<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-5034996200524294228</id><updated>2025-05-01T07:10:18.667+05:30</updated><category term="Computer Science"/><category term="Projects"/><category term="Announcements"/><category term="Machine Learning"/><category term="Astronomy"/><category term="Astrophysics"/><category term="Physics"/><category term="Sports"/><category term="Tennis"/><category term="Art"/><category term="Chemistry"/><category term="Fast News"/><category term="Linear Algebra"/><category term="Music"/><category term="Space Technology"/><category term="Special Research"/><title type='text'>Skillocity - For All Your Skill Needs And Inquisitiveness!</title><subtitle type='html'>This site has now moved to &lt;a href=&quot;https://skillocity.in&quot;&gt;skillocity.in&lt;/a&gt; Visit Now!&#xa;</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='https://proskillocity.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='https://proskillocity.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Team Skillocity</name><uri>http://www.blogger.com/profile/05500047919989541247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbQRLP_dnWrUoT8TvLCBAqgbrcIkyX4fStGFeCdoN7Aswz5H8RINaWBhTL4TYtHKQsFxy7ifoKyenl29uXxTkpsTG_KsPpVGKIfHdQANzMDxfXdWi3hw6RiCRvogebKA/s220/IMG_20210126_113842.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>25</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-5034996200524294228.post-5196988673328841150</id><published>2024-09-03T00:12:00.002+05:30</published><updated>2024-09-03T00:12:31.675+05:30</updated><title type='text'>Basic SQL</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 22pt; line-height: 106%; mso-ansi-language: EN-US; mso-themecolor: text1;&quot;&gt;Guide to SQL for
beginners:-&lt;/span&gt;&lt;/u&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: .55pt; margin-left: 21.35pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0.55pt 21.35pt; mso-list: l12 level1 lfo1; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;font-size: 14pt; line-height: 101%; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Consider the following MOVIE table
and write the SQL queries based on it.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: Algerian; font-size: 16pt; line-height: 101%; mso-bidi-font-family: Algerian; mso-fareast-font-family: Algerian;&quot;&gt; &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoNormalTable&quot; style=&quot;border-collapse: collapse; margin-left: 2.35pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184; width: 605px;&quot;&gt;
 &lt;tbody&gt;&lt;tr style=&quot;height: 32.25pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;&quot;&gt;
  &lt;td style=&quot;border: 1pt solid black; height: 32.25pt; mso-border-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 62.05pt;&quot; valign=&quot;top&quot; width=&quot;83&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Movie_ID &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-left: none; border: 1pt solid black; height: 32.25pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 91.05pt;&quot; valign=&quot;top&quot; width=&quot;121&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.15pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;MovieName &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-left: none; border: 1pt solid black; height: 32.25pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 62.85pt;&quot; valign=&quot;top&quot; width=&quot;84&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.45pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Type &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-left: none; border: 1pt solid black; height: 32.25pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 72.5pt;&quot; valign=&quot;top&quot; width=&quot;97&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;ReleaseDate &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-left: none; border: 1pt solid black; height: 32.25pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 88pt;&quot; valign=&quot;top&quot; width=&quot;117&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;ProductionCost &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-left: none; border: 1pt solid black; height: 32.25pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 77.4pt;&quot; valign=&quot;top&quot; width=&quot;103&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;BusinessCost &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
 &lt;/tr&gt;
 &lt;tr style=&quot;height: 23.2pt; mso-yfti-irow: 1;&quot;&gt;
  &lt;td style=&quot;border-top: none; border: 1pt solid black; height: 23.2pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 62.05pt;&quot; valign=&quot;top&quot; width=&quot;83&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.2pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;M001 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 23.2pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 91.05pt;&quot; valign=&quot;top&quot; width=&quot;121&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Dahek &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 23.2pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 62.85pt;&quot; valign=&quot;top&quot; width=&quot;84&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Action &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 23.2pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 72.5pt;&quot; valign=&quot;top&quot; width=&quot;97&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;2022/01/26
  &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 23.2pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 88pt;&quot; valign=&quot;top&quot; width=&quot;117&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.25pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;1245000 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 23.2pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 77.4pt;&quot; valign=&quot;top&quot; width=&quot;103&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.25pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;1300000 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
 &lt;/tr&gt;
 &lt;tr style=&quot;height: 23.1pt; mso-yfti-irow: 2;&quot;&gt;
  &lt;td style=&quot;border-top: none; border: 1pt solid black; height: 23.1pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 62.05pt;&quot; valign=&quot;top&quot; width=&quot;83&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.2pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;M002 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 23.1pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 91.05pt;&quot; valign=&quot;top&quot; width=&quot;121&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Attack &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 23.1pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 62.85pt;&quot; valign=&quot;top&quot; width=&quot;84&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Action &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 23.1pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 72.5pt;&quot; valign=&quot;top&quot; width=&quot;97&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;2022/01/28
  &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 23.1pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 88pt;&quot; valign=&quot;top&quot; width=&quot;117&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.25pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;1120000 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 23.1pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 77.4pt;&quot; valign=&quot;top&quot; width=&quot;103&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.25pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;1250000 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
 &lt;/tr&gt;
 &lt;tr style=&quot;height: 23.1pt; mso-yfti-irow: 3;&quot;&gt;
  &lt;td style=&quot;border-top: none; border: 1pt solid black; height: 23.1pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 62.05pt;&quot; valign=&quot;top&quot; width=&quot;83&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.2pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;M003 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 23.1pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 91.05pt;&quot; valign=&quot;top&quot; width=&quot;121&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Looop
  Lapeta &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 23.1pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 62.85pt;&quot; valign=&quot;top&quot; width=&quot;84&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Thriller &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 23.1pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 72.5pt;&quot; valign=&quot;top&quot; width=&quot;97&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;2022/02/01
  &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 23.1pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 88pt;&quot; valign=&quot;top&quot; width=&quot;117&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.25pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;250000 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 23.1pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 77.4pt;&quot; valign=&quot;top&quot; width=&quot;103&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.25pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;300000 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
 &lt;/tr&gt;
 &lt;tr style=&quot;height: 23.25pt; mso-yfti-irow: 4;&quot;&gt;
  &lt;td style=&quot;border-top: none; border: 1pt solid black; height: 23.25pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 62.05pt;&quot; valign=&quot;top&quot; width=&quot;83&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.2pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;M004 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 23.25pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 91.05pt;&quot; valign=&quot;top&quot; width=&quot;121&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Badhai Do &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 23.25pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 62.85pt;&quot; valign=&quot;top&quot; width=&quot;84&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Drama &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 23.25pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 72.5pt;&quot; valign=&quot;top&quot; width=&quot;97&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;2022/02/04
  &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 23.25pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 88pt;&quot; valign=&quot;top&quot; width=&quot;117&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.25pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;720000 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 23.25pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 77.4pt;&quot; valign=&quot;top&quot; width=&quot;103&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.25pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;68000 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
 &lt;/tr&gt;
 &lt;tr style=&quot;height: 32.25pt; mso-yfti-irow: 5;&quot;&gt;
  &lt;td style=&quot;border-top: none; border: 1pt solid black; height: 32.25pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 62.05pt;&quot; valign=&quot;top&quot; width=&quot;83&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.2pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;M005 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 32.25pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 91.05pt;&quot; valign=&quot;top&quot; width=&quot;121&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Shabaash Mithu &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 32.25pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 62.85pt;&quot; valign=&quot;top&quot; width=&quot;84&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Biography &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 32.25pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 72.5pt;&quot; valign=&quot;top&quot; width=&quot;97&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;2022/02/04
  &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 32.25pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 88pt;&quot; valign=&quot;top&quot; width=&quot;117&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;1000000&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 32.25pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 77.4pt;&quot; valign=&quot;top&quot; width=&quot;103&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.25pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;800000 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
 &lt;/tr&gt;
 &lt;tr style=&quot;height: 24.95pt; mso-yfti-irow: 6; mso-yfti-lastrow: yes;&quot;&gt;
  &lt;td style=&quot;border-top: none; border: 1pt solid black; height: 24.95pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 62.05pt;&quot; valign=&quot;top&quot; width=&quot;83&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.2pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;M006 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 24.95pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 91.05pt;&quot; valign=&quot;top&quot; width=&quot;121&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Gehraiyaan
  &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 24.95pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 62.85pt;&quot; valign=&quot;top&quot; width=&quot;84&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Romance &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 24.95pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 72.5pt;&quot; valign=&quot;top&quot; width=&quot;97&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;2022/02/11
  &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 24.95pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 88pt;&quot; valign=&quot;top&quot; width=&quot;117&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 8.8pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;150000 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 24.95pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.8pt 2.15pt 0cm 5.4pt; width: 77.4pt;&quot; valign=&quot;top&quot; width=&quot;103&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.25pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;120000 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 54.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 54pt; mso-list: l0 level4 lfo2; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 101%; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: ZH-CN;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Display
all information from movie. &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 101%; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ZH-CN; mso-fareast-theme-font: minor-fareast;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 54.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 54pt; mso-list: l0 level4 lfo2; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjxxip9CxIQHYsNnTThdcZhk_hGUPNILR4ZXBkhZxBD0PfrzoOH7-EA_Xk733rmIr6vgzeG1c3e9iOHZjjDy8t_C5Y1ONdpC6u1JN_AKfstDpw48QMpw0HJ0EU-L-faTvt1dmptbYq25aP0b65Pdnzqu_zjwxFPNapbsd4p-9ZoHgbQNgr3PvJlcctB1EI&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;205&quot; data-original-width=&quot;914&quot; height=&quot;135&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjxxip9CxIQHYsNnTThdcZhk_hGUPNILR4ZXBkhZxBD0PfrzoOH7-EA_Xk733rmIr6vgzeG1c3e9iOHZjjDy8t_C5Y1ONdpC6u1JN_AKfstDpw48QMpw0HJ0EU-L-faTvt1dmptbYq25aP0b65Pdnzqu_zjwxFPNapbsd4p-9ZoHgbQNgr3PvJlcctB1EI=w436-h135&quot; width=&quot;436&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 54.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 54pt; mso-list: l0 level4 lfo2; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 54.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 54pt; mso-list: l0 level4 lfo2; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Display
the type of movies. &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 54.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 54pt; mso-list: l0 level4 lfo2; text-indent: -18pt;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzObf97X-bFEFb1-TjkamqbH6ETIxSnjJ5O3W104Y4ivM37VPpiiuEwlhEkchV5LJIpj4Y5iKI3zenOrV0lkYSjmHDbyRwAXAh4KvL1z4zUniMa7gqI_kzylx_7RbigtIMZPeXTHddmrVNu1bQojt5-3NtirZt2W5cJ8k4Z9AoH7xf3qWOuHjzGgOMzmg/s562/Picture2.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;194&quot; data-original-width=&quot;562&quot; height=&quot;110&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzObf97X-bFEFb1-TjkamqbH6ETIxSnjJ5O3W104Y4ivM37VPpiiuEwlhEkchV5LJIpj4Y5iKI3zenOrV0lkYSjmHDbyRwAXAh4KvL1z4zUniMa7gqI_kzylx_7RbigtIMZPeXTHddmrVNu1bQojt5-3NtirZt2W5cJ8k4Z9AoH7xf3qWOuHjzGgOMzmg/s320/Picture2.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 54.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 54pt; mso-list: l0 level4 lfo2; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 54.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 54pt; mso-list: l0 level4 lfo2; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 146%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; text-indent: -18pt;&quot;&gt;Display
movieid, moviename, total_eraning by showing the business done by the movies.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 54.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 54pt; mso-list: l0 level4 lfo2; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 146%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; text-indent: -18pt;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 146%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; text-indent: -18pt;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEg4vp8vmx-QEq8_CR-9UQB1PnJkBFGbVR3223_QMUS8RpCUMKrke2clvFcyYgb7rDLVsPVM_TC-YDgMWa9yTkhcluT80-iR9B1XzSMC9SCITcf6ZS6AHBXCBwcz5xoAGqXoYa0rxMmftfYejUMGUdBDNqMtBqjHFnXgTSjPtR6IsdTHu8g_C97qJJN3cLQ&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;205&quot; data-original-width=&quot;914&quot; height=&quot;72&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEg4vp8vmx-QEq8_CR-9UQB1PnJkBFGbVR3223_QMUS8RpCUMKrke2clvFcyYgb7rDLVsPVM_TC-YDgMWa9yTkhcluT80-iR9B1XzSMC9SCITcf6ZS6AHBXCBwcz5xoAGqXoYa0rxMmftfYejUMGUdBDNqMtBqjHFnXgTSjPtR6IsdTHu8g_C97qJJN3cLQ&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 146%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; text-indent: -18pt;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

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&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 146%; margin-bottom: .2pt; margin-left: 54.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 0.2pt 54pt; mso-list: l0 level4 lfo2; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
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movieid, moviename and productioncost for all movies with productioncost
greater thatn 150000 and less than 1000000. &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 146%; margin-bottom: .2pt; margin-left: 54.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 0.2pt 54pt; mso-list: l0 level4 lfo2; text-indent: -18pt;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPZHANUMHQGM1-e_UUxbd5tDz4J2zotHnsqwn9wjxcyoSEXR22ZEUHqeS5UzeWMLxp-4DmkKUAERgYTnlKB2TxH19UKD0CNZfLokFqAaSmlzo_hSVxdJXNyhSWtdmtt9Wp5h2N0I9lHvnDT5T0kChq2c4Uj1Mqap8bk0fdgQHMhjYLliDxJihO5nNi_I4/s601/Picture4.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;117&quot; data-original-width=&quot;601&quot; height=&quot;62&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPZHANUMHQGM1-e_UUxbd5tDz4J2zotHnsqwn9wjxcyoSEXR22ZEUHqeS5UzeWMLxp-4DmkKUAERgYTnlKB2TxH19UKD0CNZfLokFqAaSmlzo_hSVxdJXNyhSWtdmtt9Wp5h2N0I9lHvnDT5T0kChq2c4Uj1Mqap8bk0fdgQHMhjYLliDxJihO5nNi_I4/s320/Picture4.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 146%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 146%; margin-bottom: .2pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 0.2pt 0cm; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 146%; margin-bottom: .2pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 0.2pt 0cm; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 146%; margin-bottom: .2pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 0.2pt 0cm; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 146%; margin-bottom: .2pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 0.2pt 0cm; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 146%; margin-bottom: .2pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 0.2pt 0cm; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 54.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 54pt; mso-list: l0 level4 lfo2; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
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the movie of type action and romance. &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 54.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 54pt; mso-list: l0 level4 lfo2; text-indent: -18pt;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCPpET27yC7dSjpvZ-Wrm2pZBIo4s6tLrKVzr5Cs6_rdQUAX8WmWoTMTXBhiiKEwlD-i9H4OobRO_5B9pF3nAO2bedPRfvhhFNetc4QBwJK4fpTBIZjZkZn3tnOjli4C5Wot8JJzcO7SPSXH2_2t5mhP5isqHf4NDy4E256SApc6VKqsKrOvT6jztuli0/s601/Picture5.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;119&quot; data-original-width=&quot;601&quot; height=&quot;63&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCPpET27yC7dSjpvZ-Wrm2pZBIo4s6tLrKVzr5Cs6_rdQUAX8WmWoTMTXBhiiKEwlD-i9H4OobRO_5B9pF3nAO2bedPRfvhhFNetc4QBwJK4fpTBIZjZkZn3tnOjli4C5Wot8JJzcO7SPSXH2_2t5mhP5isqHf4NDy4E256SApc6VKqsKrOvT6jztuli0/s320/Picture5.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 54.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 54pt; mso-list: l0 level4 lfo2; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
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the list of movies which are going to release in February, 2022. &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 54.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 54pt; mso-list: l0 level4 lfo2; text-indent: -18pt;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgF1L_BEqzBExeDo-IqX1H9u1m4aNs-o9A71AoNkAGMLZkdydzgKfooMCOyMhLEk-mB8a281ePd4KMt0Ci52kfoPc_FDMTZyGpT8yVX_32AkWaMD2PQjKscdfCT9BtU1UKRp6wSJtPRqZeYJDhkzLwgd2-81ycMWEczDXI9owvShkwGR8d2nHyYc9Hac90/s602/Picture6.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;195&quot; data-original-width=&quot;602&quot; height=&quot;104&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgF1L_BEqzBExeDo-IqX1H9u1m4aNs-o9A71AoNkAGMLZkdydzgKfooMCOyMhLEk-mB8a281ePd4KMt0Ci52kfoPc_FDMTZyGpT8yVX_32AkWaMD2PQjKscdfCT9BtU1UKRp6wSJtPRqZeYJDhkzLwgd2-81ycMWEczDXI9owvShkwGR8d2nHyYc9Hac90/s320/Picture6.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: .55pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0.55pt 18pt; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Cambria&amp;quot;,serif; font-size: 13.5pt; line-height: 101%; mso-bidi-font-family: Cambria; mso-fareast-font-family: Cambria;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;!--[endif]--&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Consider the given table patient and
Write following queries:&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: Algerian; font-size: 14pt; line-height: 101%; mso-bidi-font-family: Algerian; mso-fareast-font-family: Algerian;&quot;&gt; &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: .55pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0.55pt 18pt; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: .55pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0.55pt 18pt; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: .55pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0.55pt 18pt; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: .55pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0.55pt 18pt; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: .55pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0.55pt 18pt; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 72.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 72pt; mso-list: l6 level5 lfo3; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Display
the total charges of patient admitted in the month of November.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 72.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 72pt; mso-list: l6 level5 lfo3; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVD9Wzppbbgk2YbRmqLkGL5vhSpP-y7DRP2NkwWzlIX2EbclDBRTXiJikIBYrOrhtiaCmSGpumqoKuYangYHoCPDm08Vr3HuPQntf_d33URhv-MFlIHSkPwFDyG2pqp-Gx0Bm3oTDS7TyH2c3wSNZoYZXM-valym5UU7T6HVZGVeGgXp-yqaLczAnuJxU/s1877/Picture7.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;963&quot; data-original-width=&quot;1877&quot; height=&quot;164&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVD9Wzppbbgk2YbRmqLkGL5vhSpP-y7DRP2NkwWzlIX2EbclDBRTXiJikIBYrOrhtiaCmSGpumqoKuYangYHoCPDm08Vr3HuPQntf_d33URhv-MFlIHSkPwFDyG2pqp-Gx0Bm3oTDS7TyH2c3wSNZoYZXM-valym5UU7T6HVZGVeGgXp-yqaLczAnuJxU/s320/Picture7.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&lt;br /&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;p&gt;&lt;/p&gt;

&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm; text-align: center;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgfMUJh1TzJz0fKBIvZTCiC1JJ0oIPCbs-ucpVc_C-N9d5nQvswLlwGGGQ1vUm28iF2lZztOcoGmCiG00O0SI79brL1sxx8hxoHLf5e7oFqcemszuP20Dl0vtpcHxiUSf3TfSiXHPQLC2yRMuRAoeBPXDoWQ7Pn8HeKeenvZ13TMStvbb0bLolK-JM5OK0&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;53&quot; data-original-width=&quot;320&quot; height=&quot;53&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgfMUJh1TzJz0fKBIvZTCiC1JJ0oIPCbs-ucpVc_C-N9d5nQvswLlwGGGQ1vUm28iF2lZztOcoGmCiG00O0SI79brL1sxx8hxoHLf5e7oFqcemszuP20Dl0vtpcHxiUSf3TfSiXHPQLC2yRMuRAoeBPXDoWQ7Pn8HeKeenvZ13TMStvbb0bLolK-JM5OK0&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 72.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 72pt; mso-list: l6 level5 lfo3; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Display
the eldest patient with name and age.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 72.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 72pt; mso-list: l6 level5 lfo3; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEi4afBzvTcau11ZG80F-ZZsZox7r6rhO7Hrrp_SvXCJ0bTH_w2plAzY8DJgt4gnfxgP-2SYvSW5UX9JttBo6kx17-6hDeXQMk9qg4XQz3ZsXIe_dxOOKZCH0BgkHWabWBGx7Xw7Z5ZtZuLu6LlDb8df4NAeLYRqCjLqOClIdgMXHIxTMsjqDTKF41p7hxU&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;39&quot; data-original-width=&quot;320&quot; height=&quot;39&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEi4afBzvTcau11ZG80F-ZZsZox7r6rhO7Hrrp_SvXCJ0bTH_w2plAzY8DJgt4gnfxgP-2SYvSW5UX9JttBo6kx17-6hDeXQMk9qg4XQz3ZsXIe_dxOOKZCH0BgkHWabWBGx7Xw7Z5ZtZuLu6LlDb8df4NAeLYRqCjLqOClIdgMXHIxTMsjqDTKF41p7hxU&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisHbtOsAaGcqi7nWdEcdozIqv3qs2k9B1f1nXeudRZUlw6KTIXtj2vgaqt_ss3M01TGZy3SYcHEX0hQHzFnuGWF2ZMz318KTbNj_vXtCFEv5vy7UduOd5dBwr_31S9vpODfVHHFNmeiA9AYRzHo-KIHRKZ3Zbx5_0ak6HDJH9CEHfpEKqfIHWmdR8QEcA/s152/Picture10.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;22&quot; data-original-width=&quot;152&quot; height=&quot;22&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisHbtOsAaGcqi7nWdEcdozIqv3qs2k9B1f1nXeudRZUlw6KTIXtj2vgaqt_ss3M01TGZy3SYcHEX0hQHzFnuGWF2ZMz318KTbNj_vXtCFEv5vy7UduOd5dBwr_31S9vpODfVHHFNmeiA9AYRzHo-KIHRKZ3Zbx5_0ak6HDJH9CEHfpEKqfIHWmdR8QEcA/s1600/Picture10.png&quot; width=&quot;152&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 72.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 72pt; mso-list: l6 level5 lfo3; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Count
the unique departments. &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 72.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 72pt; mso-list: l6 level5 lfo3; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 72.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 72pt; mso-list: l6 level5 lfo3; text-indent: -18pt;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIgo_1EVuTHvc55NzHmfgZ0scBFONl1set44AjMeOw8umk1-oIEhS_iqqhUti8Y-p47yCnABxGBhQleWxcFZ1TTNYlzPGPV4IggunfOtiaYR7_PKSzmyIdLtFMadbtmyAhS1LA20sSN8AdA72dr0wmFUz6pRng_-LrMmPafYMheUrGqywS8I-yGGD_hgQ/s555/Picture11.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;118&quot; data-original-width=&quot;555&quot; height=&quot;68&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIgo_1EVuTHvc55NzHmfgZ0scBFONl1set44AjMeOw8umk1-oIEhS_iqqhUti8Y-p47yCnABxGBhQleWxcFZ1TTNYlzPGPV4IggunfOtiaYR7_PKSzmyIdLtFMadbtmyAhS1LA20sSN8AdA72dr0wmFUz6pRng_-LrMmPafYMheUrGqywS8I-yGGD_hgQ/s320/Picture11.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 72.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 72pt; mso-list: l6 level5 lfo3; text-indent: -18pt;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 72.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 72pt; mso-list: l6 level5 lfo3; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 72.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 72pt; mso-list: l6 level5 lfo3; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 72.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 72pt; mso-list: l6 level5 lfo3; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 8.95pt; margin-left: 72.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 8.95pt 72pt; mso-list: l6 level5 lfo3; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Display
an average charges.&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt; &lt;/b&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 8.95pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 8.95pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5gUit-e9aDz21PSE75Q5Z18DgjlM4FTN2Fnc2Ba3HIaOnFVrbgT7NJugKZfKLszAiY9rh8wFPsfqCmbZ_pGZ6IPffMqkoU8pMHRyyNrpxZVAW4IW9AeaEgzSnw_19V2XOUuJGhuwkvgRtANbbgf04seNr5QLe1uHDHUMMQq6GoIeFOs-_v8a27nBgu8A/s505/Picture12.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;131&quot; data-original-width=&quot;505&quot; height=&quot;83&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5gUit-e9aDz21PSE75Q5Z18DgjlM4FTN2Fnc2Ba3HIaOnFVrbgT7NJugKZfKLszAiY9rh8wFPsfqCmbZ_pGZ6IPffMqkoU8pMHRyyNrpxZVAW4IW9AeaEgzSnw_19V2XOUuJGhuwkvgRtANbbgf04seNr5QLe1uHDHUMMQq6GoIeFOs-_v8a27nBgu8A/s320/Picture12.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 8.95pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 8.95pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 8.95pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 8.95pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 8.95pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 8.95pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 8.95pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 8.95pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 141%; margin-bottom: .55pt; margin-left: 3.35pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0.55pt 3.35pt; text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 141%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;3.Suppose your school management has
decided to conduct cricket matches between students of Class XI and Class XII.
Students of each class are asked to join any one of the four teams – Team
Titan, Team Rockers, Team Magnet and Team Hurricane. During summer vacations,
various matches will be conducted between these teams. Help your sports teacher
to do the following:&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: Algerian; font-size: 14pt; line-height: 141%; mso-bidi-font-family: Algerian; mso-fareast-font-family: Algerian;&quot;&gt; &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 35.25pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 35.25pt; mso-list: l5 level3 lfo4; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Create
a database “Sports”. &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 35.25pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 35.25pt; mso-list: l5 level3 lfo4; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Create
a table “TEAM” with following considerations: &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 146%; margin-bottom: .2pt; margin-left: 72.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 0.2pt 72pt; mso-list: l9 level5 lfo5; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 146%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;It
should have a column TeamID for storing an integer value between 1 to 9, which
refers to unique identification of a team. &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 146%; margin-bottom: .3pt; margin-left: 72.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 0.3pt 72pt; mso-list: l9 level5 lfo5; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 146%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Each
TeamID should have its associated name (TeamName), which should be a string of
length not less than 10 characters. &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 72.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 72pt; mso-list: l9 level5 lfo5; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Using
table level constraint, make TeamID as the primary key. &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 35.25pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 35.25pt; mso-list: l7 level3 lfo6; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Show
the structure of the table TEAM using a SQL statement. &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 146%; margin-bottom: .15pt; margin-left: 35.25pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 0.15pt 35.25pt; mso-list: l7 level3 lfo6; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 146%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;As
per the preferences of the students four teams were formed as given below.
Insert these four rows in TEAM table: &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 72.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 72pt; mso-list: l3 level5 lfo7; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Row
1: (1, Tehlka) &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 72.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 72pt; mso-list: l3 level5 lfo7; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Row
2: (2, Toofan) &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 72.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 72pt; mso-list: l3 level5 lfo7; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Row
3: (3, Aandhi) &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 72.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 72pt; mso-list: l3 level5 lfo7; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;•&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Row
3: (4, Shailab) &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 35.25pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 35.25pt; mso-list: l4 level3 lfo8; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;e)&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Show the contents of the table TEAM
using a DML statement. &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 35.25pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 35.25pt; mso-list: l4 level3 lfo8; text-indent: -18pt;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhv8720j93HlvKeZjd2MDOgDC8glXWLYp1TsKHlcangwMm69KkB6sq48XV40B57Srzusat2c5dLt5jcJ5iXh2TmXlb6UXZZXBvnRdsYNiDCt8OOXxOzuF4ClXf5pe_ih5uCcSKHscVP_AfkcCTLC0UeMsT5xsID5tsr-oF4UMzQ3QUoUu9Qb-tX_9jXoEg/s601/Picture13.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;270&quot; data-original-width=&quot;601&quot; height=&quot;144&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhv8720j93HlvKeZjd2MDOgDC8glXWLYp1TsKHlcangwMm69KkB6sq48XV40B57Srzusat2c5dLt5jcJ5iXh2TmXlb6UXZZXBvnRdsYNiDCt8OOXxOzuF4ClXf5pe_ih5uCcSKHscVP_AfkcCTLC0UeMsT5xsID5tsr-oF4UMzQ3QUoUu9Qb-tX_9jXoEg/s320/Picture13.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 17.25pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 17.25pt;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 17.25pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 17.25pt;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 17.25pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 17.25pt;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 17.25pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 17.25pt;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 17.25pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 17.25pt;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 146%; margin-bottom: 0cm; margin-left: 35.25pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 0cm 35.25pt; mso-list: l4 level3 lfo8; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 146%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;f)&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 146%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Now create another table
MATCH_DETAILS and insert data as shown below. Choose appropriate data types and
constraints for each attribute. &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 146%; margin-bottom: 0cm; margin-left: 35.25pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 0cm 35.25pt; mso-list: l4 level3 lfo8; text-indent: -18pt;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7A7Fh0a5WIUf48hi9i_xVHa6lmXEbxDaO4Z0sfjriQAJDYkL7rFbmUDDmoGlTvSAoqseG5GqwiLaN15rakoeG3plvFao-HtE34iQOjFVJ-lhmkn4Nz3xJfZb7VGz9qmaqOMmzUuvmSfqnPGDql-sl7XjNZnVaLc9lguZGdJGhGRSorfKmbBenTn0bAXc/s601/Picture14.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;125&quot; data-original-width=&quot;601&quot; height=&quot;67&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7A7Fh0a5WIUf48hi9i_xVHa6lmXEbxDaO4Z0sfjriQAJDYkL7rFbmUDDmoGlTvSAoqseG5GqwiLaN15rakoeG3plvFao-HtE34iQOjFVJ-lhmkn4Nz3xJfZb7VGz9qmaqOMmzUuvmSfqnPGDql-sl7XjNZnVaLc9lguZGdJGhGRSorfKmbBenTn0bAXc/s320/Picture14.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 146%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 146%; margin-right: 11.9pt;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 146%; margin-right: 11.9pt;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 146%; margin-right: 11.9pt;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 146%; margin-right: 11.9pt;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoNormalTable&quot; style=&quot;border-collapse: collapse; margin-left: -10.8pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184; width: 600px;&quot;&gt;
 &lt;tbody&gt;&lt;tr style=&quot;height: 27.7pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;&quot;&gt;
  &lt;td style=&quot;border: 1pt solid black; height: 27.7pt; mso-border-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 51.6pt;&quot; valign=&quot;top&quot; width=&quot;69&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;MatchID &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-left: none; border: 1pt solid black; height: 27.7pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 62.95pt;&quot; valign=&quot;top&quot; width=&quot;84&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;MatchDate &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-left: none; border: 1pt solid black; height: 27.7pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 70.05pt;&quot; valign=&quot;top&quot; width=&quot;93&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;FirstTeamID &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-left: none; border: 1pt solid black; height: 27.7pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 83.15pt;&quot; valign=&quot;top&quot; width=&quot;111&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;SecondTeamID &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-left: none; border: 1pt solid black; height: 27.7pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 84.6pt;&quot; valign=&quot;top&quot; width=&quot;113&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;FirstTeamScore &lt;/span&gt;&lt;!--[if gte vml 1]&gt;&lt;v:group id=&quot;Group_x0020_919765006&quot;
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  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 27.7pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 84.6pt;&quot; valign=&quot;top&quot; width=&quot;113&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.6pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;156 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 27.7pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 97.55pt;&quot; valign=&quot;top&quot; width=&quot;130&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.5pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;158 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
 &lt;/tr&gt;
 &lt;tr style=&quot;height: 27.7pt; mso-yfti-irow: 3;&quot;&gt;
  &lt;td style=&quot;border-top: none; border: 1pt solid black; height: 27.7pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 51.6pt;&quot; valign=&quot;top&quot; width=&quot;69&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.6pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;M3 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 27.7pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 62.95pt;&quot; valign=&quot;top&quot; width=&quot;84&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;2021/12/22 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 27.7pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 70.05pt;&quot; valign=&quot;top&quot; width=&quot;93&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.55pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;1 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 27.7pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 83.15pt;&quot; valign=&quot;top&quot; width=&quot;111&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.45pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;3 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 27.7pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 84.6pt;&quot; valign=&quot;top&quot; width=&quot;113&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.6pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;86 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 27.7pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 97.55pt;&quot; valign=&quot;top&quot; width=&quot;130&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.45pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;81 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
 &lt;/tr&gt;
 &lt;tr style=&quot;height: 27.7pt; mso-yfti-irow: 4;&quot;&gt;
  &lt;td style=&quot;border-top: none; border: 1pt solid black; height: 27.7pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 51.6pt;&quot; valign=&quot;top&quot; width=&quot;69&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.6pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;M4 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 27.7pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 62.95pt;&quot; valign=&quot;top&quot; width=&quot;84&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;2021/12/23 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 27.7pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 70.05pt;&quot; valign=&quot;top&quot; width=&quot;93&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.55pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;2 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 27.7pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 83.15pt;&quot; valign=&quot;top&quot; width=&quot;111&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.45pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;4 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 27.7pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 84.6pt;&quot; valign=&quot;top&quot; width=&quot;113&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.6pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;65 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 27.7pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 97.55pt;&quot; valign=&quot;top&quot; width=&quot;130&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.45pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;67 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
 &lt;/tr&gt;
 &lt;tr style=&quot;height: 27.7pt; mso-yfti-irow: 5;&quot;&gt;
  &lt;td style=&quot;border-top: none; border: 1pt solid black; height: 27.7pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 51.6pt;&quot; valign=&quot;top&quot; width=&quot;69&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.6pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;M5 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 27.7pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 62.95pt;&quot; valign=&quot;top&quot; width=&quot;84&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;2021/12/24 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 27.7pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 70.05pt;&quot; valign=&quot;top&quot; width=&quot;93&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.55pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;1 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 27.7pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 83.15pt;&quot; valign=&quot;top&quot; width=&quot;111&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.45pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;4 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 27.7pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 84.6pt;&quot; valign=&quot;top&quot; width=&quot;113&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.6pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;52 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 27.7pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 97.55pt;&quot; valign=&quot;top&quot; width=&quot;130&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.45pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;88 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
 &lt;/tr&gt;
 &lt;tr style=&quot;height: 28.1pt; mso-yfti-irow: 6; mso-yfti-lastrow: yes;&quot;&gt;
  &lt;td style=&quot;border-top: none; border: 1pt solid black; height: 28.1pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 51.6pt;&quot; valign=&quot;top&quot; width=&quot;69&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.6pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;M6 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 28.1pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 62.95pt;&quot; valign=&quot;top&quot; width=&quot;84&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;2021/12/25 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 28.1pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 70.05pt;&quot; valign=&quot;top&quot; width=&quot;93&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.55pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;2 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 28.1pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 83.15pt;&quot; valign=&quot;top&quot; width=&quot;111&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.45pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;3 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 28.1pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 84.6pt;&quot; valign=&quot;top&quot; width=&quot;113&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.6pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;97 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 28.1pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0.85pt 1.9pt 0cm 5.4pt; width: 97.55pt;&quot; valign=&quot;top&quot; width=&quot;130&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-right: 3.45pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;68 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 106%; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ZH-CN; mso-fareast-theme-font: minor-fareast;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 21.4pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 21.4pt; mso-list: l10 level1 lfo9; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;4.&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Write following queries: &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 146%; margin-bottom: .2pt; margin-left: 54.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 0.2pt 54pt; mso-list: l1 level4 lfo10; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 146%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;a)&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 146%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Display the matchid, teamid, team
score who scored more than 70 in first inning along with team name. &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 146%; margin-bottom: .2pt; margin-left: 54.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 0.2pt 54pt; mso-list: l1 level4 lfo10; text-indent: -18pt;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhryFiDP2-BW8sI32rHIp32Un2g-ThEqjQBwohpYnXBjOd8-nbk51c3-fgUR5afkJZXq5g4jvc9gGSqvnfQ79dL9qSIrHUT9wW4ixBIMu-FYNdQnrS8awe6YnPu3tgphqtHEg-phU1IpYkpLKTFiEsmX3fMc468i-h5k-Lf-Z0FQmoB5eQ78lUgz3l_yGo/s601/Picture15.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;249&quot; data-original-width=&quot;601&quot; height=&quot;133&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhryFiDP2-BW8sI32rHIp32Un2g-ThEqjQBwohpYnXBjOd8-nbk51c3-fgUR5afkJZXq5g4jvc9gGSqvnfQ79dL9qSIrHUT9wW4ixBIMu-FYNdQnrS8awe6YnPu3tgphqtHEg-phU1IpYkpLKTFiEsmX3fMc468i-h5k-Lf-Z0FQmoB5eQ78lUgz3l_yGo/s320/Picture15.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 146%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 146%; margin-bottom: .2pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 0.2pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 146%; margin-bottom: .2pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 0.2pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 146%; margin-bottom: .2pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 0.2pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 146%; margin-bottom: .2pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 0.2pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 146%; margin-bottom: .2pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 0.2pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 146%; margin-bottom: .2pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 0.2pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 54.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 54pt; mso-list: l1 level4 lfo10; text-indent: -18pt;&quot;&gt;&lt;a name=&quot;_heading=h.gjdgxs&quot;&gt;&lt;/a&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;b)&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Display matchid, teamname and
secondteamscore between 100 to 160. &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 54.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 54pt; mso-list: l1 level4 lfo10; text-indent: -18pt;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBUg-oFyaxyBQs0bunHW5bb9K6tQqWULGmrt7jkOyVr8r4DpfBmLEhW-Y7crXEeR5potEdrF-r_4B_w6aOrBZiEkrgxQecTrjT_1EXjkkSTlfjaXJrPoS_wj-2g3aW-DUYDdFtrk9l5Ft-lGgE9l_KF4VXHuS-zcWC8AYZB6FUlNgXuCx2yLwz4dKI_2I/s602/Picture16.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;113&quot; data-original-width=&quot;602&quot; height=&quot;60&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBUg-oFyaxyBQs0bunHW5bb9K6tQqWULGmrt7jkOyVr8r4DpfBmLEhW-Y7crXEeR5potEdrF-r_4B_w6aOrBZiEkrgxQecTrjT_1EXjkkSTlfjaXJrPoS_wj-2g3aW-DUYDdFtrk9l5Ft-lGgE9l_KF4VXHuS-zcWC8AYZB6FUlNgXuCx2yLwz4dKI_2I/s320/Picture16.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 54.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 54pt; mso-list: l1 level4 lfo10; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;c)&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Display matchid, teamnames along
