<?xml version="1.0" encoding="utf-8"?>
<rss xmlns:itunes="http://www.itunes.com/dtds/podcast-1.0.dtd" version="2.0"><channel><title><![CDATA[Celestial Vibes Podcast - Astrology]]></title><itunes:subtitle><![CDATA[Insight to Inside]]></itunes:subtitle><link>https://www.podcasts.com/celestial-vibes-podcast-astrology-19</link><description><![CDATA[Celestial Vibes Podcast aims to bring out discussions on various topics related to astrology and the astrological community with various astrologers across the world. As and when this podcast develops, the audio quality will get much better. I apologize for the disturbances in the first two releases. Your support can also help me in improving the podcast quality by hiring an audio engineer to enhance the listening experience. If you think you want to support Celestial Vibes Podcast, please donate by becoming a Patreon. A donation can as less as 1$. Based upon the developments, I will work on further benefits that I can provide to the patreons.

Celestial Vibes is an E-Magazine (astrology, philosophy and other metaphysical aspects) and a Podcasting entity which was found by Aswin Balaji Subramanyan who aims to bring all forms of astrology under one platform. Main motive is to share knowledge to the world by publishing articles on the e-magazine and by doing a podcast show which will be an interactive session with another astrologer. 

If you want to know more about Aswin Balaji Subramanyan's works, please visit Celestial Vibes website.

ww.theabverdict.com
www.celestialvibesmagazine.com
]]></description><itunes:summary><![CDATA[Celestial Vibes Podcast aims to bring out discussions on various topics related to astrology and the astrological community with various astrologers across the world. As and when this podcast develops, the audio quality will get much better. I apologize for the disturbances in the first two releases. Your support can also help me in improving the podcast quality by hiring an audio engineer to enhance the listening experience. If you think you want to support Celestial Vibes Podcast, please donate by becoming a Patreon. A donation can as less as 1$. Based upon the developments, I will work on further benefits that I can provide to the patreons.

Celestial Vibes is an E-Magazine (astrology, philosophy and other metaphysical aspects) and a Podcasting entity which was found by Aswin Balaji Subramanyan who aims to bring all forms of astrology under one platform. Main motive is to share knowledge to the world by publishing articles on the e-magazine and by doing a podcast show which will be an interactive session with another astrologer. 

If you want to know more about Aswin Balaji Subramanyan's works, please visit Celestial Vibes website.

ww.theabverdict.com
www.celestialvibesmagazine.com
]]></itunes:summary><itunes:type><![CDATA[Episodic]]></itunes:type><image><title><![CDATA[Celestial Vibes Podcast - Astrology]]></title><link>https://www.podcasts.com/celestial-vibes-podcast-astrology-19</link><url>https://s3.amazonaws.com/podcasts-image-uploads/celestial-vibes-podcast-astrology-19-large.jpg</url></image><itunes:image href="https://s3.amazonaws.com/podcasts-image-uploads/celestial-vibes-podcast-astrology-19-large.jpg"/><itunes:author><![CDATA[Celestial Vibes Podcast - Astrology]]></itunes:author><itunes:owner><itunes:name><![CDATA[Celestial Vibes Podcast - Astrology]]></itunes:name><itunes:email>theabverdict@gmail.com</itunes:email></itunes:owner><itunes:block>No</itunes:block><itunes:complete>No</itunes:complete><language>en-US</language><item><title><![CDATA[EP-15 - Astrological Forecast for the Libra Season - 2018]]></title><itunes:title><![CDATA[EP-15 - Astrological Forecast for the Libra Season - 2018]]></itunes:title><itunes:subtitle><![CDATA[Insight to Inside]]></itunes:subtitle><description><![CDATA[<div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="2qs5n" data-offset-key="5b8k4-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="5b8k4-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="5b8k4-0-0">In the episode 15, </span><a href="https://www.youtube.com/channel/UCI0i9LlHvEvEuLglXEzBkKQ" class="_4X_-components-SimpleRichTextEditor-components-LinkSpan--linkSpan" style="color: rgb(29, 155, 219); cursor: pointer; text-decoration-line: underline;"><span data-offset-key="5b8k4-1-0" style="font-weight: bold;">Vanita Lenka</span></a><span data-offset-key="5b8k4-2-0"> joined me to discuss about the transits of the Libra season from Oct 17, 2018 - Nov 17, 2018. </span></div></div><div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="2qs5n" data-offset-key="8679t-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="8679t-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><div class="_3Y-components-SimpleRichTextEditor-components-ImageSpan--image" style="background-repeat: no-repeat; overflow: hidden; vertical-align: bottom; background-image: url(&quot;https://c9.patreon.com/p/post/22114463/f94f375ff5384948aec92548fc8ffa2d/1?v=1539753362-IhpUTJQl1hMjcA0yCz17ZuQffwdwHecmXiUGklHEWlQ%3D&quot;); background-size: contain; border-width: 1px; border-style: solid; border-color: rgb(161, 173, 181); line-height: 214.649px; font-size: 214.649px; width: 681.5px; height: 214.649px; min-width: 16px; min-height: 16px; letter-spacing: 681.5px;">&nbsp;</div></div></div><div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="2qs5n" data-offset-key="a8nbe-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="a8nbe-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="a8nbe-0-0" style="font-weight: bold;">Major transits and points of discussion</span></div></div><ul class="public-DraftStyleDefault-ul" data-offset-key="6rrhe-0-0" style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-reset public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="2qs5n" data-offset-key="6rrhe-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em; counter-reset: ol0 0;"><div data-offset-key="6rrhe-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="6rrhe-0-0">Sun moves into Libra - Oct 18</span></div></li><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="2qs5n" data-offset-key="53lfg-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em;"><div data-offset-key="53lfg-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="53lfg-0-0">Venus Combust - Oct 22</span></div></li><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="2qs5n" data-offset-key="4u9b-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em;"><div data-offset-key="4u9b-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="4u9b-0-0">Mercury moves into Scorpio - Oct 27</span></div></li><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="2qs5n" data-offset-key="2ddok-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em;"><div data-offset-key="2ddok-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="2ddok-0-0">Mercury - Jupiter Conjunction in Scorpio</span></div></li><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="2qs5n" data-offset-key="9tpim-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em;"><div data-offset-key="9tpim-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="9tpim-0-0">Mars moves into Aquarius - Nov 7</span></div></li><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="2qs5n" data-offset-key="f1st7-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em;"><div data-offset-key="f1st7-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="f1st7-0-0">Venus stations direct - Nov 17</span></div></li></ul><div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="2qs5n" data-offset-key="fqchh-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="fqchh-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="fqchh-0-0">If you want to check out Vanita Lenka's works please visit her </span><a href="https://www.youtube.com/channel/UCI0i9LlHvEvEuLglXEzBkKQ" class="_4X_-components-SimpleRichTextEditor-components-LinkSpan--linkSpan" style="color: rgb(29, 155, 219); cursor: pointer; text-decoration-line: underline;"><span data-offset-key="fqchh-1-0" style="font-weight: bold;">Youtube channel, VL Astrology</span></a><span data-offset-key="fqchh-2-0">.</span></div></div><div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="2qs5n" data-offset-key="7a07a-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="7a07a-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="7a07a-0-0">If you like this production, please consider becoming a Patron of the Podcast. I you would like to subscribe to the Celestial Vibes Magazine, please visit </span><a href="http://www.celestialvibesmagazine.com/" class="_4X_-components-SimpleRichTextEditor-components-LinkSpan--linkSpan" style="color: rgb(29, 155, 219); cursor: pointer; text-decoration-line: underline;"><span data-offset-key="7a07a-1-0" style="font-weight: bold;"><span data-text="true">w</span></span><span data-offset-key="7a07a-1-1" style="font-weight: bold;"><span data-text="true">w</span></span><span data-offset-key="7a07a-1-2" style="font-weight: bold;"><span data-text="true">w</span></span><span data-offset-key="7a07a-1-3" style="font-weight: bold;"><span data-text="true">.</span></span><span data-offset-key="7a07a-1-4" style="font-weight: bold;"><span data-text="true">c</span></span><span data-offset-key="7a07a-1-5" style="font-weight: bold;"><span data-text="true">e</span></span><span data-offset-key="7a07a-1-6" style="font-weight: bold;"><span data-text="true">l</span></span><span data-offset-key="7a07a-1-7" style="font-weight: bold;"><span data-text="true">e</span></span><span data-offset-key="7a07a-1-8" style="font-weight: bold;"><span data-text="true">s</span></span><span data-offset-key="7a07a-1-9" style="font-weight: bold;"><span data-text="true">t</span></span><span data-offset-key="7a07a-1-10" style="font-weight: bold;"><span data-text="true">i</span></span><span data-offset-key="7a07a-1-11" style="font-weight: bold;"><span data-text="true">a</span></span><span data-offset-key="7a07a-1-12" style="font-weight: bold;"><span data-text="true">l</span></span><span data-offset-key="7a07a-1-13" style="font-weight: bold;"><span data-text="true">v</span></span><span data-offset-key="7a07a-1-14" style="font-weight: bold;"><span data-text="true">i</span></span><span data-offset-key="7a07a-1-15" style="font-weight: bold;"><span data-text="true">b</span></span><span data-offset-key="7a07a-1-16" style="font-weight: bold;"><span data-text="true">e</span></span><span data-offset-key="7a07a-1-17" style="font-weight: bold;"><span data-text="true">s</span></span><span data-offset-key="7a07a-1-18" style="font-weight: bold;"><span data-text="true">m</span></span><span data-offset-key="7a07a-1-19" style="font-weight: bold;"><span data-text="true">a</span></span><span data-offset-key="7a07a-1-20" style="font-weight: bold;"><span data-text="true">g</span></span><span data-offset-key="7a07a-1-21" style="font-weight: bold;"><span data-text="true">a</span></span><span data-offset-key="7a07a-1-22" style="font-weight: bold;"><span data-text="true">z</span></span><span data-offset-key="7a07a-1-23" style="font-weight: bold;"><span data-text="true">i</span></span><span data-offset-key="7a07a-1-24" style="font-weight: bold;"><span data-text="true">n</span></span><span data-offset-key="7a07a-1-25" style="font-weight: bold;"><span data-text="true">e</span></span><span data-offset-key="7a07a-1-26" style="font-weight: bold;"><span data-text="true">.</span></span><span data-offset-key="7a07a-1-27" style="font-weight: bold;"><span data-text="true">c</span></span><span data-offset-key="7a07a-1-28" style="font-weight: bold;"><span data-text="true">o</span></span><span data-offset-key="7a07a-1-29" style="font-weight: bold;"><span data-text="true">m</span></span></a><span data-offset-key="7a07a-2-0">.