gt;
  1280.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
  1281.   Name=&quot;List Table 1 Light Accent 5&quot;/&gt;
  1282.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 5&quot;/&gt;
  1283.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 5&quot;/&gt;
  1284.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 5&quot;/&gt;
  1285.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 5&quot;/&gt;
  1286.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
  1287.   Name=&quot;List Table 6 Colorful Accent 5&quot;/&gt;
  1288.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
  1289.   Name=&quot;List Table 7 Colorful Accent 5&quot;/&gt;
  1290.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
  1291.   Name=&quot;List Table 1 Light Accent 6&quot;/&gt;
  1292.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 6&quot;/&gt;
  1293.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 6&quot;/&gt;
  1294.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 6&quot;/&gt;
  1295.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 6&quot;/&gt;
  1296.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
  1297.   Name=&quot;List Table 6 Colorful Accent 6&quot;/&gt;
  1298.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
  1299.   Name=&quot;List Table 7 Colorful Accent 6&quot;/&gt;
  1300. &lt;/w:LatentStyles&gt;
  1301. &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
  1302. &lt;style&gt;
  1303. /* Style Definitions */
  1304. table.MsoNormalTable
  1305. {mso-style-name:&quot;Table Normal&quot;;
  1306. mso-tstyle-rowband-size:0;
  1307. mso-tstyle-colband-size:0;
  1308. mso-style-noshow:yes;
  1309. mso-style-priority:99;
  1310. mso-style-parent:&quot;&quot;;
  1311. mso-padding-alt:0in 5.4pt 0in 5.4pt;
  1312. mso-para-margin:0in;
  1313. mso-para-margin-bottom:.0001pt;
  1314. mso-pagination:widow-orphan;
  1315. font-size:10.0pt;
  1316. font-family:&quot;Calibri&quot;,sans-serif;}
  1317. &lt;/style&gt;
  1318. &lt;![endif]--&gt;
  1319.  
  1320. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
  1321. &lt;div style=&quot;margin-bottom: .0001pt; margin: 0in;&quot;&gt;
  1322. &lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #333333;&quot;&gt;Declination,&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #333333;&quot;&gt; is
  1323. the angular position north or south of celestial equation. Also known as &lt;b&gt;Celestial
  1324. latitude.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
  1325. &lt;div style=&quot;margin-bottom: .0001pt; margin: 0in;&quot;&gt;
  1326. &lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 11pt;&quot;&gt;Declination is measured in
  1327. degrees, minutes of arc, and seconds of arc. &lt;/span&gt;&lt;/div&gt;
  1328. &lt;div style=&quot;margin-bottom: .0001pt; margin: 0in;&quot;&gt;
  1329. &lt;br&gt;&lt;/div&gt;
  1330. &lt;div style=&quot;margin-bottom: .0001pt; margin: 0in;&quot;&gt;
  1331. &lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #333333;&quot;&gt;Celestial
  1332. longitude,&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #333333;&quot;&gt; measured around the celestial equation, is known as the
  1333. right ascension &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 11pt;&quot;&gt;right ascension is measured not in degrees, but
  1334. in hours, with 24 hours of right ascension (to distinguish from 24 hours of
  1335. time) equal to 360 degrees.&lt;/span&gt;&lt;/div&gt;
  1336. &lt;/div&gt;&lt;a href=&quot;https://astrologybyanjuanand.blogspot.com/2016/05/astronomical-definitions.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='https://astrologybyanjuanand.blogspot.com/feeds/3832605147330936267/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2016/05/astronomical-definitions.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/3832605147330936267'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/3832605147330936267'/><link rel='alternate' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2016/05/astronomical-definitions.html' title='Astronomical Definitions'/><author><name>Anju Anand</name><uri>http://www.blogger.com/profile/01621726061350248778</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcnh13O9hNebnRYky7_R4nuOHgFj2MGpXCyMiC_FYciQujzrIMjUXuLblHWd4Ep0xx4LCkFleh59h7T8VaDx5rjgfhXtsPgWUdWpdZ9xIovCTH7kt-RYhq1JipLHWqww/s113/New+1.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8980530557680932705.post-4368838532207271359</id><published>2016-09-14T17:23:00.000+05:30</published><updated>2020-07-15T23:20:14.496+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Astronomy Notes in Hindi"/><title type='text'>ज्योतिष में खगोल शास्त्र का महत्त्व</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
  1337. &lt;div class=&quot;MsoNormal&quot;&gt;
  1338. &lt;span style=&quot;line-height: 17.12px;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;ज्योतिष का प्राचीन कालीन अर्थ :- प्राचीन काल में ग्रह, नक्षत्र और अन्य खगोलीय पिण्डों का अध्ययन करने के विषय को ही ज्योतिष कहा गया था। ज्योतिष शब्द का एकल अर्थ ग्रह तथा नक्षत्रों की गणना - गति स्थिति आदि - से संबंध रखने वाली विद्या थी |&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
  1339. &lt;div class=&quot;MsoNormal&quot;&gt;
  1340. &lt;span style=&quot;line-height: 17.12px;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
  1341. &lt;div class=&quot;MsoNormal&quot;&gt;
  1342. &lt;span style=&quot;line-height: 17.12px;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;खगोल शास्त्र का अर्थ है ग्रह, नक्षत्रों की स्थिति एवं गति के आधार पर पंचांग का निर्माण, जिससे शुभ अशुभ समय को पहचान कर विविध कार्यों के लिये उचित मुहूर्त निकाला जा सके.|&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
  1343. &lt;div class=&quot;MsoNormal&quot;&gt;
  1344. &lt;span style=&quot;line-height: 17.12px;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
  1345. &lt;div class=&quot;MsoNormal&quot;&gt;
  1346. &lt;span style=&quot;line-height: 17.12px;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;ज्योतिष विज्ञान का यदि विश्व स्तर पर अध्ययन किया जाये, तब यह सिद्ध होता है कि सभी देशों में किसी न किसी रुप में ज्योतिष विद्यमान रहा है पूर्वी पश्चिमी दोनों ही संस्कृतियों पर ज्योतिष का प्रभाव दिखाई देता है | &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
  1347. &lt;div class=&quot;MsoNormal&quot;&gt;
  1348. &lt;span style=&quot;line-height: 17.12px;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
  1349. &lt;div class=&quot;MsoNormal&quot;&gt;
  1350. &lt;span style=&quot;line-height: 17.12px;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;पूर्व में ज्योतिष व खगोल शास्त्र एक ही विषय माने जाते थे एवं जैसे-जैसे विज्ञान का विकास हुआ, खगोल शास्त्र एक स्वतंत्र विज्ञान के रूप में नया विषय बन गया |&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
  1351. &lt;div class=&quot;MsoNormal&quot;&gt;
  1352. &lt;span style=&quot;line-height: 17.12px;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
  1353. &lt;div class=&quot;MsoNormal&quot;&gt;
  1354. &lt;span style=&quot;line-height: 17.12px;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;प्राचीन काल में ग्रह, नक्षत्र और अन्‍य खगोलीय पिण्‍डों का अध्‍ययन करने के विषय को ही ज्योतिष कहा गया था। इसके गणित भाग के बारे में तो बहुत स्पष्टता से कहा जा सकता है कि इसके बारे में वेदों में स्पष्ट गणनाएं दी हुई हैं।&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
  1355. &lt;div class=&quot;MsoNormal&quot;&gt;
  1356. &lt;span style=&quot;line-height: 17.12px;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
  1357. &lt;div class=&quot;MsoNormal&quot;&gt;
  1358. &lt;span style=&quot;line-height: 17.12px;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;ज्योतिष के मुख्यतः दो भाग है 1.गणित- mathematical.    2.फलित - Predictive part.&lt;/span&gt;&lt;/span&gt;&lt;br&gt;
  1359. &lt;/div&gt;&lt;/div&gt;&lt;a href=&quot;https://astrologybyanjuanand.blogspot.com/2016/09/khagol-shashtra.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='https://astrologybyanjuanand.blogspot.com/feeds/4368838532207271359/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2016/09/khagol-shashtra.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/4368838532207271359'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/4368838532207271359'/><link rel='alternate' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2016/09/khagol-shashtra.html' title='ज्योतिष में खगोल शास्त्र का महत्त्व'/><author><name>Anju Anand</name><uri>http://www.blogger.com/profile/01621726061350248778</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcnh13O9hNebnRYky7_R4nuOHgFj2MGpXCyMiC_FYciQujzrIMjUXuLblHWd4Ep0xx4LCkFleh59h7T8VaDx5rjgfhXtsPgWUdWpdZ9xIovCTH7kt-RYhq1JipLHWqww/s113/New+1.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh77otfg1jmiNJgSPe1k68i69ZvnucBQ8jMhH-UUyj8aDVdtXpie6O-8wgIYDidwYjwiFGRdDELnwYYnsAadbFdwj8Po3oAD6Jf-kljYaobBslMDyqndD5Z7xRHCBk2VKjnrT-KwqYU5BFZ/s72-c/AxialTiltObliquity.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8980530557680932705.post-1958167491562516167</id><published>2016-06-09T16:38:00.002+05:30</published><updated>2020-07-15T23:20:14.562+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Celestial latitude &amp; Celestial longitude"/><title type='text'>Celestial latitude &amp; Celestial longitude</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
  1360. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  1361. &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHAIkEGpbJTB1bdIZJ6s3X48lj8hyphenhyphenwoO7D0Zedl8SJnt8m6OTkL_asNhToclyLgRatlb_G7H1Zo8Or06LETAEkCQbmicBStN6Zp-QWX-qMTqNvLI0lmvg1Tf4UVg-jKhxX_r_UmEuPsK5c/s1600/celestial+longitude.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;227&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHAIkEGpbJTB1bdIZJ6s3X48lj8hyphenhyphenwoO7D0Zedl8SJnt8m6OTkL_asNhToclyLgRatlb_G7H1Zo8Or06LETAEkCQbmicBStN6Zp-QWX-qMTqNvLI0lmvg1Tf4UVg-jKhxX_r_UmEuPsK5c/s400/celestial+longitude.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
  1362. &lt;br /&gt;
  1363. &lt;br /&gt;
  1364. &lt;span style=&quot;font-size: large;&quot;&gt;Celestial Coordinate System&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
  1365. &lt;span style=&quot;font-size: large;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
  1366. It is commonly used for locating the positions and orbits of &amp;nbsp;Solar System objects. Because most planets (except Mercury), and many small heavenly bodies have orbits with small inclinations to the ecliptic, it is convenient to use it as the fundamental plane.&lt;br /&gt;
  1367. &lt;br /&gt;
  1368. &lt;b&gt;THE CELESTIAL SPHERE&lt;/b&gt;&lt;br /&gt;
  1369. &lt;br /&gt;
  1370. The celestial sphere is a large imaginary sphere of infinitely large radius surrounding the universe such as all the celestial bodies appears to be projected on to its surface .The Earth lies at the center of this imaginary sphere. The Sun, Moon, and other Planets, stars, and nebulae appears to be located on the sphere like a band around the Earth.&lt;br /&gt;
  1371. &lt;br /&gt;
  1372. The sphere appears to be rotating from East to West every twenty-four hours, so celestial bodies appear to rise in the east and set in the west. (The earth&#39;s rotation creates the illusion that the celestial sphere is rotating.) and with it we can keep references to where celestial bodies lie in the sky.&lt;br /&gt;
  1373. &lt;br /&gt;
  1374. The daily eastward rotation of Earth on its axis produces an apparent diurnal westward rotation of the starry sphere. Thus, the stars seem to rotate about a northern or southern celestial pole, the projection into space of Earth’s own poles. Equidistant from the two poles is the celestial equator; this great circle is the projection into space of Earth’s Equator.&lt;br /&gt;
  1375. &lt;br /&gt;
  1376. An astronomer can only see half the sky at a time, that is, only half the sky is above the horizon at any time. But the sky keeps moving as the earth rotates. Just as the sun rises and sets every day, so does every star in the sky each night. The celestial sphere is a large sphere surrounding the earth and with it we can keep references to where celestial bodies lie in the sky.&lt;br /&gt;
  1377. &lt;div&gt;