with matchdates.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 54.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 54pt; mso-list: l1 level4 lfo10; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDM0wTUZ6ZiEemjL0JxbLQv0wKi52_nqWx4-QcA9GfKpoMgEnZKjoHKSjSBcP8PE0XWJj0VjaiV2Q1-4rhQFfJTVZt-cBvuTbsk5hlUPhBM4Kto-xLgrn17UiWtar0YOebCsMvLfUr9w6lfCzMQqmrh9OE29GH_BHJ9MPQJM_MAAPq0XKJwRDjy9lbPbk/s566/Picture17.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;503&quot; data-original-width=&quot;566&quot; height=&quot;284&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDM0wTUZ6ZiEemjL0JxbLQv0wKi52_nqWx4-QcA9GfKpoMgEnZKjoHKSjSBcP8PE0XWJj0VjaiV2Q1-4rhQFfJTVZt-cBvuTbsk5hlUPhBM4Kto-xLgrn17UiWtar0YOebCsMvLfUr9w6lfCzMQqmrh9OE29GH_BHJ9MPQJM_MAAPq0XKJwRDjy9lbPbk/s320/Picture17.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 54.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 54pt; mso-list: l1 level4 lfo10; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;d)&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Display unique team names &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 54.0pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 54pt; mso-list: l1 level4 lfo10; text-indent: -18pt;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXuc0NX8P4k__ba3CDlVer0WU-B8Z_sbZALnG1RQ_Uwp8OneavWfka51PSdS4j62NA1twfvp_3KNQB0KjXjpLrJUmIRz3PTvpqTCLrMQ2xANrFB6oJ9bRASe1A5gdkqVn1KVzGWw-BJIKrSwpWEflgjo2Bqg_AZSnJvYygdUUFYe57iTEDzGWIKiAfQwc/s525/Picture18.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;170&quot; data-original-width=&quot;525&quot; height=&quot;104&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXuc0NX8P4k__ba3CDlVer0WU-B8Z_sbZALnG1RQ_Uwp8OneavWfka51PSdS4j62NA1twfvp_3KNQB0KjXjpLrJUmIRz3PTvpqTCLrMQ2xANrFB6oJ9bRASe1A5gdkqVn1KVzGWw-BJIKrSwpWEflgjo2Bqg_AZSnJvYygdUUFYe57iTEDzGWIKiAfQwc/s320/Picture18.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 105%; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0cm 54pt; mso-list: l1 level4 lfo10; text-indent: -18.5pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 105%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;e)&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 105%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Display matchid and
matchdate played by Anadhi and Shailab.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 105%; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0cm 54pt; mso-list: l1 level4 lfo10; text-indent: -18.5pt;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYx1EWdi_e76lPu9jO1lZt-EcHm3r73aPnDgRUAr87EKvGPgGSRkc9S_TzAf3Ei9VGAycThqF6rM6fP1MmrYgkr39I-qkgVSD9hXbDvjeGWbP3ruqsPaTInG5ylB2c_carnoNjathX6xYhBYcP221KUpAXOZA21p8-y0IpYmtOo94Y5cNKSdXm4Prh6pw/s602/Picture19.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;158&quot; data-original-width=&quot;602&quot; height=&quot;84&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYx1EWdi_e76lPu9jO1lZt-EcHm3r73aPnDgRUAr87EKvGPgGSRkc9S_TzAf3Ei9VGAycThqF6rM6fP1MmrYgkr39I-qkgVSD9hXbDvjeGWbP3ruqsPaTInG5ylB2c_carnoNjathX6xYhBYcP221KUpAXOZA21p8-y0IpYmtOo94Y5cNKSdXm4Prh6pw/s320/Picture19.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 105%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 105%;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 105%;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 105%;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 105%;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 105%;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 105%; margin-left: 54pt;&quot;&gt;&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 0cm; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 0cm 0cm; mso-list: l10 level1 lfo9; text-indent: 7.1pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;5.&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Consider the following table and write the queries:&lt;/span&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-size: 10pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: minor-fareast;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 5.3pt; margin-left: 7.1pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 5.3pt 7.1pt;&quot;&gt;&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoNormalTable&quot; style=&quot;border-collapse: collapse; margin-left: -10.8pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184; width: 701px;&quot;&gt;
 &lt;tbody&gt;&lt;tr style=&quot;height: 34.8pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;&quot;&gt;
  &lt;td style=&quot;border: 1pt solid black; height: 34.8pt; mso-border-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 79.2pt;&quot; valign=&quot;top&quot; width=&quot;106&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;itemno &lt;/span&gt;&lt;span style=&quot;font-size: 10pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: minor-fareast;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-left: none; border: 1pt solid black; height: 34.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 109.85pt;&quot; valign=&quot;top&quot; width=&quot;146&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Item &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-left: none; border: 1pt solid black; height: 34.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 70.55pt;&quot; valign=&quot;top&quot; width=&quot;94&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;dcode &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-left: none; border: 1pt solid black; height: 34.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 50.8pt;&quot; valign=&quot;top&quot; width=&quot;68&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;qty &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-left: none; border: 1pt solid black; height: 34.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 96.75pt;&quot; valign=&quot;top&quot; width=&quot;129&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;unitprice &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-left: none; border: 1pt solid black; height: 34.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 118.95pt;&quot; valign=&quot;top&quot; width=&quot;159&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;stockdate &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
 &lt;/tr&gt;
 &lt;tr style=&quot;height: 34.9pt; mso-yfti-irow: 1;&quot;&gt;
  &lt;td style=&quot;border-top: none; border: 1pt solid black; height: 34.9pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 79.2pt;&quot; valign=&quot;top&quot; width=&quot;106&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;S005 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 34.9pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 109.85pt;&quot; valign=&quot;top&quot; width=&quot;146&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Ballpen &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 34.9pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 70.55pt;&quot; valign=&quot;top&quot; width=&quot;94&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;102 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 34.9pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 50.8pt;&quot; valign=&quot;top&quot; width=&quot;68&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;100 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 34.9pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 96.75pt;&quot; valign=&quot;top&quot; width=&quot;129&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;10 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 34.9pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 118.95pt;&quot; valign=&quot;top&quot; width=&quot;159&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;2018/04/22 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
 &lt;/tr&gt;
 &lt;tr style=&quot;height: 33.35pt; mso-yfti-irow: 2;&quot;&gt;
  &lt;td style=&quot;border-top: none; border: 1pt solid black; height: 33.35pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 79.2pt;&quot; valign=&quot;top&quot; width=&quot;106&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;S003 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 33.35pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 109.85pt;&quot; valign=&quot;top&quot; width=&quot;146&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Gel Pen &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 33.35pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 70.55pt;&quot; valign=&quot;top&quot; width=&quot;94&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;101 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 33.35pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 50.8pt;&quot; valign=&quot;top&quot; width=&quot;68&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;150 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 33.35pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 96.75pt;&quot; valign=&quot;top&quot; width=&quot;129&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;15 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 33.35pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 118.95pt;&quot; valign=&quot;top&quot; width=&quot;159&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;2018/03/18 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
 &lt;/tr&gt;
 &lt;tr style=&quot;height: 34.8pt; mso-yfti-irow: 3;&quot;&gt;
  &lt;td style=&quot;border-top: none; border: 1pt solid black; height: 34.8pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 79.2pt;&quot; valign=&quot;top&quot; width=&quot;106&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;S002 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 34.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 109.85pt;&quot; valign=&quot;top&quot; width=&quot;146&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Pencil &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 34.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 70.55pt;&quot; valign=&quot;top&quot; width=&quot;94&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;102 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 34.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 50.8pt;&quot; valign=&quot;top&quot; width=&quot;68&quot;&gt;
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  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;2018/02/25 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
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  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;S006 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
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  &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Compass &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 34.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 70.55pt;&quot; valign=&quot;top&quot; width=&quot;94&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;102 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 34.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 50.8pt;&quot; valign=&quot;top&quot; width=&quot;68&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;60 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 34.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 96.75pt;&quot; valign=&quot;top&quot; width=&quot;129&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;35 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 34.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 118.95pt;&quot; valign=&quot;top&quot; width=&quot;159&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;2018/05/10 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
 &lt;/tr&gt;
 &lt;tr style=&quot;height: 34.8pt; mso-yfti-irow: 7; mso-yfti-lastrow: yes;&quot;&gt;
  &lt;td style=&quot;border-top: none; border: 1pt solid black; height: 34.8pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 79.2pt;&quot; valign=&quot;top&quot; width=&quot;106&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;S009 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 34.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 109.85pt;&quot; valign=&quot;top&quot; width=&quot;146&quot;&gt;
  &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;A4 Papers &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 34.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 70.55pt;&quot; valign=&quot;top&quot; width=&quot;94&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;102 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 34.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 50.8pt;&quot; valign=&quot;top&quot; width=&quot;68&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;160 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 34.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 96.75pt;&quot; valign=&quot;top&quot; width=&quot;129&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;5 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
  &lt;td style=&quot;border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 34.8pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 5.15pt 5.75pt 0cm 5.4pt; width: 118.95pt;&quot; valign=&quot;top&quot; width=&quot;159&quot;&gt;
  &lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;2018/07/17 &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;
  &lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 5.3pt; margin-left: 7.1pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 5.3pt 7.1pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; mso-ansi-language: EN-US; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-fareast-language: ZH-CN; mso-hansi-font-family: Calibri;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 35.25pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 35.25pt; mso-list: l8 level3 lfo11; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;a)&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Display all the items in the
ascending order of stockdate. &lt;/span&gt;&lt;span style=&quot;font-size: 10pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: minor-fareast;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 35.25pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 35.25pt; mso-list: l8 level3 lfo11; text-indent: -18pt;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiSAV-kJQRCIdaCJogvtLQpYDJ3ERKeQmb-ZhLFEf__rSbJ6l-QVrt7XUAGxLfIgWjgGO-K-QVgxQTFeyEcd1I03EccFqLe0eV4WDAQa7z2vQO8W_UklNrCB_iEAlLRiye9YQdKRwmRpjHo_nbQDNVxq87inLENKfpi6UqZwUy9cfhMh4dlefERpO30Uw/s584/Picture20.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;245&quot; data-original-width=&quot;584&quot; height=&quot;134&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiSAV-kJQRCIdaCJogvtLQpYDJ3ERKeQmb-ZhLFEf__rSbJ6l-QVrt7XUAGxLfIgWjgGO-K-QVgxQTFeyEcd1I03EccFqLe0eV4WDAQa7z2vQO8W_UklNrCB_iEAlLRiye9YQdKRwmRpjHo_nbQDNVxq87inLENKfpi6UqZwUy9cfhMh4dlefERpO30Uw/s320/Picture20.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 35.25pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 35.25pt; mso-list: l8 level3 lfo11; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;b)&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Display maximum price of items for
each dealer individually as per dcode from stock. &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgm3OPcGQeLAoaP2gr4CGu3o3oLVvGtwVp39JqC7fZsrQrK-ris5H5u_UCR2hX1Pi9x5QrNqqpAUIooabCuH8OWs3CnwfGlbnPuRVg3GLBdlFjXYhpfod_mwhcUzKy4-_XQShJFokcyA-Ec_9a2lDWpUrdCy_7o23Er8QUtCQMD_jtH7yBVrwn2oLnQ_MY/s601/Picture21.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;148&quot; data-original-width=&quot;601&quot; height=&quot;79&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgm3OPcGQeLAoaP2gr4CGu3o3oLVvGtwVp39JqC7fZsrQrK-ris5H5u_UCR2hX1Pi9x5QrNqqpAUIooabCuH8OWs3CnwfGlbnPuRVg3GLBdlFjXYhpfod_mwhcUzKy4-_XQShJFokcyA-Ec_9a2lDWpUrdCy_7o23Er8QUtCQMD_jtH7yBVrwn2oLnQ_MY/s320/Picture21.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 35.25pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 35.25pt; mso-list: l8 level3 lfo11; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;c)&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Display all the items in descending
orders of item names. &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoWUKfkGRLNTZlJIm0D5ItIQ16MJfABZHCd8RfSsuC9d1MNt7M_3uurVS-S20kJM4I5Q4NCRGj8cDLtW_gjiOkRaBVpHBy020KGFeG9JgJO2iv8m2qR7Z8qHRvm4j5_z7X0UXfaHZo4TzhSx0biZHa3hR2WqLZ-Udndg2MfuflYppmBBmZHE3ZhHcZ-Vc/s478/Picture22.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;230&quot; data-original-width=&quot;478&quot; height=&quot;154&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoWUKfkGRLNTZlJIm0D5ItIQ16MJfABZHCd8RfSsuC9d1MNt7M_3uurVS-S20kJM4I5Q4NCRGj8cDLtW_gjiOkRaBVpHBy020KGFeG9JgJO2iv8m2qR7Z8qHRvm4j5_z7X0UXfaHZo4TzhSx0biZHa3hR2WqLZ-Udndg2MfuflYppmBBmZHE3ZhHcZ-Vc/s320/Picture22.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 146%; margin-bottom: .3pt; margin-left: 35.25pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 0.3pt 35.25pt; mso-list: l8 level3 lfo11; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 146%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;d)&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 146%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Display average price of items for
each dealer individually as per doce from stock which average price is more
than 5. &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvAP5t2POJ_kyV7r-8hTon4ARd8H2lwjKOLYvy-6i47V23uebduRn6XDNWRSTfWy9U0IWNNYYKLx9EhEUIYN-53z1toxVEjKNZAbgeNVJ944ZMjPMChwgP6kGdK6Ua2oC0TpRd5y2gt90_vRrC03u3gUm-ansNgnBu36s4VdVv9vzwBUb4YAx1MSJ9DQs/s601/Picture23.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;143&quot; data-original-width=&quot;601&quot; height=&quot;76&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvAP5t2POJ_kyV7r-8hTon4ARd8H2lwjKOLYvy-6i47V23uebduRn6XDNWRSTfWy9U0IWNNYYKLx9EhEUIYN-53z1toxVEjKNZAbgeNVJ944ZMjPMChwgP6kGdK6Ua2oC0TpRd5y2gt90_vRrC03u3gUm-ansNgnBu36s4VdVv9vzwBUb4YAx1MSJ9DQs/s320/Picture23.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 146%; margin-bottom: .3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 0.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 146%; margin-bottom: .3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 0.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 146%; margin-bottom: .3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 0.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 146%; margin-bottom: .3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 0.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 146%; margin-bottom: .3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 0.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 35.25pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 35.25pt; mso-list: l8 level3 lfo11; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;e)&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Display the sum of quantity for each
dcode.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 35.25pt; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 35.25pt; mso-list: l8 level3 lfo11; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6N5owQW9aUyyUc-VBPL7muMis2JIhl712U_LzIgozyfUDNMz2l-0LH-ZGOm50T-8xCoD-QwddezRhmb9-xscny5mZPXDctc-DecboMQc2YKZqydclGWsnPZbd0dvlyGlcI5ueN1eainnarSqHMrQqfq1tdlt276i9JNzCU6Ph38yYF9KkpMdAQqzxX9c/s495/Picture24.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;162&quot; data-original-width=&quot;495&quot; height=&quot;105&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6N5owQW9aUyyUc-VBPL7muMis2JIhl712U_LzIgozyfUDNMz2l-0LH-ZGOm50T-8xCoD-QwddezRhmb9-xscny5mZPXDctc-DecboMQc2YKZqydclGWsnPZbd0dvlyGlcI5ueN1eainnarSqHMrQqfq1tdlt276i9JNzCU6Ph38yYF9KkpMdAQqzxX9c/s320/Picture24.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 101%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 101%; margin-bottom: 7.3pt; margin-left: 0cm; margin-right: 11.9pt; margin-top: 0cm; margin: 0cm 11.9pt 7.3pt 0cm;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;a name=&quot;_heading=h.30j0zll&quot;&gt;&lt;/a&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;21 Write a MySQL connectivity program in Python
to &lt;/span&gt;&lt;span style=&quot;font-size: 10pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: minor-fareast;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;color: black; font-size: 9.5pt; line-height: 106%; mso-fareast-font-family: Arial;&quot;&gt;• &lt;/span&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Create a database school
&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;color: black; font-size: 9.5pt; line-height: 106%; mso-fareast-font-family: Arial;&quot;&gt;• &lt;/span&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Create a table students with
the specifications - &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;ROLLNO
integer, STNAME character(10) in MySQL &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;and
perform the following operations: &lt;/span&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 9.5pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;o &lt;/span&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Insert two &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;records
in it &lt;/span&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 9.5pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;o &lt;/span&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Display the contents of
the table &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjr9qgsNAnQ-DXOTHSn6McaWwQl_2tMKIhYYLMocoRnd0ljri9KDAiwlEIpQAcelj_kbkQKSf-qL003tIdaoK-wbJy13r5ZFDVnQXF4pVrSQ7o507WQWOBkzWa69jq-hwvMM_i-PxLurM9v_byXrYgZegkp6RjsVbPPuFbJk92KJ53NTK2Gm5S6Wx9T9dQ/s602/Picture25.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;227&quot; data-original-width=&quot;602&quot; height=&quot;121&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjr9qgsNAnQ-DXOTHSn6McaWwQl_2tMKIhYYLMocoRnd0ljri9KDAiwlEIpQAcelj_kbkQKSf-qL003tIdaoK-wbJy13r5ZFDVnQXF4pVrSQ7o507WQWOBkzWa69jq-hwvMM_i-PxLurM9v_byXrYgZegkp6RjsVbPPuFbJk92KJ53NTK2Gm5S6Wx9T9dQ/s320/Picture25.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKxGSwwTcTFJPOFmCgg_2wjmClWhQHCpip4CxURXNt5O7wdphAuvpcoGbw3RyqQMBnrsOW_m0Ku8r1Y88p5UlpZkUC19swSc9ODdPsW6PhBt-DWaguyssopXECJZir69r0WhPvOFM3H8sTZVuXJBBbKelgAAhov2Y_3NQWB_X4QT4cYSzAIFWisrW5QiY/s394/Picture27.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;394&quot; data-original-width=&quot;270&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKxGSwwTcTFJPOFmCgg_2wjmClWhQHCpip4CxURXNt5O7wdphAuvpcoGbw3RyqQMBnrsOW_m0Ku8r1Y88p5UlpZkUC19swSc9ODdPsW6PhBt-DWaguyssopXECJZir69r0WhPvOFM3H8sTZVuXJBBbKelgAAhov2Y_3NQWB_X4QT4cYSzAIFWisrW5QiY/s320/Picture27.png&quot; width=&quot;219&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 26pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 26pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSGeZHVyrHYgLtbL_6NBW957JGo0oTM7_o75NhSDdkijc4Sl2VuW0KEvfk8qHpbRmBOHXeQ1i6DwhHaZza0w_2p6RXuVOxwN0CkuERMwb_CNmQM34Dgp3ntKeky-PZeQWbfp5J-2oY7xaIMATW0WA77jblbVyZo5J6nci3fLfgL4UZrOs10gehe5vnlPU/s553/Picture28.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;167&quot; data-original-width=&quot;553&quot; height=&quot;97&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSGeZHVyrHYgLtbL_6NBW957JGo0oTM7_o75NhSDdkijc4Sl2VuW0KEvfk8qHpbRmBOHXeQ1i6DwhHaZza0w_2p6RXuVOxwN0CkuERMwb_CNmQM34Dgp3ntKeky-PZeQWbfp5J-2oY7xaIMATW0WA77jblbVyZo5J6nci3fLfgL4UZrOs10gehe5vnlPU/s320/Picture28.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 26pt; line-height: 106%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyZIc5SBfQVXNhibErrtFuGcG4OB4s9LQoxGj7sSahQazWKVsukYw12sP9qejJbqCuvxjyy9mIKAnYNaaWTbVYZuDBu_B-0KudDWTXJ-gmKip6FnSZ8BZ48mOvUNVQfyBs1dQfnZgV6fx9Drg-rBFrP86bUp-2iJdndgWPd4vBw2sLheHvtJPsvxJLO7E/s553/Picture29.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;120&quot; data-original-width=&quot;553&quot; height=&quot;69&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyZIc5SBfQVXNhibErrtFuGcG4OB4s9LQoxGj7sSahQazWKVsukYw12sP9qejJbqCuvxjyy9mIKAnYNaaWTbVYZuDBu_B-0KudDWTXJ-gmKip6FnSZ8BZ48mOvUNVQfyBs1dQfnZgV6fx9Drg-rBFrP86bUp-2iJdndgWPd4vBw2sLheHvtJPsvxJLO7E/s320/Picture29.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;/span&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieDm9-2gD0lW4gDvaKP6ZlibSx7LwbthTKuYc5fPA6taRkDGocr-0j8ypXk2WdLqvN18Sxx-Y6B2exFLYNtPsxGewZVJvRvLDFOf_vEPOAueb3saPjvK3zHklBUtQxR3heRYAL7RSO14udBvOE4moVC2QX-49wTYmS3SpF02d_hnip91f0hSzAsUWSdiM/s553/Picture30.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;135&quot; data-original-width=&quot;553&quot; height=&quot;78&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieDm9-2gD0lW4gDvaKP6ZlibSx7LwbthTKuYc5fPA6taRkDGocr-0j8ypXk2WdLqvN18Sxx-Y6B2exFLYNtPsxGewZVJvRvLDFOf_vEPOAueb3saPjvK3zHklBUtQxR3heRYAL7RSO14udBvOE4moVC2QX-49wTYmS3SpF02d_hnip91f0hSzAsUWSdiM/s320/Picture30.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;/b&gt;&lt;p&gt;&lt;/p&gt;

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&lt;p class=&quot;MsoNormal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 22pt; line-height: 106%; mso-ansi-language: EN-US; mso-themecolor: text1;&quot;&gt;ALL BASIC
COMMANDS FOR SQL:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/u&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 18pt; line-height: 106%; mso-ansi-language: EN-US; mso-themecolor: text1;&quot;&gt;Blue=commands
heading , &lt;/span&gt;&lt;/u&gt;&lt;u&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 18pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;red&lt;/span&gt;&lt;/u&gt;&lt;u&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 18pt; line-height: 106%; mso-ansi-language: EN-US; mso-themecolor: text1;&quot;&gt;=command , default=black&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/u&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #00b0f0; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Creation and display of database and
table:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Create database &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US; mso-themecolor: text1;&quot;&gt;&amp;lt;database_name&amp;gt;;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Show databases&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US; mso-themecolor: text1;&quot;&gt;;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Use&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US; mso-themecolor: text1;&quot;&gt; &amp;lt;database_name&amp;gt;;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Create table &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US; mso-themecolor: text1;&quot;&gt;&amp;lt;table_name&amp;gt;(&amp;lt;column_name &amp;gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;columndatatype)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US; mso-themecolor: text1;&quot;&gt;&amp;gt;(column data
types can be&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;int,char(limit),varchar(limit),decimal(4,2))&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #00b0f0; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Inserting values into table:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;(let’s assume we are making table for student details)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Insert into &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;&amp;lt;table_name&amp;gt;(R_no
, S_name,Percentage,ADM_date) values(1,”Aman”,96.64,”DD/MM/YYYY”)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Desc&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;
&amp;lt;table_name&amp;gt;;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #00b0f0; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;For changes in table:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Drop database &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;&amp;lt;database_name&amp;gt;;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Drop table &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;&amp;lt;table_name&amp;gt;;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Drop column &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;&amp;lt;column_name&amp;gt;;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Update&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;
&amp;lt;table_name&amp;gt; set Sname=”Ram” where Sname=”Aman”;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Alter table &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;&amp;lt;table_name&amp;gt;
add &amp;lt;column_name&amp;gt; &amp;lt;datatype&amp;gt; &amp;lt;size&amp;gt;;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Alter table change &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;[&amp;lt;column_name&amp;gt;]
new_name varchar(20);&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #00b0f0; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Display Commands:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Select *from &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;&amp;lt;table_name&amp;gt;;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Select&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;
Sname,R_no,marks &lt;span style=&quot;color: red;&quot;&gt;from&lt;/span&gt; &amp;lt;table_name&amp;gt;;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Where and Distinct Clause:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Select *from &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;&amp;lt;table_name&amp;gt;
&lt;span style=&quot;color: red;&quot;&gt;where&lt;/span&gt; Sname=” ” ;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #00b0f0; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US; mso-themecolor: text1;&quot;&gt;“”&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;“”&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;“”&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;“” &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;where&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #00b0f0; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US; mso-themecolor: text1;&quot;&gt;marks&amp;gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Select distinct &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US; mso-themecolor: text1;&quot;&gt;name&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #00b0f0; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;from&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #00b0f0; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US; mso-themecolor: text1;&quot;&gt;&amp;lt;table_name&amp;gt;;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #00b0f0; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Select&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #00b0f0; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;
&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US; mso-themecolor: text1;&quot;&gt;score/500*100 &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;as&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #00b0f0; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US; mso-themecolor: text1;&quot;&gt;“scored_percantage” &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;from&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #00b0f0; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US; mso-themecolor: text1;&quot;&gt;&amp;lt;table_name&amp;gt;;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #00b0f0; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Between and Not Between clause:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Select&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US; mso-themecolor: text1;&quot;&gt; name,Roll_no,marks &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;from&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US; mso-themecolor: text1;&quot;&gt; &amp;lt;table_name&amp;gt; &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;where&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US; mso-themecolor: text1;&quot;&gt; marks &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;between/not between &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US; mso-themecolor: text1;&quot;&gt;80 and 90;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #00b0f0; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;In and Not in ,identifying datatypes
clause:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Select *from &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US; mso-themecolor: text1;&quot;&gt;&amp;lt;table_name&amp;gt; &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;where
&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US; mso-themecolor: text1;&quot;&gt;Roll_no in (1,2,3);&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US; mso-themecolor: text1;&quot;&gt;“”&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;“”&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;“”&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;“”&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;not in&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;“”&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;“”&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;“”&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;“”&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;name &lt;span style=&quot;color: red;&quot;&gt;like “&lt;/span&gt;A&lt;span style=&quot;color: red;&quot;&gt;%”&lt;/span&gt;; (if name starts with A)&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;“”&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;“”&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;“”&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;“”&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;“_ _ _%”&lt;/span&gt;&lt;span style=&quot;color: black; mso-themecolor: text1;&quot;&gt;;&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt; &lt;/span&gt;(atleast
3 charcters)&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;“”&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;“”&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;“’&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;“”&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;“%jeet%”; (name contain substring ‘jeet’)&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #00b0f0; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Order by clause:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Order by ordering_func,(default ascending , for
descending “desc”)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Select&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt; R_no,name &lt;span style=&quot;color: red;&quot;&gt;from&lt;/span&gt; &amp;lt;table_name&amp;gt; &lt;span style=&quot;color: red;&quot;&gt;where&lt;/span&gt;
marks&lt;span style=&quot;color: red;&quot;&gt;&amp;gt;&lt;/span&gt;75 order by name/name &lt;span style=&quot;color: red;&quot;&gt;desc&lt;/span&gt;;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #00b0f0; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Delete(for deleting rows):&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Delete from &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;&amp;lt;table_name&amp;gt;
&lt;span style=&quot;color: red;&quot;&gt;where &lt;/span&gt;name=”Ram”;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #00b0f0; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Aggregate func:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Select max&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;(score) &lt;span style=&quot;color: red;&quot;&gt;as&lt;/span&gt; “total_marks” &lt;span style=&quot;color: red;&quot;&gt;from&lt;/span&gt;
&amp;lt;table_name&amp;gt;;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;‘’&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;min(&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;)&lt;/span&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;‘’&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;‘’&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;Sum(&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;)&lt;/span&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;‘’&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;‘’&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;avg(&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;)&lt;/span&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;‘’&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #00b0f0; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Group by: &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Select&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;
name,dept_no,&lt;span style=&quot;color: red;&quot;&gt;count(*) from&lt;/span&gt; &amp;lt;table_name&amp;gt; &lt;span style=&quot;color: red;&quot;&gt;group by &lt;/span&gt;dept_no,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Select&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt; name,dept &lt;span style=&quot;color: red;&quot;&gt;having sum(&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;) between &lt;/span&gt;80
and 90;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #00b0f0; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #00b0f0; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #00b0f0; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Table Join:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Select *from&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US; mso-themecolor: text1;&quot;&gt; &amp;lt;table1&amp;gt;,&amp;lt;table2&amp;gt;;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;(cartesian product)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;Select&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US; mso-themecolor: text1;&quot;&gt; patient_no , Dname &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;from&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US; mso-themecolor: text1;&quot;&gt; &amp;lt;table1&amp;gt;,&amp;lt;table2&amp;gt; &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;where p_no=d_no;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #00b0f0; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #00b0f0; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US; mso-themecolor: text1;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;text-decoration: none;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/u&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 16pt; line-height: 106%; mso-ansi-language: EN-US; mso-themecolor: text1;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;text-decoration: none;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/u&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;u&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-size: 18pt; line-height: 106%; mso-ansi-language: EN-US; mso-themecolor: text1;&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;text-decoration: none;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/u&gt;&lt;/p&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='https://proskillocity.blogspot.com/feeds/5196988673328841150/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://proskillocity.blogspot.com/2024/09/basic-sql.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/5196988673328841150'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/5196988673328841150'/><link rel='alternate' type='text/html' href='https://proskillocity.blogspot.com/2024/09/basic-sql.html' title='Basic SQL'/><author><name>Harshit Kumar Singh</name><uri>http://www.blogger.com/profile/15425526898905959163</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEjxxip9CxIQHYsNnTThdcZhk_hGUPNILR4ZXBkhZxBD0PfrzoOH7-EA_Xk733rmIr6vgzeG1c3e9iOHZjjDy8t_C5Y1ONdpC6u1JN_AKfstDpw48QMpw0HJ0EU-L-faTvt1dmptbYq25aP0b65Pdnzqu_zjwxFPNapbsd4p-9ZoHgbQNgr3PvJlcctB1EI=s72-w436-h135-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5034996200524294228.post-746277404900543335</id><published>2021-07-14T02:45:00.003+05:30</published><updated>2021-07-14T02:45:18.023+05:30</updated><title type='text'>We&#39;ve Moved! </title><content type='html'>&lt;p&gt;&amp;nbsp;Skillocity is now moving from proskillocity.blogspot.com to &lt;a href=&quot;https://skillocity.in&quot;&gt;skillocity.in&lt;/a&gt;&amp;nbsp;! A new website, a new mission, a new purpose with the same team! Come visit us and enjoy the new look! We&#39;re waiting...!&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://proskillocity.blogspot.com/feeds/746277404900543335/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://proskillocity.blogspot.com/2021/07/weve-moved.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/746277404900543335'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/746277404900543335'/><link rel='alternate' type='text/html' href='https://proskillocity.blogspot.com/2021/07/weve-moved.html' title='We&#39;ve Moved! '/><author><name>Team Skillocity</name><uri>http://www.blogger.com/profile/05500047919989541247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbQRLP_dnWrUoT8TvLCBAqgbrcIkyX4fStGFeCdoN7Aswz5H8RINaWBhTL4TYtHKQsFxy7ifoKyenl29uXxTkpsTG_KsPpVGKIfHdQANzMDxfXdWi3hw6RiCRvogebKA/s220/IMG_20210126_113842.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5034996200524294228.post-2316446867613323759</id><published>2021-06-29T20:25:00.005+05:30</published><updated>2021-06-30T21:30:57.835+05:30</updated><title type='text'>Mesothelioma Disease Detector</title><content type='html'>I recently found another disease detection dataset on the UC Irvine Machine Learning Repository and decided to have a go at this one. However this dataset is not used that often for disease detection as I have never heard of it before and never even came across it before discovering it while reading a research paper. I&#39;d like to shed some light on this dataset and present the Mesothelioma Disease Detector Web App.&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;This web app detects if you have Mesothelioma or not depending upon various parameters such as&amp;nbsp;&lt;span style=&quot;background-color: #f0f2f6; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 12.8px;&quot;&gt;Platelet Count,&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: #f0f2f6; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 12.8px;&quot;&gt;Blood Lactic Dehydrogenise,&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: #f0f2f6; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 12.8px;&quot;&gt;Alkaline Phosphatise,&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: #f0f2f6; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 12.8px;&quot;&gt;Total Protein,&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: #f0f2f6; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 12.8px;&quot;&gt;Albumin,&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: #f0f2f6; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 12.8px;&quot;&gt;Glucose,&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: #f0f2f6; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 12.8px;&quot;&gt;Pleural Lactic Dehydrogenise,&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: #f0f2f6; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 12.8px;&quot;&gt;Pleural Protein,&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: #f0f2f6; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 12.8px;&quot;&gt;Pleural Albumin,&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: #f0f2f6; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 12.8px;&quot;&gt;Pleural Glucose and&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: #f0f2f6; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 12.8px;&quot;&gt;C-reactive Protein. I&#39;ll explain more about these parameters later on in the article. This web app works on the Random Forest Classifier algorithm and is majorly coded in python.&amp;nbsp; Mesothelioma is a type of cancer t&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;hat occurs in the thin layer of tissue that covers the majority of our internal organs (mesothelium).&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;Mesothelioma&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;&amp;nbsp;is an aggressive and deadly form of cancer.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: #f0f2f6; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 12.8px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white; color: #757575; font-family: georgia; font-size: 15px;&quot;&gt;We have deployed the app using Streamlit. It is an open source framework that allows data science teams to deploy web apps fairly easily. It&#39;s one of the best hosting services I&#39;ve used and it&#39;s great for quick and easy deployment of web apps. The app is coded in python.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white; color: #757575; font-family: georgia; font-size: 15px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white; color: #757575; font-family: georgia; font-size: 15px;&quot;&gt;The web app uses interactive visual and graphical interpretations to display the outcome and compare the input parameters given by the user. We trained the dataset using 20% of it as our test size. The sidebar sliders help in changing the values of the parametres for determination of the result. The graphs compare the values of the patient with others ( both with patients having mesothelioma and patients not having mesothelioma).&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white; color: #757575; font-family: georgia; font-size: 15px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;p style=&quot;background-color: white; color: #757575; font-family: Roboto, sans-serif; font-size: 15px;&quot;&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;This web app was a learning curve for us and has improved our knowledge about Machine learning significantly. We hope to deploy more apps in the future and share them with you. Feel free to add onto this project and don&#39;t hesitate to drop by any suggestions. The link for the Mesothelioma Disease Detector web app is as&amp;nbsp;follows&amp;nbsp;:&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #757575; font-family: georgia;&quot;&gt;&lt;span style=&quot;font-size: 15px;&quot;&gt;&lt;a href=&quot;https://share.streamlit.io/skillocity/mesothelioma-/main/app.py&quot;&gt;https://share.streamlit.io/skillocity/mesothelioma-/main/app.py&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-color: white;&quot;&gt;About the dataset:&amp;nbsp;&lt;span style=&quot;background-color: transparent; color: #123654; font-family: Arial, Helvetica, sans-serif; font-size: 13.3333px;&quot;&gt;Malignant mesotheliomas (MM) are very aggressive tumors of the pleura. These tumors are connected to asbestos exposure,&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;color: #123654; font-family: Arial, Helvetica, sans-serif; font-size: 13.3333px;&quot;&gt;However it may also be related to previous simian virus 40 (SV40) infection and quite possible for genetic predisposition.&lt;/span&gt;&lt;br style=&quot;color: #123654; font-family: Arial, Helvetica, sans-serif; font-size: 13.3333px;&quot; /&gt;&lt;span style=&quot;color: #123654; font-family: Arial, Helvetica, sans-serif; font-size: 13.3333px;&quot;&gt;Molecular mechanisms can also be implicated in the development of mesothelioma.&lt;/span&gt;&lt;br style=&quot;color: #123654; font-family: Arial, Helvetica, sans-serif; font-size: 13.3333px;&quot; /&gt;&lt;span style=&quot;color: #123654; font-family: Arial, Helvetica, sans-serif; font-size: 13.3333px;&quot;&gt;Rural living is associated with the development of mesothelioma. Soil mixtures containing asbestos, known as&lt;/span&gt;&lt;br style=&quot;color: #123654; font-family: Arial, Helvetica, sans-serif; font-size: 13.3333px;&quot; /&gt;&lt;span style=&quot;color: #123654; font-family: Arial, Helvetica, sans-serif; font-size: 13.3333px;&quot;&gt;â€˜white-soilâ€™ or â€˜corakâ€™ can be found in Anatolia, Turkey and â€˜Lutoâ€™ in Greece.&lt;/span&gt;&lt;br style=&quot;color: #123654; font-family: Arial, Helvetica, sans-serif; font-size: 13.3333px;&quot; /&gt;&lt;span style=&quot;color: #123654; font-family: Arial, Helvetica, sans-serif; font-size: 13.3333px;&quot;&gt;Mesotheliomaâ€™s disease data set were prepared at Dicle University Faculty of Medicine in Turkey.&lt;/span&gt;&lt;br style=&quot;color: #123654; font-family: Arial, Helvetica, sans-serif; font-size: 13.3333px;&quot; /&gt;&lt;span style=&quot;color: #123654; font-family: Arial, Helvetica, sans-serif; font-size: 13.3333px;&quot;&gt;Three hundred and twenty-four Mesothelioma patient data. In the dataset, all samples have 34 features.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;color: #123654; font-family: Arial, Helvetica, sans-serif; font-size: 13.3333px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 16px;&quot;&gt;Disclaimer: This is just a learning project based on one particular dataset so please do not depend on it to actually know if you have Mesothelioma or not. It might still be a false positive or false negative. A doctor is still the best fit for the determination of such diseases.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 16px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: #f0f3f5; color: #3e4b52; font-family: Roboto, sans-serif; font-size: 18px;&quot;&gt;Mesothelioma Awareness Day is Sept. 26. On this day, patients, family members, doctors and the mesothelioma community raise awareness of the rare cancer to help find a cure. Supporters wear blue and may wear mesothelioma awareness wristbands or ribbons.&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #3e4b52; font-family: Roboto, sans-serif; font-size: 18px;&quot;&gt;t was established in 2004 by the &lt;a href=&quot;https://www.curemeso.org/&quot; target=&quot;_blank&quot;&gt;Mesothelioma Applied Research Foundation&lt;/a&gt;. It wasn’t until 2010 that Congress first declared September 26 as National Mesothelioma Awareness Day. On that note, l&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 20px;&quot;&gt;ets raise awareness for Mesothelioma and show our support for Mesothelioma awareness and help many patients around the world.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 16px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 16px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='https://proskillocity.blogspot.com/feeds/2316446867613323759/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://proskillocity.blogspot.com/2021/06/mesothelioma-disease-detector.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/2316446867613323759'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/2316446867613323759'/><link rel='alternate' type='text/html' href='https://proskillocity.blogspot.com/2021/06/mesothelioma-disease-detector.html' title='Mesothelioma Disease Detector'/><author><name>Team Skillocity</name><uri>http://www.blogger.com/profile/05500047919989541247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbQRLP_dnWrUoT8TvLCBAqgbrcIkyX4fStGFeCdoN7Aswz5H8RINaWBhTL4TYtHKQsFxy7ifoKyenl29uXxTkpsTG_KsPpVGKIfHdQANzMDxfXdWi3hw6RiCRvogebKA/s220/IMG_20210126_113842.jpg'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5034996200524294228.post-538686000069170454</id><published>2021-06-27T00:18:00.003+05:30</published><updated>2021-06-28T23:25:18.946+05:30</updated><title type='text'>Hepatic Disease Detector</title><content type='html'>&lt;p&gt;&amp;nbsp;My fascination for machine learning apparently never seems to fade away and here I am with another app related to disease detection in machine learning. I created this and the last web app together after discovering both those datasets and successfully deployed both of them. This app is a hepatic disease detector and detects if you have a liver disease using machine learning.&amp;nbsp;&lt;/p&gt;&lt;p&gt;This web app predicts if you have Hepatitis, Fibrosis, Cirrhosis or no hepatic disease based upon a number of parameters such as age, Albumin,&amp;nbsp;&lt;span style=&quot;background-color: #f0f2f6; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 12.8px;&quot;&gt;Alkaline Phosphate,&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: #f0f2f6; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 12.8px;&quot;&gt;Alanine Aminotransferase,&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: #f0f2f6; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 12.8px;&quot;&gt;Aspartate Aminotransferase,&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: #f0f2f6; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 12.8px;&quot;&gt;Bilirubin,&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: #f0f2f6; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 12.8px;&quot;&gt;Serum Cholinesterase,&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: #f0f2f6; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 12.8px;&quot;&gt;Cholestrol,&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: #f0f2f6; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 12.8px;&quot;&gt;Creatinine,&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: #f0f2f6; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 12.8px;&quot;&gt;Gamma-Glutamyl Transferase and&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: #f0f2f6; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 12.8px;&quot;&gt;Prothrombin. I will explain the meaning of these terms as you read through the article. This web app works on the random forest classifier algorithm and is coded majorly in python.