&nbsp; </span></div></div>]]></description><itunes:summary><![CDATA[<div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="2qs5n" data-offset-key="5b8k4-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="5b8k4-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="5b8k4-0-0">In the episode 15, </span><a href="https://www.youtube.com/channel/UCI0i9LlHvEvEuLglXEzBkKQ" class="_4X_-components-SimpleRichTextEditor-components-LinkSpan--linkSpan" style="color: rgb(29, 155, 219); cursor: pointer; text-decoration-line: underline;"><span data-offset-key="5b8k4-1-0" style="font-weight: bold;">Vanita Lenka</span></a><span data-offset-key="5b8k4-2-0"> joined me to discuss about the transits of the Libra season from Oct 17, 2018 - Nov 17, 2018. </span></div></div><div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="2qs5n" data-offset-key="8679t-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="8679t-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><div class="_3Y-components-SimpleRichTextEditor-components-ImageSpan--image" style="background-repeat: no-repeat; overflow: hidden; vertical-align: bottom; background-image: url(&quot;https://c9.patreon.com/p/post/22114463/f94f375ff5384948aec92548fc8ffa2d/1?v=1539753362-IhpUTJQl1hMjcA0yCz17ZuQffwdwHecmXiUGklHEWlQ%3D&quot;); background-size: contain; border-width: 1px; border-style: solid; border-color: rgb(161, 173, 181); line-height: 214.649px; font-size: 214.649px; width: 681.5px; height: 214.649px; min-width: 16px; min-height: 16px; letter-spacing: 681.5px;">&nbsp;</div></div></div><div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="2qs5n" data-offset-key="a8nbe-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="a8nbe-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="a8nbe-0-0" style="font-weight: bold;">Major transits and points of discussion</span></div></div><ul class="public-DraftStyleDefault-ul" data-offset-key="6rrhe-0-0" style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-reset public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="2qs5n" data-offset-key="6rrhe-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em; counter-reset: ol0 0;"><div data-offset-key="6rrhe-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="6rrhe-0-0">Sun moves into Libra - Oct 18</span></div></li><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="2qs5n" data-offset-key="53lfg-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em;"><div data-offset-key="53lfg-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="53lfg-0-0">Venus Combust - Oct 22</span></div></li><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="2qs5n" data-offset-key="4u9b-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em;"><div data-offset-key="4u9b-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="4u9b-0-0">Mercury moves into Scorpio - Oct 27</span></div></li><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="2qs5n" data-offset-key="2ddok-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em;"><div data-offset-key="2ddok-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="2ddok-0-0">Mercury - Jupiter Conjunction in Scorpio</span></div></li><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="2qs5n" data-offset-key="9tpim-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em;"><div data-offset-key="9tpim-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="9tpim-0-0">Mars moves into Aquarius - Nov 7</span></div></li><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="2qs5n" data-offset-key="f1st7-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em;"><div data-offset-key="f1st7-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="f1st7-0-0">Venus stations direct - Nov 17</span></div></li></ul><div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="2qs5n" data-offset-key="fqchh-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="fqchh-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="fqchh-0-0">If you want to check out Vanita Lenka's works please visit her </span><a href="https://www.youtube.com/channel/UCI0i9LlHvEvEuLglXEzBkKQ" class="_4X_-components-SimpleRichTextEditor-components-LinkSpan--linkSpan" style="color: rgb(29, 155, 219); cursor: pointer; text-decoration-line: underline;"><span data-offset-key="fqchh-1-0" style="font-weight: bold;">Youtube channel, VL Astrology</span></a><span data-offset-key="fqchh-2-0">.</span></div></div><div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="2qs5n" data-offset-key="7a07a-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="7a07a-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="7a07a-0-0">If you like this production, please consider becoming a Patron of the Podcast. I you would like to subscribe to the Celestial Vibes Magazine, please visit </span><a href="http://www.celestialvibesmagazine.com/" class="_4X_-components-SimpleRichTextEditor-components-LinkSpan--linkSpan" style="color: rgb(29, 155, 219); cursor: pointer; text-decoration-line: underline;"><span data-offset-key="7a07a-1-0" style="font-weight: bold;"><span data-text="true">w</span></span><span data-offset-key="7a07a-1-1" style="font-weight: bold;"><span data-text="true">w</span></span><span data-offset-key="7a07a-1-2" style="font-weight: bold;"><span data-text="true">w</span></span><span data-offset-key="7a07a-1-3" style="font-weight: bold;"><span data-text="true">.</span></span><span data-offset-key="7a07a-1-4" style="font-weight: bold;"><span data-text="true">c</span></span><span data-offset-key="7a07a-1-5" style="font-weight: bold;"><span data-text="true">e</span></span><span data-offset-key="7a07a-1-6" style="font-weight: bold;"><span data-text="true">l</span></span><span data-offset-key="7a07a-1-7" style="font-weight: bold;"><span data-text="true">e</span></span><span data-offset-key="7a07a-1-8" style="font-weight: bold;"><span data-text="true">s</span></span><span data-offset-key="7a07a-1-9" style="font-weight: bold;"><span data-text="true">t</span></span><span data-offset-key="7a07a-1-10" style="font-weight: bold;"><span data-text="true">i</span></span><span data-offset-key="7a07a-1-11" style="font-weight: bold;"><span data-text="true">a</span></span><span data-offset-key="7a07a-1-12" style="font-weight: bold;"><span data-text="true">l</span></span><span data-offset-key="7a07a-1-13" style="font-weight: bold;"><span data-text="true">v</span></span><span data-offset-key="7a07a-1-14" style="font-weight: bold;"><span data-text="true">i</span></span><span data-offset-key="7a07a-1-15" style="font-weight: bold;"><span data-text="true">b</span></span><span data-offset-key="7a07a-1-16" style="font-weight: bold;"><span data-text="true">e</span></span><span data-offset-key="7a07a-1-17" style="font-weight: bold;"><span data-text="true">s</span></span><span data-offset-key="7a07a-1-18" style="font-weight: bold;"><span data-text="true">m</span></span><span data-offset-key="7a07a-1-19" style="font-weight: bold;"><span data-text="true">a</span></span><span data-offset-key="7a07a-1-20" style="font-weight: bold;"><span data-text="true">g</span></span><span data-offset-key="7a07a-1-21" style="font-weight: bold;"><span data-text="true">a</span></span><span data-offset-key="7a07a-1-22" style="font-weight: bold;"><span data-text="true">z</span></span><span data-offset-key="7a07a-1-23" style="font-weight: bold;"><span data-text="true">i</span></span><span data-offset-key="7a07a-1-24" style="font-weight: bold;"><span data-text="true">n</span></span><span data-offset-key="7a07a-1-25" style="font-weight: bold;"><span data-text="true">e</span></span><span data-offset-key="7a07a-1-26" style="font-weight: bold;"><span data-text="true">.</span></span><span data-offset-key="7a07a-1-27" style="font-weight: bold;"><span data-text="true">c</span></span><span data-offset-key="7a07a-1-28" style="font-weight: bold;"><span data-text="true">o</span></span><span data-offset-key="7a07a-1-29" style="font-weight: bold;"><span data-text="true">m</span></span></a><span data-offset-key="7a07a-2-0">.&nbsp; </span></div></div>]]></itunes:summary><link>https://www.podcasts.com/celestial-vibes-podcast-astrology-19/episode/EP-15-Astrological-Forecast-for-the-Libra-Season-2018-32af</link><pubDate>Wed, 17 Oct 2018 05:20:36 +0000</pubDate><enclosure url="http://awscdn.podcasts.com/EP-15-Astrological-Forecast-for-the-Libra-Season-2018-32af.mp3" type="audio/mpeg" length="39880258"/><author>Celestial Vibes Podcast - Astrology</author><itunes:author>Celestial Vibes Podcast - Astrology</itunes:author><itunes:episodeType>Full</itunes:episodeType><itunes:duration>41:32</itunes:duration><guid>EP-15-Astrological-Forecast-for-the-Libra-Season-2018-32af</guid><itunes:image href="https://s3.amazonaws.com/podcasts-image-uploads/celestial-vibes-podcast-astrology-19-large.jpg"/></item><item><title><![CDATA[EP-14 - Frank.C.Clifford on Systematic Education and Teaching in Astrology]]></title><itunes:title><![CDATA[EP-14 - Frank.C.Clifford on Systematic Education and Teaching in Astrology]]></itunes:title><itunes:subtitle><![CDATA[Insight to Inside]]></itunes:subtitle><description><![CDATA[<div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="6igeo" data-offset-key="aeogs-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="aeogs-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="aeogs-0-0">In the episode 14, Frank.C.Clifford joins the show to discuss various aspects of systematic/streamlined education and teaching in astrology. </span></div></div><div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="6igeo" data-offset-key="ckvec-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="ckvec-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><div class="_3Y-components-SimpleRichTextEditor-components-ImageSpan--image" style="background-repeat: no-repeat; overflow: hidden; vertical-align: bottom; background-image: url(&quot;https://c9.patreon.com/p/post/22069029/7171ec97ee384c3cbb740179a2fae8a7/1?v=1539577624-QzKPjK26jVr2ZrYictrL4IMLoDuKV2uRFmF1JJGyCQw%3D&quot;); background-size: contain; border-width: 1px; border-style: solid; border-color: rgb(161, 173, 181); line-height: 202.554px; font-size: 202.554px; width: 681.5px; height: 202.554px; min-width: 16px; min-height: 16px; letter-spacing: 681.5px;">&nbsp;</div></div></div><div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="6igeo" data-offset-key="7lvp4-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="7lvp4-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="7lvp4-0-0" style="font-weight: bold;">Major points of discussion:</span></div></div><ul class="public-DraftStyleDefault-ul" data-offset-key="bm7k9-0-0" style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-reset public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="6igeo" data-offset-key="bm7k9-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em; counter-reset: ol0 0;"><div data-offset-key="bm7k9-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="bm7k9-0-0">Advantage of systematic learning </span></div></li><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="6igeo" data-offset-key="1297m-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em;"><div data-offset-key="1297m-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="1297m-0-0">London School of Astrology</span></div></li><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="6igeo" data-offset-key="118sk-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em;"><div data-offset-key="118sk-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="118sk-0-0">Palmistry and Astrology</span></div></li><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="6igeo" data-offset-key="6s5h4-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em;"><div data-offset-key="6s5h4-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="6s5h4-0-0">Self taught vs School taught</span></div></li></ul><div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="6igeo" data-offset-key="7l6in-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="7l6in-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><a href="http://frankclifford.co.uk/" class="_4X_-components-SimpleRichTextEditor-components-LinkSpan--linkSpan" style="color: rgb(29, 155, 219); cursor: pointer; text-decoration-line: underline;"><span data-offset-key="7l6in-0-0" style="font-weight: bold;"><span data-text="true">F</span></span><span data-offset-key="7l6in-0-1" style="font-weight: bold;"><span data-text="true">r</span></span><span data-offset-key="7l6in-0-2" style="font-weight: bold;"><span data-text="true">a</span></span><span data-offset-key="7l6in-0-3" style="font-weight: bold;"><span data-text="true">n</span></span><span data-offset-key="7l6in-0-4" style="font-weight: bold;"><span data-text="true">k</span></span><span data-offset-key="7l6in-0-5" style="font-weight: bold;"><span data-text="true">.</span></span><span data-offset-key="7l6in-0-6" style="font-weight: bold;"><span data-text="true">C</span></span><span data-offset-key="7l6in-0-7" style="font-weight: bold;"><span data-text="true">.</span></span><span data-offset-key="7l6in-0-8" style="font-weight: bold;"><span data-text="true">C</span></span><span data-offset-key="7l6in-0-9" style="font-weight: bold;"><span data-text="true">l</span></span><span data-offset-key="7l6in-0-10" style="font-weight: bold;"><span data-text="true">i</span></span><span data-offset-key="7l6in-0-11" style="font-weight: bold;"><span data-text="true">f</span></span><span data-offset-key="7l6in-0-12" style="font-weight: bold;"><span data-text="true">f</span></span><span data-offset-key="7l6in-0-13" style="font-weight: bold;"><span data-text="true">o</span></span><span data-offset-key="7l6in-0-14" style="font-weight: bold;"><span data-text="true">r</span></span><span data-offset-key="7l6in-0-15" style="font-weight: bold;"><span data-text="true">d</span></span></a><span data-offset-key="7l6in-1-0"> is a multifaceted personality in the astrological community who dons the role of a consultant astrologer/palmist, publisher, author, writer, teacher and editor. Frank is also the Principal of </span><a href="http://www.londonschoolofastrology.co.uk/" class="_4X_-components-SimpleRichTextEditor-components-LinkSpan--linkSpan" style="color: rgb(29, 155, 219); cursor: pointer; text-decoration-line: underline;"><span data-offset-key="7l6in-2-0" style="font-weight: bold;"><span data-text="true">L</span></span><span data-offset-key="7l6in-2-1" style="font-weight: bold;"><span data-text="true">o</span></span><span data-offset-key="7l6in-2-2" style="font-weight: bold;"><span data-text="true">n</span></span><span data-offset-key="7l6in-2-3" style="font-weight: bold;"><span data-text="true">d</span></span><span data-offset-key="7l6in-2-4" style="font-weight: bold;"><span data-text="true">o</span></span><span data-offset-key="7l6in-2-5" style="font-weight: bold;"><span data-text="true">n</span></span><span data-offset-key="7l6in-2-6" style="font-weight: bold;"><span data-text="true"> </span></span><span data-offset-key="7l6in-2-7" style="font-weight: bold;"><span data-text="true">S</span></span><span data-offset-key="7l6in-2-8" style="font-weight: bold;"><span data-text="true">c</span></span><span data-offset-key="7l6in-2-9" style="font-weight: bold;"><span data-text="true">h</span></span><span data-offset-key="7l6in-2-10" style="font-weight: bold;"><span data-text="true">o</span></span><span data-offset-key="7l6in-2-11" style="font-weight: bold;"><span data-text="true">o</span></span><span data-offset-key="7l6in-2-12" style="font-weight: bold;"><span data-text="true">l</span></span><span data-offset-key="7l6in-2-13" style="font-weight: bold;"><span data-text="true"> </span></span><span data-offset-key="7l6in-2-14" style="font-weight: bold;"><span data-text="true">o</span></span><span data-offset-key="7l6in-2-15" style="font-weight: bold;"><span data-text="true">f</span></span><span data-offset-key="7l6in-2-16" style="font-weight: bold;"><span data-text="true"> </span></span><span data-offset-key="7l6in-2-17" style="font-weight: bold;"><span data-text="true">A</span></span><span data-offset-key="7l6in-2-18" style="font-weight: bold;"><span data-text="true">s</span></span><span data-offset-key="7l6in-2-19" style="font-weight: bold;"><span data-text="true">t</span></span><span data-offset-key="7l6in-2-20" style="font-weight: bold;"><span data-text="true">r</span></span><span data-offset-key="7l6in-2-21" style="font-weight: bold;"><span data-text="true">o</span></span><span data-offset-key="7l6in-2-22" style="font-weight: bold;"><span data-text="true">l</span></span><span data-offset-key="7l6in-2-23" style="font-weight: bold;"><span data-text="true">o</span></span><span data-offset-key="7l6in-2-24" style="font-weight: bold;"><span data-text="true">g</span></span><span data-offset-key="7l6in-2-25" style="font-weight: bold;"><span data-text="true">y</span></span></a><span data-offset-key="7l6in-3-0">. He also publishes astrology books through </span><a href="http://www.flareuk.com/" class="_4X_-components-SimpleRichTextEditor-components-LinkSpan--linkSpan" style="color: rgb(29, 155, 219); cursor: pointer; text-decoration-line: underline;"><span data-offset-key="7l6in-4-0" style="font-weight: bold;"><span data-text="true">F</span></span><span data-offset-key="7l6in-4-1" style="font-weight: bold;"><span data-text="true">l</span></span><span data-offset-key="7l6in-4-2" style="font-weight: bold;"><span data-text="true">a</span></span><span data-offset-key="7l6in-4-3" style="font-weight: bold;"><span data-text="true">r</span></span><span data-offset-key="7l6in-4-4" style="font-weight: bold;"><span data-text="true">e</span></span><span data-offset-key="7l6in-4-5" style="font-weight: bold;"><span data-text="true"> </span></span><span data-offset-key="7l6in-4-6" style="font-weight: bold;"><span data-text="true">P</span></span><span data-offset-key="7l6in-4-7" style="font-weight: bold;"><span data-text="true">u</span></span><span data-offset-key="7l6in-4-8" style="font-weight: bold;"><span data-text="true">b</span></span><span data-offset-key="7l6in-4-9" style="font-weight: bold;"><span data-text="true">l</span></span><span data-offset-key="7l6in-4-10" style="font-weight: bold;"><span data-text="true">i</span></span><span data-offset-key="7l6in-4-11" style="font-weight: bold;"><span data-text="true">c</span></span><span data-offset-key="7l6in-4-12" style="font-weight: bold;"><span data-text="true">a</span></span><span data-offset-key="7l6in-4-13" style="font-weight: bold;"><span data-text="true">t</span></span><span data-offset-key="7l6in-4-14" style="font-weight: bold;"><span data-text="true">i</span></span><span data-offset-key="7l6in-4-15" style="font-weight: bold;"><span data-text="true">o</span></span><span data-offset-key="7l6in-4-16" style="font-weight: bold;"><span data-text="true">n</span></span><span data-offset-key="7l6in-4-17" style="font-weight: bold;"><span data-text="true">s</span></span><span data-offset-key="7l6in-4-18" style="font-weight: bold;"><span data-text="true">.</span></span></a></div></div>]]></description><itunes:summary><![CDATA[<div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="6igeo" data-offset-key="aeogs-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="aeogs-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="aeogs-0-0">In the episode 14, Frank.C.Clifford joins the show to discuss various aspects of systematic/streamlined education and teaching in astrology. </span></div></div><div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="6igeo" data-offset-key="ckvec-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="ckvec-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><div class="_3Y-components-SimpleRichTextEditor-components-ImageSpan--image" style="background-repeat: no-repeat; overflow: hidden; vertical-align: bottom; background-image: url(&quot;https://c9.patreon.com/p/post/22069029/7171ec97ee384c3cbb740179a2fae8a7/1?v=1539577624-QzKPjK26jVr2ZrYictrL4IMLoDuKV2uRFmF1JJGyCQw%3D&quot;); background-size: contain; border-width: 1px; border-style: solid; border-color: rgb(161, 173, 181); line-height: 202.554px; font-size: 202.554px; width: 681.5px; height: 202.554px; min-width: 16px; min-height: 16px; letter-spacing: 681.5px;">&nbsp;</div></div></div><div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="6igeo" data-offset-key="7lvp4-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="7lvp4-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="7lvp4-0-0" style="font-weight: bold;">Major points of discussion:</span></div></div><ul class="public-DraftStyleDefault-ul" data-offset-key="bm7k9-0-0" style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-reset public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="6igeo" data-offset-key="bm7k9-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em; counter-reset: ol0 0;"><div data-offset-key="bm7k9-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="bm7k9-0-0">Advantage of systematic learning </span></div></li><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="6igeo" data-offset-key="1297m-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em;"><div data-offset-key="1297m-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="1297m-0-0">London School of Astrology</span></div></li><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="6igeo" data-offset-key="118sk-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em;"><div data-offset-key="118sk-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="118sk-0-0">Palmistry and Astrology</span></div></li><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="6igeo" data-offset-key="6s5h4-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em;"><div data-offset-key="6s5h4-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="6s5h4-0-0">Self taught vs School taught</span></div></li></ul><div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="6igeo" data-offset-key="7l6in-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="7l6in-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><a href="http://frankclifford.co.uk/" class="_4X_-components-SimpleRichTextEditor-components-LinkSpan--linkSpan" style="color: rgb(29, 155, 219); cursor: pointer; text-decoration-line: underline;"><span data-offset-key="7l6in-0-0" style="font-weight: bold;"><span data-text="true">F</span></span><span data-offset-key="7l6in-0-1" style="font-weight: bold;"><span data-text="true">r</span></span><span data-offset-key="7l6in-0-2" style="font-weight: bold;"><span data-text="true">a</span></span><span data-offset-key="7l6in-0-3" style="font-weight: bold;"><span data-text="true">n</span></span><span data-offset-key="7l6in-0-4" style="font-weight: bold;"><span data-text="true">k</span></span><span data-offset-key="7l6in-0-5" style="font-weight: bold;"><span data-text="true">.</span></span><span data-offset-key="7l6in-0-6" style="font-weight: bold;"><span data-text="true">C</span></span><span data-offset-key="7l6in-0-7" style="font-weight: bold;"><span data-text="true">.</span></span><span data-offset-key="7l6in-0-8" style="font-weight: bold;"><span data-text="true">C</span></span><span data-offset-key="7l6in-0-9" style="font-weight: bold;"><span data-text="true">l</span></span><span data-offset-key="7l6in-0-10" style="font-weight: bold;"><span data-text="true">i</span></span><span data-offset-key="7l6in-0-11" style="font-weight: bold;"><span data-text="true">f</span></span><span data-offset-key="7l6in-0-12" style="font-weight: bold;"><span data-text="true">f</span></span><span data-offset-key="7l6in-0-13" style="font-weight: bold;"><span data-text="true">o</span></span><span data-offset-key="7l6in-0-14" style="font-weight: bold;"><span data-text="true">r</span></span><span data-offset-key="7l6in-0-15" style="font-weight: bold;"><span data-text="true">d</span></span></a><span data-offset-key="7l6in-1-0"> is a multifaceted personality in the astrological community who dons the role of a consultant astrologer/palmist, publisher, author, writer, teacher and editor. Frank is also the Principal of </span><a href="http://www.londonschoolofastrology.co.uk/" class="_4X_-components-SimpleRichTextEditor-components-LinkSpan--linkSpan" style="color: rgb(29, 155, 219); cursor: pointer; text-decoration-line: underline;"><span data-offset-key="7l6in-2-0" style="font-weight: bold;"><span data-text="true">L</span></span><span data-offset-key="7l6in-2-1" style="font-weight: bold;"><span data-text="true">o</span></span><span data-offset-key="7l6in-2-2" style="font-weight: bold;"><span data-text="true">n</span></span><span data-offset-key="7l6in-2-3" style="font-weight: bold;"><span data-text="true">d</span></span><span data-offset-key="7l6in-2-4" style="font-weight: bold;"><span data-text="true">o</span></span><span data-offset-key="7l6in-2-5" style="font-weight: bold;"><span data-text="true">n</span></span><span data-offset-key="7l6in-2-6" style="font-weight: bold;"><span data-text="true"> </span></span><span data-offset-key="7l6in-2-7" style="font-weight: bold;"><span data-text="true">S</span></span><span data-offset-key="7l6in-2-8" style="font-weight: bold;"><span data-text="true">c</span></span><span data-offset-key="7l6in-2-9" style="font-weight: bold;"><span data-text="true">h</span></span><span data-offset-key="7l6in-2-10" style="font-weight: bold;"><span data-text="true">o</span></span><span data-offset-key="7l6in-2-11" style="font-weight: bold;"><span data-text="true">o</span></span><span data-offset-key="7l6in-2-12" style="font-weight: bold;"><span data-text="true">l</span></span><span data-offset-key="7l6in-2-13" style="font-weight: bold;"><span data-text="true"> </span></span><span data-offset-key="7l6in-2-14" style="font-weight: bold;"><span data-text="true">o</span></span><span data-offset-key="7l6in-2-15" style="font-weight: bold;"><span data-text="true">f</span></span><span data-offset-key="7l6in-2-16" style="font-weight: bold;"><span data-text="true"> </span></span><span data-offset-key="7l6in-2-17" style="font-weight: bold;"><span data-text="true">A</span></span><span data-offset-key="7l6in-2-18" style="font-weight: bold;"><span data-text="true">s</span></span><span data-offset-key="7l6in-2-19" style="font-weight: bold;"><span data-text="true">t</span></span><span data-offset-key="7l6in-2-20" style="font-weight: bold;"><span data-text="true">r</span></span><span data-offset-key="7l6in-2-21" style="font-weight: bold;"><span data-text="true">o</span></span><span data-offset-key="7l6in-2-22" style="font-weight: bold;"><span data-text="true">l</span></span><span data-offset-key="7l6in-2-23" style="font-weight: bold;"><span data-text="true">o</span></span><span data-offset-key="7l6in-2-24" style="font-weight: bold;"><span data-text="true">g</span></span><span data-offset-key="7l6in-2-25" style="font-weight: bold;"><span data-text="true">y</span></span></a><span data-offset-key="7l6in-3-0">. He also publishes astrology books through </span><a href="http://www.flareuk.com/" class="_4X_-components-SimpleRichTextEditor-components-LinkSpan--linkSpan" style="color: rgb(29, 155, 219); cursor: pointer; text-decoration-line: underline;"><span data-offset-key="7l6in-4-0" style="font-weight: bold;"><span data-text="true">F</span></span><span data-offset-key="7l6in-4-1" style="font-weight: bold;"><span data-text="true">l</span></span><span data-offset-key="7l6in-4-2" style="font-weight: bold;"><span data-text="true">a</span></span><span data-offset-key="7l6in-4-3" style="font-weight: bold;"><span data-text="true">r</span></span><span data-offset-key="7l6in-4-4" style="font-weight: bold;"><span data-text="true">e</span></span><span data-offset-key="7l6in-4-5" style="font-weight: bold;"><span data-text="true"> </span></span><span data-offset-key="7l6in-4-6" style="font-weight: bold;"><span data-text="true">P</span></span><span data-offset-key="7l6in-4-7" style="font-weight: bold;"><span data-text="true">u</span></span><span data-offset-key="7l6in-4-8" style="font-weight: bold;"><span data-text="true">b</span></span><span data-offset-key="7l6in-4-9" style="font-weight: bold;"><span data-text="true">l</span></span><span data-offset-key="7l6in-4-10" style="font-weight: bold;"><span data-text="true">i</span></span><span data-offset-key="7l6in-4-11" style="font-weight: bold;"><span data-text="true">c</span></span><span data-offset-key="7l6in-4-12" style="font-weight: bold;"><span data-text="true">a</span></span><span data-offset-key="7l6in-4-13" style="font-weight: bold;"><span data-text="true">t</span></span><span data-offset-key="7l6in-4-14" style="font-weight: bold;"><span data-text="true">i</span></span><span data-offset-key="7l6in-4-15" style="font-weight: bold;"><span data-text="true">o</span></span><span data-offset-key="7l6in-4-16" style="font-weight: bold;"><span data-text="true">n</span></span><span data-offset-key="7l6in-4-17" style="font-weight: bold;"><span data-text="true">s</span></span><span data-offset-key="7l6in-4-18" style="font-weight: bold;"><span data-text="true">.