  1378. &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi90nte3c0D7QoTFfnaUgALXk6QG8fd-vcMlAEtR7I8c86weTaB9vkqRcpN6Ue_3IbEgnWJGSI-6HSHjLWosj5qgLCVrSU_ETbiF1zSYJy4R-DKpGeDCRP3a0IpIcEVC1-c0nSmUXA7JfHX/s1600/celestialSphere.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em; text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi90nte3c0D7QoTFfnaUgALXk6QG8fd-vcMlAEtR7I8c86weTaB9vkqRcpN6Ue_3IbEgnWJGSI-6HSHjLWosj5qgLCVrSU_ETbiF1zSYJy4R-DKpGeDCRP3a0IpIcEVC1-c0nSmUXA7JfHX/s320/celestialSphere.jpg&quot; width=&quot;265&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
  1379. &lt;br /&gt;
  1380. &lt;b&gt;• North Celestial Pole (NCP) and the South Celestial Pole (SCP) -&lt;/b&gt;&lt;br /&gt;
  1381. &lt;b&gt;&lt;br /&gt;&lt;/b&gt;
  1382. The fundamental plane divides the celestial sphere into two equal hemispheres called northern hemisphere and southern hemisphere. and this divide marks the baseline for latitudinal coordinates, similar to the equator in the geographic coordinate system.&lt;br /&gt;
  1383. &lt;br /&gt;
  1384. The Celestial Sphere &quot;rotates&quot; on the Celestial Axis, which goes through earth’s north and south poles and extends out to the Celestial Sphere intersecting it at the North Celestial Pole (NCP) and the south Celestial Pole (SCP).&lt;br /&gt;
  1385. &lt;br /&gt;
  1386. &lt;b&gt;• Celestial Equator -&lt;/b&gt; The earth&#39;s equator, but at a much greater radius. If the earth&#39;s equator was a rubber band, then the celestial equator is the same rubber band just stretched away from the earth.&lt;br /&gt;
  1387. The Celestial Equator is an imaginary line around the middle of the Celestial Sphere, equidistant from the NCP and SCP and on the same plane as the earth&#39;s equator. It intersects the Circle of the Horizon at East and due West.&lt;br /&gt;
  1388. &lt;br /&gt;
  1389. In the ecliptic system of astronomical coordinates, celestial longitude is measured in degrees east from the vernal equinox along the ecliptic.&lt;br /&gt;
  1390. &lt;br /&gt;
  1391. &lt;b&gt;Celestial latitude&lt;/b&gt;&lt;br /&gt;
  1392. &lt;br /&gt;
  1393. The angular distance north, counted positive, or south, counted negative, measured from the ecliptic along a great circle drawn through the pole of the ecliptic plane and a celestial body. Also called ecliptic latitude.&lt;br /&gt;
  1394. Celestial latitude is measured in degrees north (positive) or south (negative) from the ecliptic to the ecliptic poles. Each ecliptic pole is 23.44° from the corresponding celestial pole.&lt;br /&gt;
  1395. &lt;br /&gt;
  1396. &lt;div style=&quot;text-align: left;&quot;&gt;
  1397. &lt;b&gt;Horizon&lt;/b&gt; - The Circle of the Horizon surrounds the earth-bound observer, who is standing in the middle of it. Points on the horizon are called directions. The horizon circle is divided into 360°s, with 90°s between each of the four cardinal directions of North, South, East, and West.&lt;/div&gt;
  1398. &lt;div style=&quot;text-align: left;&quot;&gt;
  1399. The horizon changes depending on your position on earth.&lt;/div&gt;
  1400. &lt;div style=&quot;text-align: left;&quot;&gt;
  1401. &lt;br /&gt;&lt;/div&gt;
  1402. &lt;div style=&quot;text-align: left;&quot;&gt;
  1403. &lt;b&gt;Zenith&lt;/b&gt;- The point on the celestial sphere directly overhead.&lt;/div&gt;
  1404. &lt;div style=&quot;text-align: left;&quot;&gt;
  1405. &lt;br /&gt;&lt;/div&gt;
  1406. &lt;div style=&quot;text-align: left;&quot;&gt;
  1407. &lt;b&gt;&amp;nbsp;Meridian&lt;/b&gt;- The line that extends from the north point on the horizon upwards through the zenith and then downward to the south point on the horizon.&lt;/div&gt;
  1408. &lt;div style=&quot;text-align: left;&quot;&gt;
  1409. Or we can say &amp;nbsp;The Meridian is an imaginary circle passing through the Zenith and NCP and SCP and is always perpendicular to the horizon.&lt;/div&gt;
  1410. &lt;div style=&quot;text-align: left;&quot;&gt;
  1411. &lt;br /&gt;&lt;/div&gt;
  1412. &lt;div style=&quot;text-align: left;&quot;&gt;
  1413. &lt;span style=&quot;font-weight: bold;&quot;&gt;Position of Stars on the Celestial Sphere - Celestial Coordinates:&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
  1414. &lt;div style=&quot;text-align: left;&quot;&gt;
  1415. &lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
  1416. &lt;div style=&quot;text-align: left;&quot;&gt;
  1417. &lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
  1418. Stars appear fixed on the Celestial Sphere as it rotates. Their coordinates are given in two numbers, &lt;b&gt;Declination&lt;/b&gt; and &lt;b&gt;Right Ascension,&lt;/b&gt; which represent imaginary lines, like latitude and longitude on the earth’s surface. The intersection of the Declination and Right Ascension lines gives a point that represents the position of a body on the Celestial Sphere.&lt;br /&gt;
  1419. &lt;br /&gt;
  1420. &lt;b&gt;Declination&lt;/b&gt; is the angle of a heavenly body away from the Celestial Equator with the vertex (the common endpoint of the angle) being the center of the earth). Analogous to the latitude on Earth, the Declination of an object on the celestial sphere is measured northward or southward from the plane containing the equator.&lt;br /&gt;
  1421. &lt;br /&gt;
  1422. The declination of the equator is 0 degrees, the North Celestial Pole, +90 degrees, the South Celestial Pole, -90 degrees.&lt;br /&gt;
  1423. &lt;br /&gt;
  1424. A celestial body on the Celestial Equator has a declination of 0 and rises due East and sets due West. (The sun at Vernal and Autumnal Equinox has a declination of 0.)&lt;br /&gt;
  1425. Celestial bodies to the north of the Celestial Equator have positive declination of up to +90°s, which is the declination of the NCP.&lt;br /&gt;
  1426. &lt;br /&gt;
  1427. Celestial bodies south of Celestial Equator have negative declination of up to –90°s, which is the declination of the SCP. With the observer at the equator, a star with a declination of – 45°s would rise in the SE and set in the SW.&lt;br /&gt;
  1428. &lt;div&gt;
  1429. &lt;br /&gt;&lt;/div&gt;
  1430. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  1431. &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNNQfFCV3xQsy-9rkg2ETRxHEN_7dlsC2Wf-L4vjk2jtX5SiFSkExdiebOTMfAosMffBiB811cWP2tVEth5QXjf5nV2kKPsYHDe7JzB5evzA_mes2CA05L-7yrZIhNhJlyfGWZZTQwco8A/s1600/Right+Ascension.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;364&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNNQfFCV3xQsy-9rkg2ETRxHEN_7dlsC2Wf-L4vjk2jtX5SiFSkExdiebOTMfAosMffBiB811cWP2tVEth5QXjf5nV2kKPsYHDe7JzB5evzA_mes2CA05L-7yrZIhNhJlyfGWZZTQwco8A/s640/Right+Ascension.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
  1432. &lt;div&gt;
  1433. &lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
  1434. &lt;div&gt;
  1435. &lt;div&gt;
  1436. &lt;b&gt;Right Ascension&lt;/b&gt;&lt;/div&gt;
  1437. &lt;div&gt;
  1438. Analogous to the longitude on Earth, the Right Ascension of an object on the celestial sphere is measured along the celestial equator, as the angular distance to some fiducial direction for with R.A. = 0 degrees. By convention, this fiducial direction is the point on the celestial where the Sun is found on the first day of spring (the vernal equinox).&lt;/div&gt;
  1439. &lt;div&gt;
  1440. &lt;br /&gt;&lt;/div&gt;
  1441. &lt;div&gt;
  1442. Right Ascension [RA], gives the position of a heavenly body in relationship to lines from the NCP to the SCP, intersecting the Celestial Equator halfway in between at right angles. (These lines are like longitude lines, which run between the North and South Poles on Earth and intersect the Earth’s Equator perpendicularly.)&lt;/div&gt;
  1443. &lt;div&gt;
  1444. The zero point for RA on the Celestial Equator is the position of the sun at vernal equinox, called the vernal point. RA is given in hours (H) and minutes (M), with 0 and 24H equal to the same point. 24 hours is used because the earth is rotating, once every 24 hours, which equals one revolution of the Earth / Celestial Sphere / Celestial Equator.&lt;/div&gt;
  1445. &lt;div&gt;
  1446. &lt;br /&gt;&lt;/div&gt;
  1447. &lt;div&gt;
  1448. One hour = 15°s.&amp;nbsp;&lt;/div&gt;
  1449. &lt;div&gt;
  1450. &lt;br /&gt;&lt;/div&gt;
  1451. &lt;div&gt;
  1452. So a star at the horizon rising in the East will take one hour to rotate up on the Celestial Sphere 15°s above the Eastern Horizon; 24 hours later it will be back rising in the East. A star 15°s above the Western horizon on the Celestial Equator will take one hour to reach the Western horizon and set.&lt;/div&gt;
  1453. &lt;div&gt;
  1454. &lt;br /&gt;&lt;/div&gt;
  1455. &lt;div&gt;
  1456. At the vernal point, the sun is near the constellation of Pisces on the Celestial Sphere. Stars in this constellation have a RA near 0.&lt;/div&gt;
  1457. &lt;/div&gt;
  1458. &lt;div style=&quot;text-align: left;&quot;&gt;
  1459. &lt;br /&gt;&lt;/div&gt;
  1460. &lt;div style=&quot;text-align: left;&quot;&gt;
  1461. &lt;span style=&quot;background-color: yellow;&quot;&gt;Stars and galaxies have (almost) fixed positions in Right Ascension and Declination. The Sun and planets, on the other hand, move among the distant stars so that their coordinates change throughout the year. Because of the Earth&#39;s yearly orbital motion, the Sun appears to circle the ecliptic&lt;/span&gt;&lt;/div&gt;
  1462. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  1463. &lt;br /&gt;&lt;/div&gt;
  1464. &lt;div style=&quot;text-align: left;&quot;&gt;
  1465. &lt;span style=&quot;background-color: yellow;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
  1466. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  1467. &lt;/div&gt;
  1468. &lt;div style=&quot;text-align: left;&quot;&gt;
  1469. &lt;span style=&quot;background-color: yellow;&quot;&gt;#Celestial_Latitude, #Celestial_Longitude, #Declination, #Right_Ascension, #Celestial_Coordinates, #Celestial_Sphere, #Astronomy_Relevant_To_Astrology, #Vedic_Astronomy&lt;/span&gt;&lt;/div&gt;
  1470. &lt;br /&gt;
  1471. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  1472. &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrkk9L9UuHSKR4MiHb9ZwtKdXO9Oh3eMEoxDmdV-XDXYolJAoZ8GndmXTKZI_GO-VLmFBKlwg2rwgGbnC0JZ9lObn-z08w1aBPx3rDpMgyHuQzTJeQKS717ya8SBNuVCS1KiYXM0Z2PUH8/s1600/AnjuAnand+4.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrkk9L9UuHSKR4MiHb9ZwtKdXO9Oh3eMEoxDmdV-XDXYolJAoZ8GndmXTKZI_GO-VLmFBKlwg2rwgGbnC0JZ9lObn-z08w1aBPx3rDpMgyHuQzTJeQKS717ya8SBNuVCS1KiYXM0Z2PUH8/s1600/AnjuAnand+4.png&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
  1473. &lt;br /&gt;
  1474. &lt;br /&gt;
  1475. &lt;div&gt;
  1476. &lt;br /&gt;&lt;/div&gt;
  1477. &lt;div&gt;
  1478. &lt;br /&gt;&lt;/div&gt;
  1479. &lt;br /&gt;
  1480. &lt;br /&gt;
  1481. &lt;br /&gt;
  1482. &lt;br /&gt;
  1483. &lt;br /&gt;&lt;/div&gt;
  1484. </content><link rel='replies' type='application/atom+xml' href='https://astrologybyanjuanand.blogspot.com/feeds/1958167491562516167/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2016/06/celestial-latitude-celestial-longitude.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/1958167491562516167'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/1958167491562516167'/><link rel='alternate' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2016/06/celestial-latitude-celestial-longitude.html' title='Celestial latitude &amp; Celestial longitude'/><author><name>Anju Anand</name><uri>http://www.blogger.com/profile/01621726061350248778</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcnh13O9hNebnRYky7_R4nuOHgFj2MGpXCyMiC_FYciQujzrIMjUXuLblHWd4Ep0xx4LCkFleh59h7T8VaDx5rjgfhXtsPgWUdWpdZ9xIovCTH7kt-RYhq1JipLHWqww/s113/New+1.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHAIkEGpbJTB1bdIZJ6s3X48lj8hyphenhyphenwoO7D0Zedl8SJnt8m6OTkL_asNhToclyLgRatlb_G7H1Zo8Or06LETAEkCQbmicBStN6Zp-QWX-qMTqNvLI0lmvg1Tf4UVg-jKhxX_r_UmEuPsK5c/s72-c/celestial+longitude.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8980530557680932705.post-7056431486812495792</id><published>2016-06-07T18:56:00.001+05:30</published><updated>2020-08-12T19:59:45.517+05:30</updated><title type='text'>&#39;Shakti Yoga&#39; - &#39;शक्ति योग&#39;</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
  1485. &lt;div style=&quot;direction: ltr;&quot;&gt;
  1486.  
