<?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-3575488424456253411</id><updated>2026-10-10T15:03:39.249+05:30</updated><category term="2024"/><category term="candlesticks"/><category term="heikinashi"/><category term="march"/><title type='text'>TRADE LIKE A MONK </title><subtitle type='html'>Technical Analysis and Trading Psychology. Simplified. </subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='https://www.tradelikeamonk.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='https://www.tradelikeamonk.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>29</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3575488424456253411.post-7419813951124666996</id><published>2024-04-11T14:01:00.000+05:30</published><updated>2024-04-11T14:01:38.077+05:30</updated><title type='text'>How to Trade with Multi-time frame analysis</title><content type='html'>&lt;p&gt;&amp;nbsp;You must have heard about the &quot;Top-Down&quot; approach in trading. It is basically a trading style where you analyze the higher time frame charts and then move on towards the lower time frames before finally executing a trade.&amp;nbsp;&lt;br /&gt;It helps in making sure that the trade which we are taking, has more probability of moving towards our desired way.&amp;nbsp;&lt;br /&gt;&lt;br /&gt;For swing trading, i generally use the top-down approach of moving from the monthly chart, all the way down to the daily chart.&amp;nbsp;&lt;br /&gt;&lt;br /&gt;Let&#39;s check it out with the help of an example.&amp;nbsp;&lt;br /&gt;&lt;br /&gt;This is the monthly chart of PNB-&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiroUV-2xI2ZKXjXkPYuO7EQS6QiV_iE_Y5SW8AWGjcTZ6GXEcNhqNrj1HNdx1D9oYgWN_DVaQAJJDXiNIjQG4EjqdE11vqNcqaULZLqNjpEi1FJ-MmdtJJzu_jYmU0lrOETFwK54g0PP0Akyy9hUuqSepu4XMaBmLroOZcxWYZfRnHfnttbLkTVETvrrVE&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img data-original-height=&quot;822&quot; data-original-width=&quot;1430&quot; height=&quot;368&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiroUV-2xI2ZKXjXkPYuO7EQS6QiV_iE_Y5SW8AWGjcTZ6GXEcNhqNrj1HNdx1D9oYgWN_DVaQAJJDXiNIjQG4EjqdE11vqNcqaULZLqNjpEi1FJ-MmdtJJzu_jYmU0lrOETFwK54g0PP0Akyy9hUuqSepu4XMaBmLroOZcxWYZfRnHfnttbLkTVETvrrVE=w640-h368&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;The first thing that we can notice here is that the next resistance is far away (upper highlighted area) which is exactly what we need.&amp;nbsp;&lt;br /&gt;We don&#39;t need to trade in a stock where the higher time frame has a resistance just around the corner. As it has much more importance than the lower time frame charts.&lt;br /&gt;&lt;br /&gt;The lower highlighted zone shows us that the price is trading well above it and the momentum is good so far in the higher time frame.&lt;br /&gt;&lt;br /&gt;Now let&#39;s check the weekly chart -&amp;nbsp;&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiQOK0cM8dH-MmMWMLquFhEfayrDgqgMZ-5dNVRlpGPhG9mx1AtGYplQ7zxZZDlC8sYhWEoR96aC9KUqbQH6El-D3sYIkvCoTlnfjy-agfheinpxl6hH4UKTKb3IhZ94uIBqYp2eF1rui6-fpkpgV7XOvPm1MEbhGGIe3jy879UM8zyV8WNcvbaYKthRpwI&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img data-original-height=&quot;827&quot; data-original-width=&quot;1428&quot; height=&quot;370&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiQOK0cM8dH-MmMWMLquFhEfayrDgqgMZ-5dNVRlpGPhG9mx1AtGYplQ7zxZZDlC8sYhWEoR96aC9KUqbQH6El-D3sYIkvCoTlnfjy-agfheinpxl6hH4UKTKb3IhZ94uIBqYp2eF1rui6-fpkpgV7XOvPm1MEbhGGIe3jy879UM8zyV8WNcvbaYKthRpwI=w640-h370&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;In the weekly chart, we have to use 20 Exponential Moving Average. This will basically filter out if the stock is in momentum in the weekly chart or not.&amp;nbsp;&lt;br /&gt;Most of the times we will notice that the price usually bounces back up after it retraces to the 20 EMA in the weekly charts.&amp;nbsp;&lt;br /&gt;&lt;br /&gt;So, if we are looking to buy a stock, the weekly price should be above the 20 EMA.&amp;nbsp;&lt;br /&gt;&lt;br /&gt;Now let&#39;s check the daily chart-&amp;nbsp;&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgWjtaM7ZROGNPrc4pIdEJ4yn53PT0W-Z2xcujiPNLTUDetxPkzyPHyjvXuj9JPsfBsUyVtuChoStCpt5yItlr6quXRvEl2EyZZKviQruzbri-_5QIDONUySH25n5fGYoZweLUgR864ks_ZwCBCs7NkgCHkW5AKyG9uDg9NixjgQeaeL01zrzNrhaGNK3pj&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img data-original-height=&quot;810&quot; data-original-width=&quot;1433&quot; height=&quot;362&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgWjtaM7ZROGNPrc4pIdEJ4yn53PT0W-Z2xcujiPNLTUDetxPkzyPHyjvXuj9JPsfBsUyVtuChoStCpt5yItlr6quXRvEl2EyZZKviQruzbri-_5QIDONUySH25n5fGYoZweLUgR864ks_ZwCBCs7NkgCHkW5AKyG9uDg9NixjgQeaeL01zrzNrhaGNK3pj=w640-h362&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;In the daily chart, we can see that it has broken out of a range and now the upper most highlighted zone, which was acting as a resistance is now acting as a support.&amp;nbsp;&lt;br /&gt;Usually this gives us a great buy zone as the risk is really small( we can exit if it breaks below the highlighted zone )&amp;nbsp;&lt;br /&gt;&lt;br /&gt;So, this is how we do a multi-time frame analysis where we always start from the monthly chart, then weekly and eventually the daily chart.&lt;br /&gt;&lt;br /&gt;I hope this helped and if you want to checkout my favorite trading strategy, check out my Heikin Ashi + SuperTrend strategy on &lt;a href=&quot;https://www.upsurge.club/course/swing-trading-strategy-for-beginners?invite=HRNT-TRDR&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;Upsurge Club&lt;/b&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;You can also checkout my &lt;b&gt;&lt;u&gt;&lt;a href=&quot;https://linktr.ee/traderharneet&quot; target=&quot;_blank&quot;&gt;APP&lt;/a&gt;&lt;/u&gt;&lt;/b&gt; if you want to learn technical analysis in the most simplest way.&lt;br /&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.tradelikeamonk.com/feeds/7419813951124666996/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.tradelikeamonk.com/2024/04/how-to-trade-with-multi-time-frame.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/7419813951124666996'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/7419813951124666996'/><link rel='alternate' type='text/html' href='https://www.tradelikeamonk.com/2024/04/how-to-trade-with-multi-time-frame.html' title='How to Trade with Multi-time frame analysis'/><author><name>Unknown</name><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/AVvXsEiroUV-2xI2ZKXjXkPYuO7EQS6QiV_iE_Y5SW8AWGjcTZ6GXEcNhqNrj1HNdx1D9oYgWN_DVaQAJJDXiNIjQG4EjqdE11vqNcqaULZLqNjpEi1FJ-MmdtJJzu_jYmU0lrOETFwK54g0PP0Akyy9hUuqSepu4XMaBmLroOZcxWYZfRnHfnttbLkTVETvrrVE=s72-w640-h368-c" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3575488424456253411.post-3547557637727620217</id><published>2024-04-05T12:13:00.003+05:30</published><updated>2024-04-05T13:00:17.286+05:30</updated><title type='text'>Swing Trading can be very rewarding. But there are some rules to follow - </title><content type='html'>&lt;p&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;span face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;background-color: white; color: #0f1419; font-size: 17px; white-space-collapse: preserve;&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/AVvXsEhAL0aCqzVNSxdODhnRuQ5c5oG8DG9bT1Rqf-VcimBEepa59Nw8PIPbBueNXFBQn7HngDvuERNINwOzOXqzi1wjl6WFzrMSWbGtliHcUuImpsIqnV_6ItLvjDUjH3ztce60X2uuP4Pmgob_IProGUbcfJ2LL0-QHkPoJL1vFBxXOadT18V1jHfeb6DEfrNm/s5685/pexels-anna-nekrashevich-6801874.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4092&quot; data-original-width=&quot;5685&quot; height=&quot;288&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAL0aCqzVNSxdODhnRuQ5c5oG8DG9bT1Rqf-VcimBEepa59Nw8PIPbBueNXFBQn7HngDvuERNINwOzOXqzi1wjl6WFzrMSWbGtliHcUuImpsIqnV_6ItLvjDUjH3ztce60X2uuP4Pmgob_IProGUbcfJ2LL0-QHkPoJL1vFBxXOadT18V1jHfeb6DEfrNm/w400-h288/pexels-anna-nekrashevich-6801874.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
Sharing some of my rules which have helped me a lot in my trading journey - &lt;/span&gt;&lt;div&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;color: #0f1419; font-size: 17px; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;color: #0f1419; font-size: 17px; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;color: #0f1419; font-size: 17px; white-space-collapse: preserve;&quot;&gt;

1. &lt;/span&gt;&lt;span face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;color: #0f1419; font-size: 15px; white-space-collapse: preserve;&quot;&gt;Don&#39;t look at your PnL all the time.
&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;color: #0f1419; font-size: 15px; white-space-collapse: preserve;&quot;&gt;
It really messes up your emotions. To ride stocks for longer, we need less volatility of our emotions too.
If we keep looking at the profit and loss screen, we will most of the time, end up either selling our profitable stock which will keep on moving higher after we exit hit or we will keep riding a losing stock looking at our loss because we would start hoping that it might again turn into profit some day. 
When trading, it is always better to focus on the charts and not how much we are making every single minute.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;background-color: white; color: #0f1419; font-size: 15px; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;color: #0f1419; font-size: 15px; white-space-collapse: preserve;&quot;&gt;

&lt;/span&gt;&lt;span face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;color: #0f1419; font-size: 15px; white-space-collapse: preserve;&quot;&gt;2. Don&#39;t login in the 1st hour of the day.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;color: #0f1419; font-size: 15px; white-space-collapse: preserve;&quot;&gt;

I generally watch the daily and weekly charts for swing trading, so there is no need to watch the market in the most volatile period. Many times we end up taking trades without a proper plan if we see some huge gap up or gap down in some of our favorite stocks. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;background-color: white; color: #0f1419; font-size: 15px; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;color: #0f1419; font-size: 15px; white-space-collapse: preserve;&quot;&gt;
&lt;/span&gt;&lt;span face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;color: #0f1419; font-size: 15px; white-space-collapse: preserve;&quot;&gt;
3. &lt;/span&gt;&lt;span face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;color: #0f1419; font-size: 15px; white-space-collapse: preserve;&quot;&gt;Size kills performance. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;color: #0f1419; font-size: 15px; white-space-collapse: preserve;&quot;&gt;

Start with 3-5% position size and hold them till at least they are above 20 ema ( better than buying position size of 10-15% and panicking with every move )
&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;background-color: white; color: #0f1419; font-size: 15px; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;color: #0f1419; font-size: 15px; white-space-collapse: preserve;&quot;&gt;
4. &lt;/span&gt;&lt;span face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;color: #0f1419; font-size: 15px; white-space-collapse: preserve;&quot;&gt;Nothing good happens below the 50 ema.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;color: #0f1419; font-size: 15px; white-space-collapse: preserve;&quot;&gt;

A simple rule i follow is, i don&#39;t consider to buy anything if it is trading below the 50 ema on a daily chart.  Better to buy high, sell higher for better momentum trading.
&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;background-color: white; color: #0f1419; font-size: 15px; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;color: #0f1419; font-size: 15px; white-space-collapse: preserve;&quot;&gt;
5. &lt;/span&gt;&lt;span face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;color: #0f1419; font-size: 15px; white-space-collapse: preserve;&quot;&gt;When not many stocks are breaking out and sticking, stay in cash.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;color: #0f1419; font-size: 15px; white-space-collapse: preserve;&quot;&gt;

Sitting out of market when things are not working out, is a super power. Embrace it. 
We don&#39;t need to trade daily to make money in the markets.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;background-color: white; color: #0f1419; font-size: 15px; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;background-color: white; color: #0f1419; font-size: 15px; white-space-collapse: preserve;&quot;&gt;

If you are interested in swing trading, you would love the strategy that i have shared in collaboration with Upsurge - &lt;a href=&quot;https://www.upsurge.club/course/swing-trading-strategy-for-beginners?invite=HRNT-TRDR&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;Swing Trading Strategy for Beginners. &lt;/b&gt;&lt;/a&gt;
&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;background-color: white; color: #0f1419; font-size: 15px; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;color: #0f1419; font-size: 15px; white-space-collapse: preserve;&quot;&gt;

&lt;/span&gt;&lt;span face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;color: #0f1419; font-size: 15px; white-space-collapse: preserve;&quot;&gt;We all should have our own rules of trading and should stick to what works best for us.