</span></span></a></div></div>]]></itunes:summary><link>https://www.podcasts.com/celestial-vibes-podcast-astrology-19/episode/EP-14-Frank.C.Clifford-on-Systematic-Education-and-Teaching-in-Astrology-23eb</link><pubDate>Mon, 15 Oct 2018 04:37:30 +0000</pubDate><enclosure url="http://awscdn.podcasts.com/EP-14-Frank.C.Clifford-on-Systematic-Education-and-Teaching-in-Astrology-23eb.mp3" type="audio/mpeg" length="44103318"/><author>Celestial Vibes Podcast - Astrology</author><itunes:author>Celestial Vibes Podcast - Astrology</itunes:author><itunes:episodeType>Full</itunes:episodeType><itunes:duration>45:56</itunes:duration><guid>EP-14-Frank.C.Clifford-on-Systematic-Education-and-Teaching-in-Astrology-23eb</guid><itunes:image href="https://s3.amazonaws.com/podcasts-image-uploads/celestial-vibes-podcast-astrology-19-large.jpg"/></item><item><title><![CDATA[EP-13 - Robert Wilkinson about his book - Part 2]]></title><itunes:title><![CDATA[EP-13 - Robert Wilkinson about his book - Part 2]]></itunes:title><itunes:subtitle><![CDATA[Insight to Inside]]></itunes:subtitle><description><![CDATA[<div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="dgk2c" data-offset-key="83fii-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="83fii-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="83fii-0-0">Episode 13 is the Part-2 of the Episode 7. Astrologer, </span><a href="http://www.aquariuspapers.com/" class="_4X_-components-SimpleRichTextEditor-components-LinkSpan--linkSpan" style="color: rgb(29, 155, 219); cursor: pointer; text-decoration-line: underline;">Robert Wilkinson</a><span data-offset-key="83fii-2-0"> talks about his book, </span><a href="https://www.amazon.com/Saturn-Spiritual-Master-Friend/dp/1940751039" class="_4X_-components-SimpleRichTextEditor-components-LinkSpan--linkSpan" style="color: rgb(29, 155, 219); cursor: pointer; text-decoration-line: underline;"><span data-offset-key="83fii-3-0" style="font-weight: bold;">Saturn: Spiritual Master, Spiritual Friend</span></a><span data-offset-key="83fii-4-0">. </span></div></div><div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="dgk2c" data-offset-key="8n9aa-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="8n9aa-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><div class="_3Y-components-SimpleRichTextEditor-components-ImageSpan--image" style="background-repeat: no-repeat; overflow: hidden; vertical-align: bottom; background-image: url(&quot;https://c9.patreon.com/p/post/21604237/dced3b0c26304fdda71cb73e55c09f88/1?v=1537766946-UeGhr%2FLPcomUUEm6ZVUQGXwVPBq9t%2Bfgnz%2B8mQxSj6Y%3D&quot;); background-size: contain; border-width: 1px; border-style: solid; border-color: rgb(161, 173, 181); line-height: 151.836px; font-size: 151.836px; width: 537.5px; height: 151.836px; min-width: 16px; min-height: 16px; letter-spacing: 537.5px;">&nbsp;</div></div></div><div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="dgk2c" data-offset-key="9ak41-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="9ak41-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="9ak41-0-0" style="font-weight: bold;">Major points of discussion:</span></div></div><ul class="public-DraftStyleDefault-ul" data-offset-key="e1p1o-0-0" style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-reset public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="dgk2c" data-offset-key="e1p1o-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em; counter-reset: ol0 0;"><div data-offset-key="e1p1o-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="e1p1o-0-0">Saturn Transits - Dealing with Saturn transits from an inner level by understanding what we can and cannot do.</span></div></li><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="dgk2c" data-offset-key="d7od7-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em;"><div data-offset-key="d7od7-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="d7od7-0-0">Saturn aspects - Square, Opposition, Trine, Sextile (special reference to Moon).</span></div></li><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="dgk2c" data-offset-key="8uvrd-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em;"><div data-offset-key="8uvrd-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="8uvrd-0-0">Conjunctions - A Refresher</span></div></li></ul><div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="dgk2c" data-offset-key="7ftcc-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="7ftcc-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="7ftcc-0-0" style="font-weight: bold;">Dimensions of planetary expressions:</span></div></div><ul class="public-DraftStyleDefault-ul" data-offset-key="ce0ri-0-0" style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-reset public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="dgk2c" data-offset-key="ce0ri-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em; counter-reset: ol0 0;"><div data-offset-key="ce0ri-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="ce0ri-0-0">Material or Physical Level</span></div></li><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="dgk2c" data-offset-key="1on9f-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em;"><div data-offset-key="1on9f-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="1on9f-0-0">Social or Emotional Level</span></div></li><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="dgk2c" data-offset-key="53okf-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em;"><div data-offset-key="53okf-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="53okf-0-0">Spiritual or Philosophical Level</span></div></li></ul><div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="dgk2c" data-offset-key="3m83g-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="3m83g-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="3m83g-0-0">To check out Robert Wilkinsons' book, please visit </span><a href="http://www.aquariuspapers.com/" class="_4X_-components-SimpleRichTextEditor-components-LinkSpan--linkSpan" style="color: rgb(29, 155, 219); cursor: pointer; text-decoration-line: underline;"><span data-offset-key="3m83g-1-0" style="font-weight: bold;">www.aquariuspapers.com</span></a><span data-offset-key="3m83g-2-0"> </span></div></div><div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="dgk2c" data-offset-key="dnfps-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="dnfps-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="dnfps-0-0">In the next episode, I will be exploring Robert Wilkinson's views (as in his book) on saturn Return and the life choices that we have to make during that crucial period.</span></div></div>]]></description><itunes:summary><![CDATA[<div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="dgk2c" data-offset-key="83fii-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="83fii-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="83fii-0-0">Episode 13 is the Part-2 of the Episode 7. Astrologer, </span><a href="http://www.aquariuspapers.com/" class="_4X_-components-SimpleRichTextEditor-components-LinkSpan--linkSpan" style="color: rgb(29, 155, 219); cursor: pointer; text-decoration-line: underline;">Robert Wilkinson</a><span data-offset-key="83fii-2-0"> talks about his book, </span><a href="https://www.amazon.com/Saturn-Spiritual-Master-Friend/dp/1940751039" class="_4X_-components-SimpleRichTextEditor-components-LinkSpan--linkSpan" style="color: rgb(29, 155, 219); cursor: pointer; text-decoration-line: underline;"><span data-offset-key="83fii-3-0" style="font-weight: bold;">Saturn: Spiritual Master, Spiritual Friend</span></a><span data-offset-key="83fii-4-0">. </span></div></div><div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="dgk2c" data-offset-key="8n9aa-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="8n9aa-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><div class="_3Y-components-SimpleRichTextEditor-components-ImageSpan--image" style="background-repeat: no-repeat; overflow: hidden; vertical-align: bottom; background-image: url(&quot;https://c9.patreon.com/p/post/21604237/dced3b0c26304fdda71cb73e55c09f88/1?v=1537766946-UeGhr%2FLPcomUUEm6ZVUQGXwVPBq9t%2Bfgnz%2B8mQxSj6Y%3D&quot;); background-size: contain; border-width: 1px; border-style: solid; border-color: rgb(161, 173, 181); line-height: 151.836px; font-size: 151.836px; width: 537.5px; height: 151.836px; min-width: 16px; min-height: 16px; letter-spacing: 537.5px;">&nbsp;</div></div></div><div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="dgk2c" data-offset-key="9ak41-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="9ak41-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="9ak41-0-0" style="font-weight: bold;">Major points of discussion:</span></div></div><ul class="public-DraftStyleDefault-ul" data-offset-key="e1p1o-0-0" style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-reset public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="dgk2c" data-offset-key="e1p1o-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em; counter-reset: ol0 0;"><div data-offset-key="e1p1o-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="e1p1o-0-0">Saturn Transits - Dealing with Saturn transits from an inner level by understanding what we can and cannot do.</span></div></li><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="dgk2c" data-offset-key="d7od7-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em;"><div data-offset-key="d7od7-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="d7od7-0-0">Saturn aspects - Square, Opposition, Trine, Sextile (special reference to Moon).</span></div></li><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="dgk2c" data-offset-key="8uvrd-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em;"><div data-offset-key="8uvrd-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="8uvrd-0-0">Conjunctions - A Refresher</span></div></li></ul><div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="dgk2c" data-offset-key="7ftcc-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="7ftcc-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="7ftcc-0-0" style="font-weight: bold;">Dimensions of planetary expressions:</span></div></div><ul class="public-DraftStyleDefault-ul" data-offset-key="ce0ri-0-0" style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-reset public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="dgk2c" data-offset-key="ce0ri-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em; counter-reset: ol0 0;"><div data-offset-key="ce0ri-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="ce0ri-0-0">Material or Physical Level</span></div></li><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="dgk2c" data-offset-key="1on9f-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em;"><div data-offset-key="1on9f-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="1on9f-0-0">Social or Emotional Level</span></div></li><li class="public-DraftStyleDefault-unorderedListItem public-DraftStyleDefault-depth0 public-DraftStyleDefault-listLTR" data-block="true" data-editor="dgk2c" data-offset-key="53okf-0-0" style="direction: ltr; list-style-type: disc; position: relative; margin-left: 1.5em;"><div data-offset-key="53okf-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="53okf-0-0">Spiritual or Philosophical Level</span></div></li></ul><div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="dgk2c" data-offset-key="3m83g-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="3m83g-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="3m83g-0-0">To check out Robert Wilkinsons' book, please visit </span><a href="http://www.aquariuspapers.com/" class="_4X_-components-SimpleRichTextEditor-components-LinkSpan--linkSpan" style="color: rgb(29, 155, 219); cursor: pointer; text-decoration-line: underline;"><span data-offset-key="3m83g-1-0" style="font-weight: bold;">www.aquariuspapers.com</span></a><span data-offset-key="3m83g-2-0"> </span></div></div><div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="dgk2c" data-offset-key="dnfps-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="dnfps-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="dnfps-0-0">In the next episode, I will be exploring Robert Wilkinson's views (as in his book) on saturn Return and the life choices that we have to make during that crucial period.</span></div></div>]]></itunes:summary><link>https://www.podcasts.com/celestial-vibes-podcast-astrology-19/episode/EP-13-Robert-Wilkinson-about-his-book-Part-2-18e4</link><pubDate>Mon, 24 Sep 2018 05:37:15 +0000</pubDate><enclosure url="http://awscdn.podcasts.com/EP-13-Robert-Wilkinson-about-his-book-Part-2-18e4.mp3" type="audio/mpeg" length="66338270"/><author>Celestial Vibes Podcast - Astrology</author><itunes:author>Celestial Vibes Podcast - Astrology</itunes:author><itunes:episodeType>Full</itunes:episodeType><itunes:duration>69:06</itunes:duration><guid>EP-13-Robert-Wilkinson-about-his-book-Part-2-18e4</guid><itunes:image href="https://s3.amazonaws.com/podcasts-image-uploads/celestial-vibes-podcast-astrology-19-large.jpg"/></item><item><title><![CDATA[EP-12 - Lars Panaro on Aspect Doctrine of Hellenistic Astrology]]></title><itunes:title><![CDATA[EP-12 - Lars Panaro on Aspect Doctrine of Hellenistic Astrology]]></itunes:title><itunes:subtitle><![CDATA[Insight to Inside]]></itunes:subtitle><description><![CDATA[<p><img 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]]></itunes:summary><link>https://www.podcasts.com/celestial-vibes-podcast-astrology-19/episode/EP-12-Lars-Panaro-on-Aspect-Doctrine-of-Hellenistic-Astrology-961f</link><pubDate>Tue, 18 Sep 2018 04:50:28 +0000</pubDate><enclosure url="http://awscdn.podcasts.com/EP-12-Lars-Panaro-on-Aspect-Doctrine-of-Hellenistic-Astrology-961f.mp3" type="audio/mpeg" length="67628028"/><author>Celestial Vibes Podcast - Astrology</author><itunes:author>Celestial Vibes Podcast - Astrology</itunes:author><itunes:episodeType>Full</itunes:episodeType><itunes:duration>70:26</itunes:duration><guid>EP-12-Lars-Panaro-on-Aspect-Doctrine-of-Hellenistic-Astrology-961f</guid><itunes:image href="https://s3.amazonaws.com/podcasts-image-uploads/celestial-vibes-podcast-astrology-19-large.jpg"/></item><item><title><![CDATA[EP-11 - Expectations of a client from an astrologer with Tara Aal]]></title><itunes:title><![CDATA[EP-11 - Expectations of a client from an astrologer with Tara Aal]]></itunes:title><itunes:subtitle><![CDATA[Insight to Inside]]></itunes:subtitle><description><![CDATA[<p>In the episode 11 of Celestial Vibes Podcast, Astrolger <a href="http://www.taraaal.com"><b>Tara Aal</b></a> joins me to discuss about the expectations that the clients have from astrologers.