  1487. &lt;div style=&quot;direction: ltr; margin-left: 0in; margin-top: 0in; width: 5.6979in;&quot;&gt;
  1488.  
  1489. &lt;div style=&quot;direction: ltr; margin-left: 0in; margin-top: 0in; width: 5.6979in;&quot;&gt;
  1490.  
  1491. &lt;div lang=&quot;&quot; style=&quot;font-size: 12pt; margin: 0in;&quot;&gt;
  1492. &lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
  1493. &lt;div style=&quot;font-size: 12pt; margin: 0in;&quot;&gt;
  1494. &lt;span style=&quot;font-family: inherit;&quot;&gt;Rahu and
  1495. Moon influencing the ninth house (dharma which is Marana Karaka sthana for
  1496. Rahu) causes Sakti Yoga which can be very destructive.&lt;/span&gt;&lt;/div&gt;
  1497. &lt;div lang=&quot;&quot; style=&quot;font-size: 12pt; margin: 0in;&quot;&gt;
  1498. &lt;br /&gt;&lt;/div&gt;
  1499. &lt;div lang=&quot;&quot; style=&quot;font-size: 12pt; margin: 0in;&quot;&gt;
  1500. &lt;span style=&quot;font-family: inherit;&quot;&gt;According to Sage Jaimini ( jaimini sutras Ch. 4), it´s formed when&lt;/span&gt;&lt;/div&gt;&lt;div lang=&quot;&quot; style=&quot;font-size: 12pt; margin: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
  1501. &lt;div lang=&quot;&quot; style=&quot;font-size: 12pt; margin: 0in;&quot;&gt;
  1502. &lt;span style=&quot;font-family: inherit;&quot;&gt;1. both Rahu and Moon are conjunct in the fifth or the ninth house.&lt;/span&gt;&lt;/div&gt;
  1503. &lt;div lang=&quot;&quot; style=&quot;font-size: 12pt; margin: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div lang=&quot;&quot; style=&quot;font-size: 12pt; margin: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;2. One of them is placed in the fifth or ninth house and the other
  1504. aspects the fifth or ninth house.&lt;/span&gt;&lt;/div&gt;
  1505. &lt;div lang=&quot;&quot; style=&quot;font-size: 12pt; margin: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div lang=&quot;&quot; style=&quot;font-size: 12pt; margin: 0in;&quot;&gt;
  1506. &lt;span style=&quot;font-family: inherit;&quot;&gt;3. Both of them aspect the fifth or ninth house without being placed
  1507. there.&lt;/span&gt;&lt;/div&gt;
  1508. &lt;div lang=&quot;&quot; style=&quot;font-size: 12pt; margin: 0in;&quot;&gt;
  1509. &lt;span style=&quot;font-family: inherit;&quot;&gt;it´s supposed to generate tremendous power from good merit from
  1510. previous lives.&lt;/span&gt;&lt;/div&gt;
  1511. &lt;div lang=&quot;&quot; style=&quot;font-size: 12pt; margin: 0in;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div lang=&quot;&quot; style=&quot;font-size: 12pt; margin: 0in;&quot;&gt;
  1512. &lt;span style=&quot;font-family: inherit;&quot;&gt;This is caused by yuti of Chandra with Rahu in trines from Lagna.
  1513. Although Rahu moon conjunction occurs for nearly four days every month but for
  1514. this yoga to fructify it should happen in trines to either Lagna or Atma karaka&lt;/span&gt;&lt;/div&gt;
  1515. &lt;div lang=&quot;&quot; style=&quot;font-size: 12pt; margin: 0in;&quot;&gt;
  1516. &lt;br /&gt;&lt;/div&gt;
  1517. &lt;div lang=&quot;&quot; style=&quot;font-size: 12pt; margin: 0in;&quot;&gt;
  1518. &lt;span style=&quot;font-family: inherit;&quot;&gt;The shakti yoga mostly under benefic influence can be the reasons of
  1519. destructive events in the life and the beauty of this yoga is that even under
  1520. malefic aspects the native gains the power to take away pains and miseries of
  1521. the world.&lt;/span&gt;&lt;/div&gt;
  1522. &lt;div style=&quot;font-size: 12pt; margin: 0in;&quot;&gt;
  1523. &lt;span style=&quot;font-family: inherit;&quot;&gt;The moot
  1524. point is that the ninth house is the world view and shows how we look at the
  1525. world. Rahu influencing the ninth house shows a very negative world view. Such
  1526. a view becomes very diabolical if the Moon conjoins Rahu in which case the
  1527. native shall have a strong grouse against society (Moon) in general or a
  1528. community in particular. Other planets joining the Sakti Yoga of Rahu and Moon
  1529. show the ultimate action that the native takes. &lt;/span&gt;&lt;/div&gt;
  1530. &lt;div style=&quot;font-size: 12pt; margin: 0in;&quot;&gt;
  1531. &lt;span style=&quot;font-family: inherit;&quot;&gt;For
  1532. example, if Jupiter conjoins then guru-candala yoga functions and mass death
  1533. occurs.&lt;/span&gt;&lt;/div&gt;
  1534. &lt;div lang=&quot;&quot; style=&quot;font-size: 12pt; margin: 0in;&quot;&gt;
  1535. &lt;br /&gt;&lt;/div&gt;
  1536. &lt;div lang=&quot;&quot; style=&quot;font-size: 12pt; margin: 0in;&quot;&gt;
  1537. &lt;span style=&quot;font-family: inherit;&quot;&gt;(Rahu represents the Goddess Maa Durga which is the root of this
  1538. yoga)This is a powerful yoga and will give significant results&lt;/span&gt;&lt;/div&gt;
  1539. &lt;div lang=&quot;&quot; style=&quot;font-size: 12pt; margin: 0in;&quot;&gt;
  1540. &lt;span style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;(some take aspect of Rahu on
  1541. Chandra to constitute this yoga also)&lt;/span&gt;&lt;/div&gt;
  1542. &lt;div lang=&quot;&quot; style=&quot;font-size: 12pt; margin: 0in;&quot;&gt;
  1543. &lt;br /&gt;&lt;/div&gt;
  1544. &lt;div lang=&quot;&quot; style=&quot;font-size: 12pt; margin: 0in;&quot;&gt;
  1545. &lt;span style=&quot;font-family: inherit;&quot;&gt;Example for studying the power of this yoga&lt;/span&gt;&lt;/div&gt;
  1546. &lt;div lang=&quot;&quot; style=&quot;font-size: 12pt; margin: 0in;&quot;&gt;
  1547. &lt;span style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;The charts of Adolf&amp;nbsp;&lt;span style=&quot;font-size: 12pt;&quot;&gt;Hitler have this yoga&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
  1548. &lt;div lang=&quot;&quot; style=&quot;font-size: 12pt; margin: 0in;&quot;&gt;
  1549. &lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
  1550. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  1551. &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihiizpsO-7PMU5CRKs3yXIB87ONwQolQCQBcGMTZk0PvwZlqeA0Yn0jQAdz_iKFoXouTFaYB0lt7eJrJ_gVMa5Os7d8znUHnC0fsd-Ytmjx_-oA3yJcjWdNN6gCa26J-zk-4BeXWsvaVaR/s1600/Shakti+yoga+in+vedic+astrology.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;198&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihiizpsO-7PMU5CRKs3yXIB87ONwQolQCQBcGMTZk0PvwZlqeA0Yn0jQAdz_iKFoXouTFaYB0lt7eJrJ_gVMa5Os7d8znUHnC0fsd-Ytmjx_-oA3yJcjWdNN6gCa26J-zk-4BeXWsvaVaR/s320/Shakti+yoga+in+vedic+astrology.jpg&quot; width=&quot;320&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;
  1552. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
  1553. &lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
  1554. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
  1555. &lt;span style=&quot;font-family: inherit;&quot;&gt;rahu in 9H (Dharma sthan) is aspected by Moon from 3H. Association of Jupiter with Moon and rahu aggravates the power of this yoga. And we all know how Hitler was responsible for mass destruction. was very determined to attain His goals even at the cost of death of others.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
  1556. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  1557. &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4uZhg7dzULFcROr3ovJNWyxNKpRCSMvBXj4-wdxcjIHsjF3DuxdcgxMC7coDWRARtOqmxrLLcgWhEDnrA8eLycJ6J4uLRVl7xFqX-es5OsN6P5RvyqtKtr3aftx00STe38xHRlNw0FMJf/s1600/Timeline_Cover_doNotRename39.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;65&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4uZhg7dzULFcROr3ovJNWyxNKpRCSMvBXj4-wdxcjIHsjF3DuxdcgxMC7coDWRARtOqmxrLLcgWhEDnrA8eLycJ6J4uLRVl7xFqX-es5OsN6P5RvyqtKtr3aftx00STe38xHRlNw0FMJf/s400/Timeline_Cover_doNotRename39.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
  1558. &lt;div lang=&quot;&quot; style=&quot;font-family: &amp;quot;arial unicode ms&amp;quot;; font-size: 12pt; margin: 0in;&quot;&gt;
  1559. &lt;br /&gt;&lt;/div&gt;
  1560. &lt;/div&gt;
  1561. &lt;/div&gt;
  1562. &lt;/div&gt;
  1563. &lt;/div&gt;
  1564. </content><link rel='replies' type='application/atom+xml' href='https://astrologybyanjuanand.blogspot.com/feeds/7056431486812495792/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2016/06/Shakti-Yoga-In-Vedic-Astrology.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/7056431486812495792'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/7056431486812495792'/><link rel='alternate' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2016/06/Shakti-Yoga-In-Vedic-Astrology.html' title='&#39;Shakti Yoga&#39; - &#39;शक्ति योग&#39;'/><author><name>Anju Anand</name><uri>http://www.blogger.com/profile/01621726061350248778</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcnh13O9hNebnRYky7_R4nuOHgFj2MGpXCyMiC_FYciQujzrIMjUXuLblHWd4Ep0xx4LCkFleh59h7T8VaDx5rjgfhXtsPgWUdWpdZ9xIovCTH7kt-RYhq1JipLHWqww/s113/New+1.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihiizpsO-7PMU5CRKs3yXIB87ONwQolQCQBcGMTZk0PvwZlqeA0Yn0jQAdz_iKFoXouTFaYB0lt7eJrJ_gVMa5Os7d8znUHnC0fsd-Ytmjx_-oA3yJcjWdNN6gCa26J-zk-4BeXWsvaVaR/s72-c/Shakti+yoga+in+vedic+astrology.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8980530557680932705.post-7901959866450877323</id><published>2016-05-19T11:31:00.003+05:30</published><updated>2020-08-08T18:08:47.250+05:30</updated><title type='text'>Rashis as seen in the sky</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
  1565. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  1566. &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTa3JfOwEMgdeL5er0wM_WmllM27MTdI8CCyXynSRUTuWT_OECbZWP-VpiBGWErQGUtFl78KNEPPlENVkmGgQy25C4InbYAD86x_CzhcG4ncJNy-7F9EkWV8YfvG4kcH7PXqHrYMNvBHXs/s1600/rashis+in+the+sky.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;452&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTa3JfOwEMgdeL5er0wM_WmllM27MTdI8CCyXynSRUTuWT_OECbZWP-VpiBGWErQGUtFl78KNEPPlENVkmGgQy25C4InbYAD86x_CzhcG4ncJNy-7F9EkWV8YfvG4kcH7PXqHrYMNvBHXs/s640/rashis+in+the+sky.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
  1567. &lt;br /&gt;&lt;/div&gt;
  1568. </content><link rel='replies' type='application/atom+xml' href='https://astrologybyanjuanand.blogspot.com/feeds/7901959866450877323/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2016/05/rashis-as-seen-in-sky.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/7901959866450877323'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/7901959866450877323'/><link rel='alternate' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2016/05/rashis-as-seen-in-sky.html' title='Rashis as seen in the sky'/><author><name>Anju Anand</name><uri>http://www.blogger.com/profile/01621726061350248778</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcnh13O9hNebnRYky7_R4nuOHgFj2MGpXCyMiC_FYciQujzrIMjUXuLblHWd4Ep0xx4LCkFleh59h7T8VaDx5rjgfhXtsPgWUdWpdZ9xIovCTH7kt-RYhq1JipLHWqww/s113/New+1.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTa3JfOwEMgdeL5er0wM_WmllM27MTdI8CCyXynSRUTuWT_OECbZWP-VpiBGWErQGUtFl78KNEPPlENVkmGgQy25C4InbYAD86x_CzhcG4ncJNy-7F9EkWV8YfvG4kcH7PXqHrYMNvBHXs/s72-c/rashis+in+the+sky.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8980530557680932705.post-2861260022265098108</id><published>2016-05-09T20:17:00.001+05:30</published><updated>2020-08-08T18:08:47.257+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Retrograde motion of planets"/><category scheme="http://www.blogger.com/atom/ns#" term="RETROGRESSION OF PLANETS"/><title type='text'>RETROGRESSION OF PLANETS</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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  1663.   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 7&quot;/&gt;
  1664.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
  1665.   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 8&quot;/&gt;
  1666.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
  1667.   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 9&quot;/&gt;
  1668.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1669.   Name=&quot;Normal Indent&quot;/&gt;
  1670.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1671.   Name=&quot;footnote text&quot;/&gt;
  1672.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1673.   Name=&quot;annotation text&quot;/&gt;
  1674.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1675.   Name=&quot;header&quot;/&gt;
  1676.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1677.   Name=&quot;footer&quot;/&gt;
  1678.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1679.   Name=&quot;index heading&quot;/&gt;
  1680.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; SemiHidden=&quot;true&quot;
  1681.   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  1682.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1683.   Name=&quot;table of figures&quot;/&gt;
  1684.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1685.   Name=&quot;envelope address&quot;/&gt;
  1686.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1687.   Name=&quot;envelope return&quot;/&gt;
  1688.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1689.   Name=&quot;footnote reference&quot;/&gt;
  1690.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1691.   Name=&quot;annotation reference&quot;/&gt;
  1692.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1693.   Name=&quot;line number&quot;/&gt;
  1694.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1695.   Name=&quot;page number&quot;/&gt;
  1696.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1697.   Name=&quot;endnote reference&quot;/&gt;
  1698.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1699.   Name=&quot;endnote text&quot;/&gt;
  1700.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1701.   Name=&quot;table of authorities&quot;/&gt;
  1702.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1703.   Name=&quot;macro&quot;/&gt;
  1704.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1705.   Name=&quot;toa heading&quot;/&gt;
  1706.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1707.   Name=&quot;List&quot;/&gt;
  1708.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1709.   Name=&quot;List Bullet&quot;/&gt;
  1710.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1711.   Name=&quot;List Number&quot;/&gt;
  1712.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1713.   Name=&quot;List 2&quot;/&gt;
  1714.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1715.   Name=&quot;List 3&quot;/&gt;