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-color: white; color: #757575; font-family: Roboto, sans-serif; font-size: 15px;&quot;&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;We have deployed the app using Streamlit. It is an open source framework that allows data science teams to deploy web apps fairly easily. It&#39;s one of the best hosting services I&#39;ve used and it&#39;s great for quick and easy deployment of web apps. The app is coded in python.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-color: white; color: #757575; font-family: Roboto, sans-serif; font-size: 15px;&quot;&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;&amp;nbsp;The web app uses interactive visual and graphical interpretations to display the outcome and compare the input parameters given by the user. The sidebar sliders help in changing the values of the parameters for determination of the result. The graphs compare the values of the patient with others ( both with hepatic disease and non-hepatic disease patients). It also provides the accuracy of the result which is greater than 90%.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #757575; font-family: georgia; font-size: 15px;&quot;&gt;A value of 0 on the graph indicates that the patient has no hepatic diseases, a value of 1 indicates that he/she has hepatitis, a value of 2 indicates that he/she has fibrosis and a value of 3 indicates that he/she has cirrhosis.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: #757575; font-family: georgia; font-size: 15px;&quot;&gt;This web app was a learning curve for us and has improved our knowledge about Machine learning significantly. We hope to deploy more apps in the future and share them with you. Feel free to add onto this project and don&#39;t hesitate to drop by any suggestions. The link for the diabetes detector web app is as&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: #757575; font-family: georgia; font-size: 15px;&quot;&gt;follows&lt;/span&gt;&lt;span style=&quot;color: #757575; font-family: georgia; font-size: 15px;&quot;&gt;&amp;nbsp;:&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: transparent; font-size: 15px;&quot;&gt;&lt;span style=&quot;color: #757575; font-family: georgia;&quot;&gt;&lt;a href=&quot;https://share.streamlit.io/braxtonova/hepatitis/main/app.py&quot;&gt;https://share.streamlit.io/braxtonova/hepatitis/main/app.py&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;background-color: transparent; font-size: 15px;&quot;&gt;About this dataset: This dataset was donated by G.Gong of Carnegie Mellon University via&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: transparent; color: #123654; font-family: Arial, Helvetica, sans-serif; font-size: 13.3333px;&quot;&gt;Bojan Cestnik of&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: transparent; color: #123654; font-family: Arial, Helvetica, sans-serif; font-size: 13.3333px;&quot;&gt;Jozef Stefan Institute, Slovenia. The parameters include Albumin (a protein made by the liver which keeps keep fluid in the bloodstream so it doesn&#39;t leak into other tissues),&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: #f0f2f6; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 12.8px;&quot;&gt;Alkaline Phosphate (a&lt;/span&gt;&lt;span style=&quot;color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;n enzyme in a person&#39;s blood that helps break down proteins),&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: #f0f2f6; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 12.8px;&quot;&gt;Alanine Aminotransferase (&lt;/span&gt;&lt;span style=&quot;color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;an enzyme found mostly in the cells of the liver and kidney. High levels of this enzyme may cause liver damage),&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: #f0f2f6; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 12.8px;&quot;&gt;Aspartate Aminotransferase (an enzyme mostly found in the heart and liver. High levels of this enzyme indicate that the liver / muscle cells might be injured), Bilirubin (&lt;/span&gt;&lt;span style=&quot;color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;yellowish pigment that is made during the normal breakdown of red blood cells.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;Bilirubin&lt;/span&gt;&lt;span style=&quot;color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;&amp;nbsp;passes through the liver and is eventually excreted out of the body. Higher than normal levels of&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;bilirubin&lt;/span&gt;&lt;span style=&quot;color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;&amp;nbsp;may indicate different types of liver or bile duct problems.),&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: #f0f2f6; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 12.8px;&quot;&gt;Serum Cholinesterase (&lt;/span&gt;&lt;span style=&quot;color: #444444; font-family: &amp;quot;Lucida Grande&amp;quot;, Geneva, Arial, Helvetica, sans-serif; font-size: 14px;&quot;&gt;a blood test that looks at levels of 2 substances that help the nervous system work properly. They are called acetylcholinesterase and pseudocholinesterase. Your nerves need these substances to send signals.),&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: #f0f2f6; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 12.8px;&quot;&gt;Cholestrol (&lt;/span&gt;&lt;span style=&quot;color: #202124; font-family: arial, sans-serif; font-size: 14px;&quot;&gt;High cholesterol can limit blood flow, increasing the risk of a heart attack or stroke), Creatinine (&lt;/span&gt;&lt;span style=&quot;color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;&amp;nbsp;the waste product of creatine, which the muscles use to make energy.&lt;/span&gt;&lt;span style=&quot;color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;High levels in the blood might indicate that the kidneys are not working correctly.),&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: #f0f2f6; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 12.8px;&quot;&gt;Gamma-Glutamyl Transferase (&lt;/span&gt;&lt;span style=&quot;color: #4d5156; font-family: arial, sans-serif; font-size: 14px;&quot;&gt;&amp;nbsp;a transferase that catalyzes the transfer of gamma-glutamyl functional groups from molecules such as glutathione to an acceptor that may be an amino acid, a peptide or water) and Prothrombin (&lt;/span&gt;&lt;span style=&quot;color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;a protein made by the liver. It is one of several substances known as clotting (coagulation) factors).&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #757575; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 16px;&quot;&gt;Disclaimer: This is just a learning project based on one particular dataset so please do not depend on it to actually know if you have breast cancer or not. It might still be a false positive or false negative. A doctor is still the best fit for the determination of such diseases.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;World Hepatitis Day&lt;/span&gt;&lt;span style=&quot;color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;&amp;nbsp;is commemorated each year on 28 July to enhance awareness of viral&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;hepatitis&lt;/span&gt;&lt;span style=&quot;color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;, an inflammation of the liver that causes a range of health problems, including liver cancer.&lt;/span&gt;&lt;span style=&quot;background-color: transparent; color: #3c4245; font-family: Arial, Helvetica, sans-serif; font-size: 16px; text-align: center;&quot;&gt;There are five main strains of the hepatitis virus – A, B, C, D and E.&amp;nbsp;&amp;nbsp;Together, hepatitis B and C are the most common cause of deaths, with 1.3 million lives lost each year. Amid the COVID-19 pandemic, viral hepatitis continues to claim thousands of lives every day.&lt;/span&gt;&lt;span style=&quot;background-color: transparent; color: #3c4245; font-family: Arial, Helvetica, sans-serif; font-size: 16px; text-align: center;&quot;&gt;This year’s theme is “&lt;/span&gt;&lt;span style=&quot;background-color: transparent; box-sizing: border-box; color: #3c4245; font-family: Arial, Helvetica, sans-serif; font-size: 16px; text-align: center;&quot;&gt;Hepatitis-free futur&lt;/span&gt;&lt;span style=&quot;background-color: transparent; box-sizing: border-box; color: #3c4245; font-family: Arial, Helvetica, sans-serif; font-size: 16px; text-align: center;&quot;&gt;e&lt;/span&gt;&lt;strong style=&quot;background-color: transparent; box-sizing: border-box; color: #3c4245; font-family: Arial, Helvetica, sans-serif; font-size: 16px; text-align: center;&quot;&gt;,&lt;/strong&gt;&lt;span style=&quot;background-color: transparent; color: #3c4245; font-family: Arial, Helvetica, sans-serif; font-size: 16px; text-align: center;&quot;&gt;” with a strong focus on preventing hepatitis B among mothers and newborns.&lt;/span&gt;&lt;/p&gt;&lt;div&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;World Hepatitis Day is one of 11 official&amp;nbsp;&lt;/span&gt;global public health&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;&amp;nbsp;campaigns marked by the&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;https://www.who.int/health-topics/hepatitis#tab=tab_1&quot; style=&quot;background: none rgb(255, 255, 255); color: #0645ad; font-family: sans-serif; font-size: 14px; text-decoration-line: none;&quot; title=&quot;World Health Organization&quot;&gt;World Health Organization&lt;/a&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;&amp;nbsp;(&lt;/span&gt;&lt;a href=&quot;https://en.wikipedia.org/wiki/World_Health_Organization&quot; style=&quot;background: none rgb(255, 255, 255); color: #0645ad; font-family: sans-serif; font-size: 14px; text-decoration-line: none;&quot; title=&quot;World Health Organization&quot;&gt;WHO&lt;/a&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;).&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;The inaugural International Hepatitis C Awareness day, coordinated by various European and Middle Eastern Patient Groups and Baby Muriel, took place on October 1, 2004.&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;&amp;nbsp;However, many patient groups continued to mark &#39;hepatitis day&#39; on disparate dates.&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;&amp;nbsp;For this reason in 2008, the World Hepatitis Alliance in collaboration with patient groups declared May 19 the first global World Hepatitis Day.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;Following the adoption of a resolution during the 63rd&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;https://www.who.int/about/governance/world-health-assembly&quot; style=&quot;background: none rgb(255, 255, 255); color: #0645ad; font-family: sans-serif; font-size: 14px; text-decoration-line: none;&quot; title=&quot;World Health Assembly&quot;&gt;World Health Assembly&lt;/a&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;&amp;nbsp;in May 2010, World Hepatitis Day was given global endorsement as the primary focus for national and international awareness-raising efforts and the date was changed to July 28 (in honour of Nobel Laureate&amp;nbsp;&lt;/span&gt;Baruch Samuel Blumberg&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;, discoverer of the hepatitis B virus, who celebrates his birthday on that date). The resolution resolves that &quot;28 July shall be designated as World Hepatitis Day in order to provide an opportunity for education and greater understanding of&amp;nbsp;&lt;/span&gt;viral hepatitis&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;&amp;nbsp;as a global public health problem, and to stimulate the strengthening of preventive and control measures of this disease in Member States.&quot;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white; color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;The&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;month&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;&amp;nbsp;of May is designated as&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;Hepatitis Awareness Month&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;&amp;nbsp;in the United States, and May 19th is&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;Hepatitis&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;&amp;nbsp;Testing&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;Day&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;. On that note, l&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #262730; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 20px;&quot;&gt;ets raise awareness for hepatic health and increase awareness about hepatic diseases.&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;p style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;background-color: transparent; font-size: 15px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;background-color: transparent; font-size: 15px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://proskillocity.blogspot.com/feeds/538686000069170454/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://proskillocity.blogspot.com/2021/06/hepatic-disease-detector.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/538686000069170454'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/538686000069170454'/><link rel='alternate' type='text/html' href='https://proskillocity.blogspot.com/2021/06/hepatic-disease-detector.html' title='Hepatic Disease Detector'/><author><name>Team Skillocity</name><uri>http://www.blogger.com/profile/05500047919989541247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbQRLP_dnWrUoT8TvLCBAqgbrcIkyX4fStGFeCdoN7Aswz5H8RINaWBhTL4TYtHKQsFxy7ifoKyenl29uXxTkpsTG_KsPpVGKIfHdQANzMDxfXdWi3hw6RiCRvogebKA/s220/IMG_20210126_113842.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5034996200524294228.post-6443803612946202810</id><published>2021-06-27T00:16:00.005+05:30</published><updated>2021-06-28T22:13:19.614+05:30</updated><title type='text'>Breast Cancer Detection Web App</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;Among the many applications of machine learning, one is of particular interest to me. The use of disease detection in machine learning has the potential to help a large number of people in the world and the advent of machine learning and computer vision in the past few years have definitely transformed the fields of medicine, finance, biotechnology and more. The use of disease detection methods using machine learning and computer vision has a number of applications in the medical sector and its use is only expected to grow exponentially as we develop better methods and models.&amp;nbsp;&lt;span style=&quot;background-color: white; color: #333333; font-family: &amp;quot;Open Sans&amp;quot;, Helvetica, Arial, sans-serif; font-size: 16px;&quot;&gt;he value of machine learning in healthcare is its ability to process huge datasets beyond the scope of human capability, and then reliably convert analysis of that data into clinical insights that aid physicians in planning and providing care, ultimately leading to better outcomes, lower costs of care, and increased patient satisfaction.&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #333333; font-family: &amp;quot;Open Sans&amp;quot;, Helvetica, Arial, sans-serif; font-size: 16px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Many leading tech companies and universities have been doing research on the use of AI in the medical sector. For example,&amp;nbsp;Google has developed a machine learning algorithm&lt;span style=&quot;background-color: white; color: #333333; font-family: &amp;quot;Open Sans&amp;quot;, Helvetica, Arial, sans-serif; font-size: 16px;&quot;&gt;&amp;nbsp;to help identify cancerous tumors on mammograms.&amp;nbsp;&lt;/span&gt;Stanford is using a deep learning algorithm&lt;span style=&quot;background-color: white; color: #333333; font-family: &amp;quot;Open Sans&amp;quot;, Helvetica, Arial, sans-serif; font-size: 16px;&quot;&gt;&amp;nbsp;to identify skin cancer. Such revolutionary and pioneering research motivates enthusiasts of machine learning and computer vision like me to study more and more about these practices and the methods used to develop them.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #333333; font-family: Open Sans, Helvetica, Arial, sans-serif;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;I am here with an example of a disease detection app which detects if you have breast cancer based upon a number of features such as radius, age, texture, perimeter, area, smoothness, compactness, concavity, concave points, symmetry and fractal dimension. I will explain more about these parameters shortly. This web app is based on machine learning and uses the Random Forest Classifier Classification Algorithm. The app is coded majorly in python.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;background-color: white; color: #757575; font-family: georgia; font-size: 15px;&quot;&gt;We have deployed the app using Streamlit. It is an open source framework that allows data science teams to deploy web apps fairly easily. It&#39;s one of the best hosting services I&#39;ve used and it&#39;s great for quick and easy deployment of web apps. The app is coded in python.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #757575; font-family: georgia; font-size: 15px;&quot;&gt;&amp;nbsp;The web app uses interactive visual and graphical interpretations to display the outcome and compare the input parameters given by the user.&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #757575; font-family: georgia; font-size: 15px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #757575; font-family: georgia; font-size: 15px;&quot;&gt;The graphs compare the values of the patient with others ( both with cancerous and non-cancerous patients). It also provides the accuracy of the result which ranges from around 90-95%.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #757575; font-family: georgia;&quot;&gt;&lt;span style=&quot;background-color: white; font-size: 15px;&quot;&gt;A value of 0 on the graphs represents a benign i.e. non-cancerous tumor and a value of 1 represents a malignant i.e. a cancerous tumor.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #757575; font-family: georgia; font-size: 15px;&quot;&gt;This web app was a learning curve for us and has improved our knowledge about Machine learning significantly. We hope to deploy more apps in the future and share them with you. Feel free to add onto this project and don&#39;t hesitate to drop by any suggestions. The link for the&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: #757575; font-family: georgia;&quot;&gt;&lt;span style=&quot;font-size: 15px;&quot;&gt;Breast Cancer Detection&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #757575; font-family: georgia; font-size: 15px;&quot;&gt;&amp;nbsp;web app is as&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #757575; font-family: georgia; font-size: 15px;&quot;&gt;follows&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #757575; font-family: georgia; font-size: 15px;&quot;&gt;&amp;nbsp;:&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: #757575; font-family: georgia;&quot;&gt;&lt;span style=&quot;font-size: 15px;&quot;&gt;&lt;a href=&quot;https://share.streamlit.io/braxtonova/cancer/main/app.py&quot;&gt;https://share.streamlit.io/braxtonova/cancer/main/app.py&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #757575; font-family: georgia;&quot;&gt;About the dataset: The dataset used is the Wisconsin Breast Cancer dataset created by researchers at the University of Wisconsin. It consists of the following parameters:&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: rgba(0, 0, 0, 0.7); font-family: Inter, sans-serif; font-size: 14px;&quot;&gt;radius (mean of distances from center to points on the perimeter),&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: rgba(0, 0, 0, 0.7); font-family: Inter, sans-serif; font-size: 14px;&quot;&gt;texture (standard deviation of gray-scale values), perimeter, area,&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: rgba(0, 0, 0, 0.7); font-family: Inter, sans-serif; font-size: 14px;&quot;&gt;smoothness (local variation in radius lengths),&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: rgba(0, 0, 0, 0.7); font-family: Inter, sans-serif; font-size: 14px;&quot;&gt;compactness (perimeter^2 / area - 1.0),&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: rgba(0, 0, 0, 0.7); font-family: Inter, sans-serif; font-size: 14px;&quot;&gt;concavity (severity of concave portions of the contour),&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: rgba(0, 0, 0, 0.7); font-family: Inter, sans-serif; font-size: 14px;&quot;&gt;concave points (number of concave portions of the contour),&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: rgba(0, 0, 0, 0.7); font-family: Inter, sans-serif; font-size: 14px;&quot;&gt;symmetry and&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: rgba(0, 0, 0, 0.7); font-family: Inter, sans-serif; font-size: 14px;&quot;&gt;fractal dimension (&quot;coastline approximation&quot; - 1). For those of you who are not familiar with the terms in statistics, my article about Exploratory Data Analysis can be a good starting point.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;background-color: white; color: rgba(0, 0, 0, 0.7); font-family: Inter, sans-serif; font-size: 14px;&quot;&gt;I will provide a brief idea about contours and the coastline paradox (one of my favorite mathematical paradoxes) in this article. In layman terms,&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202124; font-family: arial, sans-serif; font-size: 14px;&quot;&gt;an outline representing or bounding the shape or form of something is called a contour. However, we state this is calculus and linear algebra as:&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202124; font-family: arial, sans-serif; font-size: 14px;&quot;&gt;a line joining points on a diagram at which some property has the same value.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;A&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;contour line&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;&amp;nbsp;(also&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;isoline&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px; font-weight: bold;&quot;&gt;,&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;isopleth&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;, or&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;isarithm&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;) of a&amp;nbsp;&lt;/span&gt;function&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;&amp;nbsp;of two variables is a&amp;nbsp;&lt;/span&gt;curve&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;&amp;nbsp;along which the function has a constant value, so that the curve joins points of equal value.&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;&amp;nbsp;It is a&amp;nbsp;&lt;/span&gt;plane section&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;&amp;nbsp;of the&amp;nbsp;&lt;/span&gt;three-dimensional graph&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;&amp;nbsp;of the function&amp;nbsp;&lt;/span&gt;&lt;i style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;f&lt;/i&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;(&lt;/span&gt;&lt;i style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;x&lt;/i&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;,&amp;nbsp;&lt;/span&gt;&lt;i style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;y&lt;/i&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;) parallel to the (&lt;/span&gt;&lt;i style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;x&lt;/i&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;,&amp;nbsp;&lt;/span&gt;&lt;i style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;y&lt;/i&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;)-plane.&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;Contour lines are curved, straight or a mixture of both lines on a&amp;nbsp;&lt;/span&gt;map&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;&amp;nbsp;describing the intersection of a real or hypothetical surface with one or more horizontal planes. I&#39;d also like to mention about contour integrals, which is a method of evaluating certain integrals along paths in the complex plains. Contour integration is also closely related to complex analysis, application of the residue theorem, Cauchy Integral formula&amp;nbsp; etc.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;I could talk about these all day but lets move onto the coastline paradox. The coastline paradox revolves around the seemingly simple notion that the coastline of a landmass does not have a well defined length.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;This results from the&amp;nbsp;&lt;/span&gt;fractal curve&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;-like properties of coastlines, i.e., the fact that a coastline typically has a&amp;nbsp;&lt;/span&gt;fractal dimension&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;&amp;nbsp;(which in fact makes the notion of length inapplicable). The first recorded observation of this phenomenon was by&amp;nbsp;&lt;/span&gt;Lewis Fry Richardson&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;&amp;nbsp;and it was expanded upon by&amp;nbsp;&lt;/span&gt;Benoit Mandelbrot&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;. T&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;he measured length of the coastline depends on the method used to measure it and the degree of&amp;nbsp;&lt;/span&gt;cartographic generalization&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;element-container css-1e5imcs e1tzin5v1&quot; data-stale=&quot;false&quot; style=&quot;box-sizing: border-box; display: flex; flex-direction: column; margin: 0px; position: relative; width: 698px;&quot;&gt;&lt;div class=&quot;css-tsy3mu e19lei0e1&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;button class=&quot;css-enefr8 e19lei0e0&quot; style=&quot;-webkit-text-stroke-width: 0px; appearance: button; background-color: white; border-radius: 0.75rem; border: none; box-sizing: border-box; color: #262730; cursor: pointer; font-family: inherit; font-size: inherit; height: 2.5rem; line-height: inherit; margin: 0px; opacity: 0; orphans: 2; overflow: visible; padding: 0.2rem 0.4rem; position: absolute; right: -2.5rem; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-transform: none; top: -0.375rem; transition: opacity 300ms ease 0s; white-space: normal; widows: 2; width: 2.5rem; z-index: 101;&quot; title=&quot;View fullscreen&quot;&gt;&lt;svg aria-hidden=&quot;true&quot; class=&quot;e1fb0mya0 css-xq1lnh-EmotionIconBase ex0cdmw0&quot; color=&quot;inherit&quot; fill=&quot;currentColor&quot; focusable=&quot;false&quot; viewbox=&quot;0 0 8 8&quot; xmlns=&quot;http://www.w3.org/2000/svg&quot;&gt;&lt;path d=&quot;M0 0v4l1.5-1.5L3 4l1-1-1.5-1.5L4 0H0zm5 4L4 5l1.5 1.5L4 8h4V4L6.5 5.5 5 4z&quot;&gt;&lt;/path&gt;&lt;/svg&gt;&lt;/button&gt;&lt;div class=&quot;css-1kyxreq etr89bj0&quot; style=&quot;-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #262730; display: flex; flex-flow: row wrap; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; row-gap: 1rem; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; width: 698px; word-spacing: 0px;&quot;&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;element-container css-1e5imcs e1tzin5v1&quot; data-stale=&quot;false&quot; style=&quot;box-sizing: border-box; display: flex; flex-direction: column; margin: 0px 0px 1rem; position: relative; width: 698px;&quot;&gt;&lt;div class=&quot;stMarkdown&quot; style=&quot;box-sizing: border-box; width: 698px;&quot;&gt;&lt;div class=&quot;css-1ekf893 e16nr0p30&quot; data-testid=&quot;stMarkdownContainer&quot; style=&quot;box-sizing: border-box; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; margin-bottom: -1rem;&quot;&gt;&lt;p style=&quot;box-sizing: border-box; font-size: 1rem; font-weight: 400; margin: 0px 0px 1rem; padding: 0px;&quot;&gt;Disclaimer: This is just a learning project based on one particular dataset so please do not depend on it to actually know if you have breast cancer or not. It might still be a false positive or false negative. A doctor is still the best fit for the determination of such diseases.&lt;/p&gt;&lt;p style=&quot;box-sizing: border-box; font-size: 1rem; margin: 0px 0px 1rem; padding: 0px;&quot;&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;Breast Cancer Awareness Month,&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px; font-weight: 400;&quot;&gt;&amp;nbsp;also referred to in the United States as&amp;nbsp;&lt;/span&gt;&lt;b style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px; font-weight: 400;&quot;&gt;National Breast Cancer Awareness Month&lt;/b&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px; font-weight: 400;&quot;&gt;, is an annual international health campaign organized by major&amp;nbsp;&lt;/span&gt;breast cancer&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px; font-weight: 400;&quot;&gt;&amp;nbsp;charities every October to increase&amp;nbsp;&lt;/span&gt;awareness of the disease&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px; font-weight: 400;&quot;&gt;&amp;nbsp;and to&amp;nbsp;&lt;/span&gt;raise funds&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px; font-weight: 400;&quot;&gt;&amp;nbsp;for research into its cause, prevention, diagnosis, treatment and cure. The National Breast Cancer Awareness month was founded in 1985 as a partnership between the American Cancer Society and the pharmaceutical divisions of Imperial Chemical Industry (now a part of Astrazeneca). The aim of this was to promote&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px; font-weight: 400;&quot;&gt;mammography as the most effective weapon in the fight against breast cancer. Let&#39;s support this initiative and promote the awareness of this disease among the masses.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;box-sizing: border-box; font-size: 1rem; font-weight: 400; margin: 0px 0px 1rem; padding: 0px;&quot;&gt;Note: Some of you&#39;ll mentioned that the prediction is always a malignant tumor, that might be the case as the dataset contains relatively a less number of benign data points. Although, if you vary the values of texture and radius you should see the prediction come out as benign for certain cases.&amp;nbsp;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;p&gt;&lt;span style=&quot;background-color: white; color: rgba(0, 0, 0, 0.7); font-family: Inter, sans-serif; font-size: 14px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://proskillocity.blogspot.com/feeds/6443803612946202810/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://proskillocity.blogspot.com/2021/06/breast-cancer-detection-web-app.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/6443803612946202810'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/6443803612946202810'/><link rel='alternate' type='text/html' href='https://proskillocity.blogspot.com/2021/06/breast-cancer-detection-web-app.html' title='Breast Cancer Detection Web App'/><author><name>Team Skillocity</name><uri>http://www.blogger.com/profile/05500047919989541247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbQRLP_dnWrUoT8TvLCBAqgbrcIkyX4fStGFeCdoN7Aswz5H8RINaWBhTL4TYtHKQsFxy7ifoKyenl29uXxTkpsTG_KsPpVGKIfHdQANzMDxfXdWi3hw6RiCRvogebKA/s220/IMG_20210126_113842.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5034996200524294228.post-5814372623573318696</id><published>2021-06-26T23:13:00.004+05:30</published><updated>2021-06-27T00:04:01.260+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Announcements"/><category scheme="http://www.blogger.com/atom/ns#" term="Computer Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Machine Learning"/><category scheme="http://www.blogger.com/atom/ns#" term="Projects"/><title type='text'>Exploratory Data Analysis using Pandas Profiling</title><content type='html'>&lt;p&gt;&amp;nbsp;In this article and web app, we are going to talk about data science in its true meaning- the analysis of big data, its visualization and representation and schematic analysis of that collected data. One of my first projects in Data Science was related to data analysis and specifically, exploratory data analysis using different libraries. I&#39;m going to tell you about one such exploratory data analysis using the Pandas Profiling Report.&lt;/p&gt;&lt;p&gt;If you&#39;ve taken any courses on statistics (and by that I mean certain advanced courses that touch upon topics like probability distribution, Gaussian functions and normal distributions) you would have come across data analysis at some point or he other. Exploratory data analysis&lt;span face=&quot;sans-serif&quot; style=&quot;background-color: white; color: #202122; font-size: 14px;&quot;&gt;&amp;nbsp;is an approach of&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;sans-serif&quot;&gt;&lt;span style=&quot;background: none rgb(255, 255, 255); font-size: 14px;&quot;&gt;analyzing&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;sans-serif&quot; style=&quot;background-color: white; font-size: 14px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;sans-serif&quot;&gt;&lt;span style=&quot;background: none rgb(255, 255, 255); font-size: 14px;&quot;&gt;data&lt;/span&gt;&lt;/span&gt;&amp;nbsp;sets&lt;span face=&quot;sans-serif&quot; style=&quot;background-color: white; color: #202122; font-size: 14px;&quot;&gt;&amp;nbsp;to summarize their main characteristics, often using&amp;nbsp;&lt;/span&gt;statistical graphics&lt;span face=&quot;sans-serif&quot; style=&quot;background-color: white; color: #202122; font-size: 14px;&quot;&gt;&amp;nbsp;and other&amp;nbsp;&lt;/span&gt;data visualization&lt;span face=&quot;sans-serif&quot; style=&quot;background-color: white; color: #202122; font-size: 14px;&quot;&gt;&amp;nbsp;methods. It was first proposed by an American mathematician John Tukey (who was also known for his notable work in Fast Fourier Transform Algorithm, Tukey range test, Tukey lambda distribution etc). However EDA is different from IDA( Initial Data Analysis)&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px; margin: 0.5em 0px;&quot;&gt;The objectives of EDA are to:&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;ul style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px; list-style-image: url(&amp;quot;/w/skins/Vector/resources/common/images/bullet-icon.svg?d4515&amp;quot;); margin: 0.3em 0px 0px 1.6em; padding: 0px;&quot;&gt;&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;Suggest hypotheses about the&amp;nbsp;causes&amp;nbsp;of observed&amp;nbsp;phenomena&lt;/li&gt;&lt;/ul&gt;&lt;ul style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px; list-style-image: url(&amp;quot;/w/skins/Vector/resources/common/images/bullet-icon.svg?d4515&amp;quot;); margin: 0.3em 0px 0px 1.6em; padding: 0px;&quot;&gt;&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;Assess assumptions on which&amp;nbsp;statistical inference&amp;nbsp;will be based&lt;/li&gt;&lt;/ul&gt;&lt;ul style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px; list-style-image: url(&amp;quot;/w/skins/Vector/resources/common/images/bullet-icon.svg?d4515&amp;quot;); margin: 0.3em 0px 0px 1.6em; padding: 0px;&quot;&gt;&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;Support the selection of appropriate statistical tools and techniques&lt;/li&gt;&lt;/ul&gt;&lt;ul style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px; list-style-image: url(&amp;quot;/w/skins/Vector/resources/common/images/bullet-icon.svg?d4515&amp;quot;); margin: 0.3em 0px 0px 1.6em; padding: 0px;&quot;&gt;&lt;li style=&quot;margin-bottom: 0.1em;&quot;&gt;Provide a basis for further data collection through&amp;nbsp;surveys&amp;nbsp;or&amp;nbsp;experiments&lt;/li&gt;&lt;/ul&gt;&lt;span face=&quot;sans-serif&quot; style=&quot;color: #202122;&quot;&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;sans-serif&quot; style=&quot;color: #202122;&quot;&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;There are many really amazing books related to exploratory data analysis such as the very first &#39;Exploratory Data Analysis&#39; book written by John Tukey in 1970; &#39;Exploratory Data Analysis with MATLAB, written by Angel R Martinez, Jeffrey Solka and Wendy L Martinez; &#39;Exploratory Data Analysis using R&#39; by Ronald K Pearson, Graphical Exploratory Data Analysis&#39; written by&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;arial, sans-serif&quot; style=&quot;background-color: white; color: #70757a; font-size: 14px;&quot;&gt;A. G. W. Steyn, Rolf Stumpf, and Stephen Henry Charles Du Toit; &#39;&lt;/span&gt;&lt;span face=&quot;&amp;quot;Google Sans&amp;quot;, arial, sans-serif&quot; style=&quot;background-color: white; color: #202124;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;Exploratory Data Analysis in Empirical Research: Proceedings of the 25th Annual Conference of&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;&amp;quot;Google Sans&amp;quot;, arial, sans-serif&quot; style=&quot;background-color: white; color: #202124;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&amp;nbsp;the Gesellschaft Für Klassifikation E.V., University of Munich, March 14–16, 2001&#39; and many more. Many high quality youtube videos have also been made on data analysis.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span face=&quot;&amp;quot;Google Sans&amp;quot;, arial, sans-serif&quot; style=&quot;background-color: white; color: #202124;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;&amp;quot;Google Sans&amp;quot;, arial, sans-serif&quot; style=&quot;background-color: white; color: #202124;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;Coming onto this app, this app basically takes in a dataset given by the user and performs exploratory data analysis on it using the pandas profiling report and displays the outcome in the form of a large number of statistics such as number of variables, number of observations, total memory size, variable types, interactions, correlations, missing values,&amp;nbsp; p&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #292929; font-family: charter, Georgia, Cambria, &amp;quot;Times New Roman&amp;quot;, Times, serif; letter-spacing: -0.063px;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;rovides descriptive statistics including mean, standard deviation, skewness&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #292929; font-family: charter, Georgia, Cambria, &amp;quot;Times New Roman&amp;quot;, Times, serif; font-size: 21px; letter-spacing: -0.063px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #292929; font-family: charter, Georgia, Cambria, &amp;quot;Times New Roman&amp;quot;, Times, serif; letter-spacing: -0.063px;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;and much more&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #292929; font-family: charter, Georgia, Cambria, &amp;quot;Times New Roman&amp;quot;, Times, serif; font-size: 21px; letter-spacing: -0.063px;&quot;&gt;.&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;&amp;quot;Google Sans&amp;quot;, arial, sans-serif&quot; style=&quot;background-color: white; color: #202124; font-size: small;&quot;&gt;We have also provided a sample dataset to run the app. It is the Pima Indian Diabetes Dataset (I have an app and article related to that which has already been uploaded).&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span face=&quot;&amp;quot;Google Sans&amp;quot;, arial, sans-serif&quot; style=&quot;background-color: white; color: #202124;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;&amp;quot;Google Sans&amp;quot;, arial, sans-serif&quot; style=&quot;background-color: white; color: #202124;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;Pandas profiling is an open source python module and helps us to do quick and efficient EDA . However pandas profiling is not the best choice for large datasets as it takes a significant time to analyze larger datasets. Pandas profiling gives us an in-depth analysis of numerical variables covering quantile and descriptive statistics.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;background-color: white; color: #292929; font-family: charter, Georgia, Cambria, &amp;quot;Times New Roman&amp;quot;, Times, serif; letter-spacing: -0.063px;&quot;&gt;It displays quartile values which measure the distribution of the ordered values in the dataset above and below the&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;kw gr&quot; style=&quot;background-color: white; box-sizing: inherit; color: #292929; font-family: charter, Georgia, Cambria, &amp;quot;Times New Roman&amp;quot;, Times, serif; letter-spacing: -0.063px;&quot;&gt;median, shows the interquartile range, standard deviation, coefficient of variation, mean absolute deviation and skewness.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span face=&quot;&amp;quot;Google Sans&amp;quot;, arial, sans-serif&quot; style=&quot;color: #202124;&quot;&gt;&lt;span style=&quot;color: #292929; font-family: charter, Georgia, Cambria, Times New Roman, Times, serif;&quot;&gt;&lt;span style=&quot;letter-spacing: -0.063px;&quot;&gt;For those of you who are not familiar with the statistical terms, here are a few definitions. A&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;arial, sans-serif&quot; style=&quot;background-color: white; color: #4d5156; font-size: 14px;&quot;&gt;&amp;nbsp;quartile is a type of quantile which divides the number of data points into four parts, or quarters, of more-or-less equal size. T&lt;/span&gt;&lt;span face=&quot;arial, sans-serif&quot; style=&quot;background-color: white; color: #4d5156; font-size: 14px;&quot;&gt;he interquartile range, also called the midspread, middle 50%, or H‑spread, is a measure of statistical dispersion, being equal to the difference between 75th and 25th percentiles, or between upper and lower quartiles,&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;sans-serif&quot; style=&quot;background-color: white; color: #202122; font-size: 14px;&quot;&gt;he&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;s&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;&quot;&gt;tandard deviation&lt;/span&gt;&lt;span face=&quot;sans-serif&quot; style=&quot;background-color: white; color: #202122; font-size: 14px;&quot;&gt;&amp;nbsp;is a measure of the amount of variation or&amp;nbsp;&lt;/span&gt;dispersion&lt;span face=&quot;sans-serif&quot; style=&quot;background-color: white; color: #202122; font-size: 14px;&quot;&gt;&amp;nbsp;of a set of values&lt;/span&gt;&lt;span face=&quot;sans-serif&quot; style=&quot;background-color: white; color: #202122; font-size: 14px;&quot;&gt;&amp;nbsp;(A low standard deviation indicates that the values tend to be close to the&amp;nbsp;&lt;/span&gt;mean&lt;span face=&quot;sans-serif&quot; style=&quot;background-color: white; color: #202122; font-size: 14px;&quot;&gt;&amp;nbsp;(also called the&amp;nbsp;&lt;/span&gt;expected value&lt;span face=&quot;sans-serif&quot; style=&quot;background-color: white; color: #202122; font-size: 14px;&quot;&gt;) of the set, while a high standard deviation indicates that the values are spread out over a wider range.),&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;arial, sans-serif&quot; style=&quot;background-color: white; color: #4d5156; font-size: 14px;&quot;&gt;The&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;arial, sans-serif&quot; style=&quot;background-color: white; color: #5f6368; font-size: 14px;&quot;&gt;mean absolute deviation&lt;/span&gt;&lt;span face=&quot;arial, sans-serif&quot; style=&quot;background-color: white; color: #4d5156; font-size: 14px;&quot;&gt;&amp;nbsp;of a dataset is the average distance between each data point and the mean. It gives us an idea about the variability in a dataset,&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;arial, sans-serif&quot; style=&quot;background-color: white; color: #5f6368; font-size: 14px;&quot;&gt;skewness&lt;/span&gt;&lt;span face=&quot;arial, sans-serif&quot; style=&quot;background-color: white; color: #4d5156; font-size: 14px;&quot;&gt;&amp;nbsp;is a measure of the asymmetry of the probability distribution of a real-valued random variable about its mean.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span face=&quot;SourceSansPro, sans-serif&quot; style=&quot;background-color: white; color: #111111;&quot;&gt;The coefficient of variation (CV) is a statistical measure of the dispersion of data points in a data series around the mean. The coefficient of variation represents the ratio of the standard deviation to the mean.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;background-color: white; color: #757575; font-family: georgia; font-size: 15px;&quot;&gt;We have deployed the app using Streamlit. It is an open source framework that allows data science teams to deploy web apps fairly easily. It&#39;s one of the best hosting services I&#39;ve used and it&#39;s great for quick and easy deployment of web apps. The app is coded in python.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span face=&quot;&amp;quot;Google Sans&amp;quot;, arial, sans-serif&quot; style=&quot;color: #202124;&quot;&gt;&lt;span face=&quot;SourceSansPro, sans-serif&quot; style=&quot;color: #111111;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span face=&quot;&amp;quot;Google Sans&amp;quot;, arial, sans-serif&quot; style=&quot;background-color: white; color: #202124;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;Link of the webapp:&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Roboto, sans-serif&quot; style=&quot;background-color: white; color: #757575; font-size: 15px;&quot;&gt;&lt;a href=&quot;https://share.streamlit.io/skillcode-ml/eda2/main/app.py&quot;&gt;https://share.streamlit.io/skillcode-ml/eda2/main/app.py&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://proskillocity.blogspot.com/feeds/5814372623573318696/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://proskillocity.blogspot.com/2021/06/exploratory-data-analysis-using-pandas.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/5814372623573318696'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/5814372623573318696'/><link rel='alternate' type='text/html' href='https://proskillocity.blogspot.com/2021/06/exploratory-data-analysis-using-pandas.html' title='Exploratory Data Analysis using Pandas Profiling'/><author><name>Team Skillocity</name><uri>http://www.blogger.com/profile/05500047919989541247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbQRLP_dnWrUoT8TvLCBAqgbrcIkyX4fStGFeCdoN7Aswz5H8RINaWBhTL4TYtHKQsFxy7ifoKyenl29uXxTkpsTG_KsPpVGKIfHdQANzMDxfXdWi3hw6RiCRvogebKA/s220/IMG_20210126_113842.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5034996200524294228.post-2531483512674531834</id><published>2021-05-29T11:35:00.008+05:30</published><updated>2021-06-11T23:26:51.262+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Announcements"/><category scheme="http://www.blogger.com/atom/ns#" term="Computer Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Machine Learning"/><category scheme="http://www.blogger.com/atom/ns#" term="Projects"/><title type='text'>Financial Stock Price Web App</title><content type='html'>&lt;p&gt;Data science is spread across our lives and we are surrounded by its applications. We unknowingly use the vast number of applications of data science and machine learning such as recommender systems, house price prediction, data monitoring and data analysis etc. We are in fact surrounded by data and probably have played around with it many a times (especially if you&#39;re a math loving person). So here&#39;s another web app in yet another vital application of data science.&lt;/p&gt;&lt;p&gt;This is a financial stock price web app. It shows the closing financial stock price values for S and P 500 companies. S and P 500 companies are 500 of the largest companies listed on stock exchanges in the US. The S and P 500 stock market index comprises of 505 common stocks issued by 500 large cap companies. The stocks of these companies trade either on the NYSE (New York Stock Exchange) or NASDAQ (National Association of Securities Dealers Automated Quotations). NYSE is an auction market whereas NASDAQ is a dealer&#39;s market. Some of the S and P 500 companies included in the dataset are Alphabet, Apple, Amazon, Facebook, Microsoft etc.&amp;nbsp;&lt;/p&gt;&lt;p&gt;This web app displays information about the respective user input company (from the list of S and P 500 companies) and provides its stock chart along with other company share statistics. It displays information of the company such as its GICS sector, GICS sub-industry, headquarters location, CIK, etc. Users can analyze data over the past multiple years of the respective company.&lt;/p&gt;&lt;p&gt;Simple moving averages have also been provided so that users can compare the present value with the average value of stocks in a particular range. This helps to determine whether an asset price will continue or if it will reverse a bull or bear trend. Historical company shares along with company share data statistics have also been provided.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Yahoo Finance and Yahoo Finance API was used to obtain the data. Users can also move their cursor over the stock charts to get the exact date and value of the stock price. Yahoo finance provides financial data, stock quotes, press releases etc. It alsooffers other tools for personal finance management.&lt;/p&gt;&lt;p&gt;Added feature: I added time series forecasting using fbprophet. Many people are unable to pip install that. This might be due to some reasons: fbprophet requires a C++ compiler, so if you&#39;re operating on Windows, better use anaconda instead of VScode. Fbprophet also requires pystan so make sure that is working and check for the compatibility of those two versions. For any other build issues, contact us or drop a comment. You can also check out Stack Overflow for additional errors during installation of fbprophet:&amp;nbsp;&lt;a href=&quot;https://stackoverflow.com/questions/56701359/running-setup-py-install-for-fbprophet-error&quot;&gt;https://stackoverflow.com/questions/56701359/running-setup-py-install-for-fbprophet-error&lt;/a&gt;. Other solutions might also be available on Github.&lt;/p&gt;&lt;p&gt;Coming onto the update, yes I&#39;ve finally added time series forecasting for the stocks and now the app can predict the opening and closing stock price values of companies over a period of 1 to 15 years. Time series data using rangeslider can also be seen to find out historical opening and closing stock values. The forecast plot and components have also been provided. Stock values and predictions can also be seen on a weekly basis apart from their yearly values and trends.&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;background-color: white; color: #757575; font-family: Roboto, sans-serif; font-size: 15px;&quot;&gt;We have deployed the app using Streamlit. It is an open source framework that allows data science teams to deploy web apps fairly easily. It&#39;s one of the best hosting services I&#39;ve used and it&#39;s great for quick and easy deployment of web apps. The app is majorly coded in python.&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;background-color: white; color: #757575; font-family: Roboto, sans-serif; font-size: 15px;&quot;&gt;This web app helped me to improve my experience in Machine Learning and definitely helped in my future projects. Feel free to add onto this project and don&#39;t hesitate to drop by any suggestions. Hope you enjoy the app!