</p><p><img 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]]></description><itunes:summary><![CDATA[<p>In the episode 11 of Celestial Vibes Podcast, Astrolger <a href="http://www.taraaal.com"><b>Tara Aal</b></a> joins me to discuss about the expectations that the clients have from astrologers.</p><p><img 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b48MfvY5rnBdNu+YVp6fIrVXteYhwLOtT77cj05rxj4+R7dG0h2OWMrY+mK9X1p3Rn+bivJfjhp897penXafPFbZVvbNdlOWhw1lozxeiiitTzRWOaSjpRQAVZs3SGYGVcrjpTYlCgGmz/ezQAksxdm54qOiigAooooAKKKKACiiigAooo2nrigAooooAKKKKACiiigAooooAKB1oooA6LwnY3N5fWwt0BZZVbcewBr9GvhzbRf8I3Y3CYLvGoZh6gV8HfBnxFb6bqkltdQefFJjb8vQ9K+/fh/GsXhi0UL5eACFx0Brph8JtS3OlUfKKceOKFp4+]]></itunes:summary><link>https://www.podcasts.com/celestial-vibes-podcast-astrology-19/episode/EP-11-Expectations-of-a-client-from-an-astrologer-with-Tara-Aal-746e</link><pubDate>Sun, 09 Sep 2018 19:00:42 +0000</pubDate><enclosure url="http://awscdn.podcasts.com/EP-11-Expectations-of-a-client-from-an-astrologer-with-Tara-Aal-746e.mp3" type="audio/mpeg" length="37879728"/><author>Celestial Vibes Podcast - Astrology</author><itunes:author>Celestial Vibes Podcast - Astrology</itunes:author><itunes:episodeType>Full</itunes:episodeType><itunes:duration>39:27</itunes:duration><guid>EP-11-Expectations-of-a-client-from-an-astrologer-with-Tara-Aal-746e</guid><itunes:image href="https://s3.amazonaws.com/podcasts-image-uploads/celestial-vibes-podcast-astrology-19-large.jpg"/></item><item><title><![CDATA[EP-10 - Astrological Forecast for the Virgo season - 2018]]></title><itunes:title><![CDATA[EP-10 - Astrological Forecast for the Virgo season - 2018]]></itunes:title><itunes:subtitle><![CDATA[Insight to Inside]]></itunes:subtitle><description><![CDATA[<p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;">This is the episode 10 of <a href="http://www.theabverdict.com/podcast" rel="nofollow noopener" target="_blank" style="cursor: pointer; color: rgb(248, 90, 68); font-weight: 700;">Celestial Vibes Podcast</a> and I have decided to do an Astrology forecast for every month with reference to Sun’s entry into a particular Zodiac sign. This episode is a discussion on various transits that take place between September 17, 2018 to October 16, 2018 (Sidereal Transits).</p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;"><img 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]]></description><itunes:summary><![CDATA[<p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;">This is the episode 10 of <a href="http://www.theabverdict.com/podcast" rel="nofollow noopener" target="_blank" style="cursor: pointer; color: rgb(248, 90, 68); font-weight: 700;">Celestial Vibes Podcast</a> and I have decided to do an Astrology forecast for every month with reference to Sun’s entry into a particular Zodiac sign. This episode is a discussion on various transits that take place between September 17, 2018 to October 16, 2018 (Sidereal Transits).</p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;"><img 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]]></itunes:summary><link>https://www.podcasts.com/celestial-vibes-podcast-astrology-19/episode/EP-10-Astrological-Forecast-for-the-Virgo-season-2018-c343</link><pubDate>Wed, 05 Sep 2018 15:56:18 +0000</pubDate><enclosure url="http://awscdn.podcasts.com/EP-10-Astrological-Forecast-for-the-Virgo-season-2018-c343.mp3" type="audio/mpeg" length="201876290"/><author>Celestial Vibes Podcast - Astrology</author><itunes:author>Celestial Vibes Podcast - Astrology</itunes:author><itunes:episodeType>Full</itunes:episodeType><itunes:duration>84:07</itunes:duration><guid>EP-10-Astrological-Forecast-for-the-Virgo-season-2018-c343</guid><itunes:image href="https://s3.amazonaws.com/podcasts-image-uploads/celestial-vibes-podcast-astrology-19-large.jpg"/></item><item><title><![CDATA[EP-09 - Planetary Dignity with Fernando Raul]]></title><itunes:title><![CDATA[EP-09 - Planetary Dignity with Fernando Raul]]></itunes:title><itunes:subtitle><![CDATA[Insight to Inside]]></itunes:subtitle><description><![CDATA[<p><span style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-line; background-color: rgb(255, 255, 255);">In the episode 9 of Celestial Vibes Podcast, I am joined by Astrologer Fernando Raul where we discuss the various Planetary Dignities (from Vedic Astrology point of view) listed out by Fernando that are divided into 9 lists. This is based on an article that Fernando has written for the Sep-Oct 2018 issue of Celestial Vibes e-Magazine. To explore more, the readers can purchase the issue# 4 once it is released on </span><a href="http://www.celestialvibesmagazine.com/" rel="nofollow noopener" target="_blank" style="background-color: rgb(255, 255, 255); cursor: pointer; color: rgb(249, 104, 84); font-weight: 700; font-family: America, sans-serif; font-size: 16px; white-space: pre-line;"><strong>www.celestialvibesmagazine.com</strong></a><span style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-line; background-color: rgb(255, 255, 255);">.</span></p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;">If you want to reach out to Fernando Raul, please visit <a href="http://www.fernandoraulastrology.com/" rel="nofollow noopener" target="_blank" style="cursor: pointer; color: rgb(248, 90, 68); font-weight: 700;">www.fernandoraulastrology.com</a>.</p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;">&nbsp;If you like this production, please consider becoming a Patron of the Podcast. I you would like to subscribe to the Celestial Vibes Magazine, please visit <a href="http://www.celestialvibesmagazine.com/" rel="nofollow noopener" target="_blank" style="cursor: pointer; color: rgb(248, 90, 68); font-weight: 700;">www.celestialvibesmagazine.com</a>.&nbsp;</p>]]></description><itunes:summary><![CDATA[<p><span style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-line; background-color: rgb(255, 255, 255);">In the episode 9 of Celestial Vibes Podcast, I am joined by Astrologer Fernando Raul where we discuss the various Planetary Dignities (from Vedic Astrology point of view) listed out by Fernando that are divided into 9 lists. This is based on an article that Fernando has written for the Sep-Oct 2018 issue of Celestial Vibes e-Magazine. To explore more, the readers can purchase the issue# 4 once it is released on </span><a href="http://www.celestialvibesmagazine.com/" rel="nofollow noopener" target="_blank" style="background-color: rgb(255, 255, 255); cursor: pointer; color: rgb(249, 104, 84); font-weight: 700; font-family: America, sans-serif; font-size: 16px; white-space: pre-line;"><strong>www.celestialvibesmagazine.com</strong></a><span style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-line; background-color: rgb(255, 255, 255);">.</span></p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;">If you want to reach out to Fernando Raul, please visit <a href="http://www.fernandoraulastrology.com/" rel="nofollow noopener" target="_blank" style="cursor: pointer; color: rgb(248, 90, 68); font-weight: 700;">www.fernandoraulastrology.com</a>.</p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;">&nbsp;If you like this production, please consider becoming a Patron of the Podcast. I you would like to subscribe to the Celestial Vibes Magazine, please visit <a href="http://www.celestialvibesmagazine.com/" rel="nofollow noopener" target="_blank" style="cursor: pointer; color: rgb(248, 90, 68); font-weight: 700;">www.celestialvibesmagazine.com</a>.&nbsp;</p>]]></itunes:summary><link>https://www.podcasts.com/celestial-vibes-podcast-astrology-19/episode/EP-09-Planetary-Dignity-with-Fernando-Raul-4aac</link><pubDate>Wed, 05 Sep 2018 15:43:03 +0000</pubDate><enclosure url="http://awscdn.podcasts.com/EP-09-Planetary-Dignity-with-Fernando-Raul-4aac.mp3" type="audio/mpeg" length="79994966"/><author>Celestial Vibes Podcast - Astrology</author><itunes:author>Celestial Vibes Podcast - Astrology</itunes:author><itunes:episodeType>Full</itunes:episodeType><itunes:duration>83:19</itunes:duration><guid>EP-09-Planetary-Dignity-with-Fernando-Raul-4aac</guid><itunes:image href="https://s3.amazonaws.com/podcasts-image-uploads/celestial-vibes-podcast-astrology-19-large.jpg"/></item><item><title><![CDATA[EP-08 - Update- Celestial Vibes Magazine - Issue#4]]></title><itunes:title><![CDATA[EP-08 - Update- Celestial Vibes Magazine - Issue#4]]></itunes:title><itunes:subtitle><![CDATA[Insight to Inside]]></itunes:subtitle><description><![CDATA[<div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="8qvs9" data-offset-key="6qpkq-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="6qpkq-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="6qpkq-0-0">The idea is to let the people know on the updates of the Celestial Vibes Magazine for the period of September - October 2018.&nbsp;</span></div></div><p><div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="8qvs9" data-offset-key="el4a8-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"></div></p><div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="8qvs9" data-offset-key="epbob-0-0" style="margin: 1em 0px; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: pre-wrap; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: rgb(255, 255, 255); text-decoration-style: initial; text-decoration-color: initial;"><div data-offset-key="epbob-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; white-space: pre-wrap; direction: ltr; text-align: left;"><span data-offset-key="epbob-0-0"><span data-text="true">I am planning to talk about the magazine updates before every issue.</span></span></div></div>]]></description><itunes:summary><![CDATA[<div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="8qvs9" data-offset-key="6qpkq-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"><div data-offset-key="6qpkq-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; direction: ltr;"><span data-offset-key="6qpkq-0-0">The idea is to let the people know on the updates of the Celestial Vibes Magazine for the period of September - October 2018.&nbsp;</span></div></div><p><div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="8qvs9" data-offset-key="el4a8-0-0" style="margin-top: 1em; margin-bottom: 1em; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-wrap; background-color: rgb(255, 255, 255);"></div></p><div class="_2TO-components-SimpleRichTextEditor--paragraphElement" data-block="true" data-editor="8qvs9" data-offset-key="epbob-0-0" style="margin: 1em 0px; color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: pre-wrap; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; background-color: rgb(255, 255, 255); text-decoration-style: initial; text-decoration-color: initial;"><div data-offset-key="epbob-0-0" class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" style="position: relative; white-space: pre-wrap; direction: ltr; text-align: left;"><span data-offset-key="epbob-0-0"><span data-text="true">I am planning to talk about the magazine updates before every issue.</span></span></div></div>]]></itunes:summary><link>https://www.podcasts.com/celestial-vibes-podcast-astrology-19/episode/EP-08-Update-Celestial-Vibes-Magazine-Issue4-020d</link><pubDate>Wed, 05 Sep 2018 15:35:43 +0000</pubDate><enclosure url="http://awscdn.podcasts.com/EP-08-Update-Celestial-Vibes-Magazine-Issue4-020d.mp3" type="audio/mpeg" length="3773201"/><author>Celestial Vibes Podcast - Astrology</author><itunes:author>Celestial Vibes Podcast - Astrology</itunes:author><itunes:episodeType>Full</itunes:episodeType><itunes:duration>3:56</itunes:duration><guid>EP-08-Update-Celestial-Vibes-Magazine-Issue4-020d</guid><itunes:image href="https://s3.amazonaws.com/podcasts-image-uploads/celestial-vibes-podcast-astrology-19-large.jpg"/></item><item><title><![CDATA[EP-07 - Robert Wilkinson about his book on Saturn]]></title><itunes:title><![CDATA[EP-07 - Robert Wilkinson about his book on Saturn]]></itunes:title><itunes:subtitle><![CDATA[Insight to Inside]]></itunes:subtitle><description><![CDATA[<p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;"><a href="http://www.aquariuspapers.com/" rel="nofollow noopener" target="_blank" style="background-color: rgb(255, 255, 255); cursor: pointer; color: rgb(249, 104, 84); font-weight: 700; font-size: 16px;"><strong>Robert Wilkinson</strong></a><span style="font-size: 16px; background-color: rgb(255, 255, 255);"> is an Astrologer, spiritual teacher and a writer who is stepping into his 48th year as an Astrologer. With almost 48 years in the field of Astrology, Robert Wilkinson has a wide perspective aboout the changing times in the astrological community with regard to how Astrology has evolved as a divine science of our daily lives. Robert Wilkinson has publihsed more than 6000 articles on </span><a href="http://www.aquariuspapers.com/" rel="nofollow noopener" target="_blank" style="background-color: rgb(255, 255, 255); cursor: pointer; color: rgb(249, 104, 84); font-weight: 700; font-size: 16px;"><strong>www.aquariuspapers.com</strong></a><span style="font-size: 16px; background-color: rgb(255, 255, 255);">. Robert Wilkinson writes educative articles on some important transits that are taking place in the sky that carry deeper spiritual and psychological meanings with the right amount of spiritual touch.   </span></p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;"><img data-media-id="11217097" src="https://c10.patreonusercontent.com/3/eyJ3IjoxMjQwfQ%3D%3D/patreon-media/p/post/20982398/c16c9385336d48c7b55e50df5a057278/1?token-time=1537315200&token-hash=fDcm8m7kouRiUcIOrBbXRE9oZedJWZlS7t78AZyFUXo%3D" style="max-width: 100%;"></p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;">The purpose of this podcast is to talk about Robert Wilkinson's book, <a href="https://www.amazon.com/Saturn-Spiritual-Master-Friend/dp/1940751039" rel="nofollow noopener" target="_blank" style="cursor: pointer; color: rgb(248, 90, 68); font-weight: 700;">Saturn: Spiritual Master, Spiritual Friend</a>. I was impressed by this book specifically because it deals with the deeper psychological and spiritual impacts and understanding that Saturn is capable of bringing a serious influence in the nature of a human being.</p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;"><strong>Major points of discussion: </strong></p><ul style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-line; background-color: rgb(255, 255, 255);"><li>Robert's background in Astrology </li><li>Motivation to write this book</li><li>Signifiance of the title </li><li>Saturn is not bad but constructive </li><li>Making friends with Saturn Dharma and Karma – Saturn's role </li><li>Gaurdian of the ring-pass-not Saturn Return</li></ul><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;"><strong>Books by Robert Wilkinson</strong></p><ul style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-line; background-color: rgb(255, 255, 255);"><li>Saturn: Spiritual Master, Spiritual Friend </li><li>A New Look at Mercury Retrograde </li><li>Love, Dad </li></ul><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;">If you want to purchase this book, click <a href="https://www.amazon.com/Saturn-Spiritual-Master-Friend/dp/1940751039" rel="nofollow noopener" target="_blank" style="cursor: pointer; color: rgb(248, 90, 68); font-weight: 700;">Robert Wilkinsons' book. </a></p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;"><strong>Robert Wilkinson and Celestial Vibes  </strong></p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;">Issue# 1: Expression of heart through words – An Interview (March – April 2018) </p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;">Issue# 2: Does Astrology Influence a Buddha or Guru (May – June 2018) </p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;">Issue# 3: A Celebration (July – August 2018) </p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;">Issue# 4: The Seven Different Types of Learning (Sep – Oct 2018) </p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;">If you think you like this production, please consider supporting by becoming a Patron of the Podcast show via Patreon.   </p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;">If you want to subcscribe or purchase <a href="http://www.celestialvibesmagazine.com/" rel="nofollow noopener" target="_blank" style="cursor: pointer; color: rgb(248, 90, 68); font-weight: 700;">Celestial Vibes e-Magazine</a>, please visit <a href="http://www.celestialvibesmagazine.com/" target="_blank" rel="noopener noreferrer" style="cursor: pointer; color: rgb(248, 90, 68); font-weight: 700;">celestialvibesmagazine.com</a>. </p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;"><br></p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;"><img 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" data-filename="book.jpg" style="width: 324px;"><br></p>]]></description><itunes:summary><![CDATA[<p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;"><a href="http://www.aquariuspapers.com/" rel="nofollow noopener" target="_blank" style="background-color: rgb(255, 255, 255); cursor: pointer; color: rgb(249, 104, 84); font-weight: 700; font-size: 16px;"><strong>Robert Wilkinson</strong></a><span style="font-size: 16px; background-color: rgb(255, 255, 255);"> is an Astrologer, spiritual teacher and a writer who is stepping into his 48th year as an Astrologer. With almost 48 years in the field of Astrology, Robert Wilkinson has a wide perspective aboout the changing times in the astrological community with regard to how Astrology has evolved as a divine science of our daily lives. Robert Wilkinson has publihsed more than 6000 articles on </span><a href="http://www.aquariuspapers.com/" rel="nofollow noopener" target="_blank" style="background-color: rgb(255, 255, 255); cursor: pointer; color: rgb(249, 104, 84); font-weight: 700; font-size: 16px;"><strong>www.aquariuspapers.com</strong></a><span style="font-size: 16px; background-color: rgb(255, 255, 255);">. Robert Wilkinson writes educative articles on some important transits that are taking place in the sky that carry deeper spiritual and psychological meanings with the right amount of spiritual touch.   </span></p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;"><img data-media-id="11217097" src="https://c10.patreonusercontent.com/3/eyJ3IjoxMjQwfQ%3D%3D/patreon-media/p/post/20982398/c16c9385336d48c7b55e50df5a057278/1?token-time=1537315200&token-hash=fDcm8m7kouRiUcIOrBbXRE9oZedJWZlS7t78AZyFUXo%3D" style="max-width: 100%;"></p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;">The purpose of this podcast is to talk about Robert Wilkinson's book, <a href="https://www.amazon.com/Saturn-Spiritual-Master-Friend/dp/1940751039" rel="nofollow noopener" target="_blank" style="cursor: pointer; color: rgb(248, 90, 68); font-weight: 700;">Saturn: Spiritual Master, Spiritual Friend</a>. I was impressed by this book specifically because it deals with the deeper psychological and spiritual impacts and understanding that Saturn is capable of bringing a serious influence in the nature of a human being.</p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;"><strong>Major points of discussion: </strong></p><ul style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-line; background-color: rgb(255, 255, 255);"><li>Robert's background in Astrology </li><li>Motivation to write this book</li><li>Signifiance of the title </li><li>Saturn is not bad but constructive </li><li>Making friends with Saturn Dharma and Karma – Saturn's role </li><li>Gaurdian of the ring-pass-not Saturn Return</li></ul><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;"><strong>Books by Robert Wilkinson</strong></p><ul style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-line; background-color: rgb(255, 255, 255);"><li>Saturn: Spiritual Master, Spiritual Friend </li><li>A New Look at Mercury Retrograde </li><li>Love, Dad </li></ul><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;">If you want to purchase this book, click <a href="https://www.amazon.com/Saturn-Spiritual-Master-Friend/dp/1940751039" rel="nofollow noopener" target="_blank" style="cursor: pointer; color: rgb(248, 90, 68); font-weight: 700;">Robert Wilkinsons' book. </a></p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;"><strong>Robert Wilkinson and Celestial Vibes  </strong></p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;">Issue# 1: Expression of heart through words – An Interview (March – April 2018) </p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;">Issue# 2: Does Astrology Influence a Buddha or Guru (May – June 2018) </p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;">Issue# 3: A Celebration (July – August 2018) </p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;">Issue# 4: The Seven Different Types of Learning (Sep – Oct 2018) </p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;">If you think you like this production, please consider supporting by becoming a Patron of the Podcast show via Patreon.   </p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;">If you want to subcscribe or purchase <a href="http://www.celestialvibesmagazine.com/" rel="nofollow noopener" target="_blank" style="cursor: pointer; color: rgb(248, 90, 68); font-weight: 700;">Celestial Vibes e-Magazine</a>, please visit <a href="http://www.celestialvibesmagazine.com/" target="_blank" rel="noopener noreferrer" style="cursor: pointer; color: rgb(248, 90, 68); font-weight: 700;">celestialvibesmagazine.com</a>. </p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;"><br></p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;"><img 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" data-filename="book.jpg" style="width: 324px;"><br></p>]]></itunes:summary><link>https://www.podcasts.com/celestial-vibes-podcast-astrology-19/episode/EP-06-Robert-Wilkinson-about-his-book-on-Saturn-c48e</link><pubDate>Wed, 05 Sep 2018 15:32:51 +0000</pubDate><enclosure url="http://awscdn.podcasts.com/EP-06-Robert-Wilkinson-about-his-book-on-Saturn-c48e.mp3" type="audio/mpeg" length="81519340"/><author>Celestial Vibes Podcast - Astrology</author><itunes:author>Celestial Vibes Podcast - Astrology</itunes:author><itunes:episodeType>Full</itunes:episodeType><itunes:duration>84:55</itunes:duration><guid>EP-06-Robert-Wilkinson-about-his-book-on-Saturn-c48e</guid><itunes:image href="https://s3.amazonaws.com/podcasts-image-uploads/celestial-vibes-podcast-astrology-19-large.jpg"/></item><item><title><![CDATA[EP-06 - Tara Aal on Evolutionary Astrology]]></title><itunes:title><![CDATA[EP-06 - Tara Aal on Evolutionary Astrology]]></itunes:title><itunes:subtitle><![CDATA[Insight to Inside]]></itunes:subtitle><description><![CDATA[<p><span style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-line; background-color: rgb(255, 255, 255);">In the Episode 6 of </span><a href="http://www.theabverdict.com/podcast" rel="nofollow noopener" target="_blank" style="background-color: rgb(255, 255, 255); cursor: pointer; color: rgb(249, 104, 84); font-weight: 700; font-family: America, sans-serif; font-size: 16px; white-space: pre-line;"><strong>Celestial Vibes Podcast</strong></a><span style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-line; background-color: rgb(255, 255, 255);">, I’m joined by Astrologer/Writer/Painter, </span><a href="https://www.taraaal.com/" rel="nofollow noopener" target="_blank" style="background-color: rgb(255, 255, 255); cursor: pointer; color: rgb(249, 104, 84); font-weight: 700; font-family: America, sans-serif; font-size: 16px; white-space: pre-line;"><strong>Tara Aal</strong></a><span style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-line; background-color: rgb(255, 255, 255);">where we discuss about Evolutionary Astrology. Tara Aal studied Evolutionary Astrology with Laura Nalbandian. She is also a Soulsign astrologer certified by Adam Gainsberg. Apart from being a practicing astrologer, Tara works as a resident astrologer and a lead writer in </span><a href="https://www.sagegoddess.com/blog/" rel="nofollow noopener" target="_blank" style="background-color: rgb(255, 255, 255); cursor: pointer; color: rgb(249, 104, 84); font-weight: 700; font-family: America, sans-serif; font-size: 16px; white-space: pre-line;"><strong>Sage Goddess</strong></a><span style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-line; background-color: rgb(255, 255, 255);">. Tara Aal is a contributing author to </span><a href="https://infinityastrologicalmagazine.com/" rel="nofollow noopener" target="_blank" style="background-color: rgb(255, 255, 255); cursor: pointer; color: rgb(249, 104, 84); font-weight: 700; font-family: America, sans-serif; font-size: 16px; white-space: pre-line;"><strong>Infinity Astrological Magazine</strong></a><span style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-line; background-color: rgb(255, 255, 255);">. Tara also discusses and teaches on EA Zoom Meetings which focusses on Evolutionary Astrology.</span></p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;"><img data-media-id="10858621" src="https://c10.patreonusercontent.com/3/eyJ3IjoxMjQwfQ%3D%3D/patreon-media/p/post/20717654/a25c5b398c2c449fab6ffd3099acf552/1?token-time=1537315200&token-hash=8APCjf9W_L-EIFLb-YSiT1z1hb1QjLJQH1DrQCkZNLc%3D" style="max-width: 100%;"></p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;"><strong>Major points of discussion:</strong></p><ul style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-line; background-color: rgb(255, 255, 255);"><li>Tara’s background</li><li>Evolutionary Astrology - Definition by Tara Aal</li><li>Luminaries in Evolutionary Astrology</li><li>Nodes in Evolutionary Astrology</li><li>Uranus, Neptune & Pluto in Evolutionary Astrology</li><li>Book Recommendations (Evolutionary Astrology) </li></ul><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;"> <strong>Tara Aal’s Presentations in 2019.</strong></p><ul style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-line; background-color: rgb(255, 255, 255);"><li><a href="http://norwac.net/speakers/" rel="nofollow noopener" target="_blank" style="cursor: pointer; color: rgb(249, 104, 84); font-weight: 700;">North West Astrological Conference, Seattle, USA – May 2019</a> </li><li><a href="http://www.orientalheritage.in/conference" rel="nofollow noopener" target="_blank" style="cursor: pointer; color: rgb(249, 104, 84); font-weight: 700;">Annual International Conference of Oriental Heritage in India - March 2019 </a></li></ul><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;">To check out Tara Aal&#39;s works or to book a reading, please visit - <a href="http://www.taraaal.com/" rel="nofollow noopener" target="_blank" style="cursor: pointer; color: rgb(248, 90, 68); font-weight: 700;"><strong>www.taraaal.com</strong>.</a> </p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;"><strong>Announcements:</strong></p><ul style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-line; background-color: rgb(255, 255, 255);"><li>Tara Aal has accepted the invitation to write for Celestial Vibes Magazine.</li><li>Next episode of the Celestial Vibes Podcast is a discussion with Astrologer <a href="http://www.aquariuspapers.com/" rel="nofollow noopener" target="_blank" style="cursor: pointer; color: rgb(249, 104, 84); font-weight: 700;">Robert Wilkinson</a> about his book <a href="https://www.amazon.com/Saturn-Spiritual-Master-Friend/dp/1940751039" rel="nofollow noopener" target="_blank" style="cursor: pointer; color: rgb(249, 104, 84); font-weight: 700;">Saturn: Spritual Master, Spritual Friend</a>.