  1716.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1717.   Name=&quot;List 4&quot;/&gt;
  1718.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1719.   Name=&quot;List 5&quot;/&gt;
  1720.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1721.   Name=&quot;List Bullet 2&quot;/&gt;
  1722.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1723.   Name=&quot;List Bullet 3&quot;/&gt;
  1724.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1725.   Name=&quot;List Bullet 4&quot;/&gt;
  1726.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1727.   Name=&quot;List Bullet 5&quot;/&gt;
  1728.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1729.   Name=&quot;List Number 2&quot;/&gt;
  1730.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1731.   Name=&quot;List Number 3&quot;/&gt;
  1732.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1733.   Name=&quot;List Number 4&quot;/&gt;
  1734.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1735.   Name=&quot;List Number 5&quot;/&gt;
  1736.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  1737.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1738.   Name=&quot;Closing&quot;/&gt;
  1739.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1740.   Name=&quot;Signature&quot;/&gt;
  1741.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;true&quot;
  1742.   UnhideWhenUsed=&quot;true&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  1743.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1744.   Name=&quot;Body Text&quot;/&gt;
  1745.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1746.   Name=&quot;Body Text Indent&quot;/&gt;
  1747.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1748.   Name=&quot;List Continue&quot;/&gt;
  1749.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1750.   Name=&quot;List Continue 2&quot;/&gt;
  1751.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1752.   Name=&quot;List Continue 3&quot;/&gt;
  1753.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1754.   Name=&quot;List Continue 4&quot;/&gt;
  1755.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1756.   Name=&quot;List Continue 5&quot;/&gt;
  1757.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1758.   Name=&quot;Message Header&quot;/&gt;
  1759.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  1760.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1761.   Name=&quot;Salutation&quot;/&gt;
  1762.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1763.   Name=&quot;Date&quot;/&gt;
  1764.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1765.   Name=&quot;Body Text First Indent&quot;/&gt;
  1766.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1767.   Name=&quot;Body Text First Indent 2&quot;/&gt;
  1768.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1769.   Name=&quot;Note Heading&quot;/&gt;
  1770.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1771.   Name=&quot;Body Text 2&quot;/&gt;
  1772.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1773.   Name=&quot;Body Text 3&quot;/&gt;
  1774.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1775.   Name=&quot;Body Text Indent 2&quot;/&gt;
  1776.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1777.   Name=&quot;Body Text Indent 3&quot;/&gt;
  1778.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1779.   Name=&quot;Block Text&quot;/&gt;
  1780.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1781.   Name=&quot;Hyperlink&quot;/&gt;
  1782.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1783.   Name=&quot;FollowedHyperlink&quot;/&gt;
  1784.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  1785.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  1786.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1787.   Name=&quot;Document Map&quot;/&gt;
  1788.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1789.   Name=&quot;Plain Text&quot;/&gt;
  1790.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1791.   Name=&quot;E-mail Signature&quot;/&gt;
  1792.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1793.   Name=&quot;HTML Top of Form&quot;/&gt;
  1794.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1795.   Name=&quot;HTML Bottom of Form&quot;/&gt;
  1796.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1797.   Name=&quot;Normal (Web)&quot;/&gt;
  1798.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1799.   Name=&quot;HTML Acronym&quot;/&gt;
  1800.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1801.   Name=&quot;HTML Address&quot;/&gt;
  1802.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1803.   Name=&quot;HTML Cite&quot;/&gt;
  1804.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1805.   Name=&quot;HTML Code&quot;/&gt;
  1806.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1807.   Name=&quot;HTML Definition&quot;/&gt;
  1808.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1809.   Name=&quot;HTML Keyboard&quot;/&gt;
  1810.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1811.   Name=&quot;HTML Preformatted&quot;/&gt;
  1812.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1813.   Name=&quot;HTML Sample&quot;/&gt;
  1814.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1815.   Name=&quot;HTML Typewriter&quot;/&gt;
  1816.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1817.   Name=&quot;HTML Variable&quot;/&gt;
  1818.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1819.   Name=&quot;Normal Table&quot;/&gt;
  1820.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1821.   Name=&quot;annotation subject&quot;/&gt;
  1822.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1823.   Name=&quot;No List&quot;/&gt;
  1824.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1825.   Name=&quot;Outline List 1&quot;/&gt;
  1826.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1827.   Name=&quot;Outline List 2&quot;/&gt;
  1828.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1829.   Name=&quot;Outline List 3&quot;/&gt;
  1830.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1831.   Name=&quot;Table Simple 1&quot;/&gt;
  1832.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1833.   Name=&quot;Table Simple 2&quot;/&gt;
  1834.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1835.   Name=&quot;Table Simple 3&quot;/&gt;
  1836.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1837.   Name=&quot;Table Classic 1&quot;/&gt;
  1838.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1839.   Name=&quot;Table Classic 2&quot;/&gt;
  1840.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1841.   Name=&quot;Table Classic 3&quot;/&gt;
  1842.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1843.   Name=&quot;Table Classic 4&quot;/&gt;
  1844.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1845.   Name=&quot;Table Colorful 1&quot;/&gt;
  1846.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1847.   Name=&quot;Table Colorful 2&quot;/&gt;
  1848.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1849.   Name=&quot;Table Colorful 3&quot;/&gt;
  1850.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1851.   Name=&quot;Table Columns 1&quot;/&gt;
  1852.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1853.   Name=&quot;Table Columns 2&quot;/&gt;
  1854.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1855.   Name=&quot;Table Columns 3&quot;/&gt;
  1856.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1857.   Name=&quot;Table Columns 4&quot;/&gt;
  1858.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1859.   Name=&quot;Table Columns 5&quot;/&gt;
  1860.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1861.   Name=&quot;Table Grid 1&quot;/&gt;
  1862.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1863.   Name=&quot;Table Grid 2&quot;/&gt;
  1864.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1865.   Name=&quot;Table Grid 3&quot;/&gt;
  1866.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1867.   Name=&quot;Table Grid 4&quot;/&gt;
  1868.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1869.   Name=&quot;Table Grid 5&quot;/&gt;
  1870.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1871.   Name=&quot;Table Grid 6&quot;/&gt;
  1872.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1873.   Name=&quot;Table Grid 7&quot;/&gt;
  1874.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1875.   Name=&quot;Table Grid 8&quot;/&gt;
  1876.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1877.   Name=&quot;Table List 1&quot;/&gt;
  1878.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1879.   Name=&quot;Table List 2&quot;/&gt;
  1880.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1881.   Name=&quot;Table List 3&quot;/&gt;
  1882.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1883.   Name=&quot;Table List 4&quot;/&gt;
  1884.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1885.   Name=&quot;Table List 5&quot;/&gt;
  1886.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1887.   Name=&quot;Table List 6&quot;/&gt;
  1888.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1889.   Name=&quot;Table List 7&quot;/&gt;
  1890.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1891.   Name=&quot;Table List 8&quot;/&gt;
  1892.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1893.   Name=&quot;Table 3D effects 1&quot;/&gt;
  1894.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1895.   Name=&quot;Table 3D effects 2&quot;/&gt;
  1896.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1897.   Name=&quot;Table 3D effects 3&quot;/&gt;
  1898.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1899.   Name=&quot;Table Contemporary&quot;/&gt;
  1900.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1901.   Name=&quot;Table Elegant&quot;/&gt;
  1902.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1903.   Name=&quot;Table Professional&quot;/&gt;
  1904.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1905.   Name=&quot;Table Subtle 1&quot;/&gt;
  1906.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1907.   Name=&quot;Table Subtle 2&quot;/&gt;
  1908.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1909.   Name=&quot;Table Web 1&quot;/&gt;
  1910.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1911.   Name=&quot;Table Web 2&quot;/&gt;
  1912.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1913.   Name=&quot;Table Web 3&quot;/&gt;
  1914.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1915.   Name=&quot;Balloon Text&quot;/&gt;
  1916.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;Table Grid&quot;/&gt;
  1917.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
  1918.   Name=&quot;Table Theme&quot;/&gt;
  1919.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Placeholder Text&quot;/&gt;
  1920.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  1921.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading&quot;/&gt;
  1922.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List&quot;/&gt;
  1923.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid&quot;/&gt;
  1924.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  1925.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  1926.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1&quot;/&gt;
  1927.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2&quot;/&gt;
  1928.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  1929.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  1930.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  1931.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List&quot;/&gt;
  1932.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading&quot;/&gt;
  1933.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List&quot;/&gt;
  1934.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid&quot;/&gt;
  1935.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  1936.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  1937.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  1938.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  1939.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  1940.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  1941.  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Revision&quot;/&gt;
  1942.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; QFormat=&quot;true&quot;
  1943.   Name=&quot;List Paragraph&quot;/&gt;
  1944.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  1945.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; QFormat=&quot;true&quot;
  1946.   Name=&quot;Intense Quote&quot;/&gt;