&lt;/p&gt;&lt;p&gt;Link of the app:&amp;nbsp;&lt;a href=&quot;https://share.streamlit.io/braxtonova/stockpred/main/app.py&quot;&gt;https://share.streamlit.io/braxtonova/stockpred/main/app.py&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://proskillocity.blogspot.com/feeds/2531483512674531834/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://proskillocity.blogspot.com/2021/05/financial-stock-price-web-app.html#comment-form' title='5 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/2531483512674531834'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/2531483512674531834'/><link rel='alternate' type='text/html' href='https://proskillocity.blogspot.com/2021/05/financial-stock-price-web-app.html' title='Financial Stock Price Web App'/><author><name>Team Skillocity</name><uri>http://www.blogger.com/profile/05500047919989541247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbQRLP_dnWrUoT8TvLCBAqgbrcIkyX4fStGFeCdoN7Aswz5H8RINaWBhTL4TYtHKQsFxy7ifoKyenl29uXxTkpsTG_KsPpVGKIfHdQANzMDxfXdWi3hw6RiCRvogebKA/s220/IMG_20210126_113842.jpg'/></author><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5034996200524294228.post-576424209231615905</id><published>2021-05-29T10:12:00.009+05:30</published><updated>2021-06-25T23:40:04.112+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Announcements"/><category scheme="http://www.blogger.com/atom/ns#" term="Computer Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Machine Learning"/><category scheme="http://www.blogger.com/atom/ns#" term="Projects"/><title type='text'>Penguin Classification and Prediction Web App</title><content type='html'>&lt;p&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;After a friend told me about the Streamlit library, I instantly started working on multiple data science related projects which not only increased my abilities in data science, but made me more adept with the use of programming languages such as Python, MATLAB and HTML. At the time of writing this article, users can only deploy 3 web apps on Streamlit from a particular account. But, if you request them you can potentially also deploy more web apps.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;So coming onto this project, it&#39;s similar to the Iris Classification and Prediction Web App and this dataset is used as an alternative to the classic Iris dataset given by R.A. Fisher. It&#39;s a penguin classification and prediction web app. It successfully classifies and predicts the species of Palmer penguin based upon a number of user input features such as bill length, bill depth, body mass, flipper length etc. The prediction is also based upon the gender of the penguin and the island group (Bisoce, Dream and Torgersen) where it is located.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;Just like most of my other web apps, this has a simple design and structure to improve UI/UX&amp;nbsp; for user convenience.&amp;nbsp;&lt;span face=&quot;Roboto, sans-serif&quot; style=&quot;background-color: white;&quot;&gt;The sidebar sliders help in changing the values of the parameters for determination of the result. It also displays the prediction probability along with the predicted output of the Palmer penguin species.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;&lt;span face=&quot;Roboto, sans-serif&quot; style=&quot;background-color: white;&quot;&gt;This web app also displays the image of the predicted species.&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;Roboto, sans-serif&quot; style=&quot;background-color: white;&quot;&gt;We have 3 different images for all three species which are displayed depending upon the predicted species based upon user input of parameter values.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;We have deployed the app using Streamlit. It is an open source framework that allows data science teams to deploy web apps fairly easily. It&#39;s one of the best hosting services I&#39;ve used and it&#39;s great for quick and easy deployment of web apps. The app is majorly coded in python.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;This web app helped me to improve my experience in Machine Learning and definitely helped in my future projects. Feel free to add onto this project and don&#39;t hesitate to drop by any suggestions. Hope you enjoy the app!&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;Link of the app: &lt;a href=&quot;https://share.streamlit.io/skillocity/penguin/main/prediction.py&quot;&gt;https://share.streamlit.io/skillocity/penguin/main/prediction.py&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;About the dataset: This dataset was created by Dr. Kristen Gorman and members of the Palmer Station, Antarctica (LTER). Palmer is one of the three US Antarctic Stations governed by the Antarctic Treaty of 1959. The Palmer Station is an interdisciplinary polar marine research program established in 1990.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;span style=&quot;background-color: white; font-family: georgia;&quot;&gt;The dataset was uploaded by Allison Horst and it is available by CC-0 license in accordance with the Palmer Station LTER Data Policy and the LTER Data Access Policy for Type 1 data. The dataset contains data for 344 penguins. There are 3 diffrent species of penguins in this dataset, collected from 3 islands in the Palmer Archipelago, Antarctica.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://proskillocity.blogspot.com/feeds/576424209231615905/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://proskillocity.blogspot.com/2021/05/penguin-classification-and-prediction.html#comment-form' title='5 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/576424209231615905'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/576424209231615905'/><link rel='alternate' type='text/html' href='https://proskillocity.blogspot.com/2021/05/penguin-classification-and-prediction.html' title='Penguin Classification and Prediction Web App'/><author><name>Team Skillocity</name><uri>http://www.blogger.com/profile/05500047919989541247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbQRLP_dnWrUoT8TvLCBAqgbrcIkyX4fStGFeCdoN7Aswz5H8RINaWBhTL4TYtHKQsFxy7ifoKyenl29uXxTkpsTG_KsPpVGKIfHdQANzMDxfXdWi3hw6RiCRvogebKA/s220/IMG_20210126_113842.jpg'/></author><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5034996200524294228.post-8151337030854442969</id><published>2021-05-19T22:42:00.011+05:30</published><updated>2021-06-27T00:01:17.630+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Announcements"/><category scheme="http://www.blogger.com/atom/ns#" term="Computer Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Machine Learning"/><category scheme="http://www.blogger.com/atom/ns#" term="Projects"/><title type='text'>Heart Disease Detector Web App</title><content type='html'>&lt;p&gt;&amp;nbsp;Yes, you heard that right. We are back with more Machine Learning content and another web app (Yup, machine learning is definitely very cool). This app is similar to our first web app i.e. Diabetes Detector. This is another disease detection web app which detects if you have any cardiovascular diseases (CVD) based on certain features such as age, resting blood pressure, cholestrol, maximum heart rate achieved, ST depression induced by exercise and number of major vessels coloured by flouroscopy.&amp;nbsp;&lt;span style=&quot;background-color: white; color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;ST&lt;/span&gt;&lt;b style=&quot;background-color: white; color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt; &lt;/b&gt;&lt;span style=&quot;background-color: white; color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;depression&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;&amp;nbsp;refers to a finding on an electrocardiogram, wherein the trace in the&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;ST&lt;/span&gt;&lt;b style=&quot;background-color: white; color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt; &lt;/b&gt;&lt;span style=&quot;background-color: white; color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;segment&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #202124; font-family: arial, sans-serif; font-size: 16px;&quot;&gt;&amp;nbsp;is abnormally low below the baseline.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #4d5156; font-family: arial, sans-serif; font-size: 14px;&quot;&gt;Fluoroscopy is an imaging technique that uses X-rays to obtain real-time moving images of the interior of an object.&lt;/span&gt;&amp;nbsp;This app is another example of the use of machine learning and data science in the field of medicine which I find very innovative.&amp;nbsp;&lt;/p&gt;&lt;p&gt;This web app is based on machine learning and uses the Random Forest Classifier algorithm. The web app uses interactive visual and graphical interpretations to display the outcome and compare the input parameters given by the user. The sidebar sliders help in changing the values of the parametres for determination of the result. The graphs compare the values of the patient with others ( both with patients having heart diseases and not having heart diseases). It also provides the accuracy of the result. This is just a learning project based on one particular dataset so please do not depend on it to actually know if you have a heart disease or not. It might still be a false positive or false negative. A doctor is still the best fit for the determination of such diseases.&amp;nbsp;&lt;/p&gt;&lt;p&gt;We have deployed the app using Streamlit. It is an open source framework that allows data science teams to deploy web apps fairly easily. It&#39;s one of the best hosting services I&#39;ve used and it&#39;s great for quick and easy deployment of web apps. The app is coded in python.&amp;nbsp;&lt;/p&gt;&lt;p&gt;This web app helped build upon my experience and comfort over machine learning and its vast applications. It is one of our many projects in the field of computer science and specifically data science. We hope to deploy more articles in the future and share them with you. Please feel free to add on and contribute to the project and don&#39;t hesitate to drop any suggestions. The link for the web app is:&amp;nbsp;&lt;a href=&quot;https://share.streamlit.io/pranav-coder2005/heartdisease/main/app.py&quot;&gt;https://share.streamlit.io/pranav-coder2005/heartdisease/main/app.py&lt;/a&gt;&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;div&gt;&lt;span face=&quot;ui-monospace, SFMono-Regular, &amp;quot;SF Mono&amp;quot;, Consolas, &amp;quot;Liberation Mono&amp;quot;, Menlo, monospace&quot; style=&quot;background-color: white; color: #032f62; font-size: 12px; white-space: pre;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span face=&quot;ui-monospace, SFMono-Regular, &amp;quot;SF Mono&amp;quot;, Consolas, &amp;quot;Liberation Mono&amp;quot;, Menlo, monospace&quot; style=&quot;background-color: white; color: #032f62; font-size: 12px; white-space: pre;&quot;&gt;Disclaimer: T&lt;/span&gt;&lt;span face=&quot;&amp;quot;IBM Plex Sans&amp;quot;, sans-serif&quot; style=&quot;background-color: white; color: #262730; font-size: 16px;&quot;&gt;his is just a learning project based on one particular dataset so please do not depend on it to actually know if you have any cardiovascular disease or not. It might still be a false positive or false negative. A doctor is still the best fit for the determination of such diseases.&lt;/span&gt;&lt;/div&gt;&lt;p&gt;The awareness month for heart health in the United States is February. National wear red day is observed on the first Friday of February of each year to increase awareness about heart diseases. &lt;a href=&quot;https://world-heart-federation.org/&quot; target=&quot;_blank&quot;&gt;World Heart Federation&lt;/a&gt;, &lt;a href=&quot;https://www.who.int/health-topics/cardiovascular-diseases/&quot;&gt;World Health Organization&lt;/a&gt;&amp;nbsp;and many other such organizations run campaigns dedicated to the prevention, diagnosis and control of cardiovascular diseases.&lt;span face=&quot;arial, sans-serif&quot; style=&quot;background-color: white; color: #4d5156; font-size: 14px;&quot;&gt;The World Heart Federation is a nongovernmental organization based in Geneva, Switzerland, formed in 1972 In 1978 the International Society of Cardiology merged with the International Cardiology Federation to form the International Society and Federation of Cardiology.&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;sans-serif&quot; style=&quot;background-color: white; color: #202122; font-size: 14px;&quot;&gt;The federation hosts the World Congress of Cardiology.&amp;nbsp;&lt;/span&gt;World Heart Day&lt;span face=&quot;sans-serif&quot; style=&quot;background-color: white; color: #202122; font-size: 14px;&quot;&gt;&quot; was founded in 2000 to inform people around the globe that heart disease and stroke are the world’s leading causes of death.&lt;/span&gt;&lt;span face=&quot;sans-serif&quot; style=&quot;background-color: white; color: #202122; font-size: 14px;&quot;&gt;&amp;nbsp;World Heart Day is celebrated every year on 29 September.&lt;/span&gt;&amp;nbsp;On that note, let&#39;s increase cardiovascular health awareness and make the world much healthier.&amp;nbsp;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://proskillocity.blogspot.com/feeds/8151337030854442969/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://proskillocity.blogspot.com/2021/05/heart-disease-detector-web-app.html#comment-form' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/8151337030854442969'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/8151337030854442969'/><link rel='alternate' type='text/html' href='https://proskillocity.blogspot.com/2021/05/heart-disease-detector-web-app.html' title='Heart Disease Detector Web App'/><author><name>Team Skillocity</name><uri>http://www.blogger.com/profile/05500047919989541247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbQRLP_dnWrUoT8TvLCBAqgbrcIkyX4fStGFeCdoN7Aswz5H8RINaWBhTL4TYtHKQsFxy7ifoKyenl29uXxTkpsTG_KsPpVGKIfHdQANzMDxfXdWi3hw6RiCRvogebKA/s220/IMG_20210126_113842.jpg'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5034996200524294228.post-1316616258957001542</id><published>2021-05-16T00:23:00.006+05:30</published><updated>2021-06-16T16:32:48.068+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Art"/><title type='text'>Skillocity&#39;s Art Gallery</title><content type='html'>&lt;p&gt;Members of Skillocity are unique and talented in their own way. One of our team member, Roshan Kumar, has worked on a number of art and design projects and he&#39;s made multiple pieces of art which are undeniably brilliant. He has also participated in and won multiple art contests here in India. I have personally been following his art since the past few years and he is very impressive at it. Following are some of his drawings. We&#39;ll keep updating this page for as long as he provides us with more of his projects.&amp;nbsp;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFf5W02c8BR9kERlKcu70TN_e8IUsq6JxDLDIKangZCDfbRVrVWlFI1V1vfNyghyphenhyphene7iBbXUT7-y6vrQQ2vCvg9_md0hN7s_HxOWbTYJXs4Mq6i5uqgXdp5A6MEpyhoe0ig1lfNfLj8bofT/s1040/art1.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;780&quot; data-original-width=&quot;1040&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFf5W02c8BR9kERlKcu70TN_e8IUsq6JxDLDIKangZCDfbRVrVWlFI1V1vfNyghyphenhyphene7iBbXUT7-y6vrQQ2vCvg9_md0hN7s_HxOWbTYJXs4Mq6i5uqgXdp5A6MEpyhoe0ig1lfNfLj8bofT/s320/art1.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRIV1p2OBep7KHWr6gFPLWEh75MEV7NVSiFvHG_MNMtkYiyO130TVI6gvMi6_y9s-wL0SY0PWXzPGeFY5UK0ZNWKGN1IdE1zlYIsdcQhuKq16Dw_sc41LxjN2pkVlGMoXWe_cCaPrRswlC/s1040/art2.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1040&quot; data-original-width=&quot;780&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRIV1p2OBep7KHWr6gFPLWEh75MEV7NVSiFvHG_MNMtkYiyO130TVI6gvMi6_y9s-wL0SY0PWXzPGeFY5UK0ZNWKGN1IdE1zlYIsdcQhuKq16Dw_sc41LxjN2pkVlGMoXWe_cCaPrRswlC/s320/art2.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEid53-rS1vufrheZBYEeKVlWHAi5KPc74gC5evFF4injb-iEGTG5_45fOBKLiopqfGDS4Q-RU0YsZ9luF_GNMVyrVjMvoCVbW4P0_9hzzDCq4iwI1PhQaqg1BoCPw9FCz4XLToboVTg8PKD/s1040/art3.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;780&quot; data-original-width=&quot;1040&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEid53-rS1vufrheZBYEeKVlWHAi5KPc74gC5evFF4injb-iEGTG5_45fOBKLiopqfGDS4Q-RU0YsZ9luF_GNMVyrVjMvoCVbW4P0_9hzzDCq4iwI1PhQaqg1BoCPw9FCz4XLToboVTg8PKD/s320/art3.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPdGb_L7U6z7rnwaSsQBQ1nhyphenhyphenITIOFSbVSj11uExAW0sOW9B_Bw5uIF0hWo2iSzhioBmtsEijnPlXiO359LYq_fhOuYM8t9Ow-A7fLAzyqYkOs4RtXXDq4bWJq2ZoSSQLyKkPh8DAq1wYk/s1040/art4.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1040&quot; data-original-width=&quot;780&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPdGb_L7U6z7rnwaSsQBQ1nhyphenhyphenITIOFSbVSj11uExAW0sOW9B_Bw5uIF0hWo2iSzhioBmtsEijnPlXiO359LYq_fhOuYM8t9Ow-A7fLAzyqYkOs4RtXXDq4bWJq2ZoSSQLyKkPh8DAq1wYk/s320/art4.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRtUd_FwMeKCwIEmG0FALTrvOcAyuaq-wnI-jH3vrdBhciDzyWaYFdu_h88gB7sVgEXVG0-IWF-wmbNVObb8tJgWMfKbsluMQxyCsk4jFVn5akbs5pYULQfwguM04Le5TvTjL5itEqD39Z/s1280/art5.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1280&quot; data-original-width=&quot;720&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRtUd_FwMeKCwIEmG0FALTrvOcAyuaq-wnI-jH3vrdBhciDzyWaYFdu_h88gB7sVgEXVG0-IWF-wmbNVObb8tJgWMfKbsluMQxyCsk4jFVn5akbs5pYULQfwguM04Le5TvTjL5itEqD39Z/s320/art5.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAo6coAOQWHHgopg-ZZHRgRLD2gqraxUhDc0NqjStkMQh22DUZyDYusnNZqm8fOvAyLw4JprxnZZH55O-5rAeOhZyvp2c__Y6OEgbqvgglfGr8sq-xuRXdh65hnlOfj0oK_PcfzHd3iUOG/s1080/12-39-34-180213373_507112060314890_5898129154786768495_n.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1080&quot; data-original-width=&quot;1080&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAo6coAOQWHHgopg-ZZHRgRLD2gqraxUhDc0NqjStkMQh22DUZyDYusnNZqm8fOvAyLw4JprxnZZH55O-5rAeOhZyvp2c__Y6OEgbqvgglfGr8sq-xuRXdh65hnlOfj0oK_PcfzHd3iUOG/s320/12-39-34-180213373_507112060314890_5898129154786768495_n.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-WfMeKA99ShMTGLK6AyjxtmS1FTzYpyTPHkTIWNxvdRr-Nwh-R6xQ8n6cXh7bhqcAZot32b9CWKSe0SoxcT9aN0yXFcK9KG27LPD167BKQNgDNeL43fuB5D4hdylidhfId6Tz8lYPWXIE/s1080/12-39-31-178781032_489459925628111_6015196123235877039_n.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1080&quot; data-original-width=&quot;1080&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-WfMeKA99ShMTGLK6AyjxtmS1FTzYpyTPHkTIWNxvdRr-Nwh-R6xQ8n6cXh7bhqcAZot32b9CWKSe0SoxcT9aN0yXFcK9KG27LPD167BKQNgDNeL43fuB5D4hdylidhfId6Tz8lYPWXIE/s320/12-39-31-178781032_489459925628111_6015196123235877039_n.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizSZh3J9RZHLH8t5aqzT8nWdp99MOWffauqoCqLYus_aS7FwJ1seKfrsB7lYui7nftlgIOFMKuN9Eb4PFkfR8Va17j5Hz6d8hyphenhyphen05t6Zvw31ga5NAvEVZhqjbLScmPBLMk5_bLrj0z2A3MP/s1080/12-39-28-179451421_970986037038233_2408369358251239357_n.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1080&quot; data-original-width=&quot;1080&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizSZh3J9RZHLH8t5aqzT8nWdp99MOWffauqoCqLYus_aS7FwJ1seKfrsB7lYui7nftlgIOFMKuN9Eb4PFkfR8Va17j5Hz6d8hyphenhyphen05t6Zvw31ga5NAvEVZhqjbLScmPBLMk5_bLrj0z2A3MP/s320/12-39-28-179451421_970986037038233_2408369358251239357_n.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1280&quot; data-original-width=&quot;1280&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjM7K8bW-UQfntq0EMYsYtwg9Boxsa6SCox2xK9OpuULI1fCtNxcveAyJzE-fm7jXkbQBm94UtoOXHML1QeU8woN56fTaRCsYbLGAiP4yJeC57waCcf7ZGEY_mY1VvL4lAj9JRIwxZwZ9UE/s320/IMG-20210616-WA0011.jpg&quot; /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;Created by: Roshan Kumar, Creator at Skillocity</content><link rel='replies' type='application/atom+xml' href='https://proskillocity.blogspot.com/feeds/1316616258957001542/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://proskillocity.blogspot.com/2021/05/skillocitys-art-gallery.html#comment-form' title='5 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/1316616258957001542'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/1316616258957001542'/><link rel='alternate' type='text/html' href='https://proskillocity.blogspot.com/2021/05/skillocitys-art-gallery.html' title='Skillocity&#39;s Art Gallery'/><author><name>Team Skillocity</name><uri>http://www.blogger.com/profile/05500047919989541247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbQRLP_dnWrUoT8TvLCBAqgbrcIkyX4fStGFeCdoN7Aswz5H8RINaWBhTL4TYtHKQsFxy7ifoKyenl29uXxTkpsTG_KsPpVGKIfHdQANzMDxfXdWi3hw6RiCRvogebKA/s220/IMG_20210126_113842.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFf5W02c8BR9kERlKcu70TN_e8IUsq6JxDLDIKangZCDfbRVrVWlFI1V1vfNyghyphenhyphene7iBbXUT7-y6vrQQ2vCvg9_md0hN7s_HxOWbTYJXs4Mq6i5uqgXdp5A6MEpyhoe0ig1lfNfLj8bofT/s72-c/art1.jpg" height="72" width="72"/><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5034996200524294228.post-6934028371282037178</id><published>2021-05-11T15:18:00.018+05:30</published><updated>2021-06-13T18:26:56.505+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Announcements"/><category scheme="http://www.blogger.com/atom/ns#" term="Computer Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Machine Learning"/><category scheme="http://www.blogger.com/atom/ns#" term="Projects"/><title type='text'>Iris Classification and Prediction Web App</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;span style=&quot;font-family: georgia;&quot;&gt;One of my primary interests in the field of computer science is Machine Learning. Machine Learning has no bounds and here, the sky is not the limit. It has applications in many important sectors such as biotechnology, medicine, aviation etc. This is my second web app on Machine Learning and I&#39;m working hard to successfully deploy many more Machine Learning apps. All of these projects are free to use and I welcome any suggestions and/or additions to the project.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;One of the main reasons why I love Machine Learning is that it perfectly incorporates the beauty of mathematics and computer science to successfully integrate and develop a particular application. As I mentioned in the previous article, Machine Learning not only requires a good understanding of coding, it also requires in depth knowledge in Maths. So for the people out there who question the use of Maths in Computer Science, this is a classic example as to why that&#39;s not always the case. Having a good knowledge about calculus and Linear Algebra definitely helps in Data Science.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;After the positive response of our first web app, Diabetes Detector, I decided to explore Machine Learning in greater depth and decided to deploy many more apps related to it in the future. So if you&#39;re interested in Machine Learning and data science, hey we&#39;re on the same page. Although I&#39;m still a junior in high school so most of you might be more experienced than me.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;So coming onto this app, this is an Iris Classification and Prediction App. It classifies and successfully predicts the type of Iris flower based upon a number of user input features such as Sepal Length, Petal Length, Sepal Width and Petal Width. It uses the Random Forest Classifier algorithm.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;The web app uses a simple design and structure. I tried to make it as simple as possible so that it could be deployed easy. The sidebar sliders help in changing the values of the parameters for determination of the result. It also displays class labels, their corresponding index number and the prediction probability along with the predicted species of the Iris Flower.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;Another interesting feature about this web app is the presence of the image of the predicted species. We have 3 different images for all three species which are displayed depending upon the predicted species based upon user input of parameter values.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;We have deployed the app using Streamlit. It is an open source framework that allows data science teams to deploy web apps fairly easily. It&#39;s one of the best hosting services I&#39;ve used and it&#39;s great for quick and easy deployment of web apps. The app is coded in python.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;This web app helped me to improve my experience in Machine Learning and definately helped in my future projects. Feel free to add onto this project and don&#39;t hesitate to drop by any suggestions. Hope you enjoy the app!&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;Link of the app:&amp;nbsp;&lt;a href=&quot;https://share.streamlit.io/pranav-coder2005/iris_flower_predictor/main/app.py&quot;&gt;https://share.streamlit.io/pranav-coder2005/iris_flower_predictor/main/app.py&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;About the dataset :&amp;nbsp;&lt;span color=&quot;rgba(0, 0, 0, 0.7)&quot; face=&quot;Inter, sans-serif&quot; style=&quot;background-color: white;&quot;&gt;The Iris dataset was used in R.A. Fisher&#39;s paper written in 1936,&lt;/span&gt;&lt;span color=&quot;rgba(0, 0, 0, 0.7)&quot; face=&quot;Inter, sans-serif&quot; style=&quot;background-color: white;&quot;&gt;&amp;nbsp;&lt;/span&gt;The Use of Multiple Measurements in Taxonomic Problems&lt;span color=&quot;rgba(0, 0, 0, 0.7)&quot; face=&quot;Inter, sans-serif&quot; style=&quot;background-color: white;&quot;&gt;, and can also be found on the&lt;/span&gt;&lt;span color=&quot;rgba(0, 0, 0, 0.7)&quot; face=&quot;Inter, sans-serif&quot; style=&quot;background-color: white;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;http://archive.ics.uci.edu/ml/&quot; style=&quot;border: 0px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;&quot;&gt;UCI Machine Learning Repository&lt;/a&gt;&lt;span color=&quot;rgba(0, 0, 0, 0.7)&quot; face=&quot;Inter, sans-serif&quot; style=&quot;background-color: white;&quot;&gt;. It is an example of linear discriminant analysis. This dataset is also knows as Anderson&#39;s Iris Dataset because Edgar Anderson&lt;span&gt;&amp;nbsp;collected the data to quantify the&amp;nbsp;&lt;/span&gt;&lt;/span&gt;morphologic&lt;span face=&quot;sans-serif&quot; style=&quot;background-color: white;&quot;&gt;&amp;nbsp;variation of&amp;nbsp;&lt;/span&gt;&lt;i style=&quot;background-color: white;&quot;&gt;Iris&lt;/i&gt;&lt;span face=&quot;sans-serif&quot; style=&quot;background-color: white;&quot;&gt;&amp;nbsp;flowers of three related species.&lt;/span&gt;&lt;span face=&quot;sans-serif&quot; style=&quot;background-color: white;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;sup class=&quot;reference&quot; id=&quot;cite_ref-anderson35_3-0&quot; style=&quot;background-color: white; line-height: 1; unicode-bidi: isolate; white-space: nowrap;&quot;&gt;&lt;/sup&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-color: white; border: 0px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 10.5px 0px; padding: 0px; vertical-align: baseline;&quot;&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;&lt;span face=&quot;sans-serif&quot;&gt;Based on Fisher&#39;s linear discriminant model, this data set became a typical test case for many&amp;nbsp;&lt;/span&gt;statistical classification&lt;span face=&quot;sans-serif&quot;&gt;&amp;nbsp;techniques in&amp;nbsp;&lt;/span&gt;machine learning&lt;span face=&quot;sans-serif&quot;&gt;&amp;nbsp;such as&amp;nbsp;&lt;/span&gt;support vector machines&lt;span face=&quot;sans-serif&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-color: white; border: 0px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 10.5px 0px; padding: 0px; vertical-align: baseline;&quot;&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;It includes three iris species with 50 samples each as well as some properties about each flower. One flower species is linearly separable from the other two, but the other two are not linearly separable from each other.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-color: white; border: 0px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 10.5px 0px; padding: 0px; vertical-align: baseline;&quot;&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;&lt;span face=&quot;sans-serif&quot;&gt;Iris is a&amp;nbsp;&lt;/span&gt;genus&lt;span face=&quot;sans-serif&quot;&gt;&amp;nbsp;of 260–300&lt;/span&gt;&lt;span face=&quot;sans-serif&quot;&gt;&amp;nbsp;&lt;/span&gt;species&lt;span face=&quot;sans-serif&quot;&gt;&amp;nbsp;of&amp;nbsp;&lt;/span&gt;flowering plants&lt;span face=&quot;sans-serif&quot;&gt;&amp;nbsp;with showy&amp;nbsp;&lt;/span&gt;flowers&lt;span face=&quot;sans-serif&quot;&gt;. Its name is derived from the Greek word for Rainbow (yes, we are quite interested in languages and cultures) which in coincidentally also the name for the Greek goddess of rainbow-Iris.&lt;/span&gt;&lt;span face=&quot;sans-serif&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;sans-serif&quot;&gt;Apart from being the scientific name, I&lt;/span&gt;&lt;span face=&quot;sans-serif&quot;&gt;ris&lt;/span&gt;&lt;span face=&quot;sans-serif&quot;&gt;&amp;nbsp;is also widely used as a common name for all&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;sans-serif&quot;&gt;Iris&lt;/span&gt;&lt;span face=&quot;sans-serif&quot;&gt;&amp;nbsp;species.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;background-color: white; color: #032f62; font-family: ui-monospace, SFMono-Regular, &amp;quot;SF Mono&amp;quot;, Consolas, &amp;quot;Liberation Mono&amp;quot;, Menlo, monospace; font-size: 12px; white-space: pre;&quot;&gt;Dataset License: Open Data Commons Public Domain Dedication and License (PDDL)&lt;/span&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://proskillocity.blogspot.com/feeds/6934028371282037178/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://proskillocity.blogspot.com/2021/05/iris-classification-and-prediction.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/6934028371282037178'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/6934028371282037178'/><link rel='alternate' type='text/html' href='https://proskillocity.blogspot.com/2021/05/iris-classification-and-prediction.html' title='Iris Classification and Prediction Web App'/><author><name>Team Skillocity</name><uri>http://www.blogger.com/profile/05500047919989541247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbQRLP_dnWrUoT8TvLCBAqgbrcIkyX4fStGFeCdoN7Aswz5H8RINaWBhTL4TYtHKQsFxy7ifoKyenl29uXxTkpsTG_KsPpVGKIfHdQANzMDxfXdWi3hw6RiCRvogebKA/s220/IMG_20210126_113842.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5034996200524294228.post-8756622375397324389</id><published>2021-04-17T12:45:00.006+05:30</published><updated>2021-05-31T01:55:08.561+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Projects"/><title type='text'>Projects of Team Skillocity</title><content type='html'>&lt;p&gt;The developers of our team, Pranav Sawant and Anshuman, have undertaken many projects especially in the field of CS and Physics. These projects highly boosted our academic repertoire and helped us to gain a lot of knowledge and experience. By working on these projects we not only got better at the respective subjects but also had a lot of fun! We hope to undertake more projects in the future and further enhance our knowledge and understanding in the educational field. Here are the highlights of some of our projects :&lt;/p&gt;&lt;p&gt;1) Skillocity : We started Team Skillocity in January 2021 with an aim to share our knowledge with other like minded readers. We are fortunate to have amassed nearly 10,000 viewers in just a few months and this project is still going strong. All of our projects are connected to Team Skillocity and this was our first project as a team. We will continue to share our knowledge with more readers and hope to post relevant and interesting content.&amp;nbsp;&lt;/p&gt;&lt;p&gt;2) PWA (Powerful WebApp) deployment :&amp;nbsp; This was a mini project undertaken by our developers and now our readers can now add a shortcut to our blog which runs through chrome, on their device. Usually, if you add a shortcut for a website, it would just add a shortcut to a single webpage you added a shortcut to. But in our case, after extensive coding, we have enabled our user the ability to add a shortcut to the entire website to make it easier to access, without the need of opening Chrome. This makes it feel just like an app!&amp;nbsp;&lt;/p&gt;&lt;p&gt;With this feature, our users can now enjoy an app like experience on their laptop or phone without having to worry about our &quot;app&#39;s&quot; memory usage, since it uses almost none.&amp;nbsp;&lt;/p&gt;&lt;div&gt;That&#39;s it! Check your home screen and you should find an icon with our logo. You can now access our blog just by clicking on the icon without opening chrome and typing out our website address.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;More about this project :&amp;nbsp;&lt;a href=&quot;https://proskillocity.blogspot.com/2021/02/new-feature-announcement.html&quot;&gt;https://proskillocity.blogspot.com/2021/02/new-feature-announcement.html&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;3) SkillChem : SkillChem was one of the toughest projects undertaken by our developers and it required extensive programming in Android Studio to build our first native app. The app is now ready and can be accessed on the Amazon App Store and also from a google drive that we have shared.&amp;nbsp;&lt;/div&gt;&lt;p&gt;After about 2 months of debugging and fixing errors and finding the right algorithm, we were finally able to deploy the app for public use.&amp;nbsp;&lt;/p&gt;&lt;p&gt;More about this project :&amp;nbsp;&lt;a href=&quot;https://proskillocity.blogspot.com/2021/04/official-launch-of-skillchem.html&quot;&gt;https://proskillocity.blogspot.com/2021/04/official-launch-of-skillchem.html&lt;/a&gt;&lt;/p&gt;&lt;p&gt;4) Diabetes Detector WebApp : This web app was created by our developers and is a classic application of machine learning in the medical field. Machine Learning has no limits and it can be deployed in multiple sectors and can greatly help in the lives of common people just like you and me. This web app is hosted on streamlit. The dataset for training the data was provided to us by Kaggle. The machine learning algorithm used is Random Forest Classifier.&amp;nbsp;&lt;/p&gt;&lt;p&gt;More about this project :&amp;nbsp;&lt;a href=&quot;https://proskillocity.blogspot.com/2021/04/official-launch-of-our-first-web-app.html&quot;&gt;https://proskillocity.blogspot.com/2021/04/official-launch-of-our-first-web-app.html&lt;/a&gt;&lt;/p&gt;&lt;p&gt;5) Special Research on Habitability of planets : Since our developers (especially Anshuman) are interested in a number of subjects and not just CS, we did a small research on the habitability of planets. It can be used to qualitatively compare and help in determining the habitability potential of a planet. A number of parameters such as Spectral Class, Mass, Radius and Temperature of the planet were taken into account and an index was formulated. We called this index as the Narlikar Index, named after the&amp;nbsp;&lt;span&gt;&amp;nbsp; Indian astrophysicist Jayant Narlikar.&amp;nbsp;&lt;/span&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;More about this project :&amp;nbsp;&lt;a href=&quot;https://proskillocity.blogspot.com/2021/04/habitability.html&quot;&gt;https://proskillocity.blogspot.com/2021/04/habitability.html&lt;/a&gt;&lt;/p&gt;



&lt;div class=&quot;powr-popup&quot; id=&quot;b5f14722_1618654656&quot;&gt;&lt;script src=&quot;https://www.powr.io/powr.js?platform=blogger&quot;&gt;&lt;/script&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='https://proskillocity.blogspot.com/feeds/8756622375397324389/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://proskillocity.blogspot.com/2021/04/projects-of-team-skillocity.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/8756622375397324389'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/8756622375397324389'/><link rel='alternate' type='text/html' href='https://proskillocity.blogspot.com/2021/04/projects-of-team-skillocity.html' title='Projects of Team Skillocity'/><author><name>Team Skillocity</name><uri>http://www.blogger.com/profile/05500047919989541247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbQRLP_dnWrUoT8TvLCBAqgbrcIkyX4fStGFeCdoN7Aswz5H8RINaWBhTL4TYtHKQsFxy7ifoKyenl29uXxTkpsTG_KsPpVGKIfHdQANzMDxfXdWi3hw6RiCRvogebKA/s220/IMG_20210126_113842.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5034996200524294228.post-4181788779994553224</id><published>2021-04-16T12:23:00.023+05:30</published><updated>2021-06-26T23:58:01.842+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Announcements"/><category scheme="http://www.blogger.com/atom/ns#" term="Computer Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Machine Learning"/><category scheme="http://www.blogger.com/atom/ns#" term="Projects"/><title type='text'>Diabetes Detector Web App</title><content type='html'>&lt;p style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;Machine Learning - a concept that most people struggle to comprehend and most of them who do comprehend would have many different perceptions about it. I myself have been working on Machine Learning and its algorithms for about 6 months and after some rigorous training in Machine Learning and its subsidiary subjects such as Statistics and Linear Algebra, I&#39;ve finally started to get a hold of it (even though a lot of work is yet to be done).&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;We launched our first native app -SkillChem- yesterday and today here we are with our first web app. This app is a diabetes detector and detects whether a particular patient has diabetes depending upon various parameters such as glucose, insulin, diabetes pedigree function etc. According to the creators of the dataset, the diabetes pedigree function scores likelihood of diabetes based upon family history of the disease. This web app is based on Machine Learning and works on the Random Forest Classifier algorithm.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;We have deployed the app using Streamlit. It is an open source framework that allows data science teams to deploy web apps fairly easily. It&#39;s one of the best hosting services I&#39;ve used and it&#39;s great for quick and easy deployment of web apps. The app is coded in python.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;&amp;nbsp;The web app uses interactive visual and graphical interpretations to display the outcome and compare the input parameters given by the user. We trained the dataset using 20% of it as our test size. The sidebar sliders help in changing the values of the parametres for determination of the result. The graphs compare the values of the patient with others ( both with diabetic and non-diabetic patients). It also provides the accuracy of the result.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;For those who want to learn about Machine Learning, its applications and algorithms, Professor Andrew Ng has a great course for it on coursera. He explains about the multiple machine learning algorithms and applications in depth. It&#39;s a good course for people of all ages looking to expand their knowledge in Machine Learning. The course is completely free to study. The link for the course is : &lt;a href=&quot;https://www.coursera.org/learn/machine-learning&quot;&gt;https://www.coursera.org/learn/machine-learning&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;This web app was a learning curve for us and has improved our knowledge about Machine learning significantly. We hope to deploy more apps in the future and share them with you. Feel free to add onto this project and don&#39;t hesitate to drop by any suggestions. The link for the diabetes detector web app is as &lt;span&gt;follows&lt;/span&gt; :&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;color: black; font-family: georgia;&quot;&gt;&lt;a href=&quot;https://share.streamlit.io/pranav-coder2005/diabetes_detector/main/diabetes_detector_app.py&quot;&gt;https://share.streamlit.io/pranav-coder2005/diabetes_detector/main/diabetes_detector_app.py&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;About the dataset :&amp;nbsp;&lt;span color=&quot;rgba(0, 0, 0, 0.7)&quot; face=&quot;Inter, sans-serif&quot; style=&quot;background-color: white;&quot;&gt;This dataset is originally from the National Institute of Diabetes and Digestive and Kidney Diseases. The objective of the dataset is to diagnostically predict whether or not a patient has diabetes, based on certain diagnostic measurements included in the dataset. Several constraints were placed on the selection of these instances from a larger database. In particular, all patients here are females at least 21 years old of Pima Indian heritage.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;&lt;span color=&quot;rgba(0, 0, 0, 0.7)&quot; face=&quot;Inter, sans-serif&quot; style=&quot;background-color: white;&quot;&gt;The datasets consists of several medical predictor variables and one target variable, &lt;/span&gt;&lt;span color=&quot;rgba(0, 0, 0, 0.7)&quot; style=&quot;background-color: #f4f4f4;&quot;&gt;&lt;span&gt;Outcome&lt;/span&gt;&lt;/span&gt;&lt;span color=&quot;rgba(0, 0, 0, 0.7)&quot; face=&quot;Inter, sans-serif&quot; style=&quot;background-color: white;&quot;&gt;. Predictor variables includes the number of pregnancies the patient has had, their BMI, insulin level, age, and so on.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;&lt;span color=&quot;rgba(0, 0, 0, 0.7)&quot; face=&quot;Inter, sans-serif&quot; style=&quot;background-color: white;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;element-container css-z8kais e1tzin5v1&quot; style=&quot;background-color: white; box-sizing: border-box; color: #262730; display: flex; flex-direction: column; font-family: &amp;quot;IBM Plex Sans&amp;quot;, sans-serif; font-size: 16px; margin: 0px 0px 1rem; position: relative; width: 698px;&quot;&gt;&lt;div class=&quot;stMarkdown&quot; style=&quot;box-sizing: border-box; width: 698px;&quot;&gt;&lt;div class=&quot;css-1v4eu6x e16nr0p30&quot; data-testid=&quot;stMarkdownContainer&quot; style=&quot;box-sizing: border-box; margin-bottom: -1rem;&quot;&gt;&lt;p style=&quot;box-sizing: border-box; font-size: 1rem; margin: 0px 0px 1rem; padding: 0px;&quot;&gt;Disclaimer: This is just a learning project based on one particular dataset so please do not depend on it to actually know if you have diabetes or not. It might still be a false positive or false negative. A doctor is still the best fit for the determination of such diseases.&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;November is the diabetes awareness month and world diabetes day is observed on 14 November of each year. Diabetes awareness groups spread awareness about the disease throughout the month through several programs, charitable events, campaigns etc. The purpose of it is to spread awareness about this disease all around the world and to fight it together.&amp;nbsp;&lt;span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;World&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;Diabetes Day&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&amp;nbsp;was created in 1991 by &lt;a href=&quot;https://idf.org/&quot; target=&quot;_blank&quot;&gt;International Diabetes Federation&lt;/a&gt; and the &lt;a href=&quot;https://www.who.int/health-topics/diabetes&quot; target=&quot;_blank&quot;&gt;World Health Organization&lt;/a&gt; in response to growing concerns about the ever increasing health threat posed by&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;diabetes&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;arial, sans-serif&quot; style=&quot;background-color: white;&quot;&gt;&amp;nbsp;&lt;/span&gt;&#39;The Nurse and Diabetes&quot; was the theme was World Diabetes Day in 2020.&lt;span face=&quot;arial, sans-serif&quot; style=&quot;background-color: white;&quot;&gt;&amp;nbsp;T&lt;/span&gt;&lt;span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;he campaign aims to raise awareness around the crucial role that nurses play in supporting people living with&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;diabetes&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;.&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;The blue circle is the universal&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;symbol&lt;/span&gt;&lt;b style=&quot;background-color: white;&quot;&gt; &lt;/b&gt;&lt;span style=&quot;background-color: white;&quot;&gt;for diabetes&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;. It was launched in 2006 to give&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;diabetes&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&amp;nbsp;a common identity. The&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;symbol&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&amp;nbsp;aims to support all existing efforts to raise awareness about&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;diabetes&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;Let&#39;s show our support for diabetes awareness and help many patients around the world.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;background-color: white; font-family: georgia;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;background-color: white; font-family: georgia;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQnGJZyKzBtxVfLYQcoUQhNHj4_RzU9jaQXKsvJ1NrfZ5v862VP-tt9CoOSWdAREsccEUjWAp8W5uY8-tVKf2vcjiCjl-VMYdw28mNl5HNMPbcLaI0G3NeT0bezASGzht2y5-yDCd3dA8p/s1747/Untitled+design.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1240&quot; data-original-width=&quot;1747&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQnGJZyKzBtxVfLYQcoUQhNHj4_RzU9jaQXKsvJ1NrfZ5v862VP-tt9CoOSWdAREsccEUjWAp8W5uY8-tVKf2vcjiCjl-VMYdw28mNl5HNMPbcLaI0G3NeT0bezASGzht2y5-yDCd3dA8p/s320/Untitled+design.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-color: white; font-family: georgia;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://proskillocity.blogspot.com/feeds/4181788779994553224/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://proskillocity.blogspot.com/2021/04/official-launch-of-our-first-web-app.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/4181788779994553224'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/4181788779994553224'/><link rel='alternate' type='text/html' href='https://proskillocity.blogspot.com/2021/04/official-launch-of-our-first-web-app.html' title='Diabetes Detector Web App'/><author><name>Team Skillocity</name><uri>http://www.blogger.com/profile/05500047919989541247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbQRLP_dnWrUoT8TvLCBAqgbrcIkyX4fStGFeCdoN7Aswz5H8RINaWBhTL4TYtHKQsFxy7ifoKyenl29uXxTkpsTG_KsPpVGKIfHdQANzMDxfXdWi3hw6RiCRvogebKA/s220/IMG_20210126_113842.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQnGJZyKzBtxVfLYQcoUQhNHj4_RzU9jaQXKsvJ1NrfZ5v862VP-tt9CoOSWdAREsccEUjWAp8W5uY8-tVKf2vcjiCjl-VMYdw28mNl5HNMPbcLaI0G3NeT0bezASGzht2y5-yDCd3dA8p/s72-c/Untitled+design.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5034996200524294228.post-5197337691763174750</id><published>2021-04-15T21:06:00.006+05:30</published><updated>2021-05-30T00:34:19.789+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Astronomy"/><category scheme="http://www.blogger.com/atom/ns#" term="Astrophysics"/><category scheme="http://www.blogger.com/atom/ns#" term="Special Research"/><title type='text'>Habitability of Planets Using Narlikar Index : Special Research </title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;span style=&quot;font-family: inherit;&quot;&gt;Is our insignificant little planet Earth the only one out there in the universe to be blessed with life? Could we find conscious beings out there in the vast unknown universe? Many such questions and theories exist about extra-terrestrial life , but unfortunately none of them have been proven to be true. So, can we find life on other planets? Well that’s a tough question and since the universe ( or the multiverse ) is so massive, we need to target certain planets in order to find life. That’s exactly the point that we are going to touch in this paper. What is the habitability of planets ? How can we make our eternal quest for life easier ? Which are the planets that presumably have life and how do we find them ? Many such questions would be answered in this paper.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;What is habitability, how is it defined and what are the parameters and factors that define it ? The ability of a planet to develop, harbour and maintain an environment suitable to life is termed as planetary habitability. Additionally, environments that do not contain life can also be habitable.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;There are many requirements for life such as sunlight, water, minerals etc. Additionally, several criterions must also be met for a planet to be able to host life. Some of these characteristics include mass, radius, spectral class, temperature of the planet, luminosity, biochemicals, composition, orbital properties, chemical reactions etc. Geological, geophysical and astrobiological properties also play a key role in determining the habitability potential of a planet.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;The definitions of a habitable planet are based upon our current understanding of the subject and since a lot of research is being done on it, the measures and criterions of habitability can be modified as and when necessary.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;The orbital range for water to exist in its liquid form at the surface of the planet is known as the Habitable Zone. These zones are also called Goldilocks Zones. Such zones are ideal for the presence of life. Additionally, habitats on which water is present on the surface is ideal for life.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 1.2pt;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: inherit; mso-bidi-font-family: Arial;&quot;&gt;We propose an index called Narlikar Index, named after the famous Indian Astrophysicist Jayant Narlikar. The Narlikar Index is based upon various parameters on which each of the potential habitable planets can be graded. The Narlikar Index can have values ranging from zero to four. The following table shows the Narlikar Index and its corresponding qualitative value of habitability.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 1.2pt;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: inherit; mso-bidi-font-family: Arial;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoTableGrid&quot; style=&quot;border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;&quot;&gt;&lt;tbody&gt;&lt;tr style=&quot;mso-yfti-firstrow: yes; mso-yfti-irow: 0;&quot;&gt;&lt;td style=&quot;border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Narlikar Index&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-left: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Qualitative Value of Habitability&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 1;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 2;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;3-4&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Highly Habitable&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 3;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;2-3&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Habitable&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 4;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;1-2&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Unhabitable&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 5; mso-yfti-lastrow: yes;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;0-1&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Highly Unhabitable&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;span style=&quot;background: white; font-family: inherit; mso-bidi-font-family: Arial;&quot;&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 1.2pt;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: inherit; mso-bidi-font-family: Arial;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 1.2pt;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: inherit; mso-bidi-font-family: Arial;&quot;&gt;The objectives of the Narlikar Index are as follows :-&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;background: white; margin-bottom: 1.2pt; mso-add-space: auto; mso-list: l2 level1 lfo1; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;1)&lt;/span&gt;&lt;span style=&quot;font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; mso-bidi-font-family: Arial;&quot;&gt;To propose a model that will help study potentially habitable planets.