I would love to know about your trading rules, please feel free to share them in the comments section below :)&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;background-color: white; color: #0f1419; font-size: 15px; white-space-collapse: preserve;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;color: #0f1419; font-size: 15px; white-space-collapse: preserve;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;

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&lt;/span&gt;&lt;span style=&quot;background-color: rgba(0, 0, 0, 0.024);&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.tradelikeamonk.com/feeds/3547557637727620217/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.tradelikeamonk.com/2024/04/swing-trading-can-be-very-rewarding-but.html#comment-form' title='5 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/3547557637727620217'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/3547557637727620217'/><link rel='alternate' type='text/html' href='https://www.tradelikeamonk.com/2024/04/swing-trading-can-be-very-rewarding-but.html' title='Swing Trading can be very rewarding. But there are some rules to follow - '/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAL0aCqzVNSxdODhnRuQ5c5oG8DG9bT1Rqf-VcimBEepa59Nw8PIPbBueNXFBQn7HngDvuERNINwOzOXqzi1wjl6WFzrMSWbGtliHcUuImpsIqnV_6ItLvjDUjH3ztce60X2uuP4Pmgob_IProGUbcfJ2LL0-QHkPoJL1vFBxXOadT18V1jHfeb6DEfrNm/s72-w400-h288-c/pexels-anna-nekrashevich-6801874.jpg" height="72" width="72"/><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3575488424456253411.post-5129130819364662254</id><published>2024-03-28T16:12:00.000+05:30</published><updated>2024-03-28T16:12:04.666+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="2024"/><category scheme="http://www.blogger.com/atom/ns#" term="candlesticks"/><category scheme="http://www.blogger.com/atom/ns#" term="heikinashi"/><category scheme="http://www.blogger.com/atom/ns#" term="march"/><title type='text'>Still using normal candlesticks in 2024 ?? Use the better candlesticks !</title><content type='html'>&lt;p&gt;&amp;nbsp;Yes i am talking about the Heikin Ashi candlesticks. But before we learn more about them , lets quickly understand what are basic candlesticks and how they are used -&amp;nbsp;&lt;br /&gt;&lt;br /&gt;- Candlesticks were invented by the Japanese back in 1700&#39;s to track the price of rice.&amp;nbsp;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;- Candlesticks make it really easy to know the sentiments of all the traders collectively. By glancing at a chart, we can know what is the overall trend.&lt;/p&gt;&lt;p&gt;- These are most widely used all over the world by equity, forex and crypto traders.&lt;/p&gt;&lt;p&gt;- We can know the sentiment of the traders by looking at how the candle opened, how high it went, how low it went and finally where it closed. The closing is really important as it reflects who won the battle on that specific time frame.&amp;nbsp;&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEi6e3rw27j_L-XHjmPxIZDgp-VhZ84bi8QWjmfae8xWGzT17xb_7xc8_ZKVevOEqEO_W_UD3JYnSuUxPnXG0FkguSshBr2DOjGQ8VhHAbqooRR2-kosgMBA3-2mCDCzi3VrIx_fcmbxfzCJZKOt9ZwwR0LP5Um45sDhoLzdtvW-m_02_mGLFzwKat1-pY53&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; data-original-height=&quot;714&quot; data-original-width=&quot;1128&quot; height=&quot;203&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEi6e3rw27j_L-XHjmPxIZDgp-VhZ84bi8QWjmfae8xWGzT17xb_7xc8_ZKVevOEqEO_W_UD3JYnSuUxPnXG0FkguSshBr2DOjGQ8VhHAbqooRR2-kosgMBA3-2mCDCzi3VrIx_fcmbxfzCJZKOt9ZwwR0LP5Um45sDhoLzdtvW-m_02_mGLFzwKat1-pY53&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;This is how a basic bearish and bullish candlestick is formed.&amp;nbsp;&lt;br /&gt;&lt;br /&gt;Some of the most widely used bullish candlestick patterns are -&amp;nbsp;&lt;br /&gt;&lt;br /&gt;Bullish Engulfing-&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/AVvXsEg3jVsJRwlqnCsX4RHhTNH0XTZ5yGOa_7asT7kOupNu7XbeyghDYavm-CtzsmBXZasF9skVbp431vWCB9r5D-VStDth5d0cDKjDniIv7G2GrwYdaudajuikCYcEwN3K-pGUNWW0utdB1yxOlpEwdJrJAIkxT_FGD4-0_IMgxcxRbqtv45_Y1p6Cj9qQU_0w/s1280/Untitled%20design%20(16).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;720&quot; data-original-width=&quot;1280&quot; height=&quot;180&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3jVsJRwlqnCsX4RHhTNH0XTZ5yGOa_7asT7kOupNu7XbeyghDYavm-CtzsmBXZasF9skVbp431vWCB9r5D-VStDth5d0cDKjDniIv7G2GrwYdaudajuikCYcEwN3K-pGUNWW0utdB1yxOlpEwdJrJAIkxT_FGD4-0_IMgxcxRbqtv45_Y1p6Cj9qQU_0w/s320/Untitled%20design%20(16).png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;div&gt;&lt;span data-canva-clipboard=&quot;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&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span data-canva-clipboard=&quot;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&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span data-canva-clipboard=&quot;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&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span data-canva-clipboard=&quot;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&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;p&gt;In this scenario, the bearish candle is completely engulfed by the bullish candle.&amp;nbsp;&lt;br /&gt;It would be of even more importance if this occurs at the support zone.&lt;br /&gt;&lt;br /&gt;Bullish Harami-&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/AVvXsEiZDg-DJf_yn7sGJD6ej5VfkQQBplZXJI2-VIMFHMYXQY7tqrLBg558gHOSZt_4Kh1z_tC-i85tm5pRbS3coKXjzAxZRe7cQ33HcSp3ibnAwyOG5kMJmdo8Y4zvGQZN5zcKiwfe9ndlQZaGBM7TE-RNH0eB5Sc76okoH8wGbZfpZwPR2b9EuGJATiajdD4l/s1280/Untitled%20design%20(17).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;720&quot; data-original-width=&quot;1280&quot; height=&quot;180&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZDg-DJf_yn7sGJD6ej5VfkQQBplZXJI2-VIMFHMYXQY7tqrLBg558gHOSZt_4Kh1z_tC-i85tm5pRbS3coKXjzAxZRe7cQ33HcSp3ibnAwyOG5kMJmdo8Y4zvGQZN5zcKiwfe9ndlQZaGBM7TE-RNH0eB5Sc76okoH8wGbZfpZwPR2b9EuGJATiajdD4l/s320/Untitled%20design%20(17).png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;In this type of pattern, the bullish candle is completely inside the bearish candle&#39;s range. Harami in japanese means pregnant. Here from the pattern we can see that a big mother candle has a baby candle in front of it and hence it got this name.&amp;nbsp;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;There are many more patterns but these are the most common ones.&amp;nbsp;&lt;br /&gt;&lt;br /&gt;Now let&#39;s understand Heikin Ashi candles-&lt;br /&gt;&lt;br /&gt;Heikin Ashi literally means &quot;Average Bar&quot; in Japanese.&amp;nbsp;&lt;br /&gt;As the name suggests, it smoothens out the candlesticks and make it really easy to follow the trends.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Heikin ashi candle is calculated as follows -&amp;nbsp;&lt;br /&gt;&lt;br /&gt;Heikin Ashi candle = Open + High + Low + Close/ 4&lt;/div&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;&lt;/div&gt;&lt;div&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span&gt;&lt;/span&gt;Another point to note is that the Heikin Ashi candle opens at the middle of the previous candle&#39;s body as it is taking in account the previous candle&#39;s close too while making the current candle.&lt;br /&gt;&lt;br /&gt;These candlesticks remove all the noise that a normal candlestick chart has as we will see in the following charts comparing the normal candlesticks and Heikin Ashi candlesticks.&lt;br /&gt;&lt;p&gt;&lt;br /&gt;First, let&#39;s check the Nifty chart using normal candlesticks -&amp;nbsp;&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhO9e8CBvm6xVaI85yybpYWJMTBU46IclNUNQWHKUlhQy-OJg2CLRwev2-KO8gcWGJaW80a4o7HL9r2Rh5c0ezkMgp9O94LETQBKb4Ad9kPp-LUAeYDcM1O2jb8050bro003zFZ1g2xTnIz7BmTkb4gwnVM39xSxLg898SCrVTS_ybvNKb-AqFs3UCqSJep&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img data-original-height=&quot;711&quot; data-original-width=&quot;1725&quot; height=&quot;264&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhO9e8CBvm6xVaI85yybpYWJMTBU46IclNUNQWHKUlhQy-OJg2CLRwev2-KO8gcWGJaW80a4o7HL9r2Rh5c0ezkMgp9O94LETQBKb4Ad9kPp-LUAeYDcM1O2jb8050bro003zFZ1g2xTnIz7BmTkb4gwnVM39xSxLg898SCrVTS_ybvNKb-AqFs3UCqSJep=w640-h264&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Here you can see that there are a lot of gaps, many bearish candles inside the uptrend and vice versa. Basically there is a lot of choppiness in this chart which can confuse a new trader.&lt;br /&gt;&lt;br /&gt;Now let&#39;s check the same chart using Heikin Ashi candles -&amp;nbsp;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgMgIRDGsSrQoBwmqeF7Gr6PufuRrOowuXDv_rGd82H0u1FCHOEJ_P3FoDLuOEPhxq9eOLx0bvwdkEjZSe3Hn4YbqsY4ylFxzbrMm17zg9GrTkcbg74inN6wtOuCG48_Cy9yCsQyOOUzDOISBnIwevXk8V0CfIdeQnmj-X50kBBp5XNSJjw_Vz1zDPZYf_1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img data-original-height=&quot;711&quot; data-original-width=&quot;1725&quot; height=&quot;264&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEgMgIRDGsSrQoBwmqeF7Gr6PufuRrOowuXDv_rGd82H0u1FCHOEJ_P3FoDLuOEPhxq9eOLx0bvwdkEjZSe3Hn4YbqsY4ylFxzbrMm17zg9GrTkcbg74inN6wtOuCG48_Cy9yCsQyOOUzDOISBnIwevXk8V0CfIdeQnmj-X50kBBp5XNSJjw_Vz1zDPZYf_1=w640-h264&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;As you can see, the overall trend has been smoothened out beautifully and the uptrends and downtrends are very easy to identify.&amp;nbsp;&lt;br /&gt;There are no gaps too as we had learned above that the Heikin Ashi candle opens at the middle of the previous candle&#39;s closing price giving us a average and smooth pattern.&amp;nbsp;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Some points to note about Heikin Ashi candles-&amp;nbsp;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;Green or white candles indicate an uptrend ( color may vary depending upon the platform that you use )&lt;/li&gt;&lt;li&gt;Red or black candles indicate a downtrend&lt;/li&gt;&lt;li&gt;Green or white candle with no lower shadow indicate a strong uptrend and it means that it is better to keep riding the trend when that happens.&lt;/li&gt;&lt;li&gt;Small body with upper and lower shadows indicate that the trend can reverse from here (Indecision). During this time, it is better to wait for the confirmation or either side.&amp;nbsp;&lt;/li&gt;&lt;li&gt;Black or red candles with no higher shadows indicate a strong downtrend. We should keep riding our shorts position at that time as it tells us that the bearishness can continue from here.&amp;nbsp;&lt;br /&gt;&lt;br /&gt;I hope you liked these new candlesticks and if you want to learn more about Heikin Ashi candles and want to learn a really easy to follow strategy using Heikin Ashi candlesticks and Super Trend, you can check out my strategy on the &lt;a href=&quot;https://www.upsurge.club/course/swing-trading-strategy-for-beginners?invite=HRNT-TRDR&quot; target=&quot;_blank&quot;&gt;Upsurge Platform.&amp;nbsp;&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.tradelikeamonk.com/feeds/5129130819364662254/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.tradelikeamonk.com/2024/03/still-using-normal-candlesticks-in-2024.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/5129130819364662254'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/5129130819364662254'/><link rel='alternate' type='text/html' href='https://www.tradelikeamonk.com/2024/03/still-using-normal-candlesticks-in-2024.html' title='Still using normal candlesticks in 2024 ?? Use the better candlesticks !'/><author><name>Unknown</name><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/AVvXsEi6e3rw27j_L-XHjmPxIZDgp-VhZ84bi8QWjmfae8xWGzT17xb_7xc8_ZKVevOEqEO_W_UD3JYnSuUxPnXG0FkguSshBr2DOjGQ8VhHAbqooRR2-kosgMBA3-2mCDCzi3VrIx_fcmbxfzCJZKOt9ZwwR0LP5Um45sDhoLzdtvW-m_02_mGLFzwKat1-pY53=s72-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3575488424456253411.post-7549305094831606374</id><published>2021-05-31T17:49:00.002+05:30</published><updated>2024-04-06T07:15:44.336+05:30</updated><title type='text'>&quot;EQUITY&quot;- Richer Journey That Leads To Success</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4Z8hgzLt1E7Ah7plQ9alzMATI_ET4gQNv4ViaGg74MC9NcZCTgO0Uoiqs5D1XDWJAFi1tEDsXoGOHYFD4w4qv76C83eOxHcW7Yw-kBW5W4BikIIl91taeu8FGVfQpCch7EZ1CTWaRWWDHHp_tc3HpWhGld3yIzpLK9MfUn1xeG_SU4BO1WO40Q89uiNKN/s4032/pexels-burak-the-weekender-187041.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;3024&quot; data-original-width=&quot;4032&quot; height=&quot;300&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4Z8hgzLt1E7Ah7plQ9alzMATI_ET4gQNv4ViaGg74MC9NcZCTgO0Uoiqs5D1XDWJAFi1tEDsXoGOHYFD4w4qv76C83eOxHcW7Yw-kBW5W4BikIIl91taeu8FGVfQpCch7EZ1CTWaRWWDHHp_tc3HpWhGld3yIzpLK9MfUn1xeG_SU4BO1WO40Q89uiNKN/w400-h300/pexels-burak-the-weekender-187041.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&quot;&lt;/span&gt;&lt;/b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;One of the most important things every investor and cash holder
must cognize: never let your emotions persuade your investment decisions.&quot;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;One of the main
reasons why people move towards towards investing in stocks is the possibility
of making quick money and to get rid of job life. While that does sound
enticing, especially when you&#39;re old, you need to be smart about where you
invest your money. Having said that, there are mainly two ways of making money—by
working, or by making your money work for you.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Not everyone
likes equity investing. Some equate it with gambling; some see it as a zero-sum
game, and therefore, wasteful; some are suspicious because money seems to be
made easily; some dislike anything that does not come with guarantees.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;But rather
than keeping your cash stashed away if you choose to invest your money in
equity, then you&#39;re getting your money to create more money in the form of
higher returns. Another way is to let your stock grow in value and then buy and
sell them at a profit.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Generally,
the word &#39;Equity&#39; is closely associated with &#39;Risk&#39; and it is rightly so.
However, it is important to have an Equity component in the portfolio as a part
of asset allocation and portfolio diversification, &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;If you&#39;re a
part of the Public Provident Fund scheme offered by the Indian Government,
you&#39;ve already taken part in India&#39;s tried and tested way of getting long-term
returns.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;However, PPFs
and Fixed Deposit offer lower returns when compared to stocks. That is why
stocks are the best way to boost your retirement amount. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&quot;The
wealthiest people in the world today are equity investors. Don&#39;t get left
behind because you don&#39;t understand how a business should be run&quot;.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;The benefits
of having &#39;Equity&#39; in a portfolio:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm 0cm 36pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -10.2pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: Symbol; font-size: 14pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&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; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Helps in beating inflation&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 36pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -10.2pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: Symbol; font-size: 14pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&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; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Assists in portfolio diversification&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 36pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -10.2pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: Symbol; font-size: 14pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&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; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Excellent Return on Investment in the Long-Term&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 12pt 36pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -10.2pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: Symbol; font-size: 14pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&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; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Regular Income by way of &quot;Dividends&quot;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;This is the
simplest reason to invest and is often at the core of why people buy stocks.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Saving
or Equity Investing:&lt;/span&gt;&lt;/b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Saving is the
safer route because the dollar amount in your bank account won&#39;t typically
decrease unless you withdraw funds, but interest rates on savings accounts
don&#39;t allow your money to grow very quickly. Unfortunately, interest rates are
often lower than the rate of inflation. This means your savings could lose
purchasing power over time.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Rightly said:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&quot;Putting
your money in the securities market is risky yet profitable. Whereas, holding
that cash is ineffectual&quot;.&lt;/span&gt;&lt;/i&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;When choosing
rightly, you can grow the money you invest by anywhere from 10%-12% per year
over the long term in Equity as compared to a saving account that gives you not
more than 5%-6% yearly.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;If you invest
Rs.30,000 in the stock market today and it gains roughly 10% per year, you&#39;ll
turn that Rs.30,000 into Rs.78,000 (approx.) in just 10 years.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Think about
that.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Imagine 10
years ago you put Rs.30,000 into an account, invested it in some stocks, made
some trades, and now 10 years later you have your original Rs.30,000 plus
another Rs.30,000 you made from investing.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Or imagine a
longer-term example where you&#39;re both a good saver and a smart investor.
Imagine you invest Rs.30,000 of your savings into the market every year for 30
years.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;That&#39;s
Rs.30,000 this year, another Rs.30,000 next year, another Rs.30,000 the year
after that, and so on for 30 years. So, in total, you will have invested
Rs.900,000 in stocks over 30 years (Rs.30,000 per year x 30 years).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&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;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&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;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;And let&#39;s
assume you achieve the same average yearly returns we used above, 10% per year.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;So, you&#39;ve
invested a total of Rs.900,000 over 30 years — but guess how much you have in
your account at the end of that 30 years.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;You know it&#39;s
going to more than the Rs.900,000 you invested over 30 years because the money
will have grown. After all, you invested it in stocks.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;But it&#39;s how
much it&#39;s growth that&#39;s truly surprising. That Rs.30,000 investment per year
for 30 years would now be worth Rs. 54,28,303&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Bottom
line&lt;/span&gt;&lt;/b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt; — through regular investing, you can turn Rs. 30,000 per year
into more than a million over 30 years.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Now, Rs.