  1947.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  1948.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  1949.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  1950.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  1951.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  1952.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  1953.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  1954.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  1955.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  1956.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  1957.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  1958.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  1959.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  1960.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  1961.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  1962.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  1963.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  1964.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  1965.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  1966.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  1967.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  1968.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  1969.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  1970.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  1971.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  1972.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  1973.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  1974.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  1975.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  1976.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  1977.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  1978.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  1979.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  1980.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  1981.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  1982.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  1983.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  1984.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  1985.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  1986.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  1987.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  1988.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  1989.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  1990.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  1991.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  1992.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  1993.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  1994.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  1995.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  1996.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  1997.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  1998.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  1999.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  2000.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  2001.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  2002.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  2003.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  2004.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  2005.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  2006.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  2007.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  2008.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  2009.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  2010.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  2011.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  2012.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  2013.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  2014.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  2015.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  2016.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  2017.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  2018.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  2019.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  2020.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  2021.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  2022.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  2023.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  2024.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  2025.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; QFormat=&quot;true&quot;
  2026.   Name=&quot;Subtle Emphasis&quot;/&gt;
  2027.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; QFormat=&quot;true&quot;
  2028.   Name=&quot;Intense Emphasis&quot;/&gt;
  2029.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; QFormat=&quot;true&quot;
  2030.   Name=&quot;Subtle Reference&quot;/&gt;
  2031.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; QFormat=&quot;true&quot;
  2032.   Name=&quot;Intense Reference&quot;/&gt;
  2033.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  2034.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; SemiHidden=&quot;true&quot;
  2035.   UnhideWhenUsed=&quot;true&quot; Name=&quot;Bibliography&quot;/&gt;
  2036.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
  2037.   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
  2038.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;41&quot; Name=&quot;Plain Table 1&quot;/&gt;
  2039.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;42&quot; Name=&quot;Plain Table 2&quot;/&gt;
  2040.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;43&quot; Name=&quot;Plain Table 3&quot;/&gt;
  2041.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;44&quot; Name=&quot;Plain Table 4&quot;/&gt;
  2042.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;45&quot; Name=&quot;Plain Table 5&quot;/&gt;
  2043.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;40&quot; Name=&quot;Grid Table Light&quot;/&gt;
  2044.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot; Name=&quot;Grid Table 1 Light&quot;/&gt;
  2045.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2&quot;/&gt;
  2046.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3&quot;/&gt;
  2047.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4&quot;/&gt;
  2048.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark&quot;/&gt;
  2049.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot; Name=&quot;Grid Table 6 Colorful&quot;/&gt;
  2050.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot; Name=&quot;Grid Table 7 Colorful&quot;/&gt;
  2051.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
  2052.   Name=&quot;Grid Table 1 Light Accent 1&quot;/&gt;
  2053.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 1&quot;/&gt;
  2054.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 1&quot;/&gt;
  2055.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 1&quot;/&gt;
  2056.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 1&quot;/&gt;
  2057.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
  2058.   Name=&quot;Grid Table 6 Colorful Accent 1&quot;/&gt;
  2059.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
  2060.   Name=&quot;Grid Table 7 Colorful Accent 1&quot;/&gt;
  2061.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
  2062.   Name=&quot;Grid Table 1 Light Accent 2&quot;/&gt;
  2063.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 2&quot;/&gt;
  2064.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 2&quot;/&gt;
  2065.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 2&quot;/&gt;
  2066.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 2&quot;/&gt;
  2067.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
  2068.   Name=&quot;Grid Table 6 Colorful Accent 2&quot;/&gt;
  2069.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
  2070.   Name=&quot;Grid Table 7 Colorful Accent 2&quot;/&gt;
  2071.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
  2072.   Name=&quot;Grid Table 1 Light Accent 3&quot;/&gt;
  2073.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 3&quot;/&gt;
  2074.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 3&quot;/&gt;
  2075.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 3&quot;/&gt;
  2076.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 3&quot;/&gt;
  2077.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
  2078.   Name=&quot;Grid Table 6 Colorful Accent 3&quot;/&gt;
  2079.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
  2080.   Name=&quot;Grid Table 7 Colorful Accent 3&quot;/&gt;
  2081.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
  2082.   Name=&quot;Grid Table 1 Light Accent 4&quot;/&gt;
  2083.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 4&quot;/&gt;
  2084.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 4&quot;/&gt;
  2085.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 4&quot;/&gt;
  2086.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 4&quot;/&gt;
  2087.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
  2088.   Name=&quot;Grid Table 6 Colorful Accent 4&quot;/&gt;
  2089.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
  2090.   Name=&quot;Grid Table 7 Colorful Accent 4&quot;/&gt;
  2091.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
  2092.   Name=&quot;Grid Table 1 Light Accent 5&quot;/&gt;
  2093.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 5&quot;/&gt;
  2094.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 5&quot;/&gt;
  2095.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 5&quot;/&gt;
  2096.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 5&quot;/&gt;
  2097.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
  2098.   Name=&quot;Grid Table 6 Colorful Accent 5&quot;/&gt;
  2099.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
  2100.   Name=&quot;Grid Table 7 Colorful Accent 5&quot;/&gt;
  2101.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
  2102.   Name=&quot;Grid Table 1 Light Accent 6&quot;/&gt;
  2103.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 6&quot;/&gt;
  2104.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 6&quot;/&gt;
  2105.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 6&quot;/&gt;
  2106.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 6&quot;/&gt;
  2107.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
  2108.   Name=&quot;Grid Table 6 Colorful Accent 6&quot;/&gt;
  2109.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
  2110.   Name=&quot;Grid Table 7 Colorful Accent 6&quot;/&gt;
  2111.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot; Name=&quot;List Table 1 Light&quot;/&gt;
  2112.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2&quot;/&gt;
  2113.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3&quot;/&gt;
  2114.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4&quot;/&gt;
  2115.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark&quot;/&gt;
  2116.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot; Name=&quot;List Table 6 Colorful&quot;/&gt;
  2117.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot; Name=&quot;List Table 7 Colorful&quot;/&gt;
  2118.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
  2119.   Name=&quot;List Table 1 Light Accent 1&quot;/&gt;
  2120.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 1&quot;/&gt;
  2121.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 1&quot;/&gt;
  2122.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 1&quot;/&gt;
  2123.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 1&quot;/&gt;
  2124.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
  2125.   Name=&quot;List Table 6 Colorful Accent 1&quot;/&gt;
  2126.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
  2127.   Name=&quot;List Table 7 Colorful Accent 1&quot;/&gt;
  2128.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
  2129.   Name=&quot;List Table 1 Light Accent 2&quot;/&gt;
  2130.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 2&quot;/&gt;
  2131.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 2&quot;/&gt;
  2132.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 2&quot;/&gt;
  2133.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 2&quot;/&gt;
  2134.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
  2135.   Name=&quot;List Table 6 Colorful Accent 2&quot;/&gt;
  2136.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
  2137.   Name=&quot;List Table 7 Colorful Accent 2&quot;/&gt;
  2138.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
  2139.   Name=&quot;List Table 1 Light Accent 3&quot;/&gt;
  2140.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 3&quot;/&gt;
  2141.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 3&quot;/&gt;
  2142.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 3&quot;/&gt;
  2143.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 3&quot;/&gt;
  2144.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
  2145.   Name=&quot;List Table 6 Colorful Accent 3&quot;/&gt;
  2146.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
  2147.   Name=&quot;List Table 7 Colorful Accent 3&quot;/&gt;
  2148.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
  2149.   Name=&quot;List Table 1 Light Accent 4&quot;/&gt;
  2150.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 4&quot;/&gt;
  2151.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 4&quot;/&gt;
  2152.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 4&quot;/&gt;
  2153.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 4&quot;/&gt;
  2154.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
  2155.   Name=&quot;List Table 6 Colorful Accent 4&quot;/&gt;
  2156.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
  2157.   Name=&quot;List Table 7 Colorful Accent 4&quot;/&gt;
  2158.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
  2159.   Name=&quot;List Table 1 Light Accent 5&quot;/&gt;
  2160.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 5&quot;/&gt;
  2161.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 5&quot;/&gt;
  2162.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 5&quot;/&gt;
  2163.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 5&quot;/&gt;
  2164.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
  2165.   Name=&quot;List Table 6 Colorful Accent 5&quot;/&gt;
  2166.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
  2167.   Name=&quot;List Table 7 Colorful Accent 5&quot;/&gt;
  2168.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
  2169.   Name=&quot;List Table 1 Light Accent 6&quot;/&gt;
  2170.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 6&quot;/&gt;
  2171.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 6&quot;/&gt;
  2172.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 6&quot;/&gt;
  2173.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 6&quot;/&gt;
  2174.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
  2175.   Name=&quot;List Table 6 Colorful Accent 6&quot;/&gt;
  2176.  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
  2177.   Name=&quot;List Table 7 Colorful Accent 6&quot;/&gt;
  2178. &lt;/w:LatentStyles&gt;
  2179. &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
  2180. &lt;style&gt;
  2181. /* Style Definitions */
  2182. table.MsoNormalTable
  2183. {mso-style-name:&quot;Table Normal&quot;;
  2184. mso-tstyle-rowband-size:0;
  2185. mso-tstyle-colband-size:0;
  2186. mso-style-noshow:yes;
  2187. mso-style-priority:99;
  2188. mso-style-parent:&quot;&quot;;
  2189. mso-padding-alt:0in 5.4pt 0in 5.4pt;
  2190. mso-para-margin:0in;
  2191. mso-para-margin-bottom:.0001pt;
  2192. mso-pagination:widow-orphan;
  2193. font-size:11.0pt;
  2194. font-family:&quot;Calibri&quot;,sans-serif;
  2195. mso-ascii-font-family:Calibri;
  2196. mso-ascii-theme-font:minor-latin;
  2197. mso-hansi-font-family:Calibri;
  2198. mso-hansi-theme-font:minor-latin;
  2199. mso-ansi-language:EN-US;
  2200. mso-fareast-language:EN-US;
  2201. mso-bidi-language:AR-SA;}
  2202. &lt;/style&gt;
  2203. &lt;![endif]--&gt;
  2204.  