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; margin-bottom: 1.2pt; mso-add-space: auto; mso-list: l2 level1 lfo1; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;/span&gt;&lt;span style=&quot;font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;2)&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; mso-bidi-font-family: Arial;&quot;&gt;To classify astronomical objects more easily.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;background: white; margin-bottom: 1.2pt; mso-add-space: auto; mso-list: l2 level1 lfo1; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;3.&lt;span style=&quot;font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;3)&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; mso-bidi-font-family: Arial;&quot;&gt;To compare the relative habitability of one planet with respect to the other.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;background: white; margin-bottom: 1.2pt; mso-add-space: auto;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; mso-bidi-font-family: Arial;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;The parameters of the Narlikar Index are as follows :-&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 1.2pt;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: inherit; mso-bidi-font-family: Arial;&quot;&gt;1)&amp;nbsp;&lt;b&gt;Spectral Class :&lt;/b&gt;&amp;nbsp;It is a method of classification of stars based on spectral analysis of its electromagnetic emission spectra, which gives information about the surface temperature and elementary nuclear reactions within the star. This implies that a habitable star must have a temperature between 3700°C to 6700°C which corresponds to late F or G to mid-K spectral class type.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 1.2pt;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: inherit; mso-bidi-font-family: Arial;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 1.2pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; mso-bidi-font-family: Arial;&quot;&gt;2) Mass :&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; mso-bidi-font-family: Arial;&quot;&gt;&amp;nbsp;Planets with less mass would find it difficult to harbour life for multiple reasons. Planets with a low mass would have a lower force of gravity, which would mean a low escape velocity hereby enabling particles to escape from the atmosphere. Planets lacking a thick atmosphere would also lack biochemical substances that are important for life. They would also have very poor insulation capabilities, providing less protection against dangerous objects such as asteroids. Lack of density of the atmosphere would also prevent water from existing in its liquid form.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 1.2pt;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: inherit; mso-bidi-font-family: Arial;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 1.2pt;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: inherit; mso-bidi-font-family: Arial;&quot;&gt;A planet with a larger mass would also have a larger iron core, making it mineral rich. This iron core would enable an active magnetic field hereby protecting the planet from harmful phenomena such as cosmic radiations. If the planet is not shielded from cosmic radiations and stellar wind, planetary atmosphere would cease to exist. Also, life would be bombarded with ionized particles, making it difficult to survive.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 1.2pt;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: inherit; mso-bidi-font-family: Arial;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 1.2pt;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: inherit; mso-bidi-font-family: Arial;&quot;&gt;3)&amp;nbsp;&lt;b&gt;Radius :&lt;/b&gt;&amp;nbsp;Ideally a planet should have a radius between 0.5R to 2.5R for it to host life. Planets having a smaller radius would eventually end up being geologically dead. They would hence lack important life sustaining materials resulting from plate tectonics, earthquakes, volcanoes etc.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 1.2pt;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: inherit; mso-bidi-font-family: Arial;&quot;&gt;R = Radius of planet / radius of Earth.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 1.2pt;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: inherit; mso-bidi-font-family: Arial;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 1.2pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; mso-bidi-font-family: Arial;&quot;&gt;4)&amp;nbsp;&lt;/span&gt;&lt;b&gt;Temperature of the Planet :&lt;/b&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; mso-bidi-font-family: Arial;&quot;&gt;&amp;nbsp;The temperature of a planet influences how quickly atoms and molecules move. Low temperature results in slower chemical reactions, effectively slowing down the speed of many necessary life processes. Low temperatures also make liquid water unavailable as water would be found in its solid state. At high temperatures, DNA and RNA start to break up. Hence, we need a suitable temperature for the planet in the range of -25°C to 100°C.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 1.2pt;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: inherit; mso-bidi-font-family: Arial;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; font-family: inherit; line-height: 16.1px;&quot;&gt;A planet needs to additionally satisfy 4 basic criteria for it to have a high habitability potential :-&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;margin-left: 54pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994435;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;line-height: 16.1px; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; line-height: 16.1px;&quot;&gt;It needs to be in the habitable zone of its star.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 54pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994435;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;line-height: 16.1px; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; line-height: 16.1px;&quot;&gt;It cannot be a rogue planet.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;margin-left: 54pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994435;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;line-height: 16.1px; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;3.&lt;span style=&quot;font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; line-height: 16.1px;&quot;&gt;It should not be around any kind of neutron star or black hole.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994435;&quot;&gt;&lt;/span&gt;&lt;p style=&quot;background: white; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm;&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;font-family: inherit;&quot;&gt;The following tables illustrate the calculations of the Narlikar Index based upon its factors.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm;&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;font-family: inherit;&quot;&gt;A) Radius of Planet&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm;&quot;&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;font-family: inherit;&quot;&gt;Case 1) Radius of planet ≥ Radius of Earth&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 6.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 18pt;&quot;&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoTableGrid&quot; style=&quot;border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;&quot;&gt;&lt;tbody&gt;&lt;tr style=&quot;mso-yfti-firstrow: yes; mso-yfti-irow: 0;&quot;&gt;&lt;td style=&quot;border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Radius of Planet&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-left: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Narlikar Index for Radius&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 1;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 2;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;More than 30R&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 3;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;24R to 30R&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 4;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;18r to 24R&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;1&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 5;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;15R to 18R&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;1.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 6;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;12R to 15R&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;2&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 7;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;8R to 12R&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;2.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 8;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;5R to 8R&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;3&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 9;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;2.5R to 5R&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;3.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 10; mso-yfti-lastrow: yes;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;1R to 2.5R&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;4&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Here R = Radius of Planet / Radius of Earth&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Case 2) Radius of Planet &amp;lt; Radius of Earth&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoTableGrid&quot; style=&quot;border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;&quot;&gt;&lt;tbody&gt;&lt;tr style=&quot;mso-yfti-firstrow: yes; mso-yfti-irow: 0;&quot;&gt;&lt;td style=&quot;border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Radius of Planet&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-left: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Narlikar Index for Radius&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 1;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 2;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Less than 0.38R&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 3;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0.38R to 0.40R&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 4;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0.40R to 0.41R&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;1&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 5;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0.41R to 0.43R&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;1.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 6;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0.43R to 0.45R&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;2&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 7;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0.45R to 0.47R&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;2.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 8;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0.47R to 0.48R&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;3&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 9;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0.48R to 0.50R&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;3.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 10; mso-yfti-lastrow: yes;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0.50R to 1R&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;4&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Here R = Radius of Planet / Radius of Earth&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;B) Mass of Planet&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Case 1) Mass of Planet ≥ Mass of Earth&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoTableGrid&quot; style=&quot;border-collapse: collapse; border: none; margin-left: -1.7pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;&quot;&gt;&lt;tbody&gt;&lt;tr style=&quot;mso-yfti-firstrow: yes; mso-yfti-irow: 0;&quot;&gt;&lt;td style=&quot;border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.85pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Mass of Planet&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-left: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 221.95pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Narlikar Index for Mass&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 1;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.85pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 221.95pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 2;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.85pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;More than 318M&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 221.95pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 3;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.85pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;272.72M to 318M&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 221.95pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 4;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.85pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;227.44M to 272.72M&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 221.95pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;1&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 5;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.85pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;182.16M to 227.44M&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 221.95pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;1.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 6;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.85pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;136.88M to 182.16M&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 221.95pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;2&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 7;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.85pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;91.6M to 136.88M&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 221.95pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;2.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 8;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.85pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;46.32M to 91.6M&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 221.95pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;3&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 9;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.85pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;1.30M to 46.32M&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 221.95pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;3.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 10; mso-yfti-lastrow: yes;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.85pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;1M to 1.30M&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 221.95pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;4&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Here M = Mass of Planet / Mass of Earth&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Case 2) Mass of Planet &amp;lt; Mass of Earth&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoTableGrid&quot; style=&quot;border-collapse: collapse; border: none; margin-left: -1.7pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;&quot;&gt;&lt;tbody&gt;&lt;tr style=&quot;mso-yfti-firstrow: yes; mso-yfti-irow: 0;&quot;&gt;&lt;td style=&quot;border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Mass of Planet&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-left: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Narlikar Index for Mass&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 1;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 2;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Less than 0.002M&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 3;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0.002M to 0.06M&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 4;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0.06M to 0.10M&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;1&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 5;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0.10M to 0.14M&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;1.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 6;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0.14M to 0.18M&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;2&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 7;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0.18M to 0.22M&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;2.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 8;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0.22M to 0.26M&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;3&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 9;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0.26M to 0.30M&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;3.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 10; mso-yfti-lastrow: yes;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0.30M to 1M&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;4&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Here M = Mass of Planet / Mass of Earth&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;C) Temperature of the Nearest Star&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Case 1) Temperature of the Nearest Star ≥ 5200°C&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoTableGrid&quot; style=&quot;border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;&quot;&gt;&lt;tbody&gt;&lt;tr style=&quot;mso-yfti-firstrow: yes; mso-yfti-irow: 0;&quot;&gt;&lt;td style=&quot;border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Temperature of the Nearest Star&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-left: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Narlikar Index for Star Temperature&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 1;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 2;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;More than 50000&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 3;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;43810-50000&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 4;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;37630-43810&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;1&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 5;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;31440-37630&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;1.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 6;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;25260-31440&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;2&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 7;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;19100-25260&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;2.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 8;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;12890-19100&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;3&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 9;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;6700-12890&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;3.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 10; mso-yfti-lastrow: yes;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;5200-6700&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;4&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&lt;span style=&quot;mso-color-alt: windowtext;&quot;&gt;Note: All temperatures are in °C&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Case 2) Temperature of the Nearest Star &amp;lt; 5200°C&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoTableGrid&quot; style=&quot;border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;&quot;&gt;&lt;tbody&gt;&lt;tr style=&quot;mso-yfti-firstrow: yes; mso-yfti-irow: 0;&quot;&gt;&lt;td style=&quot;border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Temperature of the Nearest Star&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-left: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Narlikar Index for Star Temperature&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 1;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 2;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Less than 2600&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 3;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;2600-2770&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 4;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;2770-2840&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;1&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 5;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;2840-3010&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;1.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 6;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;3010-3190&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;2&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 7;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;3190-3360&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;2.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 8;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;3360-3530&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;3&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 9;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;3530-3700&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;3.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 10; mso-yfti-lastrow: yes;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;3700-5200&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 231.05pt;&quot; valign=&quot;top&quot; width=&quot;308&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;4&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&lt;span style=&quot;mso-color-alt: windowtext;&quot;&gt;Note: All temperatures are in °C&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;D) Average Temperature of the Planet&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Case 1) Average Temperature of the Planet ≥ 0°C&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoTableGrid&quot; style=&quot;border-collapse: collapse; border: none; margin-left: -1.7pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;&quot;&gt;&lt;tbody&gt;&lt;tr style=&quot;mso-yfti-firstrow: yes; mso-yfti-irow: 0;&quot;&gt;&lt;td style=&quot;border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Average Temperature of Planet&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-left: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Narlikar Index for Planet Temperature&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 1;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 2;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;More than 520&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 3;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;460 to 520&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 4;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;400 to 460&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;1&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 5;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;340 to 400&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;1.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 6;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;280 to 340&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;2&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 7;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;220 to 280&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;2.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 8;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;160 to 220&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;3&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 9;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;100 to 160&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;3.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 10; mso-yfti-lastrow: yes;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0 to 100&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;4&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&lt;span style=&quot;mso-color-alt: windowtext;&quot;&gt;Note: All temperatures are in °C&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Case 2 : Average Temperature of the Planet &amp;lt; 0°C&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoTableGrid&quot; style=&quot;border-collapse: collapse; border: none; margin-left: -1.7pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;&quot;&gt;&lt;tbody&gt;&lt;tr style=&quot;mso-yfti-firstrow: yes; mso-yfti-irow: 0;&quot;&gt;&lt;td style=&quot;border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Average Temperature of the Planet&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-left: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Narlikar Index for Planet Temperature&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 1;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 2;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;Less than -200&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 3;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;-200 to -175&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;0.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 4;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;-175 to -150&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;1&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 5;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;-150 to -125&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;1.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 6;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;-125 to -100&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;2&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 7;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;-100 to -75&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;2.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 8;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;-75 to -50&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;3&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 9;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;-50 to -25&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;3.5&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr style=&quot;mso-yfti-irow: 10; mso-yfti-lastrow: yes;&quot;&gt;&lt;td style=&quot;border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 241.75pt;&quot; valign=&quot;top&quot; width=&quot;322&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;-25 to 0&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;td style=&quot;border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 222.05pt;&quot; valign=&quot;top&quot; width=&quot;296&quot;&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;4&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&lt;span style=&quot;mso-color-alt: windowtext;&quot;&gt;Note: All values&amp;nbsp;&lt;/span&gt;are in °C&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994537;&quot;&gt;&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Final Narlikar Index ( or simply Narlikar Index ) = ( N&lt;sub&gt;1&lt;/sub&gt;&amp;nbsp;+ N&lt;sub&gt;2&lt;/sub&gt;&amp;nbsp;+ N&lt;sub&gt;3&lt;/sub&gt;&amp;nbsp;+ N&lt;sub&gt;4&lt;/sub&gt;&amp;nbsp;) / 4&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Where N&lt;sub&gt;1&amp;nbsp;&lt;/sub&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;= Narlikar Index for Radius&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;N&lt;sub&gt;2&lt;/sub&gt;&amp;nbsp;=&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Narlikar Index for Mass&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;N&lt;sub&gt;3&lt;/sub&gt;&amp;nbsp;=&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Narlikar Index for Star Temperature&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;N&lt;sub&gt;4&lt;/sub&gt;&amp;nbsp;=&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Narlikar Index for Planet Temperature&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;This index, can in general, be applied to any planet to find its habitability. Let us look at a few planets to get a better understanding of this index.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 1.2pt; text-indent: 18pt;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: inherit; mso-bidi-font-family: Arial;&quot;&gt;Narlikar percentage = (Narlikar Index)*25&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-family: inherit; mso-bookmark: _Hlk67994653;&quot;&gt;&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 1.2pt; text-indent: 18pt;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: inherit; mso-bidi-font-family: Arial;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 18pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Note: Whenever while calculating the Narlikar Index, if we get Narlikar Index ≤ 3.0, then we divide it by 2.5 to get the actual Narlikar Index.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; margin-bottom: 1.2pt;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: inherit; mso-bidi-font-family: Arial;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;1)&amp;nbsp;&lt;b&gt;Earth :&lt;/b&gt;&amp;nbsp;Earth is the only astronomical object that has been discovered to have life with conditions being nearly perfect for a variety of life forms. It performs exceptionally well scoring 4 on the Narlikar Index making it a highly habitable planet.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Radius : 1R&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Mass : 1M&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Temperature of the Sun : 5500°C&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Average temperature of Earth : 14°C&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Narlikar Index : 4.000&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Narlikar Percentage :&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;100%&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;o:p&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;2)&amp;nbsp;&lt;b&gt;Kepler-296e :&amp;nbsp;&lt;/b&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; color: black; line-height: 16.1px; mso-color-alt: windowtext;&quot;&gt;Kepler-296e performs relatively well scoring 3.625 on the Narlikar Index, making it a highly habitable planet orbiting Kepler-296. It is in the Draco constellation.&lt;/span&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; line-height: 16.1px;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Radius : 1.750R&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Mass : 2.96M&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Temperature of Kepler-296 : 3167°C&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Average temperature of Kepler-296e : -6°C&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Narlikar Index : 3.625&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Narlikar Percentage : 90.625%&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;background: white; font-family: inherit;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;3)&amp;nbsp;&lt;b&gt;Kepler-11b :&lt;/b&gt;&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; line-height: 16.1px;&quot;&gt;Kepler-11b performs relatively poorly scoring 1.15 on the Narlikar Index, making it an unhabitable planet orbiting Kepler-11. It is in the Cygnus constellation.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Radius : 1.83R&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Mass : 2.78M&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Temperature of Kepler-11 : 5563°C&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Average temperature of Kepler-11b : 627°C&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Narlikar Index : 1.15&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Narlikar Percentage : 28.75%&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;background: white; font-family: inherit;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;4)&amp;nbsp;&lt;b&gt;Kepler-20b :&lt;/b&gt;&amp;nbsp;Kepler-20b&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; line-height: 16.1px;&quot;&gt;performs relatively poorly scoring 1.15 on the Narlikar Index, making it an unhabitable planet orbiting Kepler-20. It is in the Lyra constellation.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Radius : 1.868R&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Mass : 9.7M&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Temperature of Kepler-20 : 5193°C&lt;br /&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Average temperature of Kepler-20b : 741°C&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Narlikar Index : 1.15&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Narlikar Percentage : 28.75%&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;background: white; font-family: inherit;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;5)&amp;nbsp;&lt;b&gt;Kepler-442b :&lt;/b&gt;&amp;nbsp;Kepler-442b&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; line-height: 16.1px;&quot;&gt;performs relatively well on the Narlikar Index scoring 3.750, making it a highly habitable planet orbiting Kepler-442. It is in the Lyra constellation.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Radius : 1.34R&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Mass : 2.3M&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Temperature of Kepler-442 : 4129°C&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Average temperature of Kepler-442b : -40°C&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Narlikar Index : 3.75&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Narlikar Percentage : 93.75%&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;background: white; font-family: inherit;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;6)&amp;nbsp;&lt;b&gt;Gliese 667Cc :&lt;/b&gt;&amp;nbsp;Gliese 667Cc&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white;&quot;&gt;performs relatively well on the Narlikar Index scoring 3.625, making it a highly habitable planet orbiting Gliese 667C. Gliese 667Cc is most probably tidally locked to a star. It is in the Scorpius constellation.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; font-family: inherit;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; font-family: inherit;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Radius : 1.54R&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; font-family: inherit;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Mass : 3.709M&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; font-family: inherit;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Temperature of Gliese 667C : 3427°C&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; font-family: inherit;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Average temperature of Gliese 667Cc : 4.3°C&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; font-family: inherit;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Narlikar Index : 3.625&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; font-family: inherit;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Narlikar Percentage : 90.625%&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; font-family: inherit;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white;&quot;&gt;7)&amp;nbsp;&lt;b&gt;Wolf 1061c&lt;/b&gt;&amp;nbsp;&lt;b&gt;:&lt;/b&gt;&amp;nbsp;Wolf 1061c is also known as&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;WL 1061c.&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white;&quot;&gt;It performs relatively well on the Narlikar Index scoring 3.25, making it a highly habitable planet orbiting Wolf 1061. It is in the Ophiuchus constellation.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; font-family: inherit;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; font-family: inherit;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Radius : 1.6R&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; font-family: inherit;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Mass : 4.3M&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; font-family: inherit;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Temperature of Wolf 1061 : 3069°C&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; font-family: inherit;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Average temperature of Wolf 1061c : -50°C&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; font-family: inherit;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Narlikar Index : 3.25&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; font-family: inherit;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Narlikar Percentage : 81.250%&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; font-family: inherit;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; line-height: 16.1px;&quot;&gt;8)&amp;nbsp;&lt;b&gt;Kepler-20e&lt;/b&gt;&amp;nbsp;&lt;b&gt;:&lt;/b&gt;&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; color: black; line-height: 16.1px; mso-color-alt: windowtext;&quot;&gt;Kepler-20e was the first planet found that was having a radius smaller than that of Earth while orbiting a sun like star. It orbits around the star Kepler-20. It performs quite poorly on the Narlikar Index scoring 1.2, making it an unhabitable planet orbiting Kepler-20. It is in the Lyra constellation.&lt;/span&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; line-height: 16.1px;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Radius : 0.868R&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Mass : 1.03M&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Temperature of Kepler-20 : 5193°C&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Average temperature of Kepler-20e : 770°C&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Narlikar Index : 1.2&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Narlikar Percentage : 30%&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;background: white; font-family: inherit;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;9)&amp;nbsp;&lt;b&gt;Kapteyn b :&lt;/b&gt;&amp;nbsp;Kapteyn b is the oldest known potentially habitable planet.&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; line-height: 16.1px;&quot;&gt;. It performs relatively well on the Narlikar Index scoring 3.125, making it a highly habitable planet orbiting Kapteyn’s star. It is in the Pictor constellation.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Radius : 1.6R&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Mass : 4.8M&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Temperature of Kapteyn’s star : 3297°C&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Average temperature of Kapteyn b : -68°C&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Narlikar Index : 3.125&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Narlikar Percentage : 78.125%&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;background: white; font-family: inherit;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;10)&amp;nbsp;&lt;b&gt;Gliese 832c :&lt;/b&gt;&amp;nbsp;Gliese 832c is a tidally locked planet having no plate tectonics.&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; line-height: 16.1px;&quot;&gt;It performs relatively well on the Narlikar Index scoring 3.625, making it a highly habitable planet orbiting Gliese 832. It is in the Grus constellation.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Radius : 1.5R&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Mass : 5.4M&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Temperature of Gliese 832 : 3347°C&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Average temperature of Gliese 832c : -20°C&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Narlikar Index : 3.625&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; color: black; mso-color-alt: windowtext;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Narlikar Percentage :&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;90.625%&lt;/span&gt;&lt;span style=&quot;background: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNoSpacing&quot;&gt;&lt;span style=&quot;background: white; font-family: inherit;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; font-family: inherit; line-height: 16.1px;&quot;&gt;The conclusions of the Narlikar Index are as follows :-&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;margin-left: 18pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;line-height: 16.1px; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; line-height: 16.1px;&quot;&gt;A high Narlikar Index is ideal for habitability.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 18pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;line-height: 16.1px; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; line-height: 16.1px;&quot;&gt;We should target planets with a high Narlikar Index.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 18pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;line-height: 16.1px; mso-fareast-font-family: Arial;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;3.&lt;span style=&quot;font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; line-height: 16.1px;&quot;&gt;The higher the Narlikar Index, the more similar the planet is with Earth.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 18pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -18pt;&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; font-family: inherit; line-height: 16.1px;&quot;&gt;Pranav Sawant&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 18pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-indent: -18pt;&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; font-family: inherit; line-height: 16.1px;&quot;&gt;Anshuman&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;margin-left: 18pt; mso-add-space: auto;&quot;&gt;&lt;span face=&quot;&amp;quot;Arial&amp;quot;,sans-serif&quot; style=&quot;background: white; font-family: inherit; line-height: 16.1px;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://proskillocity.blogspot.com/feeds/5197337691763174750/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://proskillocity.blogspot.com/2021/04/habitability.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/5197337691763174750'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/5197337691763174750'/><link rel='alternate' type='text/html' href='https://proskillocity.blogspot.com/2021/04/habitability.html' title='Habitability of Planets Using Narlikar Index : Special Research '/><author><name>Team Skillocity</name><uri>http://www.blogger.com/profile/05500047919989541247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbQRLP_dnWrUoT8TvLCBAqgbrcIkyX4fStGFeCdoN7Aswz5H8RINaWBhTL4TYtHKQsFxy7ifoKyenl29uXxTkpsTG_KsPpVGKIfHdQANzMDxfXdWi3hw6RiCRvogebKA/s220/IMG_20210126_113842.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5034996200524294228.post-2556371543830495158</id><published>2021-04-15T19:23:00.000+05:30</published><updated>2021-04-15T19:23:02.982+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Music"/><title type='text'>Guitar - The Coolest Instrument </title><content type='html'>&lt;p&gt;&amp;nbsp;Most guitarists and music lovers (including me) consider guitar to be the coolest instrument. This is true to a certain extent although I enjoy other instruments too such as the Piano. Piano might be the most elegant and royal instrument out there but guitar is arguably the coolest instrument. You can play almost anything you want on the guitar, a unique distinction that only a few instruments have.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Learning guitar is probably a slightly more challenging task. Well after all its a skill and as I said for tennis in my previous article, there is no way to master a skill overnight. One has to be persistent and work hard to get a hold of the skill. Guitar is arguably a tougher instrument to learn than most other instruments and most musicians would agree. The intricacies of guitar and the dynamic play that it brings are definitely a joy to watch and experience but its also that much tougher to play it.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Learning the guitar can be a very tiring and often boring process (especially in the early days), but just like tennis, the joy of being able to play an instrument and to master a skill is invaluable. Guitar brings the spirit of optimism and can light up the most sulky souls and enlighten people. It is truly a joy to play the guitar and watch maestros exhibit their skills.&lt;/p&gt;&lt;p&gt;There are different types of guitars : classical, acoustic, Hawaiian and the electric guitar. Each brings something new with it and brings a lot of variety into music. Skilled musicians can often play multiple instruments and a decent number of guitarists can play more than one type of guitar.&amp;nbsp;&lt;/p&gt;&lt;p&gt;I started to play the guitar when I was 11 years old. I was fortunate enough to learn at the renowned Calcutta School of Music and learnt to play the classical guitar. In Kolkata, I took part in multiple concerts including the Crescendo and other Calcutta School of Music concerts. I used to thoroughly enjoy these and it was a great opportunity to relax and enjoy the beautiful music being played.&amp;nbsp;&lt;/p&gt;&lt;p&gt;I also gave 3 Trinity exams and received distinction in grades initial, 1 and 2 by the Trinity School of Music, London. Interacting with other guitar players and learning about the world class guitarists not only boosted my interest in guitar but also motivated me to practice more and get better.&amp;nbsp;&lt;/p&gt;&lt;p&gt;While in Kolkata, I also learnt to play the Acoustic guitar and I enjoy playing both of these to this day. Guitar has helped me immensely even in my academic life. I can relax and rejuvenate in a matter of minutes as and when I want. Whenever I have to study a boring subject, I usually include it with playing the guitar so that I don&#39;t get bored while also managing to complete my tasks.&amp;nbsp;&lt;/p&gt;&lt;p&gt;I have been playing the guitar since almost 5 years and now I can play a large number of songs and classical pieces. It does take hard work, but once the skill is developed it stays for a lifetime (unless you stop practicing for years). I can now play just about any song I want after hearing it a few times (yes, even gratitude by Amin Toofani if you were wondering). My mom also used to play the guitar, so that was a natural inspiration for me to get better at guitar.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Guitar is a tough skill to master, there&#39;s absolutely no doubt about it. But it&#39;s probably my most cherished skill that I can count upon anytime. In the early days I used to struggle for days on end trying to get a hold of fingerstyle and flamenco on the classical guitar. I used to also struggle a lot with the strumming patterns on the acoustic guitar. I couldn&#39;t get an upstrum to save my life! And even after I started to get an idea of fingerstyle, strumming, flamenco and the various dynamics and theory of music, I struggled again! I could barely manage to sing a line while strumming. The words just couldn&#39;t come out of my mouth.&amp;nbsp;&lt;/p&gt;&lt;p&gt;But I worked on my guitar skills quite a lot, especially during the pandemic to lighten up the mood, and eventually got to a level where most can&#39;t. I don&#39;t want to discourage anyone by writing this article and the previous one, in fact if you have a chance go for it and grab the opportunity to learn with both hands. But don&#39;t give up, never give up cause if there&#39;s something guitar and tennis have taught me is to never give up, keep working hard and one day it&#39;s going to pay off.&amp;nbsp;&lt;/p&gt;&lt;p&gt;There are a lot of musicians that I enjoy. Fabio Lima, Sungha Jung, Igor Presenyakov and Acoustic Trench are some of the guitarists that I admire. I also love many other musicians such as One Direction, One Republic, Bon Jovi, Imagine Dragons, Linkin Park and Avril Lavigne. There are quite a few highly under rated musicians that are unbelievably talented such as Sean Koch, Greyson Chance and James TW.&amp;nbsp;&lt;/p&gt;&lt;p&gt;There is so much more to the world of guitar and music and the sky is definitely not the limit in this field. The creativity and talent of the musicians of today are beyond what words can describe. Music has helped so many people get through their tough times and it has brought a smile to millions of people on the planet. On that note, let&#39;s try to learn an instrument and keep the spirit going.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://proskillocity.blogspot.com/feeds/2556371543830495158/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://proskillocity.blogspot.com/2021/04/guitar-coolest-instrument.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/2556371543830495158'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/2556371543830495158'/><link rel='alternate' type='text/html' href='https://proskillocity.blogspot.com/2021/04/guitar-coolest-instrument.html' title='Guitar - The Coolest Instrument '/><author><name>Pranav Sawant</name><uri>http://www.blogger.com/profile/02128373942701538410</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='22' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioCPZi3FGF-y7u-X9iCrHzHnhzGwjAQC8PPslbowEMiqydrj4N7K1H4I2Xfl1MUCIK-KMBv1ms-U7p80OLeVMv6hY4aHHaG3NzzF0cF3XjeFEgSOtn1WUPZ-n8Pzk45Q/s150/download+%281%29.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5034996200524294228.post-399297490897206766</id><published>2021-04-15T17:41:00.005+05:30</published><updated>2021-04-17T15:55:07.703+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Sports"/><category scheme="http://www.blogger.com/atom/ns#" term="Tennis"/><title type='text'>The Royal Sport named Tennis </title><content type='html'>&lt;p&gt;&lt;span&gt;Many consider tennis to be the most royal and elegant sport. Well for some people like me it is definitely true. Tennis players and fans would agree that tennis brings a high degree of joy into their lives. We have seen so many cases of devoted an die hard fans in tennis. For a game that has been on the professional stage for about 150 years, tennis has undergone a significant amount of change. With better technology, the game has truly evolved and made the game more enjoyable.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;But I&#39;m not here to discuss about tennis in general, I&#39;m here to tell you about how I learnt to play tennis and how you can too! Yes, you, the person reading this article at this very moment. I started playing tennis at the age of 8 years old. Yup, a late bloomer. I started playing in Pune at the Poona Club Tennis Courts. My first coach was a person named Rahul. We trained with each other for about 3 years and my game fairly improved during my time in Pune as I started to play with better players. Towards the end of those 3 years, I had a decent foundation in tennis and I could play with most people. But, my game significantly lacked in certain areas. I had very poor technique, my strokes were rusty and my footwork was terrible.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;After those 3 years in Pune, I attended a one month Tennis camp in Bangalore. It was really fun and I spent quite some time on court. I improved my mental toughness and this helped me a lot later on,l not only while playing at the National level but also in my day to day life. After the one month camp, I headed off to Kolkata.