900,000 of that million is the money you directly invested each year. But the
other Rs. 45,28,303 is money you made from investing in stocks.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&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;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Investing
in Equity or Fixed Income:&lt;/span&gt;&lt;/b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Equity
investing has the potential for a higher return on your money than fixed income
investing. If you invested in the stock of a particular company that has good
management and valuations and also potential of attaining good profitability in
future, you could experience a large return on your investment.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Whereas the
low return on most fixed-income products can mean your investment might not
even be able to keep pace with the rate of inflation, which in effect means
that you&#39;re actually losing money in the long run.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Let&#39;s
understand this by way of the below illustration:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;If a debt
scheme can double your money in 7 years@12% p.a. The Equity schemes can double
it in 4 years@20% p.a. If you have invested Rs. 100,000 for a period of 20
years. It can be clearly seen here that the small difference in %age return can
make it big in the long term. Rs. 100,000 invested at the rate of 12% for a
period of 20 years would give you Rs. 9,64,630 and the same amount invested at
the rate of 20% for the same period would give you Rs. 38,33,760&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&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;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Whether
equity or fixed-income products are right for you will be determined in large
part by your tolerance for risk. If you&#39;re something of a riverboat gambler,
you may prefer equity products. If you still have your first piggy bank and it
still contains the first pennies you ever owned, the safer fixed-income track
may be better for you. You can also strive for a balanced portfolio by
investing in a combination of fixed-income and equity products.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Investing by
yourself is thrilling, but fraught with mistakes as you climb the learning
curve. Choose your pick but do choose equity.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;So, what is
stopping your money to grow….&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&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://amzn.to/3vpBxXE&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;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg21Pgaqr4YMf1FNJ3iBmCDIl8CU3Lrk4T1xnKCqX6DcFOdsephgVBImCDdQxrBDKI9eJ8rDByZU96i8RJMv986e503OegnGFrkcbaIFskRfLVUyew-t1KMr_NtXUwZDHzUr8CbyFLkDd9L/w400-h400/2.jpg&quot; width=&quot;400&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;br /&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;b&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Open
your eyes to a fresh financial perspective.&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;i&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&quot;A
whole new look at Personal Finance - to make it simple, accessible and workable
for all&quot;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&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;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&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;background: white;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Author Bio:
Rashi Sadhu is a Financial Planner and a Finance Content Writer. She’s on a
mission to spread financial literacy. She believes financial freedom should be
a vital goal for every common person. Her passion involves writing poetry on
real scenarios&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;background: white; margin-bottom: .0001pt; margin: 0cm;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: EN-US; mso-hansi-theme-font: minor-latin;&quot;&gt;Connect with her on twitter:&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;a href=&quot;https://twitter.com/RashiSadhu&quot;&gt;https://twitter.com/RashiSadhu&lt;/a&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;background: white; margin-bottom: .0001pt; margin: 0cm;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: EN-US; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;background: white; margin-bottom: .0001pt; margin: 0cm;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: EN-US; mso-hansi-theme-font: minor-latin;&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;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Sources:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;a href=&quot;http://www.equity4profit.in/&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;color: #9999ff; font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: hyperlink; mso-themetint: 102;&quot;&gt;www.equity4profit.in&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;u&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;color: #8db3e2; font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: text2; mso-themetint: 102;&quot;&gt; &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/u&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;a href=&quot;http://www.moneyunder30.com/&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;color: #9999ff; font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: hyperlink; mso-themetint: 102;&quot;&gt;www.moneyunder30.com&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;u&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;color: #8db3e2; font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: text2; mso-themetint: 102;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/u&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;a href=&quot;http://www.budgeting.thenest.com/&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; style=&quot;color: #9999ff; font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: hyperlink; mso-themetint: 102;&quot;&gt;www.budgeting.thenest.com&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;u&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;color: #8db3e2; font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: text2; mso-themetint: 102;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/u&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;&quot; lang=&quot;EN-US&quot; style=&quot;font-size: 14pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&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://www.tradelikeamonk.com/feeds/7549305094831606374/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.tradelikeamonk.com/2021/05/equity-richer-journey-that-leads-to.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/7549305094831606374'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/7549305094831606374'/><link rel='alternate' type='text/html' href='https://www.tradelikeamonk.com/2021/05/equity-richer-journey-that-leads-to.html' title='&quot;EQUITY&quot;- Richer Journey That Leads To Success'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4Z8hgzLt1E7Ah7plQ9alzMATI_ET4gQNv4ViaGg74MC9NcZCTgO0Uoiqs5D1XDWJAFi1tEDsXoGOHYFD4w4qv76C83eOxHcW7Yw-kBW5W4BikIIl91taeu8FGVfQpCch7EZ1CTWaRWWDHHp_tc3HpWhGld3yIzpLK9MfUn1xeG_SU4BO1WO40Q89uiNKN/s72-w400-h300-c/pexels-burak-the-weekender-187041.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3575488424456253411.post-2989420303323257107</id><published>2021-05-17T14:56:00.000+05:30</published><updated>2021-05-17T14:56:45.850+05:30</updated><title type='text'>Important Points from the book - Total Money Makeover by Dave Ramsey</title><content type='html'>&lt;p&gt;&amp;nbsp;I recently read the book - &lt;a href=&quot;https://amzn.to/3yfMGNh&quot;&gt;&lt;b&gt;The Total Money Makeover&lt;/b&gt;&lt;/a&gt; and here are the important points which i had marked and thought to share it over here for the benefit of all.&amp;nbsp;&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;a href=&quot;https://amzn.to/3yfMGNh&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;400&quot; data-original-width=&quot;360&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMvkrK0aIUjXx3lSXloX2Cr-8O3736PwVHue2ZzomL_EXQ52TLcIpMfg9w3gQ-IXHjk3PHB2_2cWlnPjedvrLcsW4NUraCZi6YAwVkJqJVklSYD05HeNE1dIVqdYLM3Lo6DvbNYd1SrG_X/w360-h400/522226.jpg&quot; width=&quot;360&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&quot; Overspending that doesn&#39;t feel like overspending because things are going well is still overspending &quot;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&quot; Using debt to invest in real estate or stock market and the hope of a quick return will cause you to go broke the minute market turns &quot;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&quot; Winning at money is 80% behavior and only 20 % head knowledge &quot;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&quot; 90% of people in our culture buy things they can&#39;t afford &quot;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&quot; If you will live like no one else, later you can live like no one else &quot;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&quot; The story goes that if you drop and frog in boiling water, he will sense the pain and immediately jump out. However, if you put a frog in room-temperature water, he will swim around happily, and as you gradually turn the water up to boiling, the frog will not sense the change. The frog is lured to his death by gradual change &quot;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&quot; In US, 88% of graduate college seniors have credit card debt before they even have a job ! &quot;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&quot; When you think short term, you always set yourself for being ripped off by a predatory lender. If the red faced kid ( I want it, and i want it now ! &quot; ) rules your life, you will stay broke ! &quot;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&quot; Most people get a car payment and keep it throughout their lives. As soon as a car if paid off, they get another payment because they &quot; need &quot; a new car then. &quot;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&quot; Myth:&amp;nbsp; you can get a good deal on a new car at 0 percent interest.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Truth: A new car loses 60% of it&#39;s value in the first four years: that isn&#39;t 0 % &quot;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&quot; The average millionaire drives a two-year old car with no payments. The average millionaire is unwilling to take the loss that a new car dishes out: that is how they became millionaires. &quot;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&quot; Myth: you need a credit card to rent a car, check into a hotel and buy something online.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Truth: a debit card will do all that. &quot;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&quot; Remember, there is one thing the debit card won&#39;t do- get you into debt. &quot;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&quot; An American Bankruptcy institute study of bankruptcy filers reveals that 69% of the filers say credit card debt caused the bankruptcy. &quot;&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;a href=&quot;https://zerodha.com/open-account?c=ZMPPVJ&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;178&quot; data-original-width=&quot;856&quot; height=&quot;84&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhUD8HahoOs_v5n-VA73ttxAz56DE3Mg76x4p1jNIaR-yX9F4CgK9k04VFfzUVf6QeuIZ_zGD4DkNA1BEEvv6NV9Zv2f-3v21r0XljeZkU-aFnMQOsoqgILJsEDT5oTgMJLY5kHyTLZL41/w400-h84/banner.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&quot; A budget is people telling their money where to go , instead of wondering where it went &quot;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&quot; The need for approval and respect drives us to do some really insane things. One of the paradoxically dumb things we do is to destroy our finances by buying garbage we can&#39;t afford to try to make ourselves appear wealthy to others &quot;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&quot; People who win at anything have written goals. Zig Ziglar says- If you aim at nothing, you will hit it every time. P.T Barnum said - Money is an excellent slave and a horrible master &quot;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&quot; You wouldn&#39;t build your house without a blueprint, so why do you spend your lifetime income of over $2 million without a blueprint ? &quot;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&quot; According to Brian Tracy, a study of Harvard graduates who had written goals achieved more financially than the others 97 percent combined !! &quot;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&quot; The first baby step to your Total Money Makeover is to begin the emergency fund. A small start is to save $1000 in cash fast ! &quot;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&quot; The bottom line is that it is easy to become wealthy if you don&#39;t have any payments. You may get sick of hearing it, but the key to winning any battle is to identify the enemy. The reason i am so passionate about your getting rid of debt is that i have seen so many people make huge strides towards being a millionaire in the short term after they got rid of their payments.&quot;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&quot; List down your debts from smaller to largest and start clearing them 1 by 1. Start with the smallest few ones first. Once you pay the smaller ones off, it will light a fire inside you. I don&#39;t care if you have a master&#39;s degree in psychology: you need quick wins to get fired up. And getting fired up is super-important&quot;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&quot; When you pay off a nagging $52 medical bill or that&amp;nbsp; $122 cell phone bill from eight months ago, your life will not change mathematically yet. You have, however , begun a process that works, and you have seen it work, and you will keep doing it because you will be fired up about the fact that it works. &quot;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&quot; A good rule of thumb on items ( except the house ) is this : If you can&#39;t be debt free on it in eighteen to twenty months, sell it. If you have a car or a boat that you can&#39;t pay of in 18-20 months, sell it. I loved my car too, but i found keeping that huge debt while trying to get out of debt was like running a race wearing ankle weights. Get a total money makeover so later you can drive anything you want and pay cash for it. &quot;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&quot; Keep your emergency fund in something that is liquid. Liquid is a money term that means easy to get to it with no penalties. &quot;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&quot; To make more money, you have to plan to make more money. Some people&#39;s problem is income, not spending.&quot;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&quot; Investing with the long-term goal of security is not a theory to ponder every few years; it is a necessity that you must act on now. You must actually fill out the paperwork for your mutual fund. You must actually put money in that thing. The level of denial the average person has on this subject is alarming &quot;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&quot; Another baby step is not &quot; Get rich quick &quot;. The investing you do systematically and consistently over time will make you wealthy. IF you play with this by jumping in and out, always finding something more important than investing, you are doomed to work till old age because you just have to work. Systematic , consistent investing is the tortoise that beats the hare in the race. When you keep at it, the investing compounds and explodes.&quot;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.tradelikeamonk.com/feeds/2989420303323257107/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.tradelikeamonk.com/2021/05/important-points-from-book-total-money.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/2989420303323257107'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/2989420303323257107'/><link rel='alternate' type='text/html' href='https://www.tradelikeamonk.com/2021/05/important-points-from-book-total-money.html' title='Important Points from the book - Total Money Makeover by Dave Ramsey'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMvkrK0aIUjXx3lSXloX2Cr-8O3736PwVHue2ZzomL_EXQ52TLcIpMfg9w3gQ-IXHjk3PHB2_2cWlnPjedvrLcsW4NUraCZi6YAwVkJqJVklSYD05HeNE1dIVqdYLM3Lo6DvbNYd1SrG_X/s72-w360-h400-c/522226.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3575488424456253411.post-4938230385287898888</id><published>2021-01-18T00:35:00.005+05:30</published><updated>2021-02-24T01:27:19.412+05:30</updated><title type='text'>Are you Still making these Trading Mistakes ?? </title><content type='html'>&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/AVvXsEgrlsRKI0NkQ2xSENRCL-eg6i0oOT0cV9mznKVqQkzbkCXiBh3-E3GJueyPgzahpxSW9cfqn2lMn99aLZoC3ell4pa_fNcZXOGwea-Lobs9KKjJzq5ZXh9x0-DBc7EsyLhWtXPfHl2WuAXt/s2048/pexels-andrea-piacquadio-3777572.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1365&quot; data-original-width=&quot;2048&quot; height=&quot;426&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrlsRKI0NkQ2xSENRCL-eg6i0oOT0cV9mznKVqQkzbkCXiBh3-E3GJueyPgzahpxSW9cfqn2lMn99aLZoC3ell4pa_fNcZXOGwea-Lobs9KKjJzq5ZXh9x0-DBc7EsyLhWtXPfHl2WuAXt/w640-h426/pexels-andrea-piacquadio-3777572.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;Hello my dear trader friends. I know trading is not an easy field to earn money from as over here we are competing with ourselves, that is, competing with our own Ego, Desires and Discipline.&amp;nbsp;&lt;/p&gt;&lt;p&gt;I recently posted a thread on my trading mistakes on twitter and a lot of my followers/ friends appreciated it so i thought i should write a detailed article too on the same topic. Will try to keep it as simple as possible so that all the new traders can also understand it easily and would get some important lessons from it and it might help them in their trading careers.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;1. &lt;b&gt;Too Many Indicators -&amp;nbsp;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;I have seen this pattern now and even i followed the same when i started trading, that is, to use a lot of indicators on the chart thinking that more indicators would help me in understanding the price as at least one of those indicator would be accurate. But, as we know, indicators are derived from the &quot; Price &quot; itself and we should focus on learning price action itself.