  2205. &lt;br /&gt;
  2206. &lt;div class=&quot;MsoNormal&quot;&gt;
  2207. In Sanskrit Retrogression of planets is known as Vakra gati. &amp;nbsp;Vakra means twisted, crooked, winding, roundabout, indirect, evasive and ambiguous.&lt;br /&gt;
  2208. &lt;br /&gt;
  2209. An apparent backward motion of the planets is called a &quot;retrograde&quot; motion. It occurs in several stages. At first the planet seems to stand still, then it backs up through the signs, stands still again, and then resumes its forward motion. The amount of time that a planet spends in retrograde motion depends on the planet&#39;s orbit, varying from about 22days for nearby Mercury to about 140days for distant Saturn.&lt;br /&gt;
  2210. &lt;br /&gt;
  2211. A retrograde planet prolongs the influence of that planet in its sign and house of a horoscope. If that influence happens to be an unpleasant one, the prolonged unpleasantness will be blamed on that retrograde condition.&lt;br /&gt;
  2212. &lt;br /&gt;
  2213. The Sun and Moon are never in retrograde motion.&lt;br /&gt;
  2214. &lt;br /&gt;
  2215. Whereas Rahu and Ketu are always Retrograde&lt;br /&gt;
  2216. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  2217. &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgreMw8Apyu-DkQ6pqqnIWb8W2tLmK4fH0up2PWRUYIpD-b5A6RypctAH_g1fzYmm3V8ikF2AH5puqqfzvKKJNKb9xfA9-DXyxcGLgd3qS2Py3FRvvZ_yzhbEXcTXdVY-gIPF2Cf7fl4st0/s1600/Retrograde+motion.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;183&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgreMw8Apyu-DkQ6pqqnIWb8W2tLmK4fH0up2PWRUYIpD-b5A6RypctAH_g1fzYmm3V8ikF2AH5puqqfzvKKJNKb9xfA9-DXyxcGLgd3qS2Py3FRvvZ_yzhbEXcTXdVY-gIPF2Cf7fl4st0/s400/Retrograde+motion.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
  2218. &lt;br /&gt;
  2219. Planets go around the sun in their cyclical orbits and normally appear to move from Aries towards Taurus, at times, appear to move backwards, from Pisces towards Aquarius and so on. All the planets, whether inferior or superior while moving in their orbit reaches a particular position in its orbit, where from the point of view of on observer on Earth, the planet will slow down in its direct motion; becomes stationary in the sky, and then appear to yes appears to reverse the direction of its motion in moving backwards in the sky. It is this latter motion which we call retrograde motion.&lt;br /&gt;
  2220. &lt;br /&gt;
  2221. Since we look at them from the Earth, they appear to retrogress. The apparent motion of a planet backwards in the zodiac is due to the motion of the earth in its orbit. When a planet appears to begin to move backward in the order of the signs it is usually (but not always) denoted by an (R) marked with its degrees in the Ephemeris. &amp;nbsp;When it apparently turns direct in motion, it is usually indicated by D at the date. &amp;nbsp;A planet is said to be stationary when neither moving direct nor retrograde.&lt;br /&gt;
  2222. &lt;br /&gt;
  2223. Saturn is retrograde for 140 days/year and stationary approx. 5 days before &amp;amp; after.&lt;br /&gt;
  2224. &lt;br /&gt;
  2225. Jupiter is retrograde for 120 days/ year and stationary approx. 5 days before &amp;amp; after.&lt;br /&gt;
  2226. &lt;br /&gt;
  2227. Mars is retrograde for 80 days and is stationary approx. 2 or 3 days before &amp;amp; after.&lt;br /&gt;
  2228. &lt;br /&gt;
  2229. Venus is retrograde for 42 days and is stationary approx. 2 days before &amp;amp; after.&lt;br /&gt;
  2230. &lt;br /&gt;
  2231. Mercury is retrograde for 24 days (three times in a year) and is stationary approx. 1 day before &amp;amp; after.&lt;br /&gt;
  2232. &lt;br /&gt;
  2233. &lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoNormalTable&quot; style=&quot;border-collapse: collapse; border: none; mso-border-alt: solid #A3A3A3 1.0pt; mso-padding-alt: 0in 0in 0in 0in; mso-yfti-tbllook: 1184;&quot;&gt;
  2234. &lt;tbody&gt;
  2235. &lt;tr&gt;
  2236.  &lt;td style=&quot;border: solid #A3A3A3 1.0pt; padding: 4.0pt 4.0pt 4.0pt 4.0pt; width: 53.0pt;&quot; valign=&quot;top&quot; width=&quot;71&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
  2237. &lt;span style=&quot;font-family: inherit;&quot;&gt;Planet &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
  2238. &lt;/td&gt;
  2239.  &lt;td style=&quot;border-left: none; border: solid #A3A3A3 1.0pt; mso-border-left-alt: solid #A3A3A3 1.0pt; padding: 4.0pt 4.0pt 4.0pt 4.0pt; width: 97.35pt;&quot; valign=&quot;top&quot; width=&quot;130&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
  2240. &lt;span style=&quot;font-family: inherit;&quot;&gt;Retrogression time &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
  2241. &lt;/td&gt;
  2242.  &lt;td style=&quot;border-left: none; border: solid #A3A3A3 1.0pt; mso-border-left-alt: solid #A3A3A3 1.0pt; padding: 4.0pt 4.0pt 4.0pt 4.0pt; width: 137.2pt;&quot; valign=&quot;top&quot; width=&quot;183&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
  2243. &lt;span style=&quot;font-family: inherit;&quot;&gt;Stationary before&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
  2244. &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
  2245. &lt;span style=&quot;font-family: inherit;&quot;&gt;and after&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
  2246. &lt;/td&gt;
  2247.  &lt;td style=&quot;border-left: none; border: solid #A3A3A3 1.0pt; mso-border-left-alt: solid #A3A3A3 1.0pt; padding: 0in 0in 0in 0in; width: 135.8pt;&quot; valign=&quot;top&quot; width=&quot;181&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
  2248. &lt;span style=&quot;font-family: inherit;&quot;&gt;Duration&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
  2249. &lt;/td&gt;
  2250. &lt;/tr&gt;
  2251. &lt;tr&gt;
  2252.  &lt;td style=&quot;border-top: none; border: solid #A3A3A3 1.0pt; mso-border-top-alt: solid #A3A3A3 1.0pt; padding: 4.0pt 4.0pt 4.0pt 4.0pt; width: 53.0pt;&quot; valign=&quot;top&quot; width=&quot;71&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
  2253. &lt;span style=&quot;font-family: inherit;&quot;&gt;Saturn&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
  2254. &lt;/td&gt;
  2255.  &lt;td style=&quot;border-bottom: solid #A3A3A3 1.0pt; border-left: none; border-right: solid #A3A3A3 1.0pt; border-top: none; mso-border-left-alt: solid #A3A3A3 1.0pt; mso-border-top-alt: solid #A3A3A3 1.0pt; padding: 4.0pt 4.0pt 4.0pt 4.0pt; width: 97.35pt;&quot; valign=&quot;top&quot; width=&quot;130&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
  2256. &lt;span style=&quot;font-family: inherit;&quot;&gt;140 Days&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
  2257. &lt;/td&gt;
  2258.  &lt;td style=&quot;border-bottom: solid #A3A3A3 1.0pt; border-left: none; border-right: solid #A3A3A3 1.0pt; border-top: none; mso-border-left-alt: solid #A3A3A3 1.0pt; mso-border-top-alt: solid #A3A3A3 1.0pt; padding: 4.0pt 4.0pt 4.0pt 4.0pt; width: 137.2pt;&quot; valign=&quot;top&quot; width=&quot;183&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
  2259. &lt;span style=&quot;font-family: inherit;&quot;&gt;5 Days&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
  2260. &lt;/td&gt;
  2261.  &lt;td style=&quot;border-bottom: solid #A3A3A3 1.0pt; border-left: none; border-right: solid #A3A3A3 1.0pt; border-top: none; mso-border-left-alt: solid #A3A3A3 1.0pt; mso-border-top-alt: solid #A3A3A3 1.0pt; padding: 0in 0in 0in 0in; width: 135.8pt;&quot; valign=&quot;top&quot; width=&quot;181&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
  2262. &lt;span style=&quot;font-family: inherit;&quot;&gt;Once every year&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
  2263. &lt;/td&gt;
  2264. &lt;/tr&gt;
  2265. &lt;tr&gt;
  2266.  &lt;td style=&quot;border-top: none; border: solid #A3A3A3 1.0pt; mso-border-top-alt: solid #A3A3A3 1.0pt; padding: 4.0pt 4.0pt 4.0pt 4.0pt; width: 53.0pt;&quot; valign=&quot;top&quot; width=&quot;71&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
  2267. &lt;span style=&quot;font-family: inherit;&quot;&gt;Jupiter&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
  2268. &lt;/td&gt;
  2269.  &lt;td style=&quot;border-bottom: solid #A3A3A3 1.0pt; border-left: none; border-right: solid #A3A3A3 1.0pt; border-top: none; mso-border-left-alt: solid #A3A3A3 1.0pt; mso-border-top-alt: solid #A3A3A3 1.0pt; padding: 4.0pt 4.0pt 4.0pt 4.0pt; width: 97.35pt;&quot; valign=&quot;top&quot; width=&quot;130&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
  2270. &lt;span style=&quot;font-family: inherit;&quot;&gt;120 Days&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
  2271. &lt;/td&gt;
  2272.  &lt;td style=&quot;border-bottom: solid #A3A3A3 1.0pt; border-left: none; border-right: solid #A3A3A3 1.0pt; border-top: none; mso-border-left-alt: solid #A3A3A3 1.0pt; mso-border-top-alt: solid #A3A3A3 1.0pt; padding: 4.0pt 4.0pt 4.0pt 4.0pt; width: 137.2pt;&quot; valign=&quot;top&quot; width=&quot;183&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
  2273. &lt;span style=&quot;font-family: inherit;&quot;&gt;5 Days&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
  2274. &lt;/td&gt;
  2275.  &lt;td style=&quot;border-bottom: solid #A3A3A3 1.0pt; border-left: none; border-right: solid #A3A3A3 1.0pt; border-top: none; mso-border-left-alt: solid #A3A3A3 1.0pt; mso-border-top-alt: solid #A3A3A3 1.0pt; padding: 0in 0in 0in 0in; width: 135.8pt;&quot; valign=&quot;top&quot; width=&quot;181&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
  2276. &lt;span style=&quot;font-family: inherit;&quot;&gt;Once every year&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
  2277. &lt;/td&gt;
  2278. &lt;/tr&gt;
  2279. &lt;tr&gt;
  2280.  &lt;td style=&quot;border-top: none; border: solid #A3A3A3 1.0pt; mso-border-top-alt: solid #A3A3A3 1.0pt; padding: 4.0pt 4.0pt 4.0pt 4.0pt; width: 53.0pt;&quot; valign=&quot;top&quot; width=&quot;71&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
  2281. &lt;span style=&quot;font-family: inherit;&quot;&gt;Mars&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
  2282. &lt;/td&gt;
  2283.  &lt;td style=&quot;border-bottom: solid #A3A3A3 1.0pt; border-left: none; border-right: solid #A3A3A3 1.0pt; border-top: none; mso-border-left-alt: solid #A3A3A3 1.0pt; mso-border-top-alt: solid #A3A3A3 1.0pt; padding: 4.0pt 4.0pt 4.0pt 4.0pt; width: 97.35pt;&quot; valign=&quot;top&quot; width=&quot;130&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
  2284. &lt;span style=&quot;font-family: inherit;&quot;&gt;80 Days&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
  2285. &lt;/td&gt;
  2286.  &lt;td style=&quot;border-bottom: solid #A3A3A3 1.0pt; border-left: none; border-right: solid #A3A3A3 1.0pt; border-top: none; mso-border-left-alt: solid #A3A3A3 1.0pt; mso-border-top-alt: solid #A3A3A3 1.0pt; padding: 4.0pt 4.0pt 4.0pt 4.0pt; width: 137.2pt;&quot; valign=&quot;top&quot; width=&quot;183&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
  2287. &lt;span style=&quot;font-family: inherit;&quot;&gt;3-4 Days&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
  2288. &lt;/td&gt;
  2289.  &lt;td style=&quot;border-bottom: solid #A3A3A3 1.0pt; border-left: none; border-right: solid #A3A3A3 1.0pt; border-top: none; mso-border-left-alt: solid #A3A3A3 1.0pt; mso-border-top-alt: solid #A3A3A3 1.0pt; padding: 0in 0in 0in 0in; width: 135.8pt;&quot; valign=&quot;top&quot; width=&quot;181&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
  2290. &lt;span style=&quot;font-family: inherit;&quot;&gt;Once in about 2 Years&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
  2291. &lt;/td&gt;
  2292. &lt;/tr&gt;
  2293. &lt;tr&gt;
  2294.  &lt;td style=&quot;border-top: none; border: solid #A3A3A3 1.0pt; mso-border-top-alt: solid #A3A3A3 1.0pt; padding: 4.0pt 4.0pt 4.0pt 4.0pt; width: 53.0pt;&quot; valign=&quot;top&quot; width=&quot;71&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
  2295. &lt;span style=&quot;font-family: inherit;&quot;&gt;Venus&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
  2296. &lt;/td&gt;