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Many consider Kolkata to be the home of Indian sports. After my 2 year stay in Kolkata, I can totally agree. My time in Kolkata drastically changed my game. From a raw rusty player I became a well developed player who could play with literally anybody and take out most. In Kolkata, I trained with India&#39;s top coaches including the legendary Akhtar Ali. Akhtar Ali, former Davis Cup player and Captain, helped me to significantly improve various parts of my game.&amp;nbsp;&lt;span&gt;&amp;nbsp;I developed a deadly forehand with a serve that most couldn&#39;t read. On my day, I could take out almost anybody with the dangerous forehand+serve combination. I also worked on my backhand a lot and I was quite comfortable with the shot (although it was still a weakness which became my strength later on).&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;I used to train for about 2-3 hours regularly at South Club and worked hard to improve my game. Kolkata was definitely the turning point for me and I learnt a lot from this city in general. I played at a lot of other clubs too such as Ordnance Club, which again helped me a lot with their quality of training and a good player group. I played a number of tournaments in Kolkata, most of them being at the National level. I even won a trophy (Kolkata has a very high level of competition when it comes to Tennis) and came agonizingly close on multiple occasions. I even qualifies for the Road to Wimbledon qualifiers, which was a pretty big achievement for me.&amp;nbsp;&lt;/p&gt;&lt;p&gt;The level of tennis in Kolkata was of a really high standard which made it even more enjoyable to play with the best. The rigorous training and hard work eventually paid off as my game drastically improved. I also played a number of really fun parent-child doubles matches in Kolkata. After 2 years I eventually moved to Lucknow.&amp;nbsp;&lt;/p&gt;&lt;p&gt;In Lucknow, I initially trained at the La Martiniere Tennis Academy for about a year. After which I trained with many good players and mostly played for recreation and the joy of the beautiful sport. Then came 2020 and along with it the pandemic.I had to halt tennis due to lockdown for a few months but after it resumed I started playing with my mom. My mom is also a former nationals player and still can take on a good player.&amp;nbsp;&lt;/p&gt;&lt;p&gt;I trained with her for almost a year and to our surprise both of us improved a lot. I worked hard on my backhand and its now more lethal than ever. I have a single handed backhand which makes it tough against lefties but us very deadly. I have a deceptive slice, good strokes and I can hit winners from just about anywhere on the court.&amp;nbsp;&lt;/p&gt;&lt;p&gt;I also improved my serve a lot during this one year, making it one of my most deadly shots. I started to serve much more faster and more accurately developed a strong kick serve which often bails me out of tough situations. My mom&#39;s game also improved quite a bit after training for a year. Her fitness and backhand are now much better than before. Therefore this one year was highly beneficial for the both of us.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Alright alright enough about me, let&#39;s talk about how you can improve your own game. Many consider tennis to be a really tough sport and that it takes years to master it. I actually agree with that but it definitely pays off once you&#39;ve developed the skill. There&#39;s no shortcut to learn a sport overnight and you will definitely have to work hard and put in a lot of hours on the court with balls all around you.&amp;nbsp;&lt;/p&gt;&lt;p&gt;A lot of coaches stress upon technique which is alright to a certain extent but you shouldn&#39;t give away your natural game. I made that mistake and suffered due to it. Yes, there&#39;s no doubt about it that technique is very important but we have to remember that the player who plays better wins and not the player with the better technique. Many professional players have an unconventional technique such as Medvedev. Even Rafa&#39;s game when he returns the serve with a looped ball is not a very common thing to do, but it pays off and it pays off really well! He&#39;s not won 20 slams for nothing.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Working on your weaknesses is again a must. A lot of players procastinate and are hesitant to work on their weaknesses, but we&#39;ve gotta face it once and for all. Watch youtube videos, see grand slam mathces, work with your coaches but don&#39;t shy away from your weaknesses. A small negligible weakness against good players can also cost you the match. I&#39;ve literally seen people with killer forehands but they just don&#39;t have a backhand! They will just refuse to hit a backhand and will get angry at you if you ever hit a ball to their backhand.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Fitness is another thing that is very important especially in a sport such as tennis where matches can even go upto 5 hours. If you&#39;re not fit then there&#39;s no way that you&#39;re going to come even close to competing with good players. Most professional players and coaches would agree that 70% of tennis is nothing but fitness and fitness plays a massive role in your game. Many players know this but don&#39;t pay much heed to it since they assume that fitness is over rated and the strokes are the real thing. A good level of fitness also helps is preventing injuries and that&#39;s a major reason why players such as Federer, Djokovic and Nadal have been able to sustain their longevity.&amp;nbsp;&lt;/p&gt;&lt;p&gt;And lastly, have fun! This is the most important aspect and if you&#39;re not enjoying the game, you wouldn&#39;t like to put in that amount of hard work. Tennis has taught me a number of invaluable lessons which have helped me to a great extent in my academic life. So just enjoy the game, learn from your setbacks and live the royal elegant sport of tennis as you make your way into the tennis community.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;b&gt;Related articles&lt;/b&gt; :&amp;nbsp;&lt;a href=&quot;https://proskillocity.blogspot.com/2021/02/tennis-goat-debate.html&quot;&gt;https://proskillocity.blogspot.com/2021/02/tennis-goat-debate.html&lt;/a&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://proskillocity.blogspot.com/feeds/399297490897206766/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://proskillocity.blogspot.com/2021/04/the-royal-sport-named-tennis.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/399297490897206766'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/399297490897206766'/><link rel='alternate' type='text/html' href='https://proskillocity.blogspot.com/2021/04/the-royal-sport-named-tennis.html' title='The Royal Sport named Tennis '/><author><name>Pranav Sawant</name><uri>http://www.blogger.com/profile/02128373942701538410</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='22' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioCPZi3FGF-y7u-X9iCrHzHnhzGwjAQC8PPslbowEMiqydrj4N7K1H4I2Xfl1MUCIK-KMBv1ms-U7p80OLeVMv6hY4aHHaG3NzzF0cF3XjeFEgSOtn1WUPZ-n8Pzk45Q/s150/download+%281%29.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5034996200524294228.post-7901724842053647411</id><published>2021-04-15T15:22:00.032+05:30</published><updated>2021-04-17T12:35:30.163+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Announcements"/><category scheme="http://www.blogger.com/atom/ns#" term="Computer Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Projects"/><title type='text'>Official Launch of our first Native App - SkillChem</title><content type='html'>&lt;div class=&quot;separator&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot;&gt;Hello readers,&lt;/div&gt;&lt;p&gt;We apologise for not posting anything significant lately. We were actually working on multiple CS based projects including the programming intensive Android App Development. Yes!!! You heard that right, we are finally here with our very first app. The Skillocity blogsite is just one part of a larger framework of Team Skillocity, under which we intend to produce more projects. These projects have been a learning curve for us and we hope that the tools we develop would help a variety of people.&lt;/p&gt;&lt;p&gt;So finally, after about 2 months of&amp;nbsp; puzzling over on Android Studio, we are finally here with our very first app. We&#39;ve named it SkillChem. SkillChem is majorly a chemical equation balancer and it can balance a wide variety of complex chemical equations including Redox equations. The app also contains the Periodic Table and the Reactivity Series for easy reference. The following images will provide a glimpse of our app.&amp;nbsp;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaTmc7oEc4ikpsscA_nIQGKnBPdX4e_MeHvmHoxXatdxWEV7Hxw7V6DgPRrGvRIvIpJmLry_YC5wYE35GwCiVyJWBqLcPy5_TE2isy_slEyVjcIw78V4041jRG91XW8fGTZcLmRYdbSen_/s192/logo_1.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;192&quot; data-original-width=&quot;192&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaTmc7oEc4ikpsscA_nIQGKnBPdX4e_MeHvmHoxXatdxWEV7Hxw7V6DgPRrGvRIvIpJmLry_YC5wYE35GwCiVyJWBqLcPy5_TE2isy_slEyVjcIw78V4041jRG91XW8fGTZcLmRYdbSen_/s0/logo_1.png&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; 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width=&quot;207&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyE77aNyByJCstcHnnZDyAWeW9o0wseWqNCd07vtdPsRJddZHJMr51JGkwj6VEgEmSxW4AIzk4DhyphenhyphenY3HaZ0X8Obfzl-898xWcMUYkaLDnq3uP6vhILt18_OJhJE1ldQzevDH9b_eSovpLy/&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;1394&quot; data-original-width=&quot;719&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyE77aNyByJCstcHnnZDyAWeW9o0wseWqNCd07vtdPsRJddZHJMr51JGkwj6VEgEmSxW4AIzk4DhyphenhyphenY3HaZ0X8Obfzl-898xWcMUYkaLDnq3uP6vhILt18_OJhJE1ldQzevDH9b_eSovpLy/w207-h400/IMG_20210415_153751.jpg&quot; 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style=&quot;clear: both; text-align: center;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqVYnvUNhH6AJ7zQ6wtArtIEL3DwHIXUbFHW4wWWgWnnVSa-4qbAcrn8CdUlsLtLicdmsi5l0WWvdexRAjKiac-Os4R2sGTtvFGX34dGJKp3vWyDSPUtLf_n-2pz1lD4Fdr1VseM9qEo1A/&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;1415&quot; data-original-width=&quot;719&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqVYnvUNhH6AJ7zQ6wtArtIEL3DwHIXUbFHW4wWWgWnnVSa-4qbAcrn8CdUlsLtLicdmsi5l0WWvdexRAjKiac-Os4R2sGTtvFGX34dGJKp3vWyDSPUtLf_n-2pz1lD4Fdr1VseM9qEo1A/w203-h400/IMG_20210415_153632+%25281%2529.jpg&quot; width=&quot;203&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNyefIhd17h_SXZL8Ey4UvrOfetJfSsGNA5LaGXSeAvQ5sRYAOUtlWR01kfgNzb-96ld4k8DP9gkReIkjZrJ5tKwZHUkDZnMLNHj2hwfraoMaXUXO4-LNsSx76J7ocOUBuyV46gIZKBM-M/&quot; style=&quot;clear: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;1439&quot; data-original-width=&quot;719&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNyefIhd17h_SXZL8Ey4UvrOfetJfSsGNA5LaGXSeAvQ5sRYAOUtlWR01kfgNzb-96ld4k8DP9gkReIkjZrJ5tKwZHUkDZnMLNHj2hwfraoMaXUXO4-LNsSx76J7ocOUBuyV46gIZKBM-M/w200-h400/IMG_20210415_153555+%25281%2529.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;p&gt;We have built our app using Java, HTML, and JavaScipt in Android Studio. We faced a number of errors while making the app but this made our repertoire much stronger. We are now more experienced in CS with a good hold of Android App Development and we will hopefully be make to make more such projects in the future (could be limited due to time constraints).&lt;/p&gt;&lt;p&gt;The chemical equation balancer algorithm is based on a slightly modifed version of the Gauss-Jordan elimination method to give us integral solutions. For more info about the App development you could either install the app using the link given at the end of the article.&amp;nbsp;&lt;/p&gt;&lt;p&gt;We hope that SkillChem satisfies your needs to solving chemical equations cause frankly it can get quite frustrating to balance long redox reactions. We ourselves would get quite bored doing it and therefore you have SkillChem which will solve it in an instant. Phew, CS knowledge does help once in a while.&amp;nbsp;&lt;/p&gt;&lt;p&gt;After the successful deployment of our PWA(Powerful Webapp) this is the next big thing for Team Skillocity and hopefully one of many. We highly appreciate your support and look forward to doing many more cool things in the future!&lt;/p&gt;&lt;p&gt;The links for the app are as follows :&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;1) &lt;a href=&quot;https://www.amazon.com/s?k=SkillChem&amp;amp;rh=n%3A2350149011&amp;amp;ref=nb_sb_noss&quot; target=&quot;_blank&quot;&gt;Amazon App Store&lt;/a&gt;&amp;nbsp;(you&#39;d have to download Amazon&#39;s appstore for this, and quite unstable)&lt;/p&gt;&lt;p&gt;2) &lt;a href=&quot;https://drive.google.com/file/d/18y-nV8syKYKd1-LbBl9hk3cmwTvgmLbX/view?usp=drivesdk&quot; target=&quot;_blank&quot;&gt;We&#39;ve also uploaded it on a Google Drive, you can access it from there too&lt;/a&gt;&amp;nbsp;(Recommended)&lt;/p&gt;&lt;p&gt;After downloading the apk file for the app from either of the options above when you proceed to open the app, it might show a Play Protect warning with a message similar to &quot;Google Play Store does not recognize the develop of the app&quot;. Please don&#39;t freak out, it&#39;s just because we haven&#39;t uploaded the app on Play Store. To upload the app on play store, we need to create a Google Play Console account which requires some fee. We would have it there in the future. But you can easily ignore the warning if you get one, because we assure you the app &lt;b&gt;DOES NOT&lt;/b&gt; have any malware in it.&amp;nbsp;&lt;/p&gt;&lt;p&gt;If you still feel uncertain, or have any queries or installation problems, please feel free to contact us @ &lt;a href=&quot;mailto:proskillocity@gmail.com&quot;&gt;proskillocity@gmail.com&lt;/a&gt;&lt;/p&gt;&lt;p&gt;So that&#39;s it from this update and we hope to see you soon!&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='https://proskillocity.blogspot.com/feeds/7901724842053647411/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://proskillocity.blogspot.com/2021/04/official-launch-of-skillchem.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/7901724842053647411'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/7901724842053647411'/><link rel='alternate' type='text/html' href='https://proskillocity.blogspot.com/2021/04/official-launch-of-skillchem.html' title='Official Launch of our first Native App - SkillChem'/><author><name>Team Skillocity</name><uri>http://www.blogger.com/profile/05500047919989541247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbQRLP_dnWrUoT8TvLCBAqgbrcIkyX4fStGFeCdoN7Aswz5H8RINaWBhTL4TYtHKQsFxy7ifoKyenl29uXxTkpsTG_KsPpVGKIfHdQANzMDxfXdWi3hw6RiCRvogebKA/s220/IMG_20210126_113842.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaTmc7oEc4ikpsscA_nIQGKnBPdX4e_MeHvmHoxXatdxWEV7Hxw7V6DgPRrGvRIvIpJmLry_YC5wYE35GwCiVyJWBqLcPy5_TE2isy_slEyVjcIw78V4041jRG91XW8fGTZcLmRYdbSen_/s72-c/logo_1.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5034996200524294228.post-3764520150412593643</id><published>2021-02-27T01:47:00.017+05:30</published><updated>2021-05-29T23:34:01.619+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Computer Science"/><title type='text'>How Computers Work: The Logic behind!</title><content type='html'>&lt;p&gt;&lt;span style=&quot;white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;When I say &quot;world-changing&quot;, what is it that comes to your mind? Discoveries? Pandemics? People?&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Of all these, there is one invention that changed the modern world the most: Computers!&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;What makes the world today different from that of the 18th century or even before that? The use of computers and the services possible through computers, like the Internet!&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Computers are made to automate every aspect of human life and maybe eventually represent humans itself.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;They are controlling everything in the modern world. From making a phone call, to heavy calculations, discoveries, and implantations within humans!&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;                                                       &lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;/span&gt;&lt;div class=&quot;mbtTOC&quot;&gt;&lt;ul id=&quot;mbtTOC&quot;&gt;&lt;/ul&gt; 

    &lt;/div&gt;&lt;h2 style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;&lt;span&gt;&lt;span style=&quot;font-family: inherit; font-size: x-large; white-space: pre-wrap;&quot;&gt;The breakdown of a Computer (No, not emotional one, it is not stressed):&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;p dir=&quot;ltr&quot; id=&quot;docs-internal-guid-5ae46117-7fff-cfd7-44f0-e19bc036c413&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;&lt;span style=&quot;font-size: 14.6667px; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Let&#39;s start with what a computer is. According to Oxford Languages, &quot;A computer is an electronic device for storing and processing data, typically in binary form, according to instructions given to it in a variable program.&quot;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Let&#39;s break the definition down:&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;/p&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;A computer is an electronic device, which runs on &lt;span style=&quot;font-family: inherit;&quot;&gt;electric&lt;/span&gt; energy supplied externally. Why? Because a computer does physical work and doing physical work requires energy. Simple conservation laws acting there.&lt;/li&gt;&lt;/ul&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Next thing is that &quot;a computer stores and processes data&quot;. A very important aspect of human intelligence is memory. We can remember data and use it to analyse patterns and go about our daily work. Modern computer circuits are just like a human brain. They have memory! Now, by memory I do not mean storage. Devices like optical drives or magnetic hard disks cannot give a computer its memory. Memory is the intrinsic property of a circuit to remember data and actively process it. Memory and processing go hand-in-hand. Storage is when the processed data is no longer needed and can be saved in a storage device. For a comparison, memory is when you&#39;ve been asked to bring your classwork notebook to school and forget easily. Storage is when you write it down in your school diary and can stop worrying about remembering it. Storage devices are much simpler to make than achieving memory. Similar to how easy it is to make a diary than neural circuits in your brain for memory. The neural circuit counterpart for computers are &#39;Logic Gates&#39; (explored later in the article!).&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;/p&gt;&lt;div&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;ul&gt;&lt;li&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Computer circuits don&#39;t work unless a program asks it to do so. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;A program is a set of instructions, written in a special language, to communicate with a computer. For writing a program, an algorithm (or logic) has to be decided first on the basis of which a program would work. These instructions are what tells the computer what to do. A computer doesn&#39;t understand human languages. Languages have been developed by humans in which a program can be passed on to a computer. These are known as&amp;nbsp; programming languages and can be used to code any set of instructions by humans, like a program (aka app here) to text someone.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ul&gt;&lt;h3 style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;&lt;h2 style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;The language of Gods, uh, I mean...Computers:&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;p dir=&quot;ltr&quot; id=&quot;docs-internal-guid-6fb118de-7fff-1e3c-3b75-844cca10d073&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;A little detail I skipped is that computer circuits are electronic machines so only understand electric signals. There can be two states of an electrical signal: on(high voltage state) or off(low voltage state). To interpret the high/low voltage states, a language was needed. Base 2 number system or binary digits turned out to be the best choice since it only has 2 digits: 1 and 0. On state was assumed to be a 1 and off state was assumed to be a 0. Now, just two digits cannot solve problems using normal high-school algebra since that type of algebra used multiple variables. So, a different approach was needed. A different type of mathematics. Boolean Algebra turned out to be the chosen one. Why? Because the variables used in Boolean Algebra were only 2! → true or false. So, it was easy to use binary digits as these variables and use Boolean Algebra to solve the problem in hand. 1 was chosen to hold the &#39;true&#39; value while 0 held the &#39;false&#39; value. Remember, the computer still only understands electric voltage. We chose the values to be able to use a method for solving. So now, when we mean true, it means a high voltage for a computer, and when we mean false, it means a low voltage for a computer. Now, let&#39;s understand how Boolean Algebra would help us solve problems.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; id=&quot;docs-internal-guid-5e238e66-7fff-7f86-6ec0-636e5daf6e4f&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Boolean Algebra is logic based mathematics devised by George Boole to provide a true/false proof for statements. The solution was based on making logical arguments for a certain expression (which has to be simplified to a final answer) and assigning a true/false variable to each argument based on if it is actually true or false. Finally performing certain operations on arguments (or variables that represent the argument) for the final output. There are three fundamental operations in Boolean Algebra: AND, OR, NOT. Each of these operations requires Boolean inputs (the true/false variables) and give the true/false output based on the rules of operation (similar to how multiplication takes numbers and multiplies them). We choose what operation to be performed (similar to how we choose to add or multiply).&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; id=&quot;docs-internal-guid-5e238e66-7fff-7f86-6ec0-636e5daf6e4f&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; id=&quot;docs-internal-guid-5e238e66-7fff-7f86-6ec0-636e5daf6e4f&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;A description based on rules for each operation: &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; id=&quot;docs-internal-guid-5e238e66-7fff-7f86-6ec0-636e5daf6e4f&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; id=&quot;docs-internal-guid-5e238e66-7fff-7f86-6ec0-636e5daf6e4f&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;AND: returns a true only and only if both input values are true.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; id=&quot;docs-internal-guid-5e238e66-7fff-7f86-6ec0-636e5daf6e4f&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;OR: returns a true if at least one input is true.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;NOT: takes a single input and returns the opposite as output.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;p dir=&quot;ltr&quot; id=&quot;docs-internal-guid-5e238e66-7fff-7f86-6ec0-636e5daf6e4f&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;The circuits for these operations are known as &#39;Logic gates&#39; and are the fundamental block of computer problem solving and are explained later in the article (memory of a computer is connected to logic gates!).&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; id=&quot;docs-internal-guid-5e238e66-7fff-7f86-6ec0-636e5daf6e4f&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;h3 style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Programming Languages - Past and Future:&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;&lt;p dir=&quot;ltr&quot; id=&quot;docs-internal-guid-d0644074-7fff-bbb7-1aec-761755e2241b&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;In the 40&#39;s computers were used primarily to reduce effort in world war and the computers could only perform arithmetic operations and so the machines were designed based on the type of problem to be solved using it. The problem was later fed to the computer using machine code. Machine code is binary code written based on the computer&#39;s internal design. Since binary digits (0 and 1) are voltages (low and high), it was easy to control the input using electrical switches. The programs had to be first written in English (the program at this level was called pseudo-code) and then converted to machine code manually.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; id=&quot;docs-internal-guid-5e238e66-7fff-7f86-6ec0-636e5daf6e4f&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;This conversion was done by hand based on some opcode (operation code) tables. An opcode is a single instruction which the circuit could execute. The opcode tables contained keywords(the instruction) which specified the operation to be performed and the binary translation of these keywords. Early programmers had to specify the memory addresses (like an address A_1 would mean the value stored in that location on the circuit register) of the numbers/values because the computers were incapable of working with variables (modern day programmers could just write A=12 and use A rest of the time without worrying about the actual location of the variable). Opcode commands came to be known as mnemonics. An opcode table should make it easier to understand:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Since this process was tedious, by the late 1950&#39;s programmers came up with higher level languages which were more human intelligible. Opcodes were named operands and could be used in statements. So instead of coding out in binary, programmers could give statements like &#39;ADD LOAD A_16 AND LOAD A_15&#39; (no variables yet so manually instruct the computer to load a value stored in a particular address). However, computers still cannot understand any language but binary. But being the persistent beings humans are, they solved this issue by coding some programs in binary (so that computers can understand it directly). These programs read the text based statements of higher languages and converted them into binary. In a way, these programs &#39;assembled&#39; higher level code into binary, and so we&#39;re known as assemblers. These assemblers enabled the programmer to write more sophisticated code and worry less about computer mechanics and avoid or hide unnecessary details (abstraction of details).&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Since memory addresses still had to be used, updating code became a problem. Adding a little value meant making quite a lot of changes into the actual code and if a value isn&#39;t needed you couldn&#39;t delete it without making a lot of changes. Considering the still developing circuits, even a little unused value would mean significant power usage by the circuit. Dr. Grace Hopper, an US naval officer who worked upon HARVARD MARK 1 computer during world war 2, wanted to make computers a greater necessity and developed a high level language called A-0. This language used variables and was way advanced than any of the high level languages ever came into existence prior to it.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;So now, programmers could type something like &#39;A=15; B=23; C=A+B; &#39;. This made it way easier to write more sophisticated codes without worrying about the memory addresses or the circuitry.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;However, assemblers could not &#39;assemble&#39; it since it used statements which required multiple binary level functions to be used for a single keyword of A-0 language. Assemblers can only convert when a direct conversion of assembly code into binary code is available, both of which mean the same thing and just are written differently. This wasn&#39;t the case with A-0 and so a new program named a compiler was made, which could convert the A-0 written code (known as source code) into assembly language which could be converted by an assembler into binary code. Modern day compilers can directly convert the source code in a language to binary code.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;This was so advanced, in fact, that her co-workers were skeptical and&amp;nbsp; would not use this language believing that computers could only do arithmetic and not actual programs, and so this language died out quickly.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Another genius Alan Backus who worked at IBM (leading computer manufacturing company of that time) developed a new language named Fortran and a compiler for this language. In 1957, this language could be used on IBM computers. This was a major hurdle as no common programming language existed which could be used by everyone on any computer. A committee was made in 1959, to develop a common business oriented programming language and thus COBOL language was born. Because of non uniformity in the architecture of circuitry of different computers, a different compiler was needed but these compilers accepted the same COBOL source code. This opened up opportunities of innovation as computers started to be used for a variety of tasks. This also invoked mass involvement in choosing programming as a career.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;As computer hardware advanced, programming languages got better, faster, and easier with time. With ALGOL and BASIC in the 60&#39;s, C and SMALLTALK (one thing I&#39;m bad at) in the 70&#39;s, C++ and Objective C in the 80&#39;s, Python and JAVA in the 90&#39;s, it doesn&#39;t feel like language design would ever end. So many languages have been developed in the 21st century alone, it feels like the process would only end with us thinking and a code for it being written in the future, making everyone a programmer (what would I do then? Quit my job?) . The CPU circuits still only understand binary and are based on that however. So, never forget what the device you&#39;re reading this on is doing for you internally!&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;So, to sum up, a flowchart&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: inherit; white-space: pre-wrap;&quot;&gt; of how a source code in a modern programming language gets converted for machine to understand would look something like this:&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: inherit; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQMt1MZrE75g7qPjl-YFs-VNWmxrZWXLwBkfgSZl0xwu0CLefUT-YkP8a3v23098FamZwUkyXmFtz5IGQM5ZxRVXJWhyYmPPI5LuGDBnR5qNcmTeyQgktzjJDTjws4p27_8U5ylXjqU89-/s1024/IMG_20210227_013132.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1024&quot; data-original-width=&quot;602&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQMt1MZrE75g7qPjl-YFs-VNWmxrZWXLwBkfgSZl0xwu0CLefUT-YkP8a3v23098FamZwUkyXmFtz5IGQM5ZxRVXJWhyYmPPI5LuGDBnR5qNcmTeyQgktzjJDTjws4p27_8U5ylXjqU89-/w235-h400/IMG_20210227_013132.jpg&quot; width=&quot;235&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-family: inherit; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;h2 style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Programs, Circuits, and Arithmetic:&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;div&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Anshuman, I get a little bit now, but how do these programs in the form of binary codes get executed by the computer?! How do computers calculate using electric signals?!! (Remember logic gates?)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Now we come to the most intriguing and clever part of it all. The fundamentals of computer science! Ladies and gentlemen, I present to you …. Logic Gates!&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Logic gates are the induction of Boolean operations in circuitry. These are actual little blocks physically present in your device. Different combinations of logic gates make RAM (temporary computer memory). Let&#39;s understand how logic gates (or the operations) actually work. The three main logic gates are AND, OR, NOT named after the operations they perform. Since there are less number of possible output/input cases for the gates and all of the gates take true/false {1/0 in circuit use} as inputs and return true/false outputs {1/0 (high/low voltage) as circuit output}, an output based input table (known as truth table) can be made for these and would look something like this:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;(Keep in mind the description of the respective operations)&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Truth table for AND gate:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhj4g2cvh-Krc_ywRkb6w-K8W-S5VerWbXpbeJShXg23S11QwZRXTVeeUw5yzFIiE5aCsuH_nzc_FB5DT2OnVOiYxit-ogrF8GRnPy_yX4GRNRQBnKW240wakGmK-UT97Hk5CnVFUS-7loO/s307/Andgate.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;307&quot; data-original-width=&quot;281&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhj4g2cvh-Krc_ywRkb6w-K8W-S5VerWbXpbeJShXg23S11QwZRXTVeeUw5yzFIiE5aCsuH_nzc_FB5DT2OnVOiYxit-ogrF8GRnPy_yX4GRNRQBnKW240wakGmK-UT97Hk5CnVFUS-7loO/s0/Andgate.png&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Truth table for OR gate:&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbrE7sT_9VSOx9goE7hrM2jOBOq8R8hH4FMIKpFmuBDRW7YIWsTsm_8bWAnm4JT_X1pOu0R5h61Jkf2Nc4ppC4f0T9cXI2SLbUO9s1AuN2y8G0-M3lRySaP32xr-h0nyzRujxNeeimLLWR/s296/IMG_20210226_135224.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;257&quot; data-original-width=&quot;296&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbrE7sT_9VSOx9goE7hrM2jOBOq8R8hH4FMIKpFmuBDRW7YIWsTsm_8bWAnm4JT_X1pOu0R5h61Jkf2Nc4ppC4f0T9cXI2SLbUO9s1AuN2y8G0-M3lRySaP32xr-h0nyzRujxNeeimLLWR/s0/IMG_20210226_135224.jpg&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Truth table for NOT gate is pointless since it just reverses the input.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisOA-VOjiY13wDSQbJs9E6o76oXNSqKcMeDYMpX82JnQOal4h6zjvX2ejMQnDGH2OK1v3ZuVSJ3WpC-6JPdNmkb8use_iMuYI9OdFgGkCwPQDQxToVSLmbpCp5a7CVLEnqDLJ3Do2AXRU_/s318/IMG_20210226_142311.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;318&quot; data-original-width=&quot;263&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisOA-VOjiY13wDSQbJs9E6o76oXNSqKcMeDYMpX82JnQOal4h6zjvX2ejMQnDGH2OK1v3ZuVSJ3WpC-6JPdNmkb8use_iMuYI9OdFgGkCwPQDQxToVSLmbpCp5a7CVLEnqDLJ3Do2AXRU_/s0/IMG_20210226_142311.jpg&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;An XOR gate is a gate formed by combination of NOT, OR, AND gates. Truth table for an exculsive OR (XOR) gate is as below.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV1xSGzr757DI88N9E8TYjqsAMoLzSlwkQg9wYB4jtcav9y6n01qslv-I3iUOaYcHnb_W29wt7xhRlhOjCsysKo4oyP96VQPyzbgcR5QLy1nX7wzEJ5Y0Oar2wjMfGdo_KcaeZaQY50Nxh/s307/xor.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;307&quot; data-original-width=&quot;281&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV1xSGzr757DI88N9E8TYjqsAMoLzSlwkQg9wYB4jtcav9y6n01qslv-I3iUOaYcHnb_W29wt7xhRlhOjCsysKo4oyP96VQPyzbgcR5QLy1nX7wzEJ5Y0Oar2wjMfGdo_KcaeZaQY50Nxh/s0/xor.png&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;A NOR gate is a gate formed by combining NOT gate and OR gate. The truth table is as below:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnF5tP0hbjMxzAcPayJ8Oo5-15AAXY6bjNFy2iRcXtHKQ3AKRFDjCAHDckJW52qcLZuOXLQcu1XZ1Jte-SF1NovL519UljCjCgkn6fNNDWvo0CXgUEpcJqI2LWopq0q5A7yS9qZ_alljQS/s390/norgates.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;328&quot; data-original-width=&quot;390&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnF5tP0hbjMxzAcPayJ8Oo5-15AAXY6bjNFy2iRcXtHKQ3AKRFDjCAHDckJW52qcLZuOXLQcu1XZ1Jte-SF1NovL519UljCjCgkn6fNNDWvo0CXgUEpcJqI2LWopq0q5A7yS9qZ_alljQS/s320/norgates.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;An XNOR gate is another such gate which has a NOT gate with XOR gate and so it produces just the opposite results than XOR. The truth table is below: &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhR0LHnjwKsDpai8VjkRJom2D3OtYqyGGf3EfWBIdaZp8s-Q5KGlW-06b-YxojArulja5sX6QMhwH2Fwqx-VwzXIAqh6Mv3TuhXnfcS91wu57t4A0hORmGsWS7F_Oxy1CwfOLSYU9qhl0E7/s271/1454935588.gif&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;152&quot; data-original-width=&quot;271&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhR0LHnjwKsDpai8VjkRJom2D3OtYqyGGf3EfWBIdaZp8s-Q5KGlW-06b-YxojArulja5sX6QMhwH2Fwqx-VwzXIAqh6Mv3TuhXnfcS91wu57t4A0hORmGsWS7F_Oxy1CwfOLSYU9qhl0E7/s0/1454935588.gif&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Now, imagine we already know of the hardware used to make these gates.(that thing would require a separate article).&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;These gates when combined in different combinations, produce adder, subtractor circuits, memory circuits, and can perform all sorts of arithmetic.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Let&#39;s take an adder circuit as an example ( the actual circuit diagram would get too complex for the article).&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;white-space: pre-wrap;&quot;&gt;It would take as many inputs as long as they don&#39;t exceed 4 binary digits of data. The maximum number which can be represented using 4 bits is 15 in decimal system. &lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;We can make 4-bit adders, 8-bit adders and so on. A 4-bit adder means it can take 4 binary digits as inputs. Similarly an 8-bit adder can take 8 binary digits as inputs. But that does not mean an 8-bit adder is only twice as good than a 4-bit one. An 8 bit adder has 4 more digits t than a 4 bit one and since, in a Base 2 system, each bit holds 2 times the value than the previous bit, the maximum number which can be represented using 8 bits is 255. The conversion process of binary to decimal numbers, hence looks something like this :&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6OQItO0OsQeMd_HT8w0ONkAlLKHJrFMh11Mnf4FeHWKyrOfvCsJbykULZQrOv2T3pp4-f4B2kvGliFG8h2pP5UMmRqicfZ_gsztzWDM8vk_S9p8k95ECGRec2H_p7AkOh2MINc5IPjgpK/s577/conversions.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;531&quot; data-original-width=&quot;577&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6OQItO0OsQeMd_HT8w0ONkAlLKHJrFMh11Mnf4FeHWKyrOfvCsJbykULZQrOv2T3pp4-f4B2kvGliFG8h2pP5UMmRqicfZ_gsztzWDM8vk_S9p8k95ECGRec2H_p7AkOh2MINc5IPjgpK/s320/conversions.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;So how do modern computers represent millions of digits? They use higher bit and n number of processors.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Simply put, the number of bits typically refers to the length of the character representation that is used to build instructions or data. 4 bits permit 64 distinct characters usage while 8 bits permit 256 characters or instructions usage.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;The modern computer circuits are generally 32-bit or 64-bit.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;white-space: pre-wrap;&quot;&gt;This is all arithmetic though! How do computers execute programs? Say, light up a screen a certain color. &lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;white-space: pre-wrap;&quot;&gt;The thing is, circuits already have a pathway for everything. So there is a path to a pixel (the things that show color) on your screen, it just isn&#39;t getting electric connection to light up. Whenever we write a program, the computer performs calculations to find that path and finding that path means completing it. Once the path is complete, electric current is sent to it, and voila, it lights up! The process obviously is a lot of more complicated but this is the basic principle behind it. &lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;So finally! What is the circuit made of? What is the physical device that makes these gates possible? What is it that actually stores the data now that we know how to store data? What is that physical thing which does physical work and so requires physical energy? Well, that would be answered in the next part of the &quot;How Computers Work&quot; series&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;script&gt;mbtTOC();&lt;/script&gt;</content><link rel='replies' type='application/atom+xml' href='https://proskillocity.blogspot.com/feeds/3764520150412593643/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://proskillocity.blogspot.com/2021/02/how-computers-work-logic-behind.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/3764520150412593643'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/3764520150412593643'/><link rel='alternate' type='text/html' href='https://proskillocity.blogspot.com/2021/02/how-computers-work-logic-behind.html' title='How Computers Work: The Logic behind!'/><author><name>Anshuman</name><uri>http://www.blogger.com/profile/06825730471467571906</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit_k8jDGCBBbnS5JHiuULP27SRrxbSN1H0R3F9xgm4C8RHlYFjBviEh4lLV__d0pfilKPLU-6sIOh78IISRC-CH2y8wOmeY02SDPK2DMf0a_aZuopxOJPVweUKHGrQOg/s113/Screenshot_2020-08-22-11-49-18-16_70ac116ce739e36060f211aa22982eed.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQMt1MZrE75g7qPjl-YFs-VNWmxrZWXLwBkfgSZl0xwu0CLefUT-YkP8a3v23098FamZwUkyXmFtz5IGQM5ZxRVXJWhyYmPPI5LuGDBnR5qNcmTeyQgktzjJDTjws4p27_8U5ylXjqU89-/s72-w235-h400-c/IMG_20210227_013132.jpg" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5034996200524294228.post-4548460342046619633</id><published>2021-02-25T02:42:00.016+05:30</published><updated>2021-05-29T19:02:09.772+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Announcements"/><category scheme="http://www.blogger.com/atom/ns#" term="Computer Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Projects"/><title type='text'>PWA (Powerful WebApp) deployment for Skillocity</title><content type='html'>As a team which believes in providing our users with the most powerful and easy to use tools, we are announcing a feature which would enable easy access of our blog directly from the home screen of your phone!&amp;nbsp;&lt;div&gt;You&#39;re probably thinking we are launching an app, right?&lt;/div&gt;&lt;div&gt;Well we also believe in surprising our audience, and so it is not exactly an app.&lt;/div&gt;&lt;div&gt;An app would require extra memory space on your device and would not work on laptops/desktops but only phones/tablets.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Instead, you can now add a shortcut to our blog which runs through chrome, on your device. Usually, if you add a shortcut for a website, it would just add a shortcut to a single webpage you added a shortcut to. But in our case, after extensive coding, we have enabled our user the ability to add a shortcut to the entire website to make it easier to access, without the need of opening Chrome. This makes it feel just like an app!&lt;/div&gt;&lt;div&gt;With this feature, you could just have an app like experience for our blog on your laptop or phone, without having to worrying about our &quot;app&#39;s&quot; memory usage, since it uses almost none.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Steps to add this (a must try!) --&amp;gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;1) Open our website on Chrome (suggested opening a new tab with our website and read off the instructions from this).&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;2) Click on the three dots besides the &#39;number of tabs open&#39; box.&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0jZyd0w4ylFEJzWs8Q_5BbyxFvpXiz1rou2YX49lzQV1RBolH8n3Qh4AdF6zzLiptCf-9FD-zN5tvoOIVHNH-aBj7dwg9iaNt0KJ6nnVpNuAKGrFL4VBajzVqdv0q65cW0RildtFz4F7b/s1419/IMG_20210225_023554.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1419&quot; data-original-width=&quot;719&quot; height=&quot;320&quot; 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/&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;5) Click on &#39;ADD&#39; option again in the next pop-up.&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1eISWbDx50ahMPDC-qqzpNY1QnkkH9BDBn1Ps2JVriW-sv6-vmWHuzhMB3dGXhdt1dy9kBS57b8_OaQbTQOprFBM7liPVpPo7jL6FnFKdxO4fPnW_z_24UFVSVATcYaHhFccy-Apn5Jbi/s1383/IMG_20210225_105513.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1383&quot; data-original-width=&quot;719&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1eISWbDx50ahMPDC-qqzpNY1QnkkH9BDBn1Ps2JVriW-sv6-vmWHuzhMB3dGXhdt1dy9kBS57b8_OaQbTQOprFBM7liPVpPo7jL6FnFKdxO4fPnW_z_24UFVSVATcYaHhFccy-Apn5Jbi/s320/IMG_20210225_105513.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;That&#39;s it! Check your home screen and you should find an icon with our logo. You can now access our blog just by clicking on the icon without opening chrome and typing out our website address.&amp;nbsp;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Thoughts of our team members:&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizQC7X3I4qdwDf5og8yzC65TCHmB8II_iEo45aWwp3IvMAmnTbgKKh-6eNyKLSo7QYNH4akgnh44RQ1Rv9DxvZfdZm9bzwTi0_9Xs8b0C2TmThf_9sao-oQaCHkNPv8JfXDSL6oQIPY7jY/s167/IMG_20210225_024037.jpg&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;167&quot; data-original-width=&quot;167&quot; height=&quot;34&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizQC7X3I4qdwDf5og8yzC65TCHmB8II_iEo45aWwp3IvMAmnTbgKKh-6eNyKLSo7QYNH4akgnh44RQ1Rv9DxvZfdZm9bzwTi0_9Xs8b0C2TmThf_9sao-oQaCHkNPv8JfXDSL6oQIPY7jY/w34-h34/IMG_20210225_024037.jpg&quot; width=&quot;34&quot; /&gt;&lt;/a&gt;Pranav Sawant&lt;blockquote&gt;A very economical and much needed feature to increase viewer engagement.&lt;/blockquote&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQWXqTHtbV-Y5oAge5RqZV9gXaa02UgTRgPEQ7NjqqSHM6aKSSKh47o5tlJdYZTeymJu71hnhDVj3ek9W6bDzvUp1w52ub_uztNG4o9AjuDY-W3q-CHJ60yFQV49l2S1B-qUeLNj_FGFfX/s528/avtr.png&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;528&quot; data-original-width=&quot;380&quot; height=&quot;56&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQWXqTHtbV-Y5oAge5RqZV9gXaa02UgTRgPEQ7NjqqSHM6aKSSKh47o5tlJdYZTeymJu71hnhDVj3ek9W6bDzvUp1w52ub_uztNG4o9AjuDY-W3q-CHJ60yFQV49l2S1B-qUeLNj_FGFfX/w40-h56/avtr.png&quot; width=&quot;40&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Anshuman Shukla&lt;blockquote&gt;A very user-friendly and modern feature which represents our philosophy perfectly. No Chrome needed and thus removing a middle level. Just the user and our blog.&lt;/blockquote&gt;&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='https://proskillocity.blogspot.com/feeds/4548460342046619633/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://proskillocity.blogspot.com/2021/02/new-feature-announcement.html#comment-form' title='6 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/4548460342046619633'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/4548460342046619633'/><link rel='alternate' type='text/html' href='https://proskillocity.blogspot.com/2021/02/new-feature-announcement.html' title='PWA (Powerful WebApp) deployment for Skillocity'/><author><name>Team Skillocity</name><uri>http://www.blogger.com/profile/05500047919989541247</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbQRLP_dnWrUoT8TvLCBAqgbrcIkyX4fStGFeCdoN7Aswz5H8RINaWBhTL4TYtHKQsFxy7ifoKyenl29uXxTkpsTG_KsPpVGKIfHdQANzMDxfXdWi3hw6RiCRvogebKA/s220/IMG_20210126_113842.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0jZyd0w4ylFEJzWs8Q_5BbyxFvpXiz1rou2YX49lzQV1RBolH8n3Qh4AdF6zzLiptCf-9FD-zN5tvoOIVHNH-aBj7dwg9iaNt0KJ6nnVpNuAKGrFL4VBajzVqdv0q65cW0RildtFz4F7b/s72-c/IMG_20210225_023554.jpg" height="72" width="72"/><thr:total>6</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5034996200524294228.post-1174988317793183890</id><published>2021-02-22T18:54:00.032+05:30</published><updated>2021-05-29T23:55:15.562+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Sports"/><category scheme="http://www.blogger.com/atom/ns#" term="Tennis"/><title type='text'>Tennis GOAT Debate</title><content type='html'>&lt;p&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;Who
is the greatest of all time ? It’s a question that gets posed in every sport
from soccer to tennis. Because believe it or not, the only thing fans and the
media are interested in, is debates and lists. Tennis is no exception; the
world’s best have been competing in the Open Era since 1968. Hence, the list of
potential candidates for the GOAT( Greatest of All Time) has only gotten
longer. I’ll be talking about the men’s side of the debate in this article
cause the women’s side deserves a separate article on it too!&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;When
the first decade of the 21&lt;sup&gt;st&lt;/sup&gt; century loomed, no one could have
foreseen that three players would dominate men’s tennis for more than two
decades ! For most tennis fans, the GOAT debate revolves around three players
which are Roger Federer, Rafael Nadal and Novak Djokovic. But have they really
done enough to place themselves in a league of their own, head and shoulders
above legends such as Rod Laver, Arthur Ashe, Pete Sampras, Andre Agassi, Bjorn
Borg, Jimmy Connors, Ivan Lendl, Boris Becker, John McEnroe and others ? Well,
that’s a tricky question as advances in sport science, technology and nutrition
have made it a bit easier for the players of this generation to sustain their longevity
in the sport. Let’s have a look at some stats.&lt;/span&gt;&lt;/p&gt;&lt;span face=&quot;Calibri, sans-serif&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;At
the time of writing this article, Roger Federer and Rafael Nadal lead the pack
with 20 grand slams each with Novak Djokovic closing in on 18. They have won 58
of the last 70 grand slams. Most people believe that grand slams are the
deciding factor to decide which player is the GOAT, the player with most grand
slams wins the race, as simple as that. But for fans who have been following
tennis, it’s a different and complicated story. Let’s have a look at our three
major contenders and why each of them should be the GOAT.&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;background: white; margin: 6pt 0cm; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;Swiss Talent and Elegance&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;mbtTOC&quot;&gt;&lt;ul id=&quot;mbtTOC&quot;&gt;&lt;/ul&gt; 

    &lt;/div&gt;&lt;h2 style=&quot;background: white; margin: 6pt 0cm; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;Roger Federer:&lt;/span&gt;&lt;/h2&gt;&lt;p style=&quot;background: white; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;Starting
with Roger Federer, the Swiss is the oldest of the pack turning 40 in 2021. He
also holds the record with Rafael Nadal for most slams. But he has some significant
other achievements which seem almost impossible to ever break. He holds the
record for most weeks at number one in the world with 310 weeks at the top of
the sport. He was also at the top for 237 weeks consecutively which makes it
even more impressive ! He’s also the only player to win 2 grand slams 5 times
each, he was the champion at Wimbledon from 2003-07 and ruled the US open from
2004-08. Federer has won a record 8 slams at Wimbledon, 6 at the Australian
Open, 5 at the US open and a solitary slam at the French Open which he won in
2009. Federer has also reached 31 grand slam finals with 10 consecutive, both
being all time records. He also has 46 semi-final and 57 quarter final
appearances to his name, the most in the open era.&lt;/span&gt;&lt;span face=&quot;Calibri, sans-serif&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;Federer
also has other records such as a record of 71 hard court titles, a 56-match
winning streak on hard courts. Federer’s most successful surface is grass where
he has won a record 19 titles including an all-time 10 titles at Halle and 8 at
Wimbledon. Federer also has the longest grass court winning streak as he won 65
consecutive matches on grass from 2003-08. Due to his success on grass courts,
Federer is considered by many as the greatest grass court player of all time.