</li></ul><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;">If you like this production, please consider becoming a Patron of the Podcast. I you would like to subscribe to the Celestial Vibes Magazine, please visit <a href="http://www.celestialvibesmagazine.com/" rel="nofollow noopener" target="_blank" style="cursor: pointer; color: rgb(248, 90, 68); font-weight: 700;">www.celestialvibesmagazine.com</a>.</p>]]></description><itunes:summary><![CDATA[<p><span style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-line; background-color: rgb(255, 255, 255);">In the Episode 6 of </span><a href="http://www.theabverdict.com/podcast" rel="nofollow noopener" target="_blank" style="background-color: rgb(255, 255, 255); cursor: pointer; color: rgb(249, 104, 84); font-weight: 700; font-family: America, sans-serif; font-size: 16px; white-space: pre-line;"><strong>Celestial Vibes Podcast</strong></a><span style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-line; background-color: rgb(255, 255, 255);">, I’m joined by Astrologer/Writer/Painter, </span><a href="https://www.taraaal.com/" rel="nofollow noopener" target="_blank" style="background-color: rgb(255, 255, 255); cursor: pointer; color: rgb(249, 104, 84); font-weight: 700; font-family: America, sans-serif; font-size: 16px; white-space: pre-line;"><strong>Tara Aal</strong></a><span style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-line; background-color: rgb(255, 255, 255);">where we discuss about Evolutionary Astrology. Tara Aal studied Evolutionary Astrology with Laura Nalbandian. She is also a Soulsign astrologer certified by Adam Gainsberg. Apart from being a practicing astrologer, Tara works as a resident astrologer and a lead writer in </span><a href="https://www.sagegoddess.com/blog/" rel="nofollow noopener" target="_blank" style="background-color: rgb(255, 255, 255); cursor: pointer; color: rgb(249, 104, 84); font-weight: 700; font-family: America, sans-serif; font-size: 16px; white-space: pre-line;"><strong>Sage Goddess</strong></a><span style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-line; background-color: rgb(255, 255, 255);">. Tara Aal is a contributing author to </span><a href="https://infinityastrologicalmagazine.com/" rel="nofollow noopener" target="_blank" style="background-color: rgb(255, 255, 255); cursor: pointer; color: rgb(249, 104, 84); font-weight: 700; font-family: America, sans-serif; font-size: 16px; white-space: pre-line;"><strong>Infinity Astrological Magazine</strong></a><span style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-line; background-color: rgb(255, 255, 255);">. Tara also discusses and teaches on EA Zoom Meetings which focusses on Evolutionary Astrology.</span></p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;"><img data-media-id="10858621" src="https://c10.patreonusercontent.com/3/eyJ3IjoxMjQwfQ%3D%3D/patreon-media/p/post/20717654/a25c5b398c2c449fab6ffd3099acf552/1?token-time=1537315200&token-hash=8APCjf9W_L-EIFLb-YSiT1z1hb1QjLJQH1DrQCkZNLc%3D" style="max-width: 100%;"></p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;"><strong>Major points of discussion:</strong></p><ul style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-line; background-color: rgb(255, 255, 255);"><li>Tara’s background</li><li>Evolutionary Astrology - Definition by Tara Aal</li><li>Luminaries in Evolutionary Astrology</li><li>Nodes in Evolutionary Astrology</li><li>Uranus, Neptune & Pluto in Evolutionary Astrology</li><li>Book Recommendations (Evolutionary Astrology) </li></ul><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;"> <strong>Tara Aal’s Presentations in 2019.</strong></p><ul style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-line; background-color: rgb(255, 255, 255);"><li><a href="http://norwac.net/speakers/" rel="nofollow noopener" target="_blank" style="cursor: pointer; color: rgb(249, 104, 84); font-weight: 700;">North West Astrological Conference, Seattle, USA – May 2019</a> </li><li><a href="http://www.orientalheritage.in/conference" rel="nofollow noopener" target="_blank" style="cursor: pointer; color: rgb(249, 104, 84); font-weight: 700;">Annual International Conference of Oriental Heritage in India - March 2019 </a></li></ul><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;">To check out Tara Aal&#39;s works or to book a reading, please visit - <a href="http://www.taraaal.com/" rel="nofollow noopener" target="_blank" style="cursor: pointer; color: rgb(248, 90, 68); font-weight: 700;"><strong>www.taraaal.com</strong>.</a> </p><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;"><strong>Announcements:</strong></p><ul style="color: rgb(5, 45, 73); font-family: America, sans-serif; font-size: 16px; white-space: pre-line; background-color: rgb(255, 255, 255);"><li>Tara Aal has accepted the invitation to write for Celestial Vibes Magazine.</li><li>Next episode of the Celestial Vibes Podcast is a discussion with Astrologer <a href="http://www.aquariuspapers.com/" rel="nofollow noopener" target="_blank" style="cursor: pointer; color: rgb(249, 104, 84); font-weight: 700;">Robert Wilkinson</a> about his book <a href="https://www.amazon.com/Saturn-Spiritual-Master-Friend/dp/1940751039" rel="nofollow noopener" target="_blank" style="cursor: pointer; color: rgb(249, 104, 84); font-weight: 700;">Saturn: Spritual Master, Spritual Friend</a>.</li></ul><p style="font-size: 16px; line-height: 1.5; color: rgb(5, 45, 73); font-family: America, sans-serif; white-space: pre-line; background-color: rgb(255, 255, 255); margin-top: 10px !important; margin-bottom: 10px !important;">If you like this production, please consider becoming a Patron of the Podcast. I you would like to subscribe to the Celestial Vibes Magazine, please visit <a href="http://www.celestialvibesmagazine.com/" rel="nofollow noopener" target="_blank" style="cursor: pointer; color: rgb(248, 90, 68); font-weight: 700;">www.celestialvibesmagazine.com</a>.</p>]]></itunes:summary><link>https://www.podcasts.com/celestial-vibes-podcast-astrology-19/episode/Tara-Aal-on-Evolutionary-Astrology-7128</link><pubDate>Wed, 05 Sep 2018 15:20:08 +0000</pubDate><enclosure url="http://awscdn.podcasts.com/Tara-Aal-on-Evolutionary-Astrology-7128.mp3" type="audio/mpeg" length="72350481"/><author>Celestial Vibes Podcast - Astrology</author><itunes:author>Celestial Vibes Podcast - Astrology</itunes:author><itunes:episodeType>Full</itunes:episodeType><itunes:duration>60:17</itunes:duration><guid>Tara-Aal-on-Evolutionary-Astrology-7128</guid><itunes:image href="https://s3.amazonaws.com/podcasts-image-uploads/celestial-vibes-podcast-astrology-19-large.jpg"/></item><item><title><![CDATA[EP01-INSIGHT TO INSIDE WITH LARS PANARO]]></title><itunes:title><![CDATA[EP01-INSIGHT TO INSIDE WITH LARS PANARO]]></itunes:title><itunes:subtitle><![CDATA[Insight to Inside]]></itunes:subtitle><description><![CDATA[  <p>Insight to Inside with Lars Panaro</p><p><a href="http://www.larspanaroastrology.com" rel="nofollow noopener" target="_blank">Lars Panaro</a> is a versatile astrologer who makes use of various forms of traditional astrology, tarot cards and omens. </p><p>In this episode, I discuss with Lars Panaro about consultations/readings. Many of us as astrologers easily get carried away by the technical aspects of the planetary placements and we start talking about it when we are in a consultation. However, a reading or a consultation is pretty much about educating the client and giving clarity to what life has in store. It is all about giving a vision to near and far future. At times, the astrologers tend to talk too much about the technical aspects like conjunctions, hard aspects, nakshatras and cycles which are complete jargons to the clients who might not have any idea of all those. This episode is largely about what, how and why the astrologers have the responsibility to educate the clients. </p><p><br></p>]]></description><itunes:summary><![CDATA[  <p>Insight to Inside with Lars Panaro</p><p><a href="http://www.larspanaroastrology.com" rel="nofollow noopener" target="_blank">Lars Panaro</a> is a versatile astrologer who makes use of various forms of traditional astrology, tarot cards and omens. </p><p>In this episode, I discuss with Lars Panaro about consultations/readings. Many of us as astrologers easily get carried away by the technical aspects of the planetary placements and we start talking about it when we are in a consultation. However, a reading or a consultation is pretty much about educating the client and giving clarity to what life has in store. It is all about giving a vision to near and far future. At times, the astrologers tend to talk too much about the technical aspects like conjunctions, hard aspects, nakshatras and cycles which are complete jargons to the clients who might not have any idea of all those. This episode is largely about what, how and why the astrologers have the responsibility to educate the clients. </p><p><br></p>]]></itunes:summary><link>https://www.podcasts.com/celestial-vibes-podcast-astrology-19/episode/ep01-insight-to-inside-with-lars-panaro</link><pubDate>Sat, 05 May 2018 05:46:16 +0000</pubDate><enclosure url="http://awscdn.podcasts.com/ep01-insight-to-inside-with-lars-panaro.mp3" type="audio/mpeg" length="34991881"/><author>Celestial Vibes Podcast - Astrology</author><itunes:author>Celestial Vibes Podcast - Astrology</itunes:author><itunes:episodeType>Full</itunes:episodeType><itunes:duration>36:27</itunes:duration><guid>ep01-insight-to-inside-with-lars-panaro</guid><itunes:image href="https://s3.amazonaws.com/podcasts-image-uploads/celestial-vibes-podcast-astrology-19-large.jpg"/></item><item><title><![CDATA[EPO2 - INSIGHT TO INSIDE WITH DR.LAURA TADD]]></title><itunes:title><![CDATA[EPO2 - INSIGHT TO INSIDE WITH DR.LAURA TADD]]></itunes:title><itunes:subtitle><![CDATA[Insight to Inside]]></itunes:subtitle><description><![CDATA[  <p>Being a psychological astrologer, <a href="http://www.mythicsky.com" rel="nofollow noopener" target="_blank">Dr. Laura Tadd</a> is super passionate about helping people realize their own potential. With a PhD in Human Science, Dr. Tadd was just continuing her childhood passion about which she talks about in this episode. </p><p>Now that Psychological Astrology is a very significant diagnostic tool helping humans find a significant path in their life to attain self realization, it was necessary to connect with Dr. Laura Tadd, a psychological astrologer with <a href="http://www.mythicsky.com/" rel="nofollow noopener" target="_blank">www.mythicsky.com</a> to educate us on the planetary impacts and effects on a native’s behavioral attributes and traits.</p><p>In this episode we discuss psychological astrology and the significance of learning a person’s mindset in order to do a reading and guide the native. Learning and transformation are a part of this discussion along with experiences of dealing with narcissistic personalities. People sometimes tend to get over influenced by others and forget their own self. This personality trait has also been discussed in this episode. Dr. Tadd also discusses about her UAC speech on "Stellar Parenting - Parent - Child relationship in Astrology” and her passion in this topic.</p>]]></description><itunes:summary><![CDATA[  <p>Being a psychological astrologer, <a href="http://www.mythicsky.com" rel="nofollow noopener" target="_blank">Dr. Laura Tadd</a> is super passionate about helping people realize their own potential. With a PhD in Human Science, Dr. Tadd was just continuing her childhood passion about which she talks about in this episode. </p><p>Now that Psychological Astrology is a very significant diagnostic tool helping humans find a significant path in their life to attain self realization, it was necessary to connect with Dr. Laura Tadd, a psychological astrologer with <a href="http://www.mythicsky.com/" rel="nofollow noopener" target="_blank">www.mythicsky.com</a> to educate us on the planetary impacts and effects on a native’s behavioral attributes and traits.</p><p>In this episode we discuss psychological astrology and the significance of learning a person’s mindset in order to do a reading and guide the native. Learning and transformation are a part of this discussion along with experiences of dealing with narcissistic personalities. People sometimes tend to get over influenced by others and forget their own self. This personality trait has also been discussed in this episode. Dr. Tadd also discusses about her UAC speech on "Stellar Parenting - Parent - Child relationship in Astrology” and her passion in this topic.</p>]]></itunes:summary><link>https://www.podcasts.com/celestial-vibes-podcast-astrology-19/episode/epo2-insight-to-inside-with-dr.laura-tadd</link><pubDate>Sat, 05 May 2018 06:05:07 +0000</pubDate><enclosure url="http://awscdn.podcasts.com/epo2-insight-to-inside-with-dr.laura-tadd.mp3" type="audio/mpeg" length="52236458"/><author>Celestial Vibes Podcast - Astrology</author><itunes:author>Celestial Vibes Podcast - Astrology</itunes:author><itunes:episodeType>Full</itunes:episodeType><itunes:duration>54:25</itunes:duration><guid>epo2-insight-to-inside-with-dr.laura-tadd</guid><itunes:image href="https://s3.amazonaws.com/podcasts-image-uploads/celestial-vibes-podcast-astrology-19-large.jpg"/></item><item><title><![CDATA[EP-03 - INSIGHT TO INSIDE WITH FRANK.C.CLIFFORD]]></title><itunes:title><![CDATA[EP-03 - INSIGHT TO INSIDE WITH FRANK.C.CLIFFORD]]></itunes:title><itunes:subtitle><![CDATA[Insight to Inside]]></itunes:subtitle><description><![CDATA[  <p><a href="http://frankclifford.co.uk/" rel="nofollow noopener" target="_blank">Frank.C.Clifford</a> is a multifaceted personality in the astrological community who dons the role of a consultant astrologer/palmist, publisher, author, writer, teacher and editor. Frank is also the Principal of <a href="http://www.londonschoolofastrology.co.uk" rel="nofollow noopener" target="_blank">London School of Astrology</a>. In this episode, I discuss with Frank about his early days in astrology, about <a href="http://www.flareuk.com" rel="nofollow noopener" target="_blank">Flare Publications</a>, his books and many other aspects.