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Price action in itself is the most important element of a chart but we tend to ignore it and try to run behind fancy indicators. Having said that, i admit that we should learn some basic indicators in our initial days of trading as they are an &quot; additional &quot; tool that compliments the price action and can be used in understanding the underline trend. However, once we have enough practice of reading charts, we should try to use as less indicators as possible.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;2. &lt;b&gt;Revenge Trading&lt;/b&gt; -&lt;/p&gt;&lt;p&gt;Revenge trading, as the name suggests is the trading style which we generally follow compulsively due to a recent losing streak. The loss could be sometimes so big, or frequent, that it really hurts the ego of a trader and he/she is desperate to make back the money that they lost.&amp;nbsp;&lt;/p&gt;&lt;p&gt;If we keep thinking like this, we might soon blow up our entire capital as we would be trading with Fear and Anger and hardly with a trading plan.&amp;nbsp;&lt;/p&gt;&lt;p&gt;We should learn to accept our losses as try to keep them as small as possible because losses would always be there, it&#39;s a part of the game. They should be treated as lessons and not as losses. Every losses teaches us a lot if we are ready to evaluate what caused them in the first place. That&#39;s where a journal comes into the picture.&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;&lt;p&gt;3. &lt;b&gt;Leverage&lt;/b&gt; -&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Leverage is a double edged sword, i agree, but, in the initial weeks/months of trading, we should try to stay as far away from it as possible. If we totally new or are not trading under someone&#39;s guidance, we can&#39;t even imagine how quickly we can blow up our capital.&amp;nbsp;&lt;/p&gt;&lt;p&gt;I suggest to first try to be profitable in cash trading for at least 2 years before even thinking to leverage trading.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;4. &lt;b&gt;FOMO ( Fear Of Missing Out )&lt;/b&gt;&lt;/p&gt;&lt;p&gt;This is a very important point but is generally ignored by most of the traders as they don&#39;t even realize that they are trading out of Fear Of Missing Out.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Ask yourself, haven&#39;t you faced a situation in which you bought a stock just because it kept rallying and you thought that you are really missing a great opportunity and you jumped onto it and most probably, as you bought it, it started to decline and you felt really bad.&amp;nbsp;&lt;/p&gt;&lt;p&gt;We should be buying a stock when the risk to reward ratio is in our favor, that is, we have less to lose and more to make in it and we can then decide whether the stock should be bought or missed at a particular price. Having a checklist is a great way to avoid fear of missing out as you would buy something only if your pre determined check points are being full filled to buy a stock. These could be something as simple as buying a stock which is above it&#39;s 20 day moving average or buying only if the RSI is above 50 etc.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;5.&amp;nbsp; &lt;b&gt;Discussing trades with others.&lt;/b&gt;&lt;/p&gt;&lt;p&gt;I agree that we should discuss our trading strategy with others so that we can improve it and refine it as much as possible. There are a number of trading strategies out there which we can use and we generally have to find out which one is suiting our personality after a lot of trials and errors, so discussing it with someone helps us to keep a track of our progress.&amp;nbsp;&lt;/p&gt;&lt;p&gt;But, once we are happy with out trading style, we should not discuss our individual stocks and trades with others as we all have different temperament and personality and most importantly, risk apatite. We can easily get influenced by someone else and might end up exiting a trade just because they convinced us that it&#39;s not looking good. That&#39;s the reason i am not a part of any discussion groups or whatsapp groups and prefer to trade alone in my home office.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;6. &lt;b&gt;Get Rich Quick ??&lt;/b&gt;&lt;/p&gt;&lt;p&gt;Trading is generally marketed as a device to get rich quick. We can create enormous amount of wealth along with generating cash flow for our day to day expenses, but it should never be looked as a means of getting rich quick. We can generate huge profits very quick here if we take huge leverage and bet the house in a few trades or just a single trade, but it generally goes back to the market in the same way as losses.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Trading is a business and it should be looked upon as one. In any business, over leverage generally kills and we should have rational expectations from the market. The more disciplined we are and the more patience we have towards reaching our financial goals, higher would be the chances to accomplish them.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;There are many more points which i want to discuss but i think it&#39;s better to discuss them later in a separate post as i know people don&#39;t like reading long posts. If you guys want to discuss anything related to this topic, feel free to ask questions in the comment section below.&lt;/p&gt;&lt;p&gt;Thank you.&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.tradelikeamonk.com/feeds/4938230385287898888/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.tradelikeamonk.com/2021/01/are-you-still-making-these-trading.html#comment-form' title='21 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/4938230385287898888'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/4938230385287898888'/><link rel='alternate' type='text/html' href='https://www.tradelikeamonk.com/2021/01/are-you-still-making-these-trading.html' title='Are you Still making these Trading Mistakes ?? '/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrlsRKI0NkQ2xSENRCL-eg6i0oOT0cV9mznKVqQkzbkCXiBh3-E3GJueyPgzahpxSW9cfqn2lMn99aLZoC3ell4pa_fNcZXOGwea-Lobs9KKjJzq5ZXh9x0-DBc7EsyLhWtXPfHl2WuAXt/s72-w640-h426-c/pexels-andrea-piacquadio-3777572.jpg" height="72" width="72"/><thr:total>21</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3575488424456253411.post-801896151584249147</id><published>2020-09-15T11:58:00.001+05:30</published><updated>2020-09-23T19:59:55.134+05:30</updated><title type='text'>What is  MACD and How To Use it ?</title><content type='html'>&lt;p&gt;&amp;nbsp;MACD is a very simple to follow but a great tool to find and ride trending moves. It is a complete indicator in itself and it is alone sufficient for identifying , entering and even riding the trend with trailing stop loss. It is usually not given much importance because it seems &quot; too simple &quot; on most of the times, but&amp;nbsp; i have noticed that the simplest things works best in markets and in &quot; life &quot; in general.&amp;nbsp;&lt;/p&gt;&lt;p&gt;If we have a relatively easy tool to follow, we should not try to make our process complicate just so that it looks fancy. I have been using MACD for quite some time now and it has been working great for me to find trends and even ride them without any noise.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;MACD is calculated by subtracting the 26 EMA by the 12 EMA.&amp;nbsp; Whatever value comes is known as the &quot; Macd line &quot; and it is then used along a 9 EMA&amp;nbsp; &quot; signal line &quot;.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;So basically when the signal line crosses above or below the MACD line, we have to enter or exit the trade and simply ride it till it doesn&#39;t converges on the opposite side.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Will try to explain this concept with some examples from the US markets.&amp;nbsp;&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;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjk5X0_S-gonTbh0Oz5zz1vHk4abuwZvFXmnAPlshACBhCr_Q9y72cG6RWNG_UlZLnsjfrrVFH0ljCQdN3fAe_YDxT-GYTH0omG_fRba7SW84gy5qyiS3psdJtGx6Cxmlewe5j25UczRSlD/s1515/Screenshot+2020-09-15+113015.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;882&quot; data-original-width=&quot;1515&quot; height=&quot;372&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjk5X0_S-gonTbh0Oz5zz1vHk4abuwZvFXmnAPlshACBhCr_Q9y72cG6RWNG_UlZLnsjfrrVFH0ljCQdN3fAe_YDxT-GYTH0omG_fRba7SW84gy5qyiS3psdJtGx6Cxmlewe5j25UczRSlD/w640-h372/Screenshot+2020-09-15+113015.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;This is Daily chart of Netflix. You can see here that the blue line is the signal line and the orange line is the MACD line. So when the signal line crosses the MACD line from below, we can buy it and keep holding it till it doesn&#39;t breaks down from it and shown in second arrow.&lt;/p&gt;&lt;p&gt;You will notice that it even gets us out of the stock almost at the top and saves our money as well as time. We can re enter only if it again crosses the MACD line from below, till then we can sit on the sidelines of even short if it is an FNO stock.&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;a href=&quot;https://trendspider.com?_go=harneet98&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;400&quot; data-original-width=&quot;1200&quot; height=&quot;214&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwZtLxqcxwR5ICj0p6sS6UVkbh4wFGgzqnh07XJRjz86Aui2bfC_MyvLC-FScXJ8Ihzsn9339PXUK0BSmIdSU3jf41kdtDJnwtH_TQBr0s7lzwcrf5sMvyFW2Ce-5JcOUxrZDngQxzwSJ9/w640-h214/banner820.png&quot; width=&quot;640&quot; /&gt;&lt;/a&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;&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;This is Daily chart of TESLA. Here i have marked with horizontal lines whenever the signal line crossed over from the MACD line. You can see the points that we got if we would be riding along with the signal line. It is as easy as that, nothing fancy. It is a great indicator for swing trade and for positional or long term too, in that case, use higher time frame charts such as weekly and monthly.&lt;/div&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;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEil-geq2xu1kX2NXdjtmwCfOjjeg_0fV7b8yAoYtWsaFtwekFL1SdNwcH0Jr8wWdekMH8dKgCBoaFWm66OHcs0pZ_9jmAjJNeNSsYKomQfTTzNWkyR-2-udGV4OB1HPC4YwMjVaczoYeCej/s1511/Screenshot+2020-09-15+115517.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;827&quot; data-original-width=&quot;1511&quot; height=&quot;350&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEil-geq2xu1kX2NXdjtmwCfOjjeg_0fV7b8yAoYtWsaFtwekFL1SdNwcH0Jr8wWdekMH8dKgCBoaFWm66OHcs0pZ_9jmAjJNeNSsYKomQfTTzNWkyR-2-udGV4OB1HPC4YwMjVaczoYeCej/w640-h350/Screenshot+2020-09-15+115517.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;Charts are used from TrendSpider website. Link -&amp;nbsp;&lt;a href=&quot;https://trendspider.com?_go=harneet98&quot;&gt;https://trendspider.com&lt;/a&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.tradelikeamonk.com/feeds/801896151584249147/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.tradelikeamonk.com/2020/09/what-is-macd-and-how-to-use-it.html#comment-form' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/801896151584249147'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/801896151584249147'/><link rel='alternate' type='text/html' href='https://www.tradelikeamonk.com/2020/09/what-is-macd-and-how-to-use-it.html' title='What is  MACD and How To Use it ?'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjk5X0_S-gonTbh0Oz5zz1vHk4abuwZvFXmnAPlshACBhCr_Q9y72cG6RWNG_UlZLnsjfrrVFH0ljCQdN3fAe_YDxT-GYTH0omG_fRba7SW84gy5qyiS3psdJtGx6Cxmlewe5j25UczRSlD/s72-w640-h372-c/Screenshot+2020-09-15+113015.png" height="72" width="72"/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3575488424456253411.post-4195380478610803255</id><published>2020-08-28T10:53:00.001+05:30</published><updated>2020-08-28T21:52:11.708+05:30</updated><title type='text'> Enjoy Day Trading but Avoid Addiction  </title><content type='html'>&lt;p&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; 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 face=&quot;&quot; style=&quot;color: #495057; white-space: pre-wrap;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNpi-dkYAf2ACfla8PdIoEAtRB8O3Jh4POiRso_GVqAd3OF0hE8lMFto6DHUucQpPl1zmkNJM9-CgJOVtJAzWXNALa2zmSxNo7oJeDxkh2VLwhQ33FkCQtIOamWNDaIbCDs8Xan3rh4dF9/s1920/alkoghol-2714482_1920.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1280&quot; data-original-width=&quot;1920&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNpi-dkYAf2ACfla8PdIoEAtRB8O3Jh4POiRso_GVqAd3OF0hE8lMFto6DHUucQpPl1zmkNJM9-CgJOVtJAzWXNALa2zmSxNo7oJeDxkh2VLwhQ33FkCQtIOamWNDaIbCDs8Xan3rh4dF9/s640/alkoghol-2714482_1920.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; white-space: pre-wrap;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Proceeding with caution might not be in the nature of a day trader. But taking this approach may lead to the best results, that is, experiencing successful outcomes without flirting with disaster.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span id=&quot;docs-internal-guid-93210801-7fff-20e0-dec4-8bc0083bec53&quot;&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 12pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Don’t let the potential risks scare you, because day trading can be good. It might actually be safer.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 12pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;By finishing your trading during the day so you don’t hold risky positions overnight, you might have a better chance of &lt;/span&gt;&lt;a href=&quot;http://forbes.com&quot; style=&quot;text-decoration-line: none;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #1155cc; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;protecting your investments&lt;/span&gt;&lt;/a&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&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: 12pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Do you want to be in charge? If you are &lt;/span&gt;&lt;a href=&quot;https://www.thebalance.com/life-day-trader-1031067&quot; style=&quot;text-decoration-line: none;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #1155cc; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;independent and disciplined&lt;/span&gt;&lt;/a&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt; and want to call all the shots, day trading could be for you.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 12pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;If you have a financial cushion, if you love attention to detail and are financially savvy, if you are disciplined and can make a plan and stick to it, and if you enjoy the satisfaction of knowing at the end of each day that your success relies on you, day trading could be a good fit.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 12pt; margin-top: 18pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 400; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Anchor Your Passion with Wisdom&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 12pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;As with other pursuits, don’t just jump in blindly. Do some research or take some classes. Take time to study and learn the patterns. Doctors go to medical school. Teachers major in elementary education.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 12pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Many professionals earn degrees in their fields before they start working. But there is no certificate guaranteeing your readiness before you begin to day trade.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 12pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Although there is no Daytrading University, there are resources available to help you start your career. Consider making an appointment with someone who specializes in trading and ask questions and advice.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 12pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Take advantage of resources related to day trading. There are &lt;/span&gt;&lt;a href=&quot;https://www.benzinga.com/money/best-day-trading-courses/&quot; style=&quot;text-decoration-line: none;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #1155cc; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;boot camps, courses, and playbooks&lt;/span&gt;&lt;/a&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt; and you can also research the histories of profitable traders. Some information about day trading includes:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;ul style=&quot;margin-bottom: 0px; margin-top: 0px;&quot;&gt;&lt;li dir=&quot;ltr&quot; style=&quot;color: #495057; font-family: calibri, sans-serif; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Day Trading and Swing Trading the Currency Market: Technical and Fundamental Strategies to Profit from Market Moves&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt; – Kathy Lien&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;color: #495057; font-family: calibri, sans-serif; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Digital Day Trading: Moving from One Winning Stock Position to the Next&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt; – Howard Abell&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;color: #495057; font-family: calibri, sans-serif; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Financial Freedom Through Electronic Day Trading&lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt; – Van K. Tharp &amp;amp; Brian June&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li dir=&quot;ltr&quot; style=&quot;color: #495057; font-family: calibri, sans-serif; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;&quot;&gt;&lt;p dir=&quot;ltr&quot; role=&quot;presentation&quot; style=&quot;line-height: 1.38; margin-bottom: 12pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;How to Day Trade Stocks for Profit &lt;/span&gt;&lt;span style=&quot;font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;– Harvey Walsh&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 12pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Learn the trends and the patterns of stocks. If you know that a certain stock will most likely go down before it goes up, if you’re familiar with the patterns, you won’t be stressed and feel compelled to drink or use drugs to fight your anxiety.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 12pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;When you have a passion for something, it is wise to feed this passion with knowledge. It is thrilling to gain sound wisdom about something that you love.