Federer is the only player to register at least 10 titles on clay, grass and
hard courts. At the prestigious ATP World Tour finals, Federer has a record of
6 titles and 10 final appearances.&lt;/span&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;font-size: large;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;Federer
was selected by fellow players as winner of the Stefan Edberg Sportsmanship
award 13 times ( 2004-09, 2011-2017). Fans voted for him in 2020 to receive the
ATP Fans Favourite Award for a 18&lt;sup&gt;th&lt;/sup&gt; straight year ( since 2003).
Since his grand slam winning debut at Wimbledon in 2003, Federer has won a
record total of 39 ATP World Tour Awards. Federer is by far the most elegant,
classy and technically superior player of all time. He has wowed tennis fans
for over two decades and is still going strong. Fans and experts alike have
called him as one of the best ambassadors of not only tennis but sport in
general. Thus, Roger Federer is a clear fan favourite and will always remain
number one in the minds and hearts of most tennis fans worldwide.&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;mbtTOC&quot;&gt;&lt;ul id=&quot;mbtTOC&quot;&gt;&lt;/ul&gt; 
  &lt;p&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;El Matador from Mallorca&lt;/span&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;
    &lt;/div&gt;&lt;h2 style=&quot;background: white; margin: 6pt 0cm; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Rafael Nadal:&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;p style=&quot;background: white; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Talking
about Rafael Nadal, &lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;the Spaniard from the island of Mallorca
has won a record 20 Grand Slam singles titles which ties him with&amp;nbsp;&lt;/span&gt;Roger
Federer&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;. Nadal completed the Career Grand Slam and the
Career Golden Slam, becoming the youngest player in the Open Era to achieve
this feat, having won all four majors and the Olympic title by the age of
24&amp;nbsp;years, 3&amp;nbsp;months and 10&amp;nbsp;days. Known as the&amp;nbsp;&lt;i&gt;“&lt;/i&gt;King
of Clay&lt;i&gt;”&lt;/i&gt;, Nadal won the&amp;nbsp;&lt;/span&gt;French Open&lt;/span&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp;9 times in his first 10 attempts,
with a match record of 66-1 (98.5%-win rate) and is viewed by many analysts as
one of the greatest feats in the Open Era. Nadal won the French Open on his
first attempt as a 19-year-old in 2005 and went on to make three consecutive
title defences from 2005 to 2008; he defeated then world No. 1 Roger Federer in
three consecutive finals from 2006 to 2008 (he also defeated Federer in the
2005 semi-finals) and again in the 2011 final (Nadal is the only player to
defeat Federer in four finals at the same major.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;Nadal is also the only player to beat Federer
in the finals of 3 different grand slams, the French Open, the Australian Open,
and Wimbledon). His sole loss at the French Open during this period came at the
hands of Sweden&#39;s&amp;nbsp;&lt;/span&gt;Robin &lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;Söderling&lt;/span&gt; &lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;in 2009 in the round of 16. Nadal then went on to avenge his
loss to Söderling by defeating him in the 2010 French Open final, and then
notched four consecutive title defences from 2011 to 2014 (an Open Era record).
Rafa furthered his legend in history when he won &quot;La Decima&quot;, a 10th
title in Paris in 2017, where he didn&#39;t drop a set and lost only 35 games, only
three shy of Borg&#39;s record of 32 games lost. He holds a match record of 100–2
at the French Open (never taken to five sets in the final) from 2005 to 2020
achieving a win percentage of 98.0% and is the only player to achieve this type
of dominance at any single Grand Slam tournament. Nadal won the French Open an
all-time record of 13 times and is the first, and only, player in history, male
or female, to win 13 grand slams at a single major (no other male player has
won more than 8 titles at a single major in the Open Era).&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-family: inherit; font-size: medium; text-align: center;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;Additionally, Nadal is 25-0 in best of 5
matches on clay at other events, bringing his total match record in best of 5
on clay to 125-2, a win percentage of 98.4%. Nadal didn&#39;t lose a single semi-final
on clay courts for 12 years (52-0) from the 2003 Croatia Open&lt;/span&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;(lost to&amp;nbsp;&lt;/span&gt;Carlos
Moya&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;) to the&lt;/span&gt; 2015 Rio Open&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;&amp;nbsp;(lost to&amp;nbsp;&lt;/span&gt;Fabio
Fognini&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;).&lt;/span&gt;&lt;span&gt; He has won 25 Masters 1000 titles, 13 Grand Slam titles,
and an Open Era record 60 titles on clay. He won at least 1 Masters 1000 title
for ten consecutive years from 2005 to 2014 and is the only player to achieve
this type of consistency in the Open Era. He owns the Open era records of most
consecutive years of winning 1+ ATP singles titles (17 years from 2004-2020)
and most consecutive years of winning 2+ ATP singles titles (16 years from
2005-2020).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm;&quot;&gt;&lt;span&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;He owns the longest single surface win streak by a male having
won 81 consecutive matches on clay courts from 2005 to 2007, 16 better than
Federer&#39;s record on grass, and 25 better than Federer&#39;s record on hard courts.
Nadal also won a record 8 consecutive Monte Carlo Masters 1000 titles from 2005
to 2012, and a record overall 11 titles including his three-peat from 2016 to
2018. Nadal has also won a record 9 Masters 1000 titles in Rome, and 11 titles
at the ATP 500 Barcelona Open. In 2010, Nadal won the French Open plus all three-clay
court Masters 1000 events (Monte Carlo, Rome, Madrid) in the same calendar
year, thus becoming the first, and only, player to complete the&amp;nbsp;&quot;Clay
Slam&quot;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;font-size: large;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm;&quot;&gt;&lt;span&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Nadal won at least one Grand Slam tournament for 10 consecutive
years (2005 – 2014) having broken the previous men&#39;s record of 8 consecutive
years. He holds the record for most titles at 3 different ATP Tour levels: ATP 500
(Barcelona-11), Masters 1000 (Monte Carlo-11), and Grand Slams (French
Open-13).&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;&lt;span style=&quot;background: white; line-height: 115%;&quot;&gt;Nadal’s success does not hold strictly to
the clay courts. Over the course of his career, he has won 400+ hard court
matches as well as 400+ clay court matches. He is the only player, regardless
of gender, to have recorded 400+ match wins on both hard and clay courts. He
has won 13 French Open titles, 2 Wimbledon titles, 1 Australian Open title and
4 US Open titles. Nadal also owns the Open era record of most consecutive years
qualifying for the year-end ATP Finals&lt;/span&gt;&lt;span style=&quot;background: white; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background: white; line-height: 115%;&quot;&gt;at 16 years in a row. Nadal has the Open Era record for best career winning percentage (for minimum 500 wins)&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;background: white; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;&amp;nbsp;at
83.25% (999-201 record).&amp;nbsp;Nadal is the only player to be ranked ATP world
number one in three different decades, in the 2000s, 2010s, and 2020s. Due to
Nadal’s physicality, never die attitude, fighting spirit and jaw dropping
athleticism, he’s loved by tennis fans all over the world.&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; font-size: 12pt;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;mbtTOC&quot;&gt;&lt;ul id=&quot;mbtTOC&quot;&gt;&lt;/ul&gt; 
&lt;p&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;The Balkan Beast&lt;/span&gt;&lt;/div&gt;
    &lt;p&gt;&lt;/p&gt;&lt;/div&gt;&lt;h2 style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; line-height: 115%;&quot;&gt;Novak Djokovic :&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background: white; line-height: 115%;&quot;&gt;Coming to our final candidate Novak
Djokovic, the Serb is a seventeen-time Grand Slam Champion&lt;/span&gt;&lt;span style=&quot;background: white; line-height: 115%;&quot;&gt;&amp;nbsp;and six-time year-end World No.1. He is the only one in
tennis history to hold all four Grand Slams on three different surfaces at
once. Djokovic is also the only player to win all ATP tour Elite tournaments.
Djokovic has won 36 titles in the ATP Masters&lt;/span&gt;&lt;span style=&quot;background: white; line-height: 115%;&quot;&gt;&amp;nbsp;tournaments, the most of any player. By 2018, he had
won &lt;/span&gt;&lt;span style=&quot;background: white; line-height: 115%;&quot;&gt;Masters &lt;/span&gt;&lt;span style=&quot;background: white; line-height: 115%;&quot;&gt;titles across all 9 venues where Masters tournaments are
held, becoming the first player to achieve the &quot;Career Golden
Masters&quot;.&amp;nbsp;Djokovic is widely viewed as one of the greatest hardcourt&lt;/span&gt;&lt;span style=&quot;background: white; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background: white; line-height: 115%;&quot;&gt;players of the Open Era, if not the greatest.&amp;nbsp;He has the record of
most hardcourt Majors and most masters&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;background: white; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;title&lt;/span&gt;s.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;&lt;span style=&quot;background: white; line-height: 115%;&quot;&gt;Djokovic is one of two players
(with Robin Soderling)&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;background: white; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;&amp;nbsp;to defeat Rafael Nadal at the French Open. He is also the
only player to defeat Nadal in all three clay court Masters events. Djokovic is
the player with the most clay-match wins over Nadal and the one who ended
Nadal&#39;s consecutive run of 8 Monte Carlo titles in the 2013 final. Djokovic is
the only player to defeat Federer and Nadal in all four Grand Slams. He&#39;s also
the only one to beat both in multiple Grand Slam finals, multiple Master finals
and in the final of Year-End Championship. He is the only player to defeat
Federer in three Wimbledon finals (2014, 2015 and 2019) and the only player to
defeat Nadal in four Grand Slam finals (Wimbledon 2011, US Open 2011 and
Australian Open 2012, 2019).&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; font-size: 12pt;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;&lt;span style=&quot;background: white; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;&lt;span style=&quot;background: white; line-height: 115%;&quot;&gt;Djokovic has won a record 9 Australian
Open titles, 5 Wimbledon titles, 3 US Open titles and one French Open title.&lt;/span&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt; Djokovic leads the head to head
against both Roger and Rafa and has dominated the past decade winning 16 slams.
Djokovic is widely regarded as one of the best players in the world due to his
versatility, ability to play unbelievably well in pressure situations and
consistency.&lt;/span&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;But is the
GOAT debate worth having in the first place ? Most tennis pundits believe that
its disrespectful to pick a winner and choose between the big three, and we as
tennis fans are doing disservice to the players and the sport. It’s true that
we cannot pick the GOAT before each of them hangs up their rackets. Many people
believe that the number of grand slams is not the most important stat and
others such as most weeks at number one matters more. This validates a very
important question too, which is the most important stat for determining the
GOAT ? This depends on person to person and hence we see different answers to
the GOAT debate from different people.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;Most people would agree that we cannot compare
players of different generations as we wouldn’t be able to see prime Federer vs
prime Borg or prime Djokovic vs prime McEnroe, so it’s pointless to even say
that the big 3 lead the GOAT race. Arguably, if legends such as Rod Laver,
Bjorn Borg, Jimmy Connors and others enjoyed the superior use of technology
that we use today, they might have been the ones at the top. There are a lot of other factors that also should be taken into consideration while determining the GOAT. Rivalries and charisma also play a big role in shaping tennis history. Battling social issues (especially in the 20th century) should also be taken into account.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;Essentially,
it all comes down to unquantifiers. No matter how many newspapers, websites or
articles come up with formulas to determine the GOAT, it boils down to the
individual feelings of the fans. &amp;nbsp;Therefore,
instead of debating and deliberating on who the GOAT is, let’s just enjoy the
game of tennis cause we’re going to miss them when they retire. It’s important
to respect all the legends of the sport as they have contributed massively to
the game and are true ambassadors of the sport. To cap it up, the GOAT debate
will most likely continue as long as the sport exists cause records are meant
to be broken and the question of who truly is the GOAT will most likely end as
one of the questions who no one knows the answer to.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;Special thanks:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;/p&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;Cam Williams, President, Tennis Talk&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;Tennis Paris Brothers&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;b style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;b style=&quot;text-align: left;&quot;&gt;Related articles&lt;/b&gt;&lt;span style=&quot;text-align: left;&quot;&gt; :&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;https://proskillocity.blogspot.com/2021/04/the-royal-sport-named-tennis.html&quot; style=&quot;text-align: left;&quot;&gt;https://proskillocity.blogspot.com/2021/04/the-royal-sport-named-tennis.html&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;marquee&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;background: white; color: #202122; font-size: 12pt; line-height: 115%; mso-bidi-font-family: Arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;/marquee&gt;&lt;script&gt;mbtTOC();&lt;/script&gt;&lt;script async=&quot;&quot; src=&quot;https://widget.websitevoice.com/VTKLClsh4xLmYQoTqzcF_Q&quot;&gt;&lt;/script&gt;
</content><link rel='replies' type='application/atom+xml' href='https://proskillocity.blogspot.com/feeds/1174988317793183890/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://proskillocity.blogspot.com/2021/02/tennis-goat-debate.html#comment-form' title='8 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/1174988317793183890'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/1174988317793183890'/><link rel='alternate' type='text/html' href='https://proskillocity.blogspot.com/2021/02/tennis-goat-debate.html' title='Tennis GOAT Debate'/><author><name>Pranav Sawant</name><uri>http://www.blogger.com/profile/02128373942701538410</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='22' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioCPZi3FGF-y7u-X9iCrHzHnhzGwjAQC8PPslbowEMiqydrj4N7K1H4I2Xfl1MUCIK-KMBv1ms-U7p80OLeVMv6hY4aHHaG3NzzF0cF3XjeFEgSOtn1WUPZ-n8Pzk45Q/s150/download+%281%29.png'/></author><thr:total>8</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5034996200524294228.post-1636257318752227891</id><published>2021-02-02T22:45:00.017+05:30</published><updated>2021-05-25T21:26:57.057+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Linear Algebra"/><category scheme="http://www.blogger.com/atom/ns#" term="Physics"/><title type='text'>Vectors: A Physicist&#39;s perspective </title><content type='html'>&lt;span style=&quot;color: black;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,sans-serif&quot; style=&quot;font-size: 11pt; line-height: 115%; mso-ansi-language: EN-IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;div&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,sans-serif&quot; style=&quot;font-size: 11pt; line-height: 115%; mso-ansi-language: EN-IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,sans-serif&quot; style=&quot;font-size: 11pt; line-height: 115%; mso-ansi-language: EN-IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;marquee&gt;PDF file of this document available for &lt;a href=&quot;https://drive.google.com/file/d/1cpFFz6r1g24zRO0Ad1B56aDQ2gOn5XQy/view?usp=drivesdk&quot; target=&quot;_blank&quot;&gt;download&lt;/a&gt;!&lt;/marquee&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;color: black; font-size: medium;&quot;&gt;Mathematical interpretation of everyday reality of all
linear algebra boils down to matrices and all of matrices boils down to vectors
– Anonymous &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;V&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;color: black;&quot;&gt;ectors, what really are they? To answer this
question, there are three main ways of looking at it. One is the physics perspective;
one is the Computer Science perspective and one is the Mathematical
perspective. As always, we’re going to explore this topic both on an intuitive
and mathematical level. Let’s tackle the Physics perspective in this article
which is arguably the most trivial and easy to understand. More complex vector equations and operations will however not be included in this article (although I personally love linear algebra and higher applications of vector fields and tensor mechanics).&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;color: black; font-size: medium;&quot;&gt;A vector is a physical quantity that has both magnitude and
direction. Some examples of vectors are displacement, velocity, force, electric
field, magnetic field, momentum, acceleration etc. Usually, in physics a vector
is represented by a capital letter with an arrow over it. The magnitude of
vector A is represented by |A|. A vector can be represented by an arrow parallel to the direction of the vector.&amp;nbsp;The
length and direction of the arrow thus represent the magnitude and direction of
the vector respectively. To find the angle between two vectors, both vectors
are drawn from one point in such a manner that tails of both the vectors
coincide.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;color: black;&quot;&gt;There are numerous kinds of vectors which we’ll
encounter. A vector of unit magnitude is called a unit vector and the notation
for it in the direction of A is “A cap” or “A caret”. Thus, A vector=|A|(A cap).&lt;/span&gt;&lt;span face=&quot;Calibri, sans-serif&quot;&gt;
Unit vectors along the x, y and z axes are called basis vectors for the
standard three-dimensional coordinate system are represented as i cap, j cap
and k cap respectively.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;A
vector having zero magnitude is called a null vector or a zero vector. The zero
vector has no specific direction, the position of the vector of origin is a
zero vector and they are only of mathematical importance having no physical
meaning. Vectors are equal if they have the same magnitude and
direction. The negative of any vector is a vector having equal magnitude acting
in the opposite direction.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot;&gt;&lt;span style=&quot;color: black; font-size: medium;&quot;&gt;Vectors having the same initial points
are called concurrent or co-initial vectors. Vectors that lie in the same plane are known as co-planar vectors.Vectors are said to be orthogonal if the angle
between them is 90°. Hence, the unit vectors i cap, j cap and k cap are also
called orthogonal unit vectors.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;color: black;&quot;&gt;Scalars like distance, speed, density,
energy etc can be added, subtracted, multiplied or divided using basic mathematical
rules. However, when we come to vectors the things get slightly more
interesting. The product of a vector A and a scalar n is nA whose magnitude is
n times the magnitude of A and is in the same direction of A if n is positive
and is in the opposite direction if n is negative. Further, if m and n are two
scalars, (m+n)A= mA+nA and m(nA)=n(mA)=(mn)A. The division of a vector A by a non-zero
scalar n is nothing but the multiplication of A by 1/n. Addition and
subtraction of vectors is where things start to get slightly more mathematical.
But still, as I promised its very trivial stuff.&lt;/span&gt;&lt;span face=&quot;Calibri, sans-serif&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;&lt;span style=&quot;color: black; font-size: medium;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot;&gt;&amp;nbsp;There are a few ways to compute the addition
or subtraction of vectors, the most common one is the parallelogram law of
vector addition. Let R be the resultant of two vectors A and B. According to
this law, the resultant R is the diagonal of the parallelogram of which A and B
are the adjacent sides. Magnitude of R is given by, R=(A&lt;sup&gt;2&lt;/sup&gt;+B&lt;sup&gt;2&lt;/sup&gt;+2ABcosφ)&lt;sup&gt;1/2&lt;/sup&gt;.
Here φ is the angle between A and B. The angle of R can be found out by angle α
or β of R with A or B. Tanα=Bsinφ/A+Bcosφ and tanβ=Asinφ/B+Acosφ. It can be
mathematically proven using range of trigonometric functions that R is maximum
when φ=0° and minimum when φ=180°. R&lt;sub&gt;max&lt;/sub&gt;=A+B and R&lt;sub&gt;min&lt;/sub&gt;=A-B.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;color: black; font-size: medium;&quot;&gt;Another way of computing this is the
triangle law of vector addition. According to this law, if tail of one vector
is placed at the head of the other, their sum or resultant R is drawn from the
tail end of the first to the head end of the other. Therefore, R=A+B=B+A.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKUck8plyXvQaWHiuRxplZXjcqvA25_D-0fmZctr6CYfyD6qwpz9Kh68g4bhSBSrEV37jqLf1oaHBRLzByQb2bbpTuEWhi48yjIKP9RBz4ChsMeGGaP6UacNWRBXMQqFcS6StW4qV3mMzy/s165/vector-addition-image.PNG&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;162&quot; data-original-width=&quot;165&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKUck8plyXvQaWHiuRxplZXjcqvA25_D-0fmZctr6CYfyD6qwpz9Kh68g4bhSBSrEV37jqLf1oaHBRLzByQb2bbpTuEWhi48yjIKP9RBz4ChsMeGGaP6UacNWRBXMQqFcS6StW4qV3mMzy/s0/vector-addition-image.PNG&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;color: black; font-size: medium;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot;&gt;Subtraction of vectors is nothing but
reversing the direction of one vector and then adding it. Hence, A-B=A+(-B). In
this case, the angle between the two vectors is 180-φ and hence the resultant
A-B=(A&lt;/span&gt;&lt;sup style=&quot;font-family: Calibri, sans-serif;&quot;&gt;2&lt;/sup&gt;&lt;span face=&quot;Calibri, sans-serif&quot;&gt;+B&lt;/span&gt;&lt;sup style=&quot;font-family: Calibri, sans-serif;&quot;&gt;2&lt;/sup&gt;&lt;span face=&quot;Calibri, sans-serif&quot;&gt;-2ABcosφ)&lt;/span&gt;&lt;sup style=&quot;font-family: Calibri, sans-serif;&quot;&gt;1/2&lt;/sup&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;color: black;&quot;&gt;. For the direction of
this resultant vector, we can find tanα=Bsinφ/A-Bcosφ and tanβ=Asinφ/B-Acosφ.&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot;&gt;&lt;span style=&quot;color: black; font-size: medium;&quot;&gt;To classify as a vector, a physical
quantity must not only have direction and magnitude, but it should also follow
the triangle/parallelogram law of vector addition. For example, current has
magnitude and direction, but it is still classified as a scalar as it doesn’t
follow the triangle/parallelogram law of vector addition and is just added up
like any other scalar. This concept can be generalised in the polygon law of
vector addition which states that if a vector polygon be drawn placing the tail
end of each succeeding vector at the head or the arrow end of the preceding
one, their resultant R is drawn from the tail end of the first to the head or
arrow end of the last. Thus, here R=A+B+C+D.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;color: black; font-size: medium;&quot;&gt;Two or more vectors which when compounded
in accordance with the parallelogram law of vector R are said to be the
components of vector R. Components of a vector can be made in any mutually
perpendicular directions. But in general, we mostly use the standard coordinate
system. Thus, the vector R can also be written as R = R&lt;sub&gt;x&lt;/sub&gt;(i cap)+ R&lt;sub&gt;y&lt;/sub&gt;(j
cap)+ R&lt;sub&gt;z&lt;/sub&gt;(k cap). Here, R&lt;sub&gt;x&lt;/sub&gt;, R&lt;sub&gt;y, &lt;/sub&gt;R&lt;sub&gt;z&lt;/sub&gt;
are components of R along the x, y and z axes respectively. The magnitude of R
can be given as R=(R&lt;sub&gt;x&lt;/sub&gt;&lt;sup&gt;2&lt;/sup&gt;+R&lt;sub&gt;y&lt;/sub&gt;&lt;sup&gt;2&lt;/sup&gt;+R&lt;sub&gt;z&lt;/sub&gt;&lt;sup&gt;2&lt;/sup&gt;)&lt;sup&gt;1/2&lt;/sup&gt;.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot;&gt;&lt;span style=&quot;color: black; font-size: medium;&quot;&gt;The vector R makes an angle α with the x
axis, β with the y axis and γ with the z axis. Here, cosα=R&lt;sub&gt;x&lt;/sub&gt;/R,
cosβ=R&lt;sub&gt;y&lt;/sub&gt;/R and cosγ=R&lt;sub&gt;z&lt;/sub&gt;/R. Cosα, cosβ and cosγ are also called
direction cosines of R with the x, y and z axes respectively. An important
identity to be noted here is that cos&lt;sup&gt;2&lt;/sup&gt;α+cos&lt;sup&gt;2&lt;/sup&gt;β+cos&lt;sup&gt;2&lt;/sup&gt;γ=1.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot;&gt;&lt;span style=&quot;color: black; font-size: medium;&quot;&gt;Another interesting concept that stems up
is the position vector. To locate the position of any point P in a plane or
space, generally a fixed point of reference called the origin O is taken. The
vector OP is the position vector of P with respect to O. If the coordinates of
P are (x, y), then the position vector of point P with respect to O is OP=r=x(i
cap) + y(j cap). However, there are two key points to be noted over here. For a
point P, there is one and only one position vector with respect to O and the
position vector of point P changes if the position of point O is changed.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,sans-serif&quot; style=&quot;font-size: 11pt; mso-ascii-theme-font: minor-latin; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;color: black;&quot;&gt;Coming on to the multiplication of
vectors, it is here that things start to get more interesting especially for
Physics and Math lovers. The product of two vectors, is of two kinds i.e. the
dot product and the cross product. The dot product, also called the scalar product
of two vectors A and B is denoted by A.B and is read as A dot B. It is defined
as the product of the magnitudes of the two vectors A and B and the cosine of
their included angle φ. Thus, A. B=|A||B|cosφ.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: transparent; color: black;&quot;&gt;Few
properties of the dot product are to be kept in mind. They are commutative and
distributive. Hence, A.B=B.A and A.(B+C)=A.B+A.C; A.A=A&lt;/span&gt;&lt;sup style=&quot;background-color: transparent;&quot;&gt;2&lt;/sup&gt;&lt;span style=&quot;background-color: transparent;&quot;&gt;; i.i=j.j=k.k=1;
i.j=j.k=k.i=0. Component of B along A is A.B/|A| and component of A along B is
A.B/|B|. Two vectors are perpendicular if their dot products are zero. Another
important computational identity for the dot product is (a&lt;/span&gt;&lt;sub style=&quot;background-color: transparent;&quot;&gt;1&lt;/sub&gt;&lt;span style=&quot;background-color: transparent;&quot;&gt;(i cap)+b&lt;/span&gt;&lt;sub style=&quot;background-color: transparent;&quot;&gt;1&lt;/sub&gt;&lt;span style=&quot;background-color: transparent;&quot;&gt;(j
cap)+c&lt;/span&gt;&lt;sub style=&quot;background-color: transparent;&quot;&gt;1&lt;/sub&gt;&lt;span style=&quot;background-color: transparent;&quot;&gt;(k cap)).(a&lt;/span&gt;&lt;sub style=&quot;background-color: transparent;&quot;&gt;2&lt;/sub&gt;&lt;span style=&quot;background-color: transparent;&quot;&gt;(i cap)+b&lt;/span&gt;&lt;sub style=&quot;background-color: transparent;&quot;&gt;2&lt;/sub&gt;&lt;span style=&quot;background-color: transparent;&quot;&gt;(j cap)+c&lt;/span&gt;&lt;sub style=&quot;background-color: transparent;&quot;&gt;2&lt;/sub&gt;&lt;span style=&quot;background-color: transparent;&quot;&gt;(k
cap))=a&lt;/span&gt;&lt;sub style=&quot;background-color: transparent;&quot;&gt;1&lt;/sub&gt;&lt;span style=&quot;background-color: transparent;&quot;&gt;a&lt;/span&gt;&lt;sub style=&quot;background-color: transparent;&quot;&gt;2&lt;/sub&gt;&lt;span style=&quot;background-color: transparent;&quot;&gt;+b&lt;/span&gt;&lt;sub style=&quot;background-color: transparent;&quot;&gt;1&lt;/sub&gt;&lt;span style=&quot;background-color: transparent;&quot;&gt;b&lt;/span&gt;&lt;sub style=&quot;background-color: transparent;&quot;&gt;2&lt;/sub&gt;&lt;span style=&quot;background-color: transparent;&quot;&gt;+c&lt;/span&gt;&lt;sub style=&quot;background-color: transparent;&quot;&gt;1&lt;/sub&gt;&lt;span style=&quot;background-color: transparent;&quot;&gt;c&lt;/span&gt;&lt;sub style=&quot;background-color: transparent;&quot;&gt;2.&lt;/sub&gt;&lt;span style=&quot;background-color: transparent;&quot;&gt;
The dot product is also called as the scalar product as the result of a dot
product is always a scalar. There are many uses of the dot product in physics
such as: W=F.S, P=F.V, U&lt;/span&gt;&lt;sub style=&quot;background-color: transparent;&quot;&gt;E&lt;/sub&gt;&lt;span style=&quot;background-color: transparent;&quot;&gt;=M.B, U&lt;/span&gt;&lt;sub style=&quot;background-color: transparent;&quot;&gt;B&lt;/sub&gt;&lt;span style=&quot;background-color: transparent; color: black;&quot;&gt;=M.B and many more.&lt;/span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot;&gt;&lt;span style=&quot;color: black; font-size: medium;&quot;&gt;Coming onto the cross product, it is
denoted by AxB and is read as A cross B. It is defined as a third vector C which is perpendicular to both A and B and whose magnitude is equal to the product of the magnitudes of the vectors A and
B and the sine of their included angle φ. Thus, C=AxB=|A||B|sinφ(n cap). Here (n
cap) is the unit vector in the direction of vector C.&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;color: black; line-height: 115%;&quot;&gt;There
are quite a few rules of finding the direction of vector C, one of them is the right-hand
screw rule. It states that the vector C is normal to the plane of A and B and
points in the direction in which a right handed screw would advance when
rotated about an axis perpendicular to the plane of the two vectors in the
direction from A to B through the smaller angle φ between them. Alternatively,
we can state this rule as if the fingers of the right hand be curler in the
direction in which vector A must be turned through the smaller included angle φ
to coincide with the direction of vector B, the thumb points in the direction
of C.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;color: black;&quot;&gt;There are a few important properties of
the cross product. AxB = -BxA, the cross product of two parallel or anti parallel
vectors in zero. Thus ixi=jxj=kxk=0. The cross product is also distributive.