  2297.  &lt;td style=&quot;border-bottom: solid #A3A3A3 1.0pt; border-left: none; border-right: solid #A3A3A3 1.0pt; border-top: none; mso-border-left-alt: solid #A3A3A3 1.0pt; mso-border-top-alt: solid #A3A3A3 1.0pt; padding: 4.0pt 4.0pt 4.0pt 4.0pt; width: 97.35pt;&quot; valign=&quot;top&quot; width=&quot;130&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
  2298. &lt;span style=&quot;font-family: inherit;&quot;&gt;42 Days&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
  2299. &lt;/td&gt;
  2300.  &lt;td style=&quot;border-bottom: solid #A3A3A3 1.0pt; border-left: none; border-right: solid #A3A3A3 1.0pt; border-top: none; mso-border-left-alt: solid #A3A3A3 1.0pt; mso-border-top-alt: solid #A3A3A3 1.0pt; padding: 4.0pt 4.0pt 4.0pt 4.0pt; width: 137.2pt;&quot; valign=&quot;top&quot; width=&quot;183&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
  2301. &lt;span style=&quot;font-family: inherit;&quot;&gt;Approx. 2 Days&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
  2302. &lt;/td&gt;
  2303.  &lt;td style=&quot;border-bottom: solid #A3A3A3 1.0pt; border-left: none; border-right: solid #A3A3A3 1.0pt; border-top: none; mso-border-left-alt: solid #A3A3A3 1.0pt; mso-border-top-alt: solid #A3A3A3 1.0pt; padding: 0in 0in 0in 0in; width: 135.8pt;&quot; valign=&quot;top&quot; width=&quot;181&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
  2304. &lt;span style=&quot;font-family: inherit;&quot;&gt;Approximately once in 19 months&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
  2305. &lt;/td&gt;
  2306. &lt;/tr&gt;
  2307. &lt;tr&gt;
  2308.  &lt;td style=&quot;border-top: none; border: solid #A3A3A3 1.0pt; mso-border-top-alt: solid #A3A3A3 1.0pt; padding: 4.0pt 4.0pt 4.0pt 4.0pt; width: 53.0pt;&quot; valign=&quot;top&quot; width=&quot;71&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
  2309. &lt;span style=&quot;font-family: inherit;&quot;&gt;Mercury&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
  2310. &lt;/td&gt;
  2311.  &lt;td style=&quot;border-bottom: solid #A3A3A3 1.0pt; border-left: none; border-right: solid #A3A3A3 1.0pt; border-top: none; mso-border-left-alt: solid #A3A3A3 1.0pt; mso-border-top-alt: solid #A3A3A3 1.0pt; padding: 4.0pt 4.0pt 4.0pt 4.0pt; width: 97.35pt;&quot; valign=&quot;top&quot; width=&quot;130&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
  2312. &lt;span style=&quot;font-family: inherit;&quot;&gt;24 Days&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
  2313. &lt;/td&gt;
  2314.  &lt;td style=&quot;border-bottom: solid #A3A3A3 1.0pt; border-left: none; border-right: solid #A3A3A3 1.0pt; border-top: none; mso-border-left-alt: solid #A3A3A3 1.0pt; mso-border-top-alt: solid #A3A3A3 1.0pt; padding: 4.0pt 4.0pt 4.0pt 4.0pt; width: 137.2pt;&quot; valign=&quot;top&quot; width=&quot;183&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
  2315. &lt;span style=&quot;font-family: inherit;&quot;&gt;1 day&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
  2316. &lt;/td&gt;
  2317.  &lt;td style=&quot;border-bottom: solid #A3A3A3 1.0pt; border-left: none; border-right: solid #A3A3A3 1.0pt; border-top: none; mso-border-left-alt: solid #A3A3A3 1.0pt; mso-border-top-alt: solid #A3A3A3 1.0pt; padding: 0in 0in 0in 0in; width: 135.8pt;&quot; valign=&quot;top&quot; width=&quot;181&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: center;&quot;&gt;
  2318. &lt;span style=&quot;font-family: inherit;&quot;&gt;Three times a year&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
  2319. &lt;/td&gt;
  2320. &lt;/tr&gt;
  2321. &lt;/tbody&gt;&lt;/table&gt;
  2322. &lt;br /&gt;
  2323. Retrogression is a condition depending upon geocentric vision and distance,&lt;br /&gt;
  2324. &lt;br /&gt;
  2325. You will know that Venus or Mercury are about to turn retrograde when you see them move far ahead of the Sun.&lt;br /&gt;
  2326. &lt;br /&gt;
  2327. Mercury turns retrograde when it is about 14◦ ahead of the Sun&lt;br /&gt;
  2328. &lt;br /&gt;
  2329. Venus turns retrograde when it is about 30◦ ahead of the Sun.&lt;br /&gt;
  2330. &lt;br /&gt;
  2331. &amp;nbsp;Mercury is retrograde for 3 weeks three times each year and Venus is retrograde every 19 months.&lt;br /&gt;
  2332. &lt;br /&gt;
  2333. Superior Planets can become Retrograde when they are 120 to 240◦ in the 5H to 8H from Sun. &lt;br /&gt;
  2334. &lt;br /&gt;
  2335. Inferior Planets Venus and Mercury can be 47 to 27◦ apart from Sun Respectively.&lt;br /&gt;
  2336. &lt;br /&gt;
  2337. The maximum Longitudinal distance between Mercury and Venus can be 74 degrees.&lt;br /&gt;
  2338. &lt;br /&gt;
  2339. &amp;nbsp;It is said that&lt;br /&gt;
  2340. &lt;br /&gt;
  2341. From Aquarius to Taurus, Mercury moves along with the Sun,&lt;br /&gt;
  2342. &lt;br /&gt;
  2343. From Gemini to Virgo before the Sun and&lt;br /&gt;
  2344. &lt;br /&gt;
  2345. From Libra to Capricorn after the Sun.&lt;br /&gt;
  2346. &lt;br /&gt;
  2347. There are, therefore, three occasions during a year when Mercury crosses and re-crosses the path of the Sun causing retrogression.&lt;br /&gt;
  2348. &lt;br /&gt;
  2349. Mars, Saturn and Jupiter become retrograde when posited in the 6th, 7th and 8th from the Sun.&lt;br /&gt;
  2350. &lt;br /&gt;
  2351. Mercury and Venus are retrograde anywhere within 15◦ from the Sun as their Maximum distance from the Sun can be only 29◦ and 47◦ respectively.&lt;br /&gt;
  2352. &lt;br /&gt;
  2353. The reason for this apparent retrograde movement of planets varies.&lt;br /&gt;
  2354. &lt;br /&gt;
  2355. &lt;b&gt;Inner and Outer planets:&lt;/b&gt;&lt;br /&gt;
  2356. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  2357. &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_DKDo7GvCnd-OXCvoZgIqeC-XKTiI2vAbhRqCz8m1FFf89VX_p8EolqEEBcGKpzp0QjEduI4Ivw3WHCCBuZrWbOQ406WGJyI1f0e11XwlVaolEzWusYPr6x_UojrHgxZmFYPHqrauRYLB/s1600/planetary+system.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;188&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_DKDo7GvCnd-OXCvoZgIqeC-XKTiI2vAbhRqCz8m1FFf89VX_p8EolqEEBcGKpzp0QjEduI4Ivw3WHCCBuZrWbOQ406WGJyI1f0e11XwlVaolEzWusYPr6x_UojrHgxZmFYPHqrauRYLB/s320/planetary+system.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
  2358. The planets Mercury and Venus have their orbits between the Sun and the earth. They are called inner or inferior planets. &amp;nbsp;These planets cannot go far away from the Sun. Mercury can only move a maximum of 27 degrees from the Sun and Venus a maximum of 47 degrees from the Sun.&lt;br /&gt;
  2359. &lt;br /&gt;
  2360. The planets Mars, Jupiter and Saturn, whose orbits lie outside the orbit of the earth, are called outer or superior planets.&lt;br /&gt;
  2361. &lt;br /&gt;
  2362. For the inferior planets, Mercury and Venus, when they are between earth and the Sun, they appear to move retrograde; however, when they are on the other side of the sun (Sun is between the planet and earth), they appear direct. Retrograde motion for the inferior planets occurs as the planets pass in front of the sun – thus, they are not visible for the duration of retrograde motion as the superior planets are.&lt;br /&gt;
  2363. &lt;br /&gt;
  2364. Superior planets, Mars, Jupiter and Saturn are retrograde when they are in signs opposite to the Sun, in other words, when they are just ahead of the earth, and we are trying to catch up with them until such time when they are a bit behind the earth in the ever-going orbital race. The remaining time they are in direct motion.&lt;br /&gt;
  2365. &lt;br /&gt;
  2366. &lt;span style=&quot;font-size: large;&quot;&gt;Retrogression of inner Planets&lt;/span&gt;&lt;br /&gt;
  2367. &lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
  2368. &lt;br /&gt;
  2369. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  2370. &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixmQRuzvOJ0BHAkMyySFJqBXZ82l41sTfnLZ_aGyu7jgDpQtvYtoMOL394tN_R-PUWBlLL1LtPMkCUlWapIbJHtWHk6wveXSeGaMPhWOOFpLhXqjv2J7R19s85Y4YyMF_R_LZLkjM6XH08/s1600/retrograde+mercury.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;242&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixmQRuzvOJ0BHAkMyySFJqBXZ82l41sTfnLZ_aGyu7jgDpQtvYtoMOL394tN_R-PUWBlLL1LtPMkCUlWapIbJHtWHk6wveXSeGaMPhWOOFpLhXqjv2J7R19s85Y4YyMF_R_LZLkjM6XH08/s400/retrograde+mercury.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
  2371. &lt;div style=&quot;text-align: center;&quot;&gt;
  2372. &lt;img height=&quot;26&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWhOlW9J95gIeUKFDXrm-xe1YFhSPen0dDUp9am2QncHZTJUhsnWs7T0fpVIZUcq8NmWukhjKNS0XNbfgsl9NHNYBqAs1yNtmtXrIucRUoI7nwFQSZOEyYZ7Itvlrj9YaonzAa-z6eCFM/s400/cooltext1596683449.png&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
  2373. &lt;div&gt;
  2374. &lt;div&gt;
  2375. &lt;br /&gt;&lt;/div&gt;
  2376. &lt;div&gt;
  2377. &lt;br /&gt;&lt;/div&gt;
  2378. &lt;div&gt;
  2379. &lt;/div&gt;
  2380. &lt;div&gt;
  2381. First of all, we take up the case of an inner planet. Let it be Mercury.&amp;nbsp;&lt;/div&gt;
  2382. &lt;div&gt;
  2383. &lt;br /&gt;&lt;/div&gt;
  2384. &lt;div&gt;
  2385. The Sun is in the center around which all the planets, including the Earth, are moving. Mercury is nearer to the Sun and it completes one revolution in 88 days. The Earth is away from the Sun and completes one revolution in 365 days. So, the angular velocity of Mercury is faster than that of the Earth. The arrows in the figure are showing the direction in which Mercury and the Earth are moving.&amp;nbsp;&lt;/div&gt;
  2386. &lt;div&gt;
  2387. The arrow on zodiac indicates the direction in which the longitudes among the fixed stars are increasing.&lt;/div&gt;
  2388. &lt;div&gt;
  2389. &lt;br /&gt;&lt;/div&gt;
  2390. &lt;div&gt;
  2391. As the longitudes are geo-centric, suppose the observer on the Earth is stationary and Mercury is moving in the direction of arrow with a relative speed of the Earth (i.e. Mercury&#39;s speed - Earth&#39;s speed).&lt;/div&gt;
  2392. &lt;div&gt;
  2393. &lt;br /&gt;&lt;/div&gt;
  2394. &lt;div&gt;
  2395. Let the observer be at O. (considering the observer and the Earth to be stationary and Mercury moving with a relative speed)&amp;nbsp;&lt;/div&gt;
  2396. &lt;div&gt;
  2397. &lt;br /&gt;&lt;/div&gt;
  2398. &lt;div&gt;
  2399. let the Mercury be at A and it will be seen at A₁ in the zodiac,&amp;nbsp;&lt;/div&gt;
  2400. &lt;div&gt;
  2401. &lt;br /&gt;&lt;/div&gt;
  2402. &lt;div&gt;
  2403. It moves further to B and seen at B₁ in zodiac,&amp;nbsp;&lt;/div&gt;
  2404. &lt;div&gt;
  2405. &lt;br /&gt;&lt;/div&gt;
  2406. &lt;div&gt;
  2407. C₁ D₁, are the corresponding positions of C and D.&amp;nbsp;&lt;/div&gt;
  2408. &lt;div&gt;
  2409. &lt;br /&gt;&lt;/div&gt;
  2410. &lt;div&gt;
  2411. Here, longitudes are increasing.&amp;nbsp;&lt;/div&gt;
  2412. &lt;div&gt;
  2413. &lt;br /&gt;&lt;/div&gt;
  2414. &lt;div&gt;
  2415. When it comes to E, the longitude is increasing at E, which is nearly the position of a tangent from the observer to the orbit of Mercury.&amp;nbsp;&lt;/div&gt;
  2416. &lt;div&gt;
  2417. &lt;br /&gt;&lt;/div&gt;
  2418. &lt;div&gt;
  2419. At E₁ the planet will appear stationary (as it is going to change its motion from direct to retrograde.)&amp;nbsp;&lt;/div&gt;
  2420. &lt;div&gt;
  2421. &lt;br /&gt;&lt;/div&gt;
  2422. &lt;div&gt;
  2423. It can be well understood by an example that a boy runs straight and touches a point and runs back.&amp;nbsp;&lt;/div&gt;
  2424. &lt;div&gt;
  2425. He will have to stop for a moment for reversing the speed. Similarly, here the planet will appear stationary at E.&lt;/div&gt;
  2426. &lt;div&gt;
  2427. &lt;br /&gt;&lt;/div&gt;
  2428. &lt;div&gt;
  2429. Consider its further positions F, G, H and I.&amp;nbsp;&lt;/div&gt;
  2430. &lt;div&gt;
  2431. &lt;br /&gt;&lt;/div&gt;
  2432. &lt;div&gt;
  2433. It will be seen that the corresponding background at the zodiac will be seen backward at F₁, G₁, H₁, and I₁ till it reaches J and its corresponding position J₁ is seen at the zodiac.&amp;nbsp;&lt;/div&gt;
  2434. &lt;div&gt;
  2435. &lt;br /&gt;&lt;/div&gt;
  2436. &lt;div&gt;
  2437. It is seen in retrograde motion as its geo-centric longitudes are decreasing. When it is at J and the line OJ₁ which is nearly tangent to the orbit of the planet, it will be seen as stationary in the zodiac as the longitudes will neither increase nor decrease for some time.&amp;nbsp;&lt;/div&gt;
  2438. &lt;div&gt;