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 12pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Writer Khalil Gibran said that doing work you love is one of life’s greatest joys: “&lt;/span&gt;&lt;a href=&quot;https://www.goodreads.com/quotes/817769-you-work-that-you-may-keep-pace-with-the-earth#:~:text=Quotes%20%3E%20Quotable%20Quote-,%E2%80%9CYou%20work%20that%20you%20may%20keep%20pace%20with%20the%20earth,proud%20submission%20towards%20the%20infinite.&amp;amp;text=And%20to%20love%20life%20through,intimate%20with%20life&#39;s%20inmost%20secret.&quot; style=&quot;text-decoration-line: none;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #1155cc; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;You work to keep pace with the earth&lt;/span&gt;&lt;/a&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt; and the soul of the earth. For to be idle is to become a stranger unto the seasons, and to step out of life’s procession, that marches in majesty and proud submission towards the infinite.”&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 12pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Could this be how passionate day traders feel when they wake up each morning and can’t wait until the moment when they implement their trading plans for the day?&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;div&gt;&lt;span&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://upstox.com/open-account/?f=6CIO&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;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuvf-HgQ7mIdlfbzjRCQk85Iae9VwgOyzu0lo3kA9DVYtK5T2S639FAyZTn-7tewu59EmBChltt16vMqn7084LLfCsnqiSBkQ2X-YlVZu_J3qa65xxx4X2jsh6t3yz1lnl39r9VsXjeX2K/s640/WhatsApp+Image+2020-08-28+at+10.45.35+AM.jpeg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;/span&gt;&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 12pt; margin-top: 18pt;&quot;&gt;&lt;span style=&quot;font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 400; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Addiction and Day Trading&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 12pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Just as some people might compulsively shop or gamble, people can and do become addicted to day trading. If despite your best efforts, things too often aren’t moving in the right direction, and you think you’re becoming addicted, if your dreams seem to be turning into a nightmare, you’re drinking too much when you lose and the local bar has become your second home, consider finding &lt;/span&gt;&lt;a href=&quot;https://www.sunshinebehavioralhealth.com/alcohol-addiction/alcohol-rehab/&quot; style=&quot;text-decoration-line: none;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #1155cc; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;alcohol addiction rehabilitation&lt;/span&gt;&lt;/a&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&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: 12pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;How can you tell if you’re addicted? You could be if you feel worse at the end of each day instead of better -- but you still can’t stop trading. People with addictions often risk more than they can afford to lose, have a history of depression, and are habitual risk-takers.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 12pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;People who strike it rich and earn enormous profits almost immediately can become hooked. If you don’t know when it will happen again, it might be tempting to keep trading compulsively, even if you’re going broke.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 12pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;You might be able to avoid this scenario if you &lt;/span&gt;&lt;a href=&quot;http://tradelikeamonk.com&quot; style=&quot;text-decoration-line: none;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #1155cc; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;devise a solid plan&lt;/span&gt;&lt;/a&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;. Proceed exactly as you planned and operate according to the guidelines you established for yourself.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 12pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;But if you’ve lost college tuition or your life savings and are drinking a lot to cope with your worries, don’t lie to yourself and don’t fool yourself. If you’re drinking heavily, don’t try to quit cold turkey. Quitting suddenly could be dangerous, even deadly.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 12pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Do you want to quit drinking and overworking but don’t know how? Help is available. Alcohol addiction rehabilitation can be the next step toward healing and finding balance in your professional and personal lives.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 12pt; margin-top: 0pt;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&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: 12pt; margin-top: 12pt;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Author Bio:&lt;/span&gt;&lt;a href=&quot;http://patrickbaileys.com/&quot; style=&quot;text-decoration-line: none;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt; &lt;/span&gt;&lt;span face=&quot;&quot; style=&quot;color: #1155cc; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Patrick Bailey&lt;/span&gt;&lt;/a&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt; is a professional writer mainly in the fields of mental health, addiction, and living in recovery. He attempts to stay on top of the latest news in the addiction and the mental health world and enjoy writing about these topics to break the stigma associated with them.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;h3 dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 12pt; margin-top: 16pt;&quot;&gt;&lt;span style=&quot;color: #434343; font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 400; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Sources&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 12pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;a href=&quot;https://www.forbes.com/sites/nealegodfrey/2017/07/16/day-trading-smart-or-stupid/#6f09bdd81007&quot; style=&quot;text-decoration-line: none;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #1155cc; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;forbes.com&lt;/span&gt;&lt;/a&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt; - Day Trading? Smart or Stupid?&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 12pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;a href=&quot;https://www.thebalance.com/life-day-trader-1031067&quot; style=&quot;text-decoration-line: none;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #1155cc; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;thebalance.com&lt;/span&gt;&lt;/a&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt; - A Day in the Life of a Day Trader&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 12pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;a href=&quot;https://www.benzinga.com/money/best-day-trading-courses/&quot; style=&quot;text-decoration-line: none;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #1155cc; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;benzinga.com&lt;/span&gt;&lt;/a&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt; - Best Day Trading Courses&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 12pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;a href=&quot;https://www.goodreads.com/quotes/817769-you-work-that-you-may-keep-pace-with-the-earth#:~:text=Quotes%20%3E%20Quotable%20Quote-,%E2%80%9CYou%20work%20that%20you%20may%20keep%20pace%20with%20the%20earth,proud%20submission%20towards%20the%20infinite.&amp;amp;text=And%20to%20love%20life%20through,intimate%20with%20life&#39;s%20inmost%20secret.&quot; style=&quot;text-decoration-line: none;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #1155cc; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;goodreads.com&lt;/span&gt;&lt;/a&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt; - Kahlil Gibran &amp;gt; Quotes &amp;gt; Quotable Quote&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 12pt; margin-top: 0pt;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;a href=&quot;https://www.tradelikeamonk.com/2020/03/do-you-have-pro-traders-mindset.html&quot; style=&quot;text-decoration-line: none;&quot;&gt;&lt;span face=&quot;&quot; style=&quot;color: #1155cc; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;tradelikeamonk.com&lt;/span&gt;&lt;/a&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;&quot;&gt; - Do You Have a Pro Trader’s Mindset?&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div&gt;&lt;span face=&quot;&quot; style=&quot;color: #495057; 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;/div&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.tradelikeamonk.com/feeds/4195380478610803255/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.tradelikeamonk.com/2020/08/enjoy-day-trading-but-avoid-addiction.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/4195380478610803255'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/4195380478610803255'/><link rel='alternate' type='text/html' href='https://www.tradelikeamonk.com/2020/08/enjoy-day-trading-but-avoid-addiction.html' title=' Enjoy Day Trading but Avoid Addiction  '/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNpi-dkYAf2ACfla8PdIoEAtRB8O3Jh4POiRso_GVqAd3OF0hE8lMFto6DHUucQpPl1zmkNJM9-CgJOVtJAzWXNALa2zmSxNo7oJeDxkh2VLwhQ33FkCQtIOamWNDaIbCDs8Xan3rh4dF9/s72-c/alkoghol-2714482_1920.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3575488424456253411.post-4399294415914959407</id><published>2020-08-23T12:19:00.006+05:30</published><updated>2022-02-12T21:15:36.097+05:30</updated><title type='text'>How to Use Basic Moving Averages</title><content type='html'>&lt;p&gt;&amp;nbsp;For any new trader or infact pro ones too, Moving Averages can be a great indicator. It acts as a dynamic support and resistance tool and we can easily follow them to keep holding our positions by following the trend or even enter or exit current positions.&lt;/p&gt;&lt;p&gt;What&#39;s best about moving averages is that they are not subjective like the trendlines. In trendlines, i have seen people plotting it the wrong way and trying to forcefully make a trendline even if there shouldn&#39;t be one.&lt;/p&gt;&lt;p&gt;In the case of moving averages, we won&#39;t face this problem as it is the same for everyone. We can&#39;t put our personal bias into them and they are a calculation of the average of the prices.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Moving averages has been used by many pro traders from a long time and it is still a great tool to analyse are trades. We can combine it with basic price action to add icing on the cake or even use them as a stand alone too.&amp;nbsp;&lt;/p&gt;&lt;p&gt;They are basically a complete tool in themselves. It makes trading and investing very easy. Even for long term investing, we can use these moving averages in higher time frames to see if the trend is intact or not and decide accordingly if we want to keep holding our positions or not.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;There are basically many moving averages and people have their own favourite ones which they use accordingly. I have been using 200,50 and 20 Exponential Moving Average ( Ema ) for sometime now.&amp;nbsp;&lt;/p&gt;&lt;p&gt;The 200&amp;nbsp; moving average is used to see if the long term trend is intact or not and 50 is for medium term and 20 for short term. The trend of the stock depends upon which moving average it is generally bouncing back from. Many of the strong stocks will always bounce back after touching the 20 ema itself , some come and take support near the 50 ema and on some rare occasions like in the time of Covid - 19, almost most of the stocks came to take support at their 200 ema.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;In the following chart of Visa Inc, Weekly Chart, we can notice the same thing as i have marked.&amp;nbsp;&lt;/p&gt;&lt;p&gt;It generally took support at 20 ema, sometimes it came to touch 50 ema and recently it touched 200 ema and bounced from there. Whenever price comes near these supports and shows a bullish sign, we can take a nice low risk entry and keep riding till it is above the same.&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;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6vYRKr_E18HvL1gk4nmDfEuGKF7Ip2O2J4te4yd5k513qSxQaL1fcEH7-BZP1xPxbMOBdQ3gWXnoTKDN8fn29Y2pTpOLWNt_9JrySV0bjH1wTuy69qmnHZ_6GLNx4AI_Re-gMNoBO8d-W/s1513/V.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;732&quot; data-original-width=&quot;1513&quot; height=&quot;310&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6vYRKr_E18HvL1gk4nmDfEuGKF7Ip2O2J4te4yd5k513qSxQaL1fcEH7-BZP1xPxbMOBdQ3gWXnoTKDN8fn29Y2pTpOLWNt_9JrySV0bjH1wTuy69qmnHZ_6GLNx4AI_Re-gMNoBO8d-W/w640-h310/V.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;So as we can see, just by following the basic moving averages, we can keep riding our long term holdings and even add them at great prices, when they are near support.&amp;nbsp;&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;p&gt;&lt;a href=&quot;https://linktr.ee/traderharneet&quot;&gt;&lt;b&gt;Download my App for Video Tutorials&amp;nbsp;&lt;/b&gt;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Similarly, we can also take entry and exits for short term using the crossovers of various moving averages.&amp;nbsp;&lt;/p&gt;&lt;p&gt;I will try to explain one of the basic methods which we can use to trade swing easily using a crossover of two of the moving averages. These are 20 and 50.&amp;nbsp;&lt;/p&gt;&lt;p&gt;So, we will take entry whenever 20 ema crosses 50 ema from below and we will keep riding till it again crosses it from above. We can always re enter when the 20 ema again crosses and goes above the 50 ema as highlighted in the chart.&amp;nbsp;&lt;/p&gt;&lt;p&gt;The following can be seen in the chart as highlighted :-&amp;nbsp;&lt;/p&gt;&lt;p&gt;The black one is 20 ema and blue one is 50 ema.&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;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiutL-DNyU8s9AhAcHktAGVTaklKsvLjnxHBWyR9yfh2yphnpO0RrYK5gRqTOToyAFNvfF8UMGEO341ACqsdqJ2gUeHmqi9c_8ehtiNzd9HNzHkH5K8fCxJKFIqgZgZZrwRNGi5kUotGlOg/s1512/Annotation+2020-08-19+103551.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;712&quot; data-original-width=&quot;1512&quot; height=&quot;301&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiutL-DNyU8s9AhAcHktAGVTaklKsvLjnxHBWyR9yfh2yphnpO0RrYK5gRqTOToyAFNvfF8UMGEO341ACqsdqJ2gUeHmqi9c_8ehtiNzd9HNzHkH5K8fCxJKFIqgZgZZrwRNGi5kUotGlOg/w640-h301/Annotation+2020-08-19+103551.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.tradelikeamonk.com/feeds/4399294415914959407/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.tradelikeamonk.com/2020/08/how-to-use-basic-moving-averages.html#comment-form' title='6 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/4399294415914959407'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/4399294415914959407'/><link rel='alternate' type='text/html' href='https://www.tradelikeamonk.com/2020/08/how-to-use-basic-moving-averages.html' title='How to Use Basic Moving Averages'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6vYRKr_E18HvL1gk4nmDfEuGKF7Ip2O2J4te4yd5k513qSxQaL1fcEH7-BZP1xPxbMOBdQ3gWXnoTKDN8fn29Y2pTpOLWNt_9JrySV0bjH1wTuy69qmnHZ_6GLNx4AI_Re-gMNoBO8d-W/s72-w640-h310-c/V.png" height="72" width="72"/><thr:total>6</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3575488424456253411.post-7493102724227476514</id><published>2020-07-29T17:43:00.000+05:30</published><updated>2020-07-29T17:43:06.021+05:30</updated><title type='text'>Common Sense, Sweet Investing v1.0</title><content type='html'>&lt;h1 align=&quot;center&quot; style=&quot;background: white; break-after: auto; line-height: 156%; margin: 18pt 0cm 0cm; mso-pagination: widow-orphan; text-align: center;&quot;&gt;&lt;a name=&quot;_mrgc7jdurcfm&quot;&gt;&lt;/a&gt;&lt;br /&gt;&lt;/h1&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 115%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;Well, the whole world is
crazy about investing considering the sharp pullback in global markets in this
pandemic. This article is all about the result of a strategy that I backtested.
I’ve been into financial markets since 9 months and luckily have observed both
peak and bottom(only if it doesn’t retest those levels of March). Being a
beginner, I have worked on something in the past 2 weeks and will be sharing
the insights of “&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Common Sense” &lt;/b&gt;investing.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;Investing&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;We have been hearing this term for a long time. We have
always read the stories of Infosys, Amazon, Apple, etc. being the greatest
compounders in history. Anyone can get attracted to investing, the way it is
being portrayed on news channels, blogs, and what not. Everyone will say if you
had invested 100USD in Amazon, it would have been worth of &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;154,654 USD&lt;/b&gt; at CAGR of 37.61%.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;This chart is showing the run of AMZN. Clearly, it is
leading NASDAQ in this rally after the COVID crash.&lt;/span&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 18pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;
&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;Common Sense, Sweet Investing
v1.0&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;Well, the whole world is crazy about investing
considering the sharp pullback in global markets in this pandemic. This article
is all about the result of a strategy that I backtested. I’ve been into
financial markets since 9 months and luckily have observed both peak and
bottom(only if it doesn’t retest those levels of March). Being a beginner, I
have worked on something in the past 2 weeks and will be sharing the insights
of “&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Common Sense” &lt;/b&gt;investing.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;Investing&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;We have been hearing this term for a long time.
We have always read the stories of Infosys, Amazon, Apple, etc. being the
greatest compounders in history. Anyone can get attracted to investing, the way
it is being portrayed on news channels, blogs, and what not. Everyone will say
if you had invested 100USD in Amazon, it would have been worth of &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;154,654 USD&lt;/b&gt; at CAGR of 37.61%.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;This chart is showing the run of AMZN.