Hence, Ax(B+C) = AxB + AxC. Another important identity is: ixj=k, jxk=i, kxi=j.
We can compute the cross product with the help of a determinant as well.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;color: black;&quot;&gt;There are many applications of the cross
products in physics itself such as: τ=rxF, L=rxP, F&lt;sub&gt;B&lt;/sub&gt;=q(vxB) and many
more. Another interesting result is that two vectors can be proved as parallel
or anti parallel to one another if both the vectors bear a constant ratio. For instance,
vector A=a&lt;sub&gt;1&lt;/sub&gt;(i cap)+b&lt;sub&gt;1&lt;/sub&gt;(j cap)+c&lt;sub&gt;1&lt;/sub&gt;(k cap) is
parallel to vector B= a&lt;sub&gt;2&lt;/sub&gt;(i cap)+b&lt;sub&gt;2&lt;/sub&gt;(j cap)+c&lt;sub&gt;2&lt;/sub&gt;(k
cap) if a&lt;sub&gt;1&lt;/sub&gt;/a&lt;sub&gt;2&lt;/sub&gt; = b&lt;sub&gt;1&lt;/sub&gt;/b&lt;sub&gt;2&lt;/sub&gt; = c&lt;sub&gt;1&lt;/sub&gt;/c&lt;sub&gt;2&lt;/sub&gt;
= constant value. If this constant value is positive, the vectors A and B are
parallel and if the constant is negative, the vectors A and B are anti
parallel.&lt;/span&gt;&lt;span face=&quot;Calibri, sans-serif&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot;&gt;&lt;span style=&quot;color: black; font-size: medium;&quot;&gt;&amp;nbsp;A
physical quantity need not always be a vector or a scalar. We can generalize it
as a tensor. A tensor is defined as a mathematical object that describes a
multilinear relationship between sets of algebraic objects related to a vector
space. A tensor is characterised by its rank, a scalar is a tensor of rank 0
while a vector is a tensor of rank 1.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: black; line-height: 115%;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;Tensors are used in many fields of physics such as stress, elasticity, fluid mechanics, moment of inertia, electromagnetism, magnetic susceptibility, premittivity, general relativity and many more.&amp;nbsp;&lt;b&gt;&amp;nbsp;&lt;/b&gt;In physics, a tensor can occur at multiple points of an object and the tensors may vary from one location to another. This paved the way for the concept of a tensor field.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;A tensor field assigns a tensor to each point in space.&lt;/span&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: black; font-size: large; line-height: 115%;&quot;&gt;&amp;nbsp;Several times tensor fields are just simply called tensors.&lt;/span&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #202122; font-size: large; font-weight: bold; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #202122; font-size: large; line-height: 115%;&quot;&gt;Tensor fields are used in many fields of physics and maths such as Differential geometry, general relativity, algebraic geometry and many more.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;color: black; font-size: medium;&quot;&gt;Moment
of inertia has two forms, a scalar form (when the axis of rotation is known)
and a more general tensor form which does not require the axis of rotation.
Stress is neither a scalar nor a vector, it is a tensor. Area can behave either
as a scalar or a vector depending upon the circumstances. Vectors associated
with linear or directional effect are called polar vectors and those associated
with rotation about an axis are called axial vectors. For example; force,
linear velocity, linear acceleration etc are polar vectors whereas angular
velocity, angular acceleration etc are axial vectors. Another couple of
interesting proofs can be derived. The area of a triangle can be computed as
|AxB|/2, similarly the area of a parallelogram would be |AxB|.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;color: black; line-height: 115%;&quot;&gt;Another
interesting application of the multiplication of vectors is the scalar triple
product. Here, A. (BxC)=B.(CxA)=C.(AxB) is called the scalar triple product of
the vectors A, B and C. It is a scalar quantity and the volume of a parallelepiped
bounded by the three vectors is given by the scalar triple product of these
vectors. A parallelepiped is nothing but a solid body who’s each face is a
parallelogram. The scalar triple product of A, B and C can also be written as
[ABC].&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;color: black;&quot;&gt;If the scalar triple product of three
vectors is zero, this implies that they are coplanar.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;color: black;&quot;&gt;Another interesting concept I’d like to
mention is of the vector triple product. The vector triple product is interpreted as the cross product of one vector with the cross product of the other two.&lt;b&gt; &lt;/b&gt;The
following relationship is called the triple product expansion: Ax(BxC) =
(A.C)B-(A.B)C.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;color: black;&quot;&gt;Vectors are frequently used in physics, maths and engineering fields but there are also quite a few day to day applications of vectors. For example in sports when a player throws a ball or hits it, vectors are inevitably involved in that situation.&lt;/span&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;color: black;&quot;&gt;&amp;nbsp;In such a case, we can determine the range, maximum height and time period of flight of the ball. Even while crossing a river, a boat often drifts due to the flow of water. Here too vectors are involved.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;color: black;&quot;&gt;Vectors are used in many sports and also in much cooler applications such as the determination of force required to move a body resting on a surface with friction. Vectors also have many applications in the fields of thermodynamics and electromagnetism.&lt;/span&gt;&lt;span face=&quot;Calibri, sans-serif&quot;&gt;&amp;nbsp;There are many such more uses of
vectors in our everyday life and we have been knowingly or unknowingly using
vectors all the time! That was the Physicists perspective and I’ll soon be back
with the more generalised mathematical form of it. &lt;/span&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;color: #333333;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;&lt;b&gt;Related articles&lt;/b&gt; :&amp;nbsp;&lt;a href=&quot;https://proskillocity.blogspot.com/2021/01/what-exactly-is-heisenberg-uncertainty.html&quot;&gt;https://proskillocity.blogspot.com/2021/01/what-exactly-is-heisenberg-uncertainty.html&lt;/a&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;

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style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background: white; margin-bottom: 18.75pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 18.75pt;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='https://proskillocity.blogspot.com/feeds/1636257318752227891/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://proskillocity.blogspot.com/2021/02/vectors-physicists-perspective.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/1636257318752227891'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/1636257318752227891'/><link rel='alternate' type='text/html' href='https://proskillocity.blogspot.com/2021/02/vectors-physicists-perspective.html' title='Vectors: A Physicist&#39;s perspective '/><author><name>Pranav Sawant</name><uri>http://www.blogger.com/profile/02128373942701538410</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='22' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioCPZi3FGF-y7u-X9iCrHzHnhzGwjAQC8PPslbowEMiqydrj4N7K1H4I2Xfl1MUCIK-KMBv1ms-U7p80OLeVMv6hY4aHHaG3NzzF0cF3XjeFEgSOtn1WUPZ-n8Pzk45Q/s150/download+%281%29.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKUck8plyXvQaWHiuRxplZXjcqvA25_D-0fmZctr6CYfyD6qwpz9Kh68g4bhSBSrEV37jqLf1oaHBRLzByQb2bbpTuEWhi48yjIKP9RBz4ChsMeGGaP6UacNWRBXMQqFcS6StW4qV3mMzy/s72-c/vector-addition-image.PNG" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5034996200524294228.post-391228629815868886</id><published>2021-01-30T12:36:00.017+05:30</published><updated>2021-04-17T15:47:27.484+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Astronomy"/><category scheme="http://www.blogger.com/atom/ns#" term="Fast News"/><title type='text'>Fast News : Earth&#39;s Artificial “Mini-Moon” 2020 SO to say a final Adieu!</title><content type='html'>&lt;p&gt;&lt;span style=&quot;font-family: Arial; font-size: 11pt; white-space: pre-wrap;&quot;&gt;The object known as 2020 SO was first discovered on September 17 2020 and was suspected to be an artificial (man-made) object due to its low relative velocity. This suspicion was later confirmed by NASA&#39;s Infrared Telescope Facility in December of 2020 when the observatory found the object&#39;s spectrum to match that of stainless steel. Calculations have shown that this object is a rocket booster launched in 1966(54 years ago! Feeling old yet?) as part of the Surveyor 2 mission to explore our primary (and the best!) Moon!&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;It was captured by our planet when it entered Earth&#39;s Gravity Sphere on 8th November 2020 through Lagrange point L2 (a point of equilibrium b/w two massive bodies; in this case the Sun and the Earth).&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;It made a close approach on December 1, 2020 coming at a 50,000 km perigee(closest point in orbit). For reference, our Telecom satellites are at 36,000 km circular orbit.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;It is set to make a final approach on 2nd February of 2021 and leave Earth&#39;s Gravity Sphere, through L1 Lagrange point, forever.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;It probably was missing Earth and wanted to see its launch pad for the last time or say goodluck to its counterparts on the Moon (aww no I&#39;m not crying, you are).&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Being the fairly massive planet Earth is, it keeps capturing space objects. As a matter of fact it has another small rock orbiting it, named 2020 CD3 and a number of more insignificant objects in the Lagrange points.&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;This incident does show us the level of space debris we&#39;re polluting our solar system with, let alone the debris in orbit around the Earth which has to be constantly monitored to avoid collision with working satellites, unless we clear it. Space exploration comes with a cost, and we have to pay it, sooner or later.&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;A video by &lt;a href=&quot;https://twitter.com/tony873004?s=20&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;Tony Dunn&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-size: 11pt; white-space: pre-wrap;&quot;&gt; showing the beautifully weird path of 2020 SO:&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.blogger.com/video.g?token=AD6v5dz_nJABt0FVBOgf3mmEQVMKHg5hUii8_UKoUg8lIYW0_s3NhIAXAKaJXvlBMaslbx5s2fdfXbPRwxqM4SS3HA&#39; class=&#39;b-hbp-video b-uploaded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-family: Arial; font-size: 11pt; white-space: pre-wrap;&quot;&gt;&lt;b&gt;Related articles&lt;/b&gt; : &lt;a href=&quot;https://proskillocity.blogspot.com/2021/04/habitability.html&quot;&gt;https://proskillocity.blogspot.com/2021/04/habitability.html&lt;/a&gt;&lt;/span&gt;&lt;div&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;&lt;span style=&quot;font-size: 14.6667px; white-space: pre-wrap;&quot;&gt;
&lt;/span&gt;&lt;/span&gt;&lt;div dir=&quot;ltr&quot; trbidi=&quot;on&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;background-color: white; color: #333333; font-size: 18px;&quot;&gt;&lt;a href=&quot;https://proskillocity.blogspot.com/2020/08/is-vision-of-colony-on-mars-before-end_22.html&quot;&gt;https://proskillocity.blogspot.com/2020/08/is-vision-of-colony-on-mars-before-end_22.html&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;ltr&quot; trbidi=&quot;on&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div dir=&quot;ltr&quot; trbidi=&quot;on&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;a href=&quot;https://proskillocity.blogspot.com/2019/08/how-do-we-know-shape-of-our-galaxy_21.html&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;https://proskillocity.blogspot.com/2019/08/how-do-we-know-shape-of-our-galaxy_21.html&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;background-color: white; color: #333333;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;background-color: white; color: #333333;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='https://proskillocity.blogspot.com/feeds/391228629815868886/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://proskillocity.blogspot.com/2021/01/fast-news-earths-artificial-moon-to-say.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/391228629815868886'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/391228629815868886'/><link rel='alternate' type='text/html' href='https://proskillocity.blogspot.com/2021/01/fast-news-earths-artificial-moon-to-say.html' title='Fast News : Earth&#39;s Artificial “Mini-Moon” 2020 SO to say a final Adieu!'/><author><name>Anshuman</name><uri>http://www.blogger.com/profile/06825730471467571906</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit_k8jDGCBBbnS5JHiuULP27SRrxbSN1H0R3F9xgm4C8RHlYFjBviEh4lLV__d0pfilKPLU-6sIOh78IISRC-CH2y8wOmeY02SDPK2DMf0a_aZuopxOJPVweUKHGrQOg/s113/Screenshot_2020-08-22-11-49-18-16_70ac116ce739e36060f211aa22982eed.png'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5034996200524294228.post-223520359029294012</id><published>2021-01-25T18:08:00.041+05:30</published><updated>2021-04-17T16:07:41.262+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Chemistry"/><category scheme="http://www.blogger.com/atom/ns#" term="Physics"/><title type='text'>What exactly is the Heisenberg Uncertainty Principle?</title><content type='html'>


&lt;p class=&quot;MsoNormal&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;h3&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Natural science, does not simply describe and explain nature, it is part of the interplay between nature and us – Werner Heisenberg&lt;/span&gt;&lt;/h3&gt;&lt;div&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Some of you readers might have read about the Heisenberg
Uncertainty Principle in high school or maybe even in college if you’ve
attended courses on Quantum mechanics and Atomic Chemistry. But here we’re
going to touch this topic both on an intuitive and mathematical level. Life has
many trade-offs, the way my professor explained this to me is a very intuitive
  way of understanding this topic.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;/div&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Let’s
say you’re observing the routine of your mom and after a week, you realized
that she’s gone to the Church on Saturday. Now, based on just this information,
can we predict that your mom goes to the Church every Saturday? Of course not,
we need further time for observation. Let’s say you then observe her for a
month and notice that she goes to the church every Saturday. Based on this we
might be able to make a statistical prediction, that your mom goes to the Church
every Saturday. But still, we can’t be a 100% sure. Now let’s say you observe
her for a year and see that she goes to the Church every Saturday. Based on
these observations, we can say that there’s a high probability that your mom
goes to the Church every Saturday, but we still cannot be a 100% sure as it’s
entirely possible that your mom decides to go the school next Saturday. Hence,
we see that we would require an infinite amount of time to perfectly predict
whether your mom goes to the Church every Saturday. Thus, there is a trade-off
between the frequency of her visits and time.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;&lt;span&gt;This is an intuitive example of a real-world situation, like
what our beloved Heisenberg Uncertainty Principle says. Introduced in 1927 by
the German physicist Werner Heisenberg, the principle states that the more
precisely the position of a particle is determined, the less precisely it’s
momentum can be predicted from initial conditions and vice versa. This can
majorly only be applied in the quantum realm and cannot be applied to everyday
macroscopic objects like you and me.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;&amp;nbsp;&lt;span&gt;So, basically what
the Heisenberg Uncertainty Principle wants to tell us is that let’s say there’s
an electron revolving around its orbit and if we accurately measure it’s
velocity with 100% precision, we have absolutely no idea where the exact
position the electron is located ! How cool is that! in such a case where we
know a particle’s velocity, it’s position can be graphed as a probability
function. Hence the exact location of the electron is not certain but is rather
expressed as a probability.&amp;nbsp;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;Mathematically we can say that the probability of finding an
electron at a point within an atom is directly proportional to |Ψ&lt;sup&gt;2&lt;/sup&gt;|
at that point. |Ψ&lt;sup&gt;2&lt;/sup&gt;| is known as probability density and is always
positive. |Ψ&lt;sup&gt;2&lt;/sup&gt;| can also be interpreted as the probability of finding
an electron in a unit volume. Hence, the probability of finding the electron in
an infinitesimally small volume dV = |Ψ&lt;sup&gt;2&lt;/sup&gt;|dV. Ψ (pronounced as psi)
is also called the amplitude function and has a few interesting properties that
can be mathematically proven. It in continuous, single valued and finite. Also,
since the probability of finding the electron in the entire volume that we’ve
assumed is 1, we can also write the integral equation ʃ|Ψ&lt;sup&gt;2&lt;/sup&gt;|dV=1 with
limits from -∞ to ∞.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;&lt;span&gt;Ψ is basically the mathematical
representation of waves in quantum mechanics and is called wave function, its
value depends on the coordinates of the electron in the atom and doesn’t have
any physical meaning. It is found in many other equations too including the
Schrodinger’s Equation (that deserves a separate article on it altogether),
radial probability density, radial probability distribution etc.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;For some of you math freaks, here’s an
interesting triple integral. Considering the position of the electron in three dimensions,
we can also state that the probability of finding it in that three-dimensional
space is 1. Hence, we have the triple integral, ʃʃʃ|&lt;span style=&quot;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-theme-font: minor-fareast;&quot;&gt;Ψ&lt;/span&gt;&lt;sup&gt;2&lt;/sup&gt;|dx
dy dz =1 &lt;!--[if gte msEquation 12]&gt;&lt;m:oMath&gt;&lt;i style=&#39;mso-bidi-font-style:
 normal&#39;&gt;&lt;span style=&#39;font-family:&quot;Cambria Math&quot;,serif;mso-fareast-font-family:
 &quot;Times New Roman&quot;;mso-fareast-theme-font:minor-fareast&#39;&gt;&lt;m:r&gt;&lt;span
  style=&#39;mso-spacerun:yes&#39;&gt; &lt;/span&gt;&lt;/m:r&gt;&lt;/span&gt;&lt;/i&gt;&lt;/m:oMath&gt;&lt;![endif]--&gt;&lt;!--[if !msEquation]--&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;line-height: 115%; position: relative; top: 4.5pt;&quot;&gt;&lt;!--[if gte vml 1]&gt;&lt;v:shapetype
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 &lt;v:stroke joinstyle=&quot;miter&quot;/&gt;
 &lt;v:formulas&gt;
  &lt;v:f eqn=&quot;if lineDrawn pixelLineWidth 0&quot;/&gt;
  &lt;v:f eqn=&quot;sum @0 1 0&quot;/&gt;
  &lt;v:f eqn=&quot;sum 0 0 @1&quot;/&gt;
  &lt;v:f eqn=&quot;prod @2 1 2&quot;/&gt;
  &lt;v:f eqn=&quot;prod @3 21600 pixelWidth&quot;/&gt;
  &lt;v:f eqn=&quot;prod @3 21600 pixelHeight&quot;/&gt;
  &lt;v:f eqn=&quot;sum @0 0 1&quot;/&gt;
  &lt;v:f eqn=&quot;prod @6 1 2&quot;/&gt;
  &lt;v:f eqn=&quot;prod @7 21600 pixelWidth&quot;/&gt;
  &lt;v:f eqn=&quot;sum @8 21600 0&quot;/&gt;
  &lt;v:f eqn=&quot;prod @7 21600 pixelHeight&quot;/&gt;
  &lt;v:f eqn=&quot;sum @10 21600 0&quot;/&gt;
 &lt;/v:formulas&gt;
 &lt;v:path o:extrusionok=&quot;f&quot; gradientshapeok=&quot;t&quot; o:connecttype=&quot;rect&quot;/&gt;
 &lt;o:lock v:ext=&quot;edit&quot; aspectratio=&quot;t&quot;/&gt;
&lt;/v:shapetype&gt;&lt;v:shape id=&quot;_x0000_i1025&quot; type=&quot;#_x0000_t75&quot; style=&#39;width:2.25pt;
 height:15pt&#39;&gt;
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&lt;/v:shape&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;!--[endif]--&gt;&lt;/span&gt;&lt;!--[endif]--&gt;with limits from -∞ to
+∞ in each integral. If a wave satisfies that triple integral, it is said to be
a normalized wave function.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;&lt;span&gt;The concept of treating the electron both
as a particle and a wave is called wave particle duality (this too deserves an
independent article). Coming back to the Heisenberg Uncertainty Principle, we
can mathematically represent it as Δx Δp ≥ h/4∏. Here Δx represents uncertainty
in position and Δp represents uncertainty in momentum, h is called the Planck’s
constant and its value is 6.62 X 10&lt;sup&gt;-34&lt;/sup&gt; Joule second.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEYefzigU6pmxCUO_y0mziPFqZSTolUqTy06BfBFEHMeiHMY8mNC6jtN20iBsVt-C9-nri3Slf95O0CE3R1w7D-ZjIY0XNtfUKIjhBLbfQQtC5MAgEkKIBXQXbXfT4tp03kW9E2gQKBYoi/s373/https___haygot.s3.amazonaws.com_443_cheatsheet_13313.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;129&quot; data-original-width=&quot;373&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEYefzigU6pmxCUO_y0mziPFqZSTolUqTy06BfBFEHMeiHMY8mNC6jtN20iBsVt-C9-nri3Slf95O0CE3R1w7D-ZjIY0XNtfUKIjhBLbfQQtC5MAgEkKIBXQXbXfT4tp03kW9E2gQKBYoi/s320/https___haygot.s3.amazonaws.com_443_cheatsheet_13313.png&quot; width=&quot;320&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;Therefore, this equation says that the
product of uncertainty in position and uncertainty in momentum must always be
greater than or equal to h/4∏. This essentially means that if uncertainty in
position is very less i.e., we exactly know where the particle is located with
a high degree of precision, then uncertainty in momentum must be very high to
satisfy the equation i.e. we know very little about its momentum. And since
momentum and velocity are closely related (p=mv), we don’t know its exact
velocity in this case.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;In the realm of quantum mechanics, we
call variables such as position and momentum as conjugate or complementary
variables. This in mathematics means that these variables such as position and
momentum become Fourier transform duals. Other examples of conjugate variables
would be time and frequency, Doppler&amp;nbsp;and range etc. The important thing to be
remembered is that the Heisenberg Uncertainty Principle can only be applied in
the Quantum World on microscopic bodies showing wave particle duality. It
cannot be applied on everyday macroscopic objects like you and me because
macroscopic objects tend to have a high degree of particulate nature with an
infinitely small wavelength.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;Heisenberg formulated the Uncertainty
Principle at Niels Bohr Institute in Copenhagen. According to&amp;nbsp;Albert
Einstein, randomness is a reflection of our ignorance and inability to comprehend a fundamental physical reality. On the other hand, Niels Bohr debated that probability distributions are irreducible and fundamental.&amp;nbsp;Einstein and Bohr deliberated over the Heisenberg uncertainty principle for many years.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;line-height: 115%;&quot;&gt;Heisenberg came to a very beautiful conclusion that formed as a base for further studies in the field of Quantum Mechanics. He theorized that absolute determinism was impossible as it required both position and momentum of the particle. This paved the way for the use of probabilistic determination of a particle due to the relation between position and momentum. This concept forms the base for the Copenhagen Interpretation of Quantum Mechanics.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span face=&quot;Calibri, sans-serif&quot; style=&quot;line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;A particularly interesting way to interpret the uncertainty principle is an illustration of how we see everyday objects. You can view and read this article due to photons of light which strike the surface and then bounce away. These photons inevitably transfer some energy to the surface it has bounced from. This energy will change the momentum of the electron on the surface. This way, we will be able to determine its momentum but not position. On the other hand,since quantum particles move at high speeds, it may no longer be in the same place. In either case, the uncertainly principle works and we cannot exactly determine the position and momentum of the electron.&lt;b&gt;&amp;nbsp;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;clear: both; text-align: left;&quot;&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;The uncertainty principle explains many phenomenons that cannot be explained using classical physics. For example, in atoms, negatively charged electrons orbit the positively charged nucleus. According to the theory of classical electrodynamics, the two opposite charges should attract each other eventually making the electron fall out of orbit and collapse in a spiral way.&amp;nbsp;In such cases, the uncertainty principle makes things a lot simpler. If the electron gets too close to the nucleus, then its position can be precisely determined. But since its position can be accurately defined, its momentum would have a large error in measurement. Phew! Heisenberg saved us there.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;The uncertainty principle can also explain alpha decay. Alpha particle is a helium nucleus having two protons and two neutrons emitted by a heavy nuclei such as Uranium-238. These alpha particles are usually present inside the nucleus and require a very high amount of energy to break out. But since an alpha particle inside the nucleus has a well defined position, it doesn&#39;t have a well defined velocity. This means that there is a very small chance that it might escape from the nucleus. This result sin alpha decay and radioactivity is observed. This process is known as Quantum Tunneling.&amp;nbsp;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;One of the most &lt;/span&gt;intriguing&lt;span style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;results of the uncertainty principle is about vacuums. Vacuum in general sense means the absence of matter. However, in the quantum realm, things are not that straight-forward. Here, Heisenberg&#39;s uncertainty principle is expressed in the form of energy and time. Thus, we can only accurately measure either the energy or time but not both. In this case, energy and time are conjugate variables.&lt;/span&gt;&lt;b style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;Uncertainty, which although seems very complex and some mystical theory, is fairly easy to understand and we probably wouldn&#39;t be here if this principle wouldn&#39;t exist.&lt;b&gt;&amp;nbsp;&lt;/b&gt;Werner Heisenberg received the Noble Prize for Physics in 1932
for his work in Quantum Mechanics. Another interesting thought example given by
Albert Einstein disproves the Heisenberg Uncertainty Principle. Let’s say we
have two balls, stick them together. Now spring them out so that both go in
mutually opposite directions. Now, we can find the position of the first ball
and not the momentum. Similarly, we can find the momentum of the second ball
but not its position. But since the momentum of the second ball is
mathematically related to the first ball, we can find the momentum of the first
ball too! And voila, we hence can know both the exact position and momentum of
both objects. I’ll leave this thought experiment open to interpretation to our
readers.&amp;nbsp;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b&gt;Related articles&lt;/b&gt; :&amp;nbsp;&lt;a href=&quot;https://proskillocity.blogspot.com/2021/02/vectors-physicists-perspective.html&quot;&gt;https://proskillocity.blogspot.com/2021/02/vectors-physicists-perspective.html&lt;/a&gt;&lt;/p&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='https://proskillocity.blogspot.com/feeds/223520359029294012/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://proskillocity.blogspot.com/2021/01/what-exactly-is-heisenberg-uncertainty.html#comment-form' title='16 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/223520359029294012'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/223520359029294012'/><link rel='alternate' type='text/html' href='https://proskillocity.blogspot.com/2021/01/what-exactly-is-heisenberg-uncertainty.html' title='What exactly is the Heisenberg Uncertainty Principle?'/><author><name>Pranav Sawant</name><uri>http://www.blogger.com/profile/02128373942701538410</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='22' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioCPZi3FGF-y7u-X9iCrHzHnhzGwjAQC8PPslbowEMiqydrj4N7K1H4I2Xfl1MUCIK-KMBv1ms-U7p80OLeVMv6hY4aHHaG3NzzF0cF3XjeFEgSOtn1WUPZ-n8Pzk45Q/s150/download+%281%29.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEYefzigU6pmxCUO_y0mziPFqZSTolUqTy06BfBFEHMeiHMY8mNC6jtN20iBsVt-C9-nri3Slf95O0CE3R1w7D-ZjIY0XNtfUKIjhBLbfQQtC5MAgEkKIBXQXbXfT4tp03kW9E2gQKBYoi/s72-c/https___haygot.s3.amazonaws.com_443_cheatsheet_13313.png" height="72" width="72"/><thr:total>16</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5034996200524294228.post-9109095445406897036</id><published>2020-08-22T16:46:00.001+05:30</published><updated>2021-04-17T15:42:18.932+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Astronomy"/><category scheme="http://www.blogger.com/atom/ns#" term="Space Technology"/><title type='text'>Is the Vision of a colony on Mars before the end of the decade possible?</title><content type='html'>&lt;p&gt;&lt;span style=&quot;color: #0e101a;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;With the recent 150m hop of Starship prototype SN5, Elon&#39;s ambition (and our desire!) of colonizing Mars in the 2030s looks very real. If the development and testing were to continue at this pace, Starship should be ready for its maiden voyage before 2025. We&#39;d be ready with the capability to launch humans, no doubt, but would we ready with the human systems?&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;A round trip to Mars would roughly take about 21 months: about 18 months in deep space and 3 on Mars. Starship would probably be able to take us to Mars a little faster, possibly, in 6 months. But even that span could cause serious damage to the health of an astronaut if not protected from.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;So, what is this radiation that we&#39;re talking about? We&#39;re talking about ionizing or high-energy radiation. It includes X-rays, gamma rays, high energy protons, and cosmic radiation which on interaction with a surface would produce secondary radiation(alpha and beta particles) by knocking off electrons!&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;These could be very hazardous especially since the amount of cosmic rays entering our solar system has increased due to the period of shrinking heliosphere, the bubble around our solar system created by solar wind pressure. (more on that in a later article). Oh, and did I give an honorable mention to the good ol&#39; Coronal Mass Ejections (or CME&#39;s) by our dear Sun? If one is to occur during a deep space mission, the hazards for astronauts would increase by a good factor. Though the Orion capsule would be equipped with the HERA sensor, or Hybrid Electronic Radiation Assessor, to provide a warning if crew members need to take shelter in the middle of the crew module with storage bags as a cover in the case of a radiation event, such as a solar flare. The fear of an instrument failure and/or a partial mission failure remains.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;For a fact, a solar storm event occurred between Apollo 16 and 17 missions. Had it occurred during one of those, history would have been a little different.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;Why worry about radiation though? Did we not go to the Moon with minimal protection? Well, yes we did, but the duration of the Apollo missions was roughly 8 days. On Earth, due to its magnetosphere, on average humans experience about 2.4 millisieverts a year(varies based on location). The problems due to radiation are assumed to start at about 2.5 rads or 500 milli SV. But that isn&#39;t accurate enough since radiation measurement accounts for a lot of factors. The radiation the Apollo astronauts experienced averaged at about 1.14 rads or about 10millisieverts. To put this into perspective, an abdominal CT scan exposes you to about 7mSV. Eating a banana exposes you to about 0.1 microsieverts of radiation from radioactive potassium in it. In an airplane at 30,000 feet, the level of radiation is up to 3 microsieverts. Astronauts aboard the ISS receive about 80 millisieverts(or 80,000 micro SV).&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;The minimal protection on Apollo spacecrafts did come with a cost. Due to radiation, Apollo astronauts experienced bright flashes in their eyes due to cosmic rays hitting at the back of the retina creating Cherenkov radiation( a type of radiation caused due to charged particles moving faster than the speed of light in a particular medium) which could have played a part imparting 39 Apollo-era astronauts some form of cataract. Out of these 36 flew on high radiation moon landing missions.*&lt;a href=&quot;https://science.nasa.gov/science-news/science-at-nasa/2004/22oct_cataracts#:~:text=At%20least%2039%20former%20astronauts,as%20the%20Apollo%20Moon%20landings.&quot; target=&quot;_blank&quot;&gt;Citation&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;According to a &lt;a href=&quot;nature.com/articles/srep29901&quot; target=&quot;_blank&quot;&gt;study&lt;/a&gt; in 2016 by Michael D. Delp and collaborators, the Cardiovascular Disease(CVD) mortality rate among Apollo lunar astronauts is 4-5 times higher than LEO astronauts. The number of deaths due to CVD was almost 5 times higher in Apollo astronauts. Note that several Apollo astronauts also had flown on Skylab, Gemini or Mercury missions.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;Radiation, specifically high atomic number 56Fe, can also alter cellular physiology through DNA (deoxyribonucleic acid) mutations. Astronauts may experience increased thirst for water which would deplete this precious resource at a faster rate.&amp;nbsp;&lt;/span&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;There are some positive effects of radiation(weird, right? oxymoron! hah) which include a little better adaptation of the immune system and increased telomers&#39; length, which is related to cell-repair and aging. The longer, the better!&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;The best way to protect the craft would be to build an artificial magnetic field around the craft, followed by some passive protection though layers of aluminium or metal hydrides.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;Astronauts would also have to carry exercise machines since the zero-g environment would reduce their bone density. ISS has 3(&lt;span face=&quot;arial, sans-serif&quot; style=&quot;background-color: white; color: #222222; font-size: 16px;&quot;&gt;a&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;arial, sans-serif&quot; style=&quot;background-color: white; color: #222222; font-size: 16px;&quot;&gt;bicycle&lt;/span&gt;&lt;span face=&quot;arial, sans-serif&quot; style=&quot;background-color: white; color: #222222; font-size: 16px;&quot;&gt;, a&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;arial, sans-serif&quot; style=&quot;background-color: white; color: #222222; font-size: 16px;&quot;&gt;treadmil&lt;/span&gt;&lt;span face=&quot;arial, sans-serif&quot; style=&quot;background-color: white; color: #222222; font-size: 16px;&quot;&gt;l&lt;/span&gt;&lt;span face=&quot;arial, sans-serif&quot; style=&quot;background-color: white; color: #222222; font-size: 16px;&quot;&gt;, and a&amp;nbsp;&lt;/span&gt;&lt;span face=&quot;arial, sans-serif&quot; style=&quot;background-color: white; color: #222222; font-size: 16px;&quot;&gt;weightlifting&lt;/span&gt;&lt;span face=&quot;arial, sans-serif&quot; style=&quot;background-color: white; color: #222222; font-size: 16px;&quot;&gt;&amp;nbsp;machine&lt;/span&gt;&amp;nbsp;of them on which astronauts workout for at least 6 hours a day. Their vision would also decline but that isn&#39;t a huge problem as it could be corrected by power glasses.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;NASA revealed it&#39;s newest space-suits for Artemis generation in 2019, so that&#39;s a plus.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;The Exploration Extra Vehicular Mobility unit:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; 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&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;The Orion Crew Survival suit:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;522&quot; 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&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; width=&quot;278&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Credit: NASA&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;Both these suits are supposed to be the best NASA space-suits yet enabling extended deep space missions to Moon and Mars.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;So, can Starship or Orion even carry the resources for a Mars mission? According to NASA, a crew of six astronauts would require about 1360 tons of resources for a round-trip Mars mission! No rocket has that capability. So, cancel Mars and eat popcorns while streaming Netflix?&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;Meh, not so fast!&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;One possible way is to send astronauts with enough resources for the first six months, while simultaneously launching two more Starships with resources for while they&#39;re on Mars and the returning journey or, maybe, sending astronauts in a crew of 3 on two Starships. Starship also comes with in-orbit fueling capacity. Engineers and mission designers would have thought on that, hopefully.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;During this pandemic induced lockdown of 2-3 months, people got frustrated and anxious and their state of mind was far from stable. Would you go into one for 21 months with no internet? Hell NO! Right? The astronauts traveling to Mars would. They would be in a live connection in the beginning but as the latency of communication increases with distance, it would be more of a passive communication mostly in the form of recorded messages. The psychological effects could be traumatizing for a normal human. Astronauts would think weird thoughts. We have seen the perspective of astronauts change when they return from space missions. They become more of a deep thinker. But thinking too deep may be the cause of anxiety and lack of motivation. They would question the objectives of the mission itself. Of course, we&#39;re speculating the worst-case scenario. They&#39;d still have movies, games, and other recreational activities. It is also really important for the astronauts to have a strong connection among themselves. In the end, it&#39;s the endurance of the astronaut that matters as the other problems are in the process of being figured out by our awesome engineers.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;Once we&#39;re on the Red Planet, it would be easy to build a colony as the technology for most purposes exists already. MOXIE is a Carbon Dioxide to Oxygen converting experiment, an experimental version of which is already aboard the Perseverance Rover launched last month! It could easily be scaled to meet our oxygen demands. Carbon Dioxide along with water-ice could also be used to make fuel for Starship after being extracted from the atmosphere. Caves, and other geographical structures along with inflatable modules could be our homes far from Earth. Though, due to radiation, we might have to go underground in the initial phase. Researches show that martian soil is perfect for making bricks. Just add some polymer plastics into soil and microwave it, and bricks are ready! Even some plants with modification to martian soil could be cultivated. And of course, the cost of Starship launches could come down to as low as $2 million per launch and as cheap as $2000 per Kg! It would make delivering food and other resources much feasible to our fellow earthlings on our sister planet.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;Even though nuking Mars is some way off, the technology for terraforming the planet exists, from placing a giant magnet in front of Mars in the L1 Lagrange point to melting polar ice caps!&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;1: Reduces Solar Wind stripping of the already thin atmosphere.Benefits of placing an artificial magnet:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;2: Reduces High-Energy radiation to the surface.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;3: Stabilizes the equilibrium of the atmosphere.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;We may not have a fully-fledged colony as long as the 2040s but the dream of being multi-planetary isn&#39;t far off. We sure as hell would be multi-planetary before the end of the decade. Humans have always achieved their ambition. This one would mark the start of a new age, a new chapter in the history of mankind. We&#39;ll show that the chance of living given to us hasn&#39;t gone to vain.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-family: helvetica;&quot;&gt;&lt;b&gt;Related articles&lt;/b&gt; :&amp;nbsp;&lt;a href=&quot;https://proskillocity.blogspot.com/search/label/Fast%20News&quot;&gt;https://proskillocity.blogspot.com/search/label/Fast%20News&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span data-preserver-spaces=&quot;true&quot; style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0e101a; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;a href=&quot;https://proskillocity.blogspot.com/2021/04/habitability.html&quot;&gt;https://proskillocity.blogspot.com/2021/04/habitability.html&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;a href=&quot;https://proskillocity.blogspot.com/2019/08/how-do-we-know-shape-of-our-galaxy_21.html&quot;&gt;https://proskillocity.blogspot.com/2019/08/how-do-we-know-shape-of-our-galaxy_21.html&lt;/a&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://proskillocity.blogspot.com/feeds/9109095445406897036/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://proskillocity.blogspot.com/2020/08/is-vision-of-colony-on-mars-before-end_22.html#comment-form' title='4 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/9109095445406897036'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/5034996200524294228/posts/default/9109095445406897036'/><link rel='alternate' type='text/html' href='https://proskillocity.blogspot.com/2020/08/is-vision-of-colony-on-mars-before-end_22.html' title='Is the Vision of a colony on Mars before the end of the decade possible?'/><author><name>Anshuman</name><uri>http://www.blogger.com/profile/06825730471467571906</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit_k8jDGCBBbnS5JHiuULP27SRrxbSN1H0R3F9xgm4C8RHlYFjBviEh4lLV__d0pfilKPLU-6sIOh78IISRC-CH2y8wOmeY02SDPK2DMf0a_aZuopxOJPVweUKHGrQOg/s113/Screenshot_2020-08-22-11-49-18-16_70ac116ce739e36060f211aa22982eed.png'/></author><thr:total>4</thr:total></entry></feed>