</p>]]></description><itunes:summary><![CDATA[  <p><a href="http://frankclifford.co.uk/" rel="nofollow noopener" target="_blank">Frank.C.Clifford</a> is a multifaceted personality in the astrological community who dons the role of a consultant astrologer/palmist, publisher, author, writer, teacher and editor. Frank is also the Principal of <a href="http://www.londonschoolofastrology.co.uk" rel="nofollow noopener" target="_blank">London School of Astrology</a>. In this episode, I discuss with Frank about his early days in astrology, about <a href="http://www.flareuk.com" rel="nofollow noopener" target="_blank">Flare Publications</a>, his books and many other aspects.</p>]]></itunes:summary><link>https://www.podcasts.com/celestial-vibes-podcast-astrology-19/episode/ep-03-insight-to-inside-with-frank.c.clifford</link><pubDate>Sat, 05 May 2018 19:54:11 +0000</pubDate><enclosure url="http://awscdn.podcasts.com/ep-03-insight-to-inside-with-frank.c.clifford.mp3" type="audio/mpeg" length="43311134"/><author>Celestial Vibes Podcast - Astrology</author><itunes:author>Celestial Vibes Podcast - Astrology</itunes:author><itunes:episodeType>Full</itunes:episodeType><itunes:duration>45:07</itunes:duration><guid>ep-03-insight-to-inside-with-frank.c.clifford</guid><itunes:image href="https://s3.amazonaws.com/podcasts-image-uploads/celestial-vibes-podcast-astrology-19-large.jpg"/></item><item><title><![CDATA[EP-04 - INSIGHT TO INSIDE WITH LARS PANARO]]></title><itunes:title><![CDATA[EP-04 - INSIGHT TO INSIDE WITH LARS PANARO]]></itunes:title><itunes:subtitle><![CDATA[Insight to Inside]]></itunes:subtitle><description><![CDATA[<strong>History of Astrology</strong>  <p>In this episode I am joined by astrologer <a href="http://larspanaroastrology.com" rel="nofollow noopener" target="_blank">Lars Panaro</a> where we discuss the history of astrology. The actual date of origin of astrology is actually much far than what we know of. There is no end of science and there is no limit to discoveries and inventions. Similarly, history is the backward road where we can go further back as far as we can and the truth is we end up finding something new every time. That is what historians have proved all these years and we really don’t have the exact dates of the origins of astrology. </p><p>Vedas are believed to very old where there are mention of Nakshatras in Nakshatra Suktas where there are Sanskrit hymns that deal with all the nakshatras and their rulers. Likewise, Vedas also said about Navagraha Sukta where there is mention of planets and their basic characteristics and tendencies. Proving the existence of Nakshatra astrology in India, we have two of the greatest epics called Ramayana and Mahabharatha. </p><p>Ramayana took place sometime around 7000 B.C which is the story of good and the evil. Lord Rama was born to Dasaratha, Kind of Ayodhya, a small town in contemporary North Indian state of Uttar Pradesh. King Dasaratha, father of Lord Rama, was told by one of the sages that the planetary positions are not favourable to a ruling king. They had said to Dasaratha that his birth star was about to be afflicted by Sun, Mars and Rahu which is detrimental and fatal to a ruling king. Since his birth star was afflicted, Dasaratha decided to step down and swear in Rama as a king by hosting a formal “Pattabhishekam” (swearing in of a king) ceremony. All these dind’t happen and Rama was forced toi choose exile. Dasaratha dind’t retire from lordship. When the Celestial movements came together, Dasaratha passed away.</p><p>Mahabharatha also has a proof for the existence of astrology in the form of Sahadeva, the youngest of Pandavas was a great astrologer and he was able to surprise and impress Krishna with his predictions. Sakuni adviced Duruyodhana (Gauravas) to get favourable muhurtha fixed by Sahadeva to start the war of Kurukshetra. Even though Sahadeva was one of the Pandavas, he gave a Muhurtha to initiate the war which was in favour of Gauravas. However there was a spoilsport played by Krishna which forced the war to be started a day prior to the actual Muhurtha fixed by Sahadeva. The rest is Mahabharata as well all know. To be precise with reference to today's context, Sahadeva did an Electional chart for the greatest war ever. </p><p>Lars continues to talk about the other significances of Indian traditions and Persian traditions. If you want to find out more works about Lars Panaro, please visit <a href="http://larspanaroastrology.com" rel="nofollow noopener" target="_blank">larspanaroastrology.com</a>. </p><p>There will be a detailed article in the next issue of the Celestial Vibes e-Magazine. To subcribe to the future issues and to purchase previous issues, please visit <a href="http://theabverdict.com/store" rel="nofollow noopener" target="_blank">www.theabverdict.com/store</a> </p>]]></description><itunes:summary><![CDATA[<strong>History of Astrology</strong>  <p>In this episode I am joined by astrologer <a href="http://larspanaroastrology.com" rel="nofollow noopener" target="_blank">Lars Panaro</a> where we discuss the history of astrology. The actual date of origin of astrology is actually much far than what we know of. There is no end of science and there is no limit to discoveries and inventions. Similarly, history is the backward road where we can go further back as far as we can and the truth is we end up finding something new every time. That is what historians have proved all these years and we really don’t have the exact dates of the origins of astrology. </p><p>Vedas are believed to very old where there are mention of Nakshatras in Nakshatra Suktas where there are Sanskrit hymns that deal with all the nakshatras and their rulers. Likewise, Vedas also said about Navagraha Sukta where there is mention of planets and their basic characteristics and tendencies. Proving the existence of Nakshatra astrology in India, we have two of the greatest epics called Ramayana and Mahabharatha. </p><p>Ramayana took place sometime around 7000 B.C which is the story of good and the evil. Lord Rama was born to Dasaratha, Kind of Ayodhya, a small town in contemporary North Indian state of Uttar Pradesh. King Dasaratha, father of Lord Rama, was told by one of the sages that the planetary positions are not favourable to a ruling king. They had said to Dasaratha that his birth star was about to be afflicted by Sun, Mars and Rahu which is detrimental and fatal to a ruling king. Since his birth star was afflicted, Dasaratha decided to step down and swear in Rama as a king by hosting a formal “Pattabhishekam” (swearing in of a king) ceremony. All these dind’t happen and Rama was forced toi choose exile. Dasaratha dind’t retire from lordship. When the Celestial movements came together, Dasaratha passed away.</p><p>Mahabharatha also has a proof for the existence of astrology in the form of Sahadeva, the youngest of Pandavas was a great astrologer and he was able to surprise and impress Krishna with his predictions. Sakuni adviced Duruyodhana (Gauravas) to get favourable muhurtha fixed by Sahadeva to start the war of Kurukshetra. Even though Sahadeva was one of the Pandavas, he gave a Muhurtha to initiate the war which was in favour of Gauravas. However there was a spoilsport played by Krishna which forced the war to be started a day prior to the actual Muhurtha fixed by Sahadeva. The rest is Mahabharata as well all know. To be precise with reference to today's context, Sahadeva did an Electional chart for the greatest war ever. </p><p>Lars continues to talk about the other significances of Indian traditions and Persian traditions. If you want to find out more works about Lars Panaro, please visit <a href="http://larspanaroastrology.com" rel="nofollow noopener" target="_blank">larspanaroastrology.com</a>. </p><p>There will be a detailed article in the next issue of the Celestial Vibes e-Magazine. To subcribe to the future issues and to purchase previous issues, please visit <a href="http://theabverdict.com/store" rel="nofollow noopener" target="_blank">www.theabverdict.com/store</a> </p>]]></itunes:summary><link>https://www.podcasts.com/celestial-vibes-podcast-astrology-19/episode/ep-04-insight-to-inside-with-lars-panaro</link><pubDate>Sat, 09 Jun 2018 19:31:25 +0000</pubDate><enclosure url="http://awscdn.podcasts.com/ep-04-insight-to-inside-with-lars-panaro.mp3" type="audio/mpeg" length="62562118"/><author>Celestial Vibes Podcast - Astrology</author><itunes:author>Celestial Vibes Podcast - Astrology</itunes:author><itunes:episodeType>Full</itunes:episodeType><itunes:duration>65:10</itunes:duration><guid>ep-04-insight-to-inside-with-lars-panaro</guid><itunes:image href="https://s3.amazonaws.com/podcasts-image-uploads/celestial-vibes-podcast-astrology-19-large.jpg"/></item><item><title><![CDATA[EP-05 - Insight to Inside with Fernando Raul]]></title><itunes:title><![CDATA[EP-05 - Insight to Inside with Fernando Raul]]></itunes:title><itunes:subtitle><![CDATA[Insight to Inside]]></itunes:subtitle><description><![CDATA[In the episode of Celestial Vibes Podcast, I&#39;m joined by Astrologer, <a href="http://fernandoraulastrology.com" rel="nofollow noopener" target="_blank"><strong>Fernando Raul</strong></a> from Puerto Rico. Fernando is a Vedic and Jamini Astrologer who studied under Marc Boney, Ernst Wilhelm and Ryan Kurczak. Fernando is a bridge connecting Vedic Astrology and Spanish speaking people through his Youtube Channel, <a href="https://www.youtube.com/channel/UCR0DG46axMjEkIlCMNdYWTA" rel="nofollow noopener" target="_blank"><strong>Fernando Raul Astrology.</strong></a><p>In this episode, we discuss about some of the most important significations and outcomes of the 6th, 8th and 12th houses. The main purpose of this video is to emphasize that it is not necessary that these three houses are always bad/evil.</p><p>You can find Fernando Raul&#39;s works (Spanish) at <a href="http://fernandoraulastrology.com" rel="nofollow noopener" target="_blank"><strong>http://fernandoraulastrology.com.</strong></a></p><p><strong>Announcements</strong>: </p><p>1. Fernando Raul is now part of the <a href="http://www.celestialvibesmagazine.com" rel="nofollow noopener" target="_blank"><strong>Celestial Vibes Magazine</strong></a> writing team. </p><p>2. Fernando is going to doing videos in English Language very soon. So please subscribe to his channel to check out and be aware of this astrology works in English.</p><p>To subscribe or purchase to the <strong>Celestial Vibes Magazine</strong>, please visit <a href="http://www.celestialvibesmagazine.com" rel="nofollow noopener" target="_blank"><strong>www.celestialvibesmagazine.com</strong></a><strong>.</strong></p>]]></description><itunes:summary><![CDATA[In the episode of Celestial Vibes Podcast, I&#39;m joined by Astrologer, <a href="http://fernandoraulastrology.com" rel="nofollow noopener" target="_blank"><strong>Fernando Raul</strong></a> from Puerto Rico. Fernando is a Vedic and Jamini Astrologer who studied under Marc Boney, Ernst Wilhelm and Ryan Kurczak. Fernando is a bridge connecting Vedic Astrology and Spanish speaking people through his Youtube Channel, <a href="https://www.youtube.com/channel/UCR0DG46axMjEkIlCMNdYWTA" rel="nofollow noopener" target="_blank"><strong>Fernando Raul Astrology.</strong></a><p>In this episode, we discuss about some of the most important significations and outcomes of the 6th, 8th and 12th houses. The main purpose of this video is to emphasize that it is not necessary that these three houses are always bad/evil.</p><p>You can find Fernando Raul&#39;s works (Spanish) at <a href="http://fernandoraulastrology.com" rel="nofollow noopener" target="_blank"><strong>http://fernandoraulastrology.com.</strong></a></p><p><strong>Announcements</strong>: </p><p>1. Fernando Raul is now part of the <a href="http://www.celestialvibesmagazine.com" rel="nofollow noopener" target="_blank"><strong>Celestial Vibes Magazine</strong></a> writing team. </p><p>2. Fernando is going to doing videos in English Language very soon. So please subscribe to his channel to check out and be aware of this astrology works in English.</p><p>To subscribe or purchase to the <strong>Celestial Vibes Magazine</strong>, please visit <a href="http://www.celestialvibesmagazine.com" rel="nofollow noopener" target="_blank"><strong>www.celestialvibesmagazine.com</strong></a><strong>.</strong></p>]]></itunes:summary><link>https://www.podcasts.com/celestial-vibes-podcast-astrology-19/episode/ep-05-insight-to-inside-with-fernando-raul</link><pubDate>Tue, 31 Jul 2018 19:14:48 +0000</pubDate><enclosure url="http://awscdn.podcasts.com/ep-05-insight-to-inside-with-fernando-raul.mp3" type="audio/mpeg" length="82920444"/><author>Celestial Vibes Podcast - Astrology</author><itunes:author>Celestial Vibes Podcast - Astrology</itunes:author><itunes:episodeType>Full</itunes:episodeType><itunes:duration>86:22</itunes:duration><guid>ep-05-insight-to-inside-with-fernando-raul</guid><itunes:image href="https://s3.amazonaws.com/podcasts-image-uploads/celestial-vibes-podcast-astrology-19-large.jpg"/></item><itunes:explicit>no</itunes:explicit><pubDate>Wed, 17 Oct 2018 05:20:36 +0000</pubDate></channel></rss>