Clearly,&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;it is leading NASDAQ in this rally after the COVID crash.&lt;/span&gt;&lt;img height=&quot;251&quot; src=&quot;data:image/png;base64,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&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&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;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;But there is a lot of risk /analysis behind
these lucrative stories. Now, the question is how we would have guessed that
Amazon will rule the world? Well, we need luck, hard work, and common sense to
pick these kinds of multi-baggers. One needs to give time to study annual
reports, financials, and future prospects whatnot. &lt;a href=&quot;https://www.investopedia.com/articles/01/071801.asp&quot;&gt;Warren Buffett&lt;/a&gt;
bought more than $1 billion of Coca-Cola (&lt;a href=&quot;https://www.investopedia.com/markets/quote?tvwidgetsymbol=ko&quot;&gt;KO&lt;/a&gt;)
shares in 1988, an amount equivalent to 6.2% of the company.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&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;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;Let’s analyze the three factors:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;Common
Sense: &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;He assumed that no
matter what changes, people will still drink Coca-Cola.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;Luck:
&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;Assumption became true. We
are still drinking Coca-Cola with joy.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

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&quot; /&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;Hard
work:&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt; No one gives credit to&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt; &lt;/b&gt;Buffet over this factor. But the
reality is different.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;Now, I’ll show one more example of why no one
is perfect in investing bets. Let’s study the case of one more investing bet,
airline stocks. Warren Buffett started investing in 4 Airlines Stocks in 2016
and we all know what happened due to COVID-19.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;A similar trend is there for other airline
stocks which he bought.&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;img alt=&quot;&quot; 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&quot; style=&quot;background-color: transparent;&quot; /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;Common
Sense: &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;He may have assumed
that no matter what changes, people will still travel from countries to
countries.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://upstox.com/open-account/?f=6CIO&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;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh08_7zjFrqgYTd82g3E2SVnJqNAgNRgGfO3cogqJOnLlu9URZT7lCuqsn-raVUpkKLB-7Drfd-iLqsOu8-YwRbolM2sm9hX9h0alvUzUSkD_ZM4VQnYj1WqyOrsXNHWDWVo5Q7aavTZk3t/w640-h640/WhatsApp+Image+2020-07-23+at+6.04.26+AM.jpeg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;Luck:
&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;Unfortunately, Corona Virus
has impacted the airline industry the most. Speaking at the annual
shareholders’ meeting in 2020, Mr. Buffett said “the world has changed” because
of the coronavirus. He sold those shares.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;Hard
work:&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt; This is still the same
in both cases.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;This shows there is always a risk in
investing. Now, it is not possible for everyone to do this tremendous amount of
research being busy in jobs, businesses, and risk-taking appetite. There is one
simple solution for everyone, &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;INDEX
FUNDS.&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;Being a Warren Buffett fan, I always admire
this quote.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;“Index
funds are ‘the most sensible equity investment’ for most people”&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;Well talking about Index Funds, they are
simply the baskets of top companies as per market capitalization which keeps on
changing as new companies fit into them and dropping the laggards ones. So
basically, they keep on growing although not at Amazon pace but surely with
less risk. Every country has some famous indices like &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Dow Jones &lt;/b&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;font-family: &amp;quot;segoe ui symbol&amp;quot;, sans-serif; mso-bidi-font-family: &amp;quot;Segoe UI Symbol&amp;quot;; mso-no-proof: yes;&quot;&gt;🇺🇸&lt;/span&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;,
Nifty 50 &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN&quot; style=&quot;font-family: &amp;quot;segoe ui symbol&amp;quot;, sans-serif; mso-bidi-font-family: &amp;quot;Segoe UI Symbol&amp;quot;; mso-no-proof: yes;&quot;&gt;🇮🇳&lt;/span&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;,
Sensex &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN&quot; style=&quot;font-family: &amp;quot;segoe ui symbol&amp;quot;, sans-serif; mso-bidi-font-family: &amp;quot;Segoe UI Symbol&amp;quot;; mso-no-proof: yes;&quot;&gt;🇮🇳&lt;/span&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;,
DAX &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN&quot; style=&quot;font-family: &amp;quot;segoe ui symbol&amp;quot;, sans-serif; mso-bidi-font-family: &amp;quot;Segoe UI Symbol&amp;quot;; mso-no-proof: yes;&quot;&gt;🇩🇪&lt;/span&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;,
FTSE MIB &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN&quot; style=&quot;font-family: &amp;quot;segoe ui symbol&amp;quot;, sans-serif; mso-bidi-font-family: &amp;quot;Segoe UI Symbol&amp;quot;; mso-no-proof: yes;&quot;&gt;🇮🇹&lt;/span&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;,
etc.&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;Talking about Nifty 50,
it is group of top 50 companies in India. It is managed by NSE(National Stock
Exchange). I searched a lot about the hypothetical Nifty 10 index but it wasn’t
there, so I created a one by using the Yahoo Finance database, NSE monthly
reports. Unfortunately, NSE had the monthly reports of the names of individual
stocks from 2010 only. So, I have backtested this on 10 years of data.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;Idea
of Strategy&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;NSE rebalances the Nifty50 on a semi-annually
basis with very mild changes. I have used the data of stocks in the index from
March 2010. I have used two methods of Investing: Direct and Annual SIP. Annual
SIP is just used to make calculations as normally Monthly SIPs are famous and
better. Idea is to compare &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Nifty 50 and
Nifty 10&lt;/b&gt;, not monthly SIPs and Annual SIPs. We will be buying the top 10
Stocks every 30th March of the year as per their weightage from the &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Nifty 50 &lt;/b&gt;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; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;In &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Direct
Case,&lt;/b&gt; we will invest 100INR only once on 30th March 2010 and will look at
it exactly after 1 year. We will look at the updated Nifty 10 stocks, their
updated weightage and will reallocate the invested capital as per the new
parameters.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;In &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Annual
SIP, &lt;/b&gt;we will be investing an additional 100INR every 30th March and will
reallocate the total capital on updated weightage as per new parameters.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;So, on 30th March 2010, the top 10 companies
were:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

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&quot; width=&quot;640&quot; /&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&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;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;Weightage2 is the weightage of stock in the
Nifty-10 index.Now, what matter most is the comparison of &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Nifty 10 &lt;/b&gt;to &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Nifty 50&lt;/b&gt;,
let’s observe this:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;!--[if gte vml 1]&gt;&lt;v:shape
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  o:title=&quot;&quot;/&gt;
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&lt;/v:shape&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;img height=&quot;312&quot; 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&quot; width=&quot;640&quot; /&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&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;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;This simple performance has been repeated for
the next 10 years and I have calculated and plotted the same things for all
year. If one wants to have a look at it, it is available &lt;a href=&quot;https://github.com/sumitbehal/Common-Sense-Sweet-Investing-v1.0&quot;&gt;here&lt;/a&gt;.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;Let’s come straight forward to 30th March
2020, let’s see how our &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;NIFTY 10 &lt;/b&gt;looks
like,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;Clearly we have some stocks which are still in
Nifty-10 which were there in 2010 too. That’s a good sign.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;Now, let’s compare the performance of &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;NIFTY 10 vs NIFTY 50 &lt;/b&gt;on various aspects&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt; &lt;/b&gt;over the past 10 years:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;/p&gt;

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&quot; 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&quot; /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;Why
Nifty 10?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;The reason for adopting Nifty 10 was their
healthy weightage in Nifty 50 in comparison to the other 40 stocks... Let’s
have a look at the weightage on a YoY basis.&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; style=&quot;background-color: transparent;&quot; /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&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;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;CAGR Comparison: &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;img alt=&quot;&quot; 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zmpu9WjJmj36eNoKHTh+qTMFZRXVunKr3PpsxlTNfVLMRuXWmrz1ASYqOY/Q8hGgPeXZhiqzfzu5kupOVnX/mnFUe7H37a19nPtUgWnewtSeaQ1UgWpP4HzeMaBqIyTtbVZB1UlugSpQBapPHv7A7F/g+jyQxn8HVJ3gxZENULVb92zpMs8VHyBSBabxwHSyD1QdAdOJEVDNlYqUfNAosH0AqAJVJyCNtwGqTnjpyAao2hURW6CUKz4AVIFqPDCd7ANVR8B0YgRUc6UiJR80CmwfAKpA1QlI422AqhNeOrIBqnZFxBYo5YoPAFWgGg9MJ/tA1REwnRgB1VypSMkHjQLbB4AqUHUC0ngboOqEl45sgKpdEbEFSrniA0AVqMYD08k+UHUETCdGQDVXKlLyQaPA9gGgClSdgDTeBqg64aUjG6BqV0RsgVKu+ABQBarxwHSyD1QdAdOJEVDNlYqUfNAosH0AqAJVJyCNtwGqTnjpyAao2hURW6CUKz4AVIFqPDCd7ANVR8B0YgRUc6UiJR80CmwfAKpA1QlI422AqhNeOrIBqnZFxBYo5YoPAFWgGg9MJ/tA1REwnRgB1VypSMkHjQLbB4AqUHUC0ngboOqEl45sgKpdEbEFSrniA0AVqMYD08k+UHUETCdGQDVXKlLyQaPA9gGgClSdgDTeBqg64aUjG6BqV0RsgVKu+ABQBarxwHSyD1QdAdOJEVDNlYqUfNAosH0AqAJVJyCNtwGqTnjpyAao2hURW6CUKz4AVIFqPDCd7ANVR8B0YgRUc6UiJR80CmwfAKpA1QlI422AqhNeOrIBqnZFxBYo5YoPAFWgGg9MJ/tA1REwnRgB1VypSMkHjQLbB4AqUHUC0ngboOqEl45sshKqHb6AlblINKqauiY9rK5XNBq1jjW4Aqpq8lHB2hUs2/zzBaAKVOOB6WQfqDoCphOjrIKqLxDUys0HNXPxFitvtfXNWrZ2r2Ys2qxte08pFoup0R0EqoA0/0AaX+ZAFag6AWm8DVB1wktHNlkF1Ugkop2HzunDCUtkotRgMKwOn1/Xb9/XqMIi+fwBNXlCqmzyqbrZz4oG+ekDrpCq6tpUMaZAZUNfBjDx8GC/Z3+Ig2q1J6rqlkDK/zum/nV5Q44AlItGWQVVUwD3Hj5SwWerFY5EOsujaN0+FW84YHUBt7aHVNcakOkGZkWDvPSBtrDqGttVMXaCyl4CquWAtGeQxusSB9V6b0wN7mDK9aepf9t84c76Od92sg6q9yvrLKiagurwB7R6y2EtWLFTweDjlpGnI6yW9pAMXFnRIB99wOWLqrnFq/tAtXeYxIMln/eHvaLSF4fq4eLlag3E5PKG06o/fcGuoAeoDmIFmlo8mr5wo4a+OlbHz17XuZK7+tawDzViwhLNXrpVbo9XzW1hPWzssMZVzYQlVjTIOx9oDarqkYfu33yGZLJ5j4tUq90RVTX7U647Kxvp/h3EGO2eNBON1tY1q+ZRk1pcbTKzgOsaW1VZ02Ctpkv48UQlf35PVImftMJ+/vkCE5WIUNOAao0nqpqWQMr/N6YRy5hqd3Zl9SduqaFBUZPvDQmgClSB6oBxLOvGVHtTCqgCVaAaUjWzfwFrMmCN6/4lUu2NMs//Hqjme1RD/lPu5hq08CZSBajJANXYAtXnkzKJb4EqUMk9qOR7mQJVoApUk8BgZk2Bar5XwOQ/9xoVQBWoAtXMkjKJqwFVoJJ7UMn3MgWqQBWoJoHBzJoC1XyvgMl/7jUqgCpQBaqZJWUSVwOqQCX3oJLvZQpUgSpQTQKDmTUFqvleAZP/3GtUAFWgClQzS8okrgZUgUruQSXfyxSoAlWgmgQGM2sKVPO9Aib/udeoAKpAFahmlpRJXA2oApXcg0q+lylQBapANQkMZtYUqOZ7BUz+c69RAVSBKlDNLCmTuBpQBSq5B