  2439. &lt;br /&gt;&lt;/div&gt;
  2440. &lt;div&gt;
  2441. Afterwards it goes to K etc. when the corresponding position in the zodiac will be K₁ etc., It will be further seen that the longitudes have started increasing i.e. the planet has become direct.&lt;/div&gt;
  2442. &lt;div&gt;
  2443. &lt;br /&gt;&lt;/div&gt;
  2444. &lt;div&gt;
  2445. &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Retrograde Motion of Outer Planets&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
  2446. &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;
  2447. &lt;br /&gt;
  2448. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  2449. &lt;/div&gt;
  2450. &lt;div style=&quot;-webkit-text-stroke-width: 0px; color: black; font-family: &amp;quot;Times New Roman&amp;quot;; font-size: medium; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: normal; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;
  2451. &lt;/div&gt;
  2452. &lt;br /&gt;
  2453. &lt;div style=&quot;-webkit-text-stroke-width: 0px; color: black; font-family: &amp;quot;Times New Roman&amp;quot;; font-size: medium; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: normal; letter-spacing: normal; orphans: 2; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;
  2454. &lt;div style=&quot;margin: 0px;&quot;&gt;
  2455. &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Retrograde motion&amp;nbsp;of &amp;nbsp;Mars&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
  2456. &lt;div style=&quot;margin: 0px;&quot;&gt;
  2457. &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
  2458. &lt;/div&gt;
  2459. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  2460. &lt;br /&gt;&lt;/div&gt;
  2461. &lt;/div&gt;
  2462. &lt;div&gt;
  2463. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  2464. &lt;a href=&quot;http://tinypic.com/?ref=n3ahp5&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot;Image and video hosting by TinyPic&quot; border=&quot;0&quot; src=&quot;http://i68.tinypic.com/n3ahp5.jpg&quot; /&gt;&lt;/a&gt;&amp;nbsp;&lt;/div&gt;
  2465. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  2466. (By Eugene Alvin Villar (seav) - Own work, CC BY-SA 3.0, https://commons.wikimedia.org/w/index.php?curid=4662202)&lt;/div&gt;
  2467. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  2468. &lt;br /&gt;&lt;/div&gt;
  2469. &lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;
  2470. Superior Planets show retrograde motion when they are in opposition&lt;/div&gt;
  2471. &lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;
  2472. Earth travels around the Sun in 1 year while the more distant Mars has a sidereal period of 1.88 Earth years, it is clear that the Earth will periodically &quot;catch up&quot; to its more distant neighbor.&amp;nbsp;&lt;/div&gt;
  2473. &lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;
  2474. As the Earth moves forward in its orbit, Mars will appear to slip backward compared to its more common eastward march across the sky.&lt;/div&gt;
  2475. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  2476. &lt;br /&gt;&lt;/div&gt;
  2477. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  2478. &lt;/div&gt;
  2479. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  2480. &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP7RjUnB-06H5eW-wdUXUYrBYF2vtIWSWN1nAJ0cxyc13NMttyBPuhXl-vO82-xYMBihCsXyO-csNt8sGazrrKp4GbTKjd_C6GsDDpnq6_BgQbZIzgPcL6z3b06FeDhfWWYwMe6E2feXRJ/s1600/retrogression.png&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/AVvXsEhP7RjUnB-06H5eW-wdUXUYrBYF2vtIWSWN1nAJ0cxyc13NMttyBPuhXl-vO82-xYMBihCsXyO-csNt8sGazrrKp4GbTKjd_C6GsDDpnq6_BgQbZIzgPcL6z3b06FeDhfWWYwMe6E2feXRJ/s400/retrogression.png&quot; width=&quot;395&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
  2481. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  2482. &lt;br /&gt;&lt;/div&gt;
  2483. &lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;
  2484. When the observer is at a₁ and it sees Mars at a. when observer on Earth reaches b₁ the longitude of Mars is increasing and he see it at b.&lt;/div&gt;
  2485. &lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;
  2486. Longitude of Mars increasing observer reaches at c₁ see it at c&lt;/div&gt;
  2487. &lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;
  2488. But when observer is at d₁ he see Mars at d and it shows that Longitude of Mars is decreasing.&lt;/div&gt;
  2489. &lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;
  2490. Observer reaches e₁ but the longitude of Mars still decreasing seems Mars is moving backward in the zodiac.&lt;/div&gt;
  2491. &lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;
  2492. Observer reaches at f₁ sees Mars at f again showing an increase in longitude as seen from Earth.&lt;/div&gt;
  2493. &lt;div class=&quot;separator&quot; style=&quot;clear: both;&quot;&gt;
  2494. when observer reaches g₁ can see Mars at g showing the direct motion again.&lt;/div&gt;
  2495. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  2496. &lt;br /&gt;&lt;/div&gt;
  2497. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  2498. &lt;br /&gt;&lt;/div&gt;
  2499. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  2500. &lt;br /&gt;&lt;/div&gt;
  2501. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  2502. &lt;br /&gt;&lt;/div&gt;
  2503. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  2504. &lt;span style=&quot;font-size: large; font-weight: bold; text-align: left;&quot;&gt;Retrograde motion&amp;nbsp;of &amp;nbsp;Jupiter&lt;/span&gt;&lt;/div&gt;
  2505. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  2506. &lt;img height=&quot;400&quot; src=&quot;https://astronavigationdemystifieddotcom.files.wordpress.com/2015/04/jupiter-loop.jpg&quot; width=&quot;367&quot; /&gt;&lt;/div&gt;
  2507. &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;
  2508. &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Effect of retrogression on Native:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
  2509. &lt;div&gt;
  2510. &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
  2511. &lt;div&gt;
  2512. When Mercury is retrograde, the thought processes are introspective, deliberate and internalized.&lt;/div&gt;
  2513. &lt;div&gt;
  2514. &lt;br /&gt;&lt;/div&gt;
  2515. &lt;div&gt;
  2516. &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Retrogression of Mercury&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
  2517. &lt;div&gt;
  2518. Mercury governs intellect, communication and thinking abilities in a person. It goes in retrograde state about three times a year for three weeks of time period each. During the retrogression of Mercury, all lines of communication seems to go haywire. The information provided by the native is misinterpreted. Although the native may come out with brilliant ideas during this period, but he may suffer from anxiety and nervous breakdown very frequently.&lt;/div&gt;
  2519. &lt;div&gt;
  2520. The native should not sign any contract even if it means a verbal commitment when Mercury is in retrograde state. He should not rely on any information which comes to him and should think, watch and analyze because the information presented in front of him may be a false one if not totally unnecessary.&lt;/div&gt;
  2521. &lt;div&gt;
  2522. &lt;br /&gt;&lt;/div&gt;
  2523. &lt;div&gt;
  2524. &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Retrogression of Venus&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
  2525. &lt;div&gt;
  2526. The retrograde state of Venus is related to our luxuries in life and to our relationships with our near and dear ones. Many great conflicts, dissatisfaction, joys, pleasures and strides in relationship might take place behind closed doors during this period. It is also the time we should reconsider our material gains in life. Also, this is the time to be watchful as it is a period for strong emotional ups and downs.&lt;/div&gt;
  2527. &lt;div&gt;
  2528. If Venus is retrograde in birth chart, it indicates emotional and material difficulties. If it is well-placed and is retrograde, it indicates extreme emotional attractions and repulsions.&lt;/div&gt;
  2529. &lt;div&gt;
  2530. &lt;br /&gt;&lt;/div&gt;
  2531. &lt;div&gt;
  2532. &lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Retrogression of Mars&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
  2533. &lt;div&gt;
  2534. Mars primarily governs anger and aggression. We may face issues involving these emotions, either within ourselves or with others. The native may become unusually sensitive to disagreements, conflict and power dynamics around him. He might feel it difficult to deal with aggression, anger, hostility, fear, threats and displays of power. The primary instinctive responses to fear are fight, flight or freeze.&lt;/div&gt;
  2535. &lt;div&gt;
  2536. Hence, the person needs to control his control his anger and needs to maintain an equilibrium between his anger and his composure.&lt;/div&gt;
  2537. &lt;div&gt;
  2538. &lt;br /&gt;&lt;/div&gt;
  2539. &lt;div&gt;
  2540. &lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Retrogression of Jupiter&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
  2541. &lt;div&gt;
  2542. Jupiter is the planet of growth and expansion in career. When this planet is in retrogression, a lot many projects may get delayed or stop altogether. Moreover, the native might become committed to the political parties and religious sects which promote and carry out violence.&lt;/div&gt;
  2543. &lt;div&gt;
  2544. This is the time for a person to think about his or her own resources and ways to utilize it. In this period, you might come up with a conclusion that the work you stopped was not exactly necessary and there are better resources available.&lt;/div&gt;
  2545. &lt;div&gt;
  2546. &lt;br /&gt;&lt;/div&gt;
  2547. &lt;div&gt;
  2548. &lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Retrogression of Saturn&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
  2549. &lt;div&gt;
  2550. A person either will not know when to stop working or may not like to work at all when Saturn is retrograde. This period can cause unexpected delays and interruptions. Unthought obstacles can spring up taking up your priority. People with a retrograde Saturn appear shy, uneasy, introvert or lacking in self-assertion. They feel alone, isolated, separated from their friends.&lt;/div&gt;
  2551. &lt;div&gt;
  2552. This is the right time to sit back and reconsider all that you are doing. It is not a proper time to make new starts but make sure that you learn from the failures of the past.&lt;/div&gt;
  2553. &lt;div&gt;
  2554. &lt;br /&gt;&lt;/div&gt;
  2555. &lt;div&gt;
  2556. &lt;br /&gt;&lt;/div&gt;
  2557. &lt;div&gt;
  2558. &lt;br /&gt;&lt;/div&gt;
  2559. &lt;/div&gt;
  2560. &lt;div&gt;
  2561. &lt;br /&gt;&lt;/div&gt;
  2562. &lt;div&gt;
  2563. &lt;br /&gt;&lt;/div&gt;
  2564. &lt;div&gt;
  2565. &lt;br /&gt;&lt;/div&gt;
  2566. &lt;/div&gt;
  2567. &lt;/div&gt;
  2568. </content><link rel='replies' type='application/atom+xml' href='https://astrologybyanjuanand.blogspot.com/feeds/2861260022265098108/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2016/05/retrogression-of-planets.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/2861260022265098108'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/8980530557680932705/posts/default/2861260022265098108'/><link rel='alternate' type='text/html' href='https://astrologybyanjuanand.blogspot.com/2016/05/retrogression-of-planets.html' title='RETROGRESSION OF PLANETS'/><author><name>Anju Anand</name><uri>http://www.blogger.com/profile/01621726061350248778</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcnh13O9hNebnRYky7_R4nuOHgFj2MGpXCyMiC_FYciQujzrIMjUXuLblHWd4Ep0xx4LCkFleh59h7T8VaDx5rjgfhXtsPgWUdWpdZ9xIovCTH7kt-RYhq1JipLHWqww/s113/New+1.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgreMw8Apyu-DkQ6pqqnIWb8W2tLmK4fH0up2PWRUYIpD-b5A6RypctAH_g1fzYmm3V8ikF2AH5puqqfzvKKJNKb9xfA9-DXyxcGLgd3qS2Py3FRvvZ_yzhbEXcTXdVY-gIPF2Cf7fl4st0/s72-c/Retrograde+motion.png" height="72" width="72"/><thr:total>1</thr:total></entry></feed>

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