5V8L1OgClSBahIYzKwpUM33Cpj8516jAqgCVaCaWVImcTWgClRyDyr5XqZAFagC1SQwmFlToJrvFTD5z71GBVAFqkA1s6RM4mpAFajkHlTyvUyBKlAFqklgMLOmQDXfK2Dyn3uNCqAKVIFqZkmZxNWAKlDJPajke5kCVaAKVJPAYGZNgWq+V8DkP/caFUAVqALVzJIyiasBVaCSe1DJ9zIFqkAVqCaBwcyaAtV8r4DJf+41KoAqUAWqmSVlElcDqkAl96CS72UKVIEqUE0Cg5k1zUqoRmOxThUikYhcHm/n5wZXQFVNPkCR72DJ5/wDVaAKVDuZ0N87WQXVcDii7ftOa/bSrZZOHb6A5izbptFTi7V51wnFYjE1uoNANZ+BQt5VA1SBKlDtb5Z2/l5WQTUQDGnttqMaXrDYysCeIxc0dcEGPapv1keTi9Tc4lFzWxioApb87qkAqkAVqHZCrr93sgqqRpz7VfUq+Gy1pVPRun1asfGAtf/JzFV6WFWvQCimdl9YXj8rGuSpDwSjcrt8uj+2QKUvvQxgkgVMPtoPe0Wl3x6qysXFag/G5A1EUq5DTf0bCEX6m2WD5veyDqqlFdUa++kXloCmK3hO0Xb5A0GNnrJcDc0utbaHVd3kU22znxUN8tMHXCHV1LepYkyByoYC1fJ8hGSyeR72ispeHKoHi5arti2q2pZAyv87NU1+uTtCgwZy/Z2QrIKqu82rZWv26mfvTtOZS7fV6m7XtAUbNWnOWhVv2K9IJMqYKl2/+d31a8qf7l+i8zSgWuOJqqYlkPL/kZko6vIC1f6GeUq/FwqHVdfQqtq6ZrW42qxrmJm/Jno1461mYfavP+V/hhqAnBvaAVWgClRTYkwmTsqqSNVJhoEqUM37xgFQBapA1Qku+sQGqBKd5UZ0Rjl2lSNQBapAtU+A6eSiQJXKuKsyRovc0AKoAlWg6oR/fWIDVAFJboCEcuwqR6AKVIFqnwDTyUWBKpVxV2WMFrmhBVAFqkDVCf/6xAaoApLcAAnl2FWOQBWoAtU+AaaTiwJVKuOuyhgtckMLoApUgaoT/vWJDVAFJLkBEsqxqxyBKlAFqn0CTCcXBapUxl2VMVrkhhZAFagCVSf86xMboApIcgMklGNXOQJVoApU+wSYTi4KVKmMuypjtMgNLYAqUAWqTvjXJzZAFZDkBkgox65yBKpAFaj2CTCdXBSoUhl3VcZokRtaAFWgClSd8K9PbIAqIMkNkFCOXeUIVIEqUO0TYDq5KFClMu6qjNEiN7QAqkAVqDrhX5/YAFVAkhsgoRy7yhGoAlWg2ifAdHJRoEpl3FUZo0VuaAFUgSpQdcK/PrEBqoAkN0BCOXaVI1AFqkC1T4Dp5KJAlcq4qzJGi9zQAqgCVaDqhH99YgNUAUlugIRy7CpHoApUgWqfANPJRYEqlXFXZYwWuaEFUAWqQNUJ//rEBqgCktwACeXYVY5AFagC1T4BppOL9jtUw+GIWt3tTtKWkk2DK6CqJl9XBUNlixb55gNAFagC1ZT4kYmT+hyqZfdrdOD4JXk7/ApHIiqcu05b95zMRNp7vAZQ9QPRfINoYn6BKlAFqj3yoT8O9ilUq2ob9d7YhRozbYXGTV+pkYXLNH7mSjU2uzKWt0MnSjRzyVZdu11hXbPRHSRSTaxk+ZxfDQ2gClSBasYYk+yF+hSqBniLVu220jRh1hoLrskm8Hn2Zy7d1u8mLZX5HXP9dq9fzW0hoApE8wuiieUNVIEqUH0eOvr0uz6Fqun2HTW5yOr+HVlYpKnzN2jP4fMqrajJSKbuV9bpnTELNHvpNs1eulWhcFjNnpCqm32qbfGzokF++oA7pJq6NlWMKVDZ0JcBTLKAyUf7Ya+o7MWherBouWrboqptDaT8v2PqX5c3lJE6Phsv0qdQrX7UpNVbjmjJmj0q3nBA67Yf0/L1+3X9zv2MaHXqwk3NXLRZOw+e0++nLJfL3a5AOCZ3R0iejjArGuSlD7QFomp1dej+2AKVvgRUy/MRksnmedgrKn1xqCoXF8sdiqnNH0nrf8cfimakjs/Gi/QpVIPBkG6XPpSZ8dvY7Nb+Y5f05dnr8vkCGdFq7bajmjBrtWoeNen3k4tUW9+sVm9E1U0+1Tb7WdEgP33A7v4dW6AyoEqk7gSwcZFqjSeq2pZAyv871U1+uYlUM8K4py5y4cpXFvSi0agVpf7kral6c9Qcbd93+inbVA60e33auPNLzVm2TedK7liXaHAxUakmcYyNz/k1xmpDle5fgOoEqMYmAao1LYGU/2fMLY10/6ZCNAfnbNtzUmu3HbEsDUhPX7yls5fvqHDOOgdnOzeJRmOdxtxSwy01ed+oAKrA1ClMbTug2smQdHf6tPt379GLWrpmr5XGSORxH/u67Uc14/PN6ab7mecDVaAKVEOqZqISYLWB6WQLVJ/JlGS/6FOo1tQ168OJS7Rp15fW2Oreoxf08w9m6NL10mTT6dgeqAJVoApUmZz0/eQaFUDVMWN6M+xTqJofNxOVZizarLGffqEp89ZnbObvszIGVIEqUAWqQBWoPosRfX28z6FqZyD05Jm/G3Yc18nzN+zDGd8CVaAKVIEqUAWqGYeLwwv2OVRb3G06deGWNUP3x7+dYj2s4eqtew6Tl7wZUAWqQBWoAlWgmjw9MnNGn0L15t0HevX96Zo0Z63WbD2iMdO+UIurzUp5LNY1YzczWXl8FaAKVIEqUAWqQDWTXEnmWn0K1dKKav3TW1P07tiFWrnpkPV8Xpfbm0z6krYFqkAVqAJVoApUk4ZHhk7oU6jaaTx5/qbGz1ipf373U01buFHlDzLz7F/7+vFboApUgSpQBapANZ4L/bnfp1ANBsMqvVfdmZ/auhZ9PK1Yx85c6zyW6R2gClSBKlAFqkA102xxer0+hWrJ9TIVzFqjjrhn/U5bsFFb95xymr6k7YAqUAWqQBWoAtWk4ZGhE/oUqlv3nNTKzYe6JXX3oXOalOHHFMb/AFAFqkAVqAJVoBrPhf7c71OoHvzykmYt3dotP4tW7dLsZdu6HcvkB6AKVIEqUAWqQDWTXEnmWn0KVXOP6vAJizVm2gpt2X1SU+at049+M1nl95molPcVP2/OSfktIL36Dg/UT+4RfU6ejZvrNjymMBluPte2T6Fqfrm+yWU9pvDDiUs14bPVMrfZ9OVCpEqk2it0ch3oQBWoJtsIAKoZw1KfQzVjKXV4oUxB1XpJr3lRLysaOPSBmpZB0qABqkAVqDokRubNgGpC1GLeWm9A2uSNqLkjquYOs2VFg958IKp6d1DGfwY8UgaqQBWoZp6WDq8IVBOgamB65Ua9Pn5nh0a+uU0f/XY7Kxo81wdG/Wa7RvxyszasuqJmfxSoJluhYz/wjQC6fx0is3czoJoA1dZATBcv1eq//NE4/dGQt/UnQ95nRYPn+sC/GfKe5Sufjj+otqiAKpAceEgmWwZAtXdaOrQAqglQbfFHdflKnf7H1wr1tSHD9edDRrKiwXN94M+G/E4vDBmu2YVH5YkAVW5nSfJ2lmQB2Bf2QNUhMns3A6rPgOo3XijUC0NG6OtDRrGiwXN94N8NGak/HTICqPZFZc81+yfqBaq909KhBVAFqs8FBo2K3htVQDULIzNg3R3WQNUhMns3A6pAFaimGYkDVaCa9V3eQLV3Wjq0AKpAFagC1e5RC1Fc/ukBVB0is3czoApUgSpQzT+I0HDoXuZAtXdaOrTIeqhW1zZq0ardOnb6qpXlRndQVU2+lG9rsGf/MlGp97FExlsfa0T3L92/dP92PfTE1L8ub8ghgnLPLKuh6m7z6v1xn2v7vtNqanFbpVPvCqiyyafqZn9Kq7l539xSA1SBqtNGQzxU3RGl5Hep+muP57lCqqprU8WYApUNfbl7REKEhh49+UBcpFrtiaq6JZCyH5v6F6hmaWNh16FzeuWNiVq77ahOnLuhWExqbQ/JgNVErKms7eGYrl6r1ze+NolbatLsFnUKpWy3ewzV4Zoz+Zj8MaXkd6n46jPPaY+ovrFdFWMLVPYSUM36KLInCGb62BOoPly0XA0dMT1kHxYAABT/SURBVDV6Qin7sal/233hLKVK+snO6kh1+fr9+mTmat0tr9J74z7Xg6o6+UMxNbcF1dKe2uqPxHT9holUgWq2w66/0m+gah7+MG/KUYViStn3UvXZxPNaOyJqavaqYuwEoJpp+OTq9Ya9otIXh+rhomK1+GNq9YZS9+O2kDoCkfTplKVXyGqonrl0W+NmrLSg+v74z1VZU68Wb0SVjR2qNl3AKazNvoguXXlE9y9RquMJXN26f8NKye9S8dVnntMaVPUjun+JUJMY634Sqd5ftFzV7sjjrt8U6k/jk5WNdP9maXtAikZj2rDjmBWl7jtywcqH6RKrSuNNIUxUYiw12Qg3Hqo8pjCJijxXo75szFfcmGqNJ6qalkDKkz2ZqJS1SO054em+TxWoAlWgChjzLsoFqj0DJYWjWd3921N+gSpQTBaK6doTqQLhrIcwUO0JJykdA6o8/MHx2GG68MnV84EqUAWq3KdqExioAlWgmuakLKAKVIEqUAWqCTCtefKZMVW6j5ONqIEqUAWqQBWoAlUi1DQjVBu+QBWoAlWgClSBKlAFqjyyLxtvf+mLNDNRyWZi2lvGVBPgSvcv3b92BOp0S6RKpEqkSqRq0xioAlUi1jQjVqAKVIEqUAWqCTBlohIRqtPINNEOqAJVoApUgSpQJUJNM0K14QpUgSpQBapAFagCVaDKRKW+mPSTjddkopLNxLS3jKkmwJWJSnQD2xGo0y2RKpEqkSqRqk1joApUiVjTjFiBKlAFqkAVqCbAlIlKRKhOI9NEO6AKVIEqUAWqQJUINc0I1YYrUAWqQBWoAlWgClSBKhOVsnFSUV+kmYlKNhPT3jKmmgBXJirRDWxHoE63RKpEqkSqRKo2jYEqUCViTTNiBapAFagCVaCaAFMmKhGhOo1ME+2AKlAFqkAVqAJVItQ0I1QbrkAVqAJVoApUgSpQBapMVOqLST/ZeE0mKtlMTHvLmGoCXJmoRDewHYE63RKpEqkSqRKp2jQGqkCViDXNiBWoAlWgClRzDqqRSNTKU4MroKomn+yJR8luiVSJVJ1GqLYdUAWqQBWo5hRUp8xbry17Tlp5anQHgWqakZcNC7bOGhhAFagCVaCaM1DdefCsfjF8ptbvOPY4UnUHVdnoU3WzP6W12R/V5St1+sYLhXphyAi6RgF0rz6QCNVUfS9j57lCqqprU8WYApUNfZnJSNk4cai/0xw3UanaE1V1SyCl+tP4sKl/Xd6QzZi822b1mOqew+dVOGedNu38UsUbDygcjqi1PaS6Vr9MN3AqqycY1ZVrQJUo1VmUanSyoTpn8lF5o0rJ71Lx1Wee0xZWXWO7KsZMUNlLQDXro8j+AOwTqD5ctFz13qga3MGU/bi+NaA2XzjvYGpnOKuhum3faS1evVujpxbrvXEL1dTqkS8Ylas9JLc3tdUfjunmjTp942uTiFSJUnuNUm2ovjBkuOZOOapAVCn7Xqo+m3iexx9RS6tX98cWqBSoEqk7gfKwV1T64lA9XFwsdzAmT0c4dT9uD8kfjNiMybtt1kI1FovJrIFQWHuPXNCmXV8qGo2pwRXUwwafqhpTW5t8UV0qIVIlUk0+Up1VeFSusFL2vVR99qnzWoKqeuSh+9cJTLB53Oh4EqneX7RcVe6oqpr8KfuxqX9b6f7N7saEmfkbDj/ubjBdYsz+dQ4E4Jm+Vnb37+zCo/JElPLM82Rnqj/T3hVSNWOqRKjJNBjixlRrPFHVtARS9mNT/zKmmt1M7ZZ6oJo+JABtchoCVWb/Zv24LVDtxpF0PmRt9++zMg1UkwMCAE1fL6AKVIEqt9TYTAKqPFHJ0WQc4Pts+AJVoApUgSpQTYCpPT7FE5WeDQ/A2rM2QBWoAlWgClSBKhFqhm4ZAqpAFagCVaAKVIEqUGWGbDIzZHPZlolKNhPT3jKmmgBXun977uKk6/fZuhCpEqkSqRKp2jQGqkCViDXNiBWoAlWgClSBagJMmaj07EiMKPX52gBVoApUgSpQBapEqGlGqHZjA6gCVaAKVIEqUAWqQJWJSrk8+SiZvDFRyWZi2lvGVBPgykSl53d12tEZ2y6diFSJVIlUiVRtGgNVoErEmmbEClSBKlAFqkA1AaZMVOqKvIhCk9MCqAJVoApUgSpQJUJNM0K1Gx9AFagCVaAKVIEqUAWqTFRKZjJPLtsyUclmYtpbxlQT4MpEpeS6Pu1oLZ+3RKpEqkSqRKo2jYEqUCViTTNiBapAFagCVaCaAFMmKhGhphptA1WgClSBKlAFqkSoaUaoNoSBKlAFqkAVqAJVoApUmaiUy5OPkskbE5VsJqa9ZUw1Aa5MVKIb2I5AnW6JVIlUiVSJVG0aA1WgSsSaZsQKVIEqUAWqQDUBpkxUIkJ1Gpkm2gFVoApUgWrOQNXvD8jb4bfzowZXQFVNPtmQTHZL9y9wTYRmb5+BKlAFqkDVhlBWd/9W1jRq4uw1+uCTRdp9+JxisZga3UGgmmZ3Zm8Q4fvuDQ+gClSBKlDNCah62jrk9nh19dY9jSosks8fULMnpOomn2qb/SmtRKrdgQFAe9cjEaqp+l7GznOFVF3XpooxBSob+jIzfJOZBZuvtnGzf2s9UdW2BFKqP40Pm/rX5Q3ZjMm7bVZHqnZpFa3bp6L1+xSNxuQLRuTpCKvNl9oaiMR060advvG1SXphyAgm8RD19uoDBqovDBmueZOPKhRTyr6Xqs8mntcejMrl8un+2AKVvgRUsz6K7A/QD3tFpS8OVeXiYrWFYmr3R1L3446wAqGoXT3n3TaroRqJRrVl1wkVzlkrE7WaxYypmpZSsmOptj2Rau+RGdFrd40SI1XblwZs6wqphkiVCD0ZGMdFqjWeqGpaAinXoab+dROpZmdjouRGuV5+dZzmFm3XH/adVnuHT02eEGOqRJe9RpeZbBgMRqjS/cs4b1IRegahaiaK0v2bnUyV29OusooafXWvWnfLqxQKh5moBFD7FagGzkAVgCUFsGQiyP6yBaoZo2BWd//2pAK31HTvmsxkRMa1etYWqAJVoMrsX5tHQDXhIRCMqfYMDoD6bF2AKlAFqkAVqCbA1J5UAlSfDQ/A2rM2QBWoAlWgClSBar+PPeYqlIEqUAWqQBWoAlWgmqFJXUAVqAJVoApUgSpQBarcy9lfs2sH++8w+9dmYtpbJiolwJUx1Z7HDXO16zYT+SJSJVIlUiVStWkMVIEqEWuaEStQBapAFagC1QSYMvuXCDXVqBWoAlWgClSBKlAlQk0zQrUhDFSBKlAFqkAVqAJVoMpEpcE+gai/0sdEJZuJaW8ZU02AKxOV6Aa2I1CnWyJVIlUiVSJVm8ZAFagSsaYZsQJVoApUgSpQTYApE5WIUJ1Gpol2QBWoAlWgClSBKhFqmhGqDVegClSBKlAFqkAVqAJVJir110Sgwf47TFSymZj2ljHVBLgyUYluYDsCdbolUiVSJVIlUrVpDFSBKhFrmhErUAWqQBWoAtUEmDJRiQjVaWSaaAdUgSpQBapAFagSoaYZodpwBapAFagCVaAKVIEqUGWi0mCfQNRf6WOiks3EtLeMqSbAlYlKdAPbEajTLZEqkSqRKpGqTWOgClSJWNOMWIEqUAWqQBWoJsCUiUpEqE4j00Q7oApUgSpQzRmoHj5ZopmLN+tOWaWVpwZ3UFVNPtmQTHZL9y9wTYRmb5+BKlAFqkA1J6B69dY9jZ2+QvuOXdLEWWvU0RFQkyekykafqpv8Ka3NvqguldTpv//xRP3xkPf1b4d8yIoGz/WBPx0yQn8y5H3NmnhE7ohS8rtU/bXH81pDqnrUporR41X27W+r/B+HsaLB833gO99V2d/9vR58XqRqd1TVzYGU/djUv63ekM2YvNtm9Zjqio0HtXTtXqvQxkwrVs2jJrX5oqp3BdToTm1tD8dUcvWRvvXvP9V//pdj9N/+6BNWNHiuD/zXfzVe/+lffKw5k4/JF1PKvpeqzz51XntY9Q3tqiiYrLIf/FjlP3uNFQ169YGyV36oB0tWqNEbU6MnmLIfm/q33R/OO5jaGc5qqBZv2K+i9futvIyb/oWqHzUpJikak2KxWGqrpNaWDp05es9azx67p5xcj/eQL3PMPm7vP2tr62Lbx3+2z+k8VtF1XftYjm1PHSpT2e16yxdT9r1Uffap86RIKCzvV6Vqv3ZD7Tdu5e96M0N5N9fJ1LUGaXm0Xbkm7/2HT+rP1OvQx/WvjZj822Y1VM9cuq3xM1eq5Ea5xny6Qu3ejvwrQXKMAiiAAigwaBTIaqhGIlGt/8MxjSos0tnLdwaNqIM9IYFgSPuPX7K6y6WYyh/UqqGpVbsPn9e5krtqbHZr75EL2nf0gg58eVkHv7ysnQfPaseBMzp88opOnLshd5vXyuala6VqanFb+9FYTBeufqUdB89q39GL1nVcbV5t23tKh0+UqMPnH+zSkL4sUuDUxZu6fK3USvGNO/ctfztx/oYOHL+kVne7Tpy7rl2Hzlm+fuhEiXYfOqft+8/I7Bufrmtstc69crNctfXNnTn3+YNWQ72qttE6Zj6b/4Nt+06rxdXWaccOCvSkQFZDtacMcax3BQw0v/eriSr4bJUFxwVf7NCDqnp9VFikFRsO6MzFW/r58Jmdlc+hkyUy3esfTS7SsTPXtGjVbqsxU3K9TKOnLFdTi8f6Ua/Pr9FTi63vjV1Dk0ufr9qtonX7NHfZdgvavacOCxToXYFINKo3P5qrV9+bLpfbq4mz1+jG3Qeas2ybJs9br3sPH+l3k5Zqy55Tlh8fOXVF0xZs0C8+mKEjp6/qi00HNWX+epXer9EnM1fJBqj55XsPavXGqDlWQ9J8Ng3EmYu2aH7xDn2+cpfMb7OgwLMUAKrPUiaHj9c8atSytfs0ctIy7TlyQau2HFJbe4c27zqhUxdu6cqNMv1i+Ext3HlcJTfLLSUOn7qiPYfPW/veDr8mzFqtn7w9VXdKH9/KZL7wB4L6dMFGTZ67TsdOX7Wu+cmMVTI9CiaiXbJ6Tw6rStb6U4FgKKyZizZr0uw12nv0ouYu/4MF0n3HLlqRqokoP5ywREvX7NXxM9espJlelAUrdnQmc8bnm/TDNwutnpfOg5JCobC+2HRAe49esA7PK/6DLly5qzavT6MmF8nTxjBTvF7sd1cAqHbXIy8+VdY0aOXmg1ZX7TtjFmju8u3y+YIWRE+ev6GSG2X69cjZVqVy66uHliYGvqYb117Wbj9qtfTtz2ZrJujUNbTqys17en/c59qy+4RmLt6iaBSoxuvEfvoKmCGMz5ZstaJQE51+OHGpjF9bwxbHLqq5xaOPpxZbker5krvWD3557oZmLd3a+eN3y6r07tiFamv3dR6zd3aaoY4TJdZH8/9hgNzu9WtU4TK5PY+HPmxbtigQrwBQjVcjT/YfVtVrdtE2K4L8dOFG/eDNQmsMavyMVVq95bC+PHdd42es7KaGAaoZv7YXM75qooD4xUSqF67etaBqutRMl9viVbu1adeXWrx6t7bvOx1vzj4KpKyAPxDSuBkrrfkAm3ef0P/8zgdWt+2CFTv12eItKr9fo88Wb+52fTMuOnneus5jNXXNKvhstUzPS/xihi2M/89ZulU+f0A7D53TguIdWrnpoGYv22Y1EuPt2UeBeAWAarwaebJvuq9Md6xZzG1IpsvsUX2TVmw8YHWdVVTW6dSFm93UKK2o6XxqlfmitKK6s2vYNgwGQ9px4LTVFXfwxGXrcE1dk5as3m1FwXSb2UqxTVcBM6Rw8sJNuTxeedq82rTrhB41tGjHgbNau+2IqmsbLR833cT28qC6XmdLuiY0eto7dPL8Tau717Yx27vlVVq0cpdWbzmkVlebBdZ1249Zwxd1jS3xpuyjwFMKANWnJOEACqAACqAACqSmAFBNTTfOQgEUQAEUQIGnFACqT0nCARRAARRAARRITQGgmppunIUCKIACKIACTykAVJ+ShAMogAIogAIokJoCQDU13TgLBVAABVAABZ5SAKg+JQkHUAAFUAAFUCA1BYBqarpxFgqgAAqgAAo8pQBQfUoSDqBAZhSImZf7PlnMIxyft0SjMevZsva7WJ9ny3cogAKDVwGgOnjLhpRluQItrR7rzSjm7T7miVTPW1zudutNKHfKK7Vq86HnmfIdCqDAIFYAqA7iwiFp2auAiTgDgZAKZq7Wb0fPsx6nZ55He77kjvWg9von7/I0bz4xb1HZsPO43hmz0HrTyp4nb0cxj3U8evqqDp8ssd7jaZ5Ra56nfPzsNbV7fdYLDC5eK7Xe0mIerceCAigw8AoA1YEvA1KQwwqs3nJE85b/wcrhiAlLNGn2Wn26cJPmFm23XpVn3s9pIllj8/74xbp+u0LmJQfm5QQzzKvN5qxV8fr9Mi/fNm9jMe+yNcdWbj5kPbP5/fGfa8OO49Z+DstI1lAgaxQAqllTVCQ0GxVYsf6A9Yoyk/aRhcusFxE0t3qsF2MbgL47ZqH1IHifL6CPp63Q+St3Ne7TL3S/sk5vfzxfLk+7le3bpZX6zi/GW29gMdcxL+U2L0Iw7wNdteWw9cq9bNSHNKNArikAVHOtRMnPoFJg2Zp9mrZgo5Um84Lrew8fqanFrbGfrrBekff2mAUWaB9U1ml4wWLrZdgGrubdoKbb+H5VnSKRiEpulOuXv5ulMxdvWW8LKn9Qa73X8/L1Mutl3G+Nnqf4N7IMKhFIDArkkQJANY8Km6z2rwJmTNRElb/8cJb13k/zwnYDyeZWt6bO3yATsRZvPGBFpJ/MWKUx01bo5t371nfhSERF6/ZpVGGR9aL3s5dvW++znTp/vWYt2ardhy/oyKmrVrfxghU7tHTNHoXDkf7NIL+GAijwlAJA9SlJOIACmVEgFArrUUOzah41WS/CNpOLwuGo9ZJr8w5QKWa9y/NuWaUVmRoIh8Jh6/2gJgXRaNSCsXl3bSAYshJVUflIt0sfyswWNhOXvrpXLXPMvF+UBQVQYOAVAKoDXwakAAVQAAVQIEcUAKo5UpBkAwVQAAVQYOAVAKoDXwakAAVQAAVQIEcUAKo5UpBkAwVQAAVQYOAVAKoDXwakAAVQAAVQIEcUAKo5UpBkAwVQAAVQYOAVAKoDXwakAAVQAAVQIEcUAKo5UpBkAwVQAAVQYOAVAKoDXwakAAVQAAVQIEcU+P8Rko5qY7nQ4wAAAABJRU5ErkJggg==&quot; /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&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;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;Now, let’s have an in-depth look at our 8
leaders which were always there in the &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Nifty-10&lt;/b&gt;
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; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;Inspiration:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;The inspiration behind conducting this
analysis is &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Warren Buffett (&lt;/b&gt;Patience&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;), Peter Lynch(&lt;/b&gt;Common Sense&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;),&lt;/b&gt; and &lt;a href=&quot;https://twitter.com/WeekendInvestng&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Alok
Jain&lt;/b&gt;&lt;/a&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;(&lt;/b&gt;Systematic Approach&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;)&lt;/b&gt;.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;Disclaimer:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;Due to some errors in Yahoo Database, HDFC has
some missing data for 2014 to 2016. It may have affected yearly return for
2014–15,2015–16 sessions by some margin, but considering the linear growth in
HDFC, the overall analysis might be affected by the tiniest of margin. All data
has been taken till 19th June 2019. Even after that leaders have played
important role to take Nifty over 11200. Don’t invest specifically on the basis
of this strategy, it has been working well from the last 10 years and one can’t
assure the same future returns. Please look at data from NSE too for your
confirmation of this study before investing. Annual SIPs are taken just for
SIPs reference, if I would be applying this strategy, I’ll be using monthly
SIPs for investment.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;I have used Python and Jupyter Notebook to
perform this. Thanks to Vipin Joshi for fixing the bugs in codes. Some ideas
are taken from &lt;a href=&quot;https://medium.com/u/4b249c8dbe7f?source=post_page-----a8c3743b7258----------------------&quot;&gt;randerson112358&lt;/a&gt;
article. I’m passionate about Investing and Trading which is backed by data.
Hit me up on my social handles for chats on these topics.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;&lt;a href=&quot;https://twitter.com/sumitkbehal&quot;&gt;Twitter&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot;mso-no-proof: yes;&quot;&gt; &lt;span lang=&quot;EN&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; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&quot;&gt;&lt;a href=&quot;https://www.linkedin.com/feed/&quot;&gt;LinkedIn&lt;/a&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&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;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&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;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;mso-no-proof: yes;&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;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;!--[if gte vml 1]&gt;&lt;v:shape
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&lt;/v:shape&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;img align=&quot;left&quot; height=&quot;228&quot; hspace=&quot;12&quot; src=&quot;file:///C:/Users/91783/AppData/Local/Temp/msohtmlclip1/01/clip_image027.gif&quot; v:shapes=&quot;image3.png&quot; vspace=&quot;12&quot; width=&quot;366&quot; /&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&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;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;But there is a lot of risk /analysis behind these
lucrative stories. Now, the question is how we would have guessed that Amazon
will rule the world? Well, we need luck, hard work, and common sense to pick
these kinds of multi-baggers. One needs to give time to study annual reports,
financials, and future prospects whatnot. &lt;/span&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;a href=&quot;https://www.investopedia.com/articles/01/071801.asp&quot;&gt;&lt;span style=&quot;background: white; color: #1155cc; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white; text-decoration: none; text-underline: none;&quot;&gt;Warren Buffett&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt; bought more than $1 billion of Coca-Cola (&lt;/span&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;a href=&quot;https://www.investopedia.com/markets/quote?tvwidgetsymbol=ko&quot;&gt;&lt;span style=&quot;background: white; color: #1155cc; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white; text-decoration: none; text-underline: none;&quot;&gt;KO&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;) shares in 1988, an amount equivalent to 6.2% of the
company.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&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;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;Let’s analyze the three factors:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;Common
Sense: &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;He assumed that no matter
what changes, people will still drink Coca-Cola.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;Luck: &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;Assumption became true. We are still drinking Coca-Cola
with joy.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;!--[if gte vml 1]&gt;&lt;v:shape
 id=&quot;image2.png&quot; o:spid=&quot;_x0000_s1030&quot; type=&quot;#_x0000_t75&quot; style=&#39;position:absolute;
 margin-left:1.5pt;margin-top:33.75pt;width:419.5pt;height:262.9pt;z-index:251659264;
 visibility:visible;mso-wrap-style:square;mso-wrap-distance-left:9pt;
 mso-wrap-distance-top:9pt;mso-wrap-distance-right:9pt;
 mso-wrap-distance-bottom:9pt;mso-position-horizontal:absolute;
 mso-position-horizontal-relative:text;mso-position-vertical:absolute;
 mso-position-vertical-relative:text&#39;&gt;
 &lt;v:imagedata src=&quot;file:///C:\Users\91783\AppData\Local\Temp\msohtmlclip1\01\clip_image003.png&quot;
  o:title=&quot;&quot;/&gt;
 &lt;w:wrap type=&quot;square&quot;/&gt;
&lt;/v:shape&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;img align=&quot;left&quot; height=&quot;438&quot; hspace=&quot;12&quot; src=&quot;file:///C:/Users/91783/AppData/Local/Temp/msohtmlclip1/01/clip_image028.gif&quot; v:shapes=&quot;image2.png&quot; vspace=&quot;12&quot; width=&quot;699&quot; /&gt;&lt;!--[endif]--&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;Hard
work:&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt; No one gives credit to&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt; &lt;/b&gt;Buffet over this factor. But the
reality is different.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span style=&quot;color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-ansi-language: EN-IN; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-no-proof: yes;&quot;&gt;&lt;!--[if gte vml 1]&gt;&lt;v:shape id=&quot;image5.png&quot; o:spid=&quot;_x0000_i1031&quot;
 type=&quot;#_x0000_t75&quot; style=&#39;width:468pt;height:154.2pt;visibility:visible;
 mso-wrap-style:square&#39;&gt;
 &lt;v:imagedata src=&quot;file:///C:\Users\91783\AppData\Local\Temp\msohtmlclip1\01\clip_image005.png&quot;
  o:title=&quot;&quot;/&gt;
&lt;/v:shape&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;img border=&quot;0&quot; height=&quot;257&quot; src=&quot;file:///C:/Users/91783/AppData/Local/Temp/msohtmlclip1/01/clip_image029.gif&quot; v:shapes=&quot;image5.png&quot; width=&quot;780&quot; /&gt;&lt;!--[endif]--&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;Now, I’ll show one more example of why no one is perfect
in investing bets. Let’s study the case of one more investing bet, airline
stocks. Warren Buffett started investing in 4 Airlines Stocks in 2016 and we
all know what happened due to COVID-19.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;A similar trend is there for other airline stocks which he
bought.&lt;/span&gt;&lt;!--[if gte vml 1]&gt;&lt;v:shape id=&quot;image6.png&quot; o:spid=&quot;_x0000_s1029&quot;
 type=&quot;#_x0000_t75&quot; style=&#39;position:absolute;margin-left:1.5pt;margin-top:33.5pt;
 width:277.15pt;height:173.9pt;z-index:251660288;visibility:visible;
 mso-wrap-style:square;mso-wrap-distance-left:9pt;mso-wrap-distance-top:9pt;
 mso-wrap-distance-right:9pt;mso-wrap-distance-bottom:9pt;
 mso-position-horizontal:absolute;mso-position-horizontal-relative:text;
 mso-position-vertical:absolute;mso-position-vertical-relative:text&#39;&gt;
 &lt;v:imagedata src=&quot;file:///C:\Users\91783\AppData\Local\Temp\msohtmlclip1\01\clip_image007.png&quot;
  o:title=&quot;&quot;/&gt;
 &lt;w:wrap type=&quot;square&quot;/&gt;
&lt;/v:shape&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;img align=&quot;left&quot; height=&quot;290&quot; hspace=&quot;12&quot; src=&quot;file:///C:/Users/91783/AppData/Local/Temp/msohtmlclip1/01/clip_image030.gif&quot; v:shapes=&quot;image6.png&quot; vspace=&quot;12&quot; width=&quot;462&quot; /&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;Common
Sense: &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;He may have assumed that no
matter what changes, people will still travel from countries to countries.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;Luck: &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;Unfortunately, Corona Virus has impacted the airline
industry the most. Speaking at the annual shareholders’ meeting in 2020, Mr.
Buffett said “the world has changed” because of the coronavirus. He sold those
shares.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;Hard
work:&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt; This is still the same in
both cases.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;This shows there is always a risk in investing. Now, it is
not possible for everyone to do this tremendous amount of research being busy
in jobs, businesses, and risk-taking appetite. There is one simple solution for
everyone, &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;INDEX FUNDS.&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;Being a Warren Buffett fan, I always admire this quote.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;“Index
funds are ‘the most sensible equity investment’ for most people”&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;Well talking about Index Funds, they are simply the
baskets of top companies as per market capitalization which keeps on changing
as new companies fit into them and dropping the laggards ones. So basically,
they keep on growing although not at Amazon pace but surely with less risk.
Every country has some famous indices like &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Dow
Jones &lt;/b&gt;🇺🇸&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;, Nifty 50 &lt;/b&gt;🇮🇳&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;, Sensex &lt;/b&gt;🇮🇳&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;, DAX &lt;/b&gt;🇩🇪&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;, FTSE MIB &lt;/b&gt;🇮🇹&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;, etc.&lt;/b&gt;Talking about Nifty 50, it is
group of top 50 companies in India. It is managed by NSE(National Stock
Exchange). I searched a lot about the hypothetical Nifty 10 index but it wasn’t
there, so I created a one by using the Yahoo Finance database, NSE monthly
reports. Unfortunately, NSE had the monthly reports of the names of individual
stocks from 2010 only. So, I have backtested this on 10 years of data.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;Idea of
Strategy&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;NSE rebalances the Nifty50 on a semi-annually basis with
very mild changes. I have used the data of stocks in the index from March 2010.
I have used two methods of Investing: Direct and Annual SIP. Annual SIP is just
used to make calculations as normally Monthly SIPs are famous and better. Idea
is to compare &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Nifty 50 and Nifty 10&lt;/b&gt;,
not monthly SIPs and Annual SIPs. We will be buying the top 10 Stocks every
30th March of the year as per their weightage from the &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Nifty 50 &lt;/b&gt;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; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;In &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Direct Case,&lt;/b&gt;
we will invest 100INR only once on 30th March 2010 and will look at it exactly
after 1 year. We will look at the updated Nifty 10 stocks, their updated
weightage and will reallocate the invested capital as per the new parameters.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;In &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Annual SIP, &lt;/b&gt;we
will be investing an additional 100INR every 30th March and will reallocate the
total capital on updated weightage as per new parameters.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;So, on 30th March 2010, the top 10 companies were:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;!--[if gte vml 1]&gt;&lt;v:shape
 id=&quot;image4.png&quot; o:spid=&quot;_x0000_s1028&quot; type=&quot;#_x0000_t75&quot; style=&#39;position:absolute;
 margin-left:1.5pt;margin-top:33.5pt;width:355.9pt;height:140.85pt;z-index:251661312;
 visibility:visible;mso-wrap-style:square;mso-wrap-distance-left:9pt;
 mso-wrap-distance-top:9pt;mso-wrap-distance-right:9pt;
 mso-wrap-distance-bottom:9pt;mso-position-horizontal:absolute;
 mso-position-horizontal-relative:text;mso-position-vertical:absolute;
 mso-position-vertical-relative:text&#39;&gt;
 &lt;v:imagedata src=&quot;file:///C:\Users\91783\AppData\Local\Temp\msohtmlclip1\01\clip_image009.png&quot;
  o:title=&quot;&quot;/&gt;
 &lt;w:wrap type=&quot;square&quot;/&gt;
&lt;/v:shape&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;img align=&quot;left&quot; height=&quot;235&quot; hspace=&quot;12&quot; src=&quot;file:///C:/Users/91783/AppData/Local/Temp/msohtmlclip1/01/clip_image031.gif&quot; v:shapes=&quot;image4.png&quot; vspace=&quot;12&quot; width=&quot;593&quot; /&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&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;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;Weightage2 is the weightage of stock in the Nifty-10
index.Now, what matter most is the comparison of &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Nifty 10 &lt;/b&gt;to &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Nifty 50&lt;/b&gt;,
let’s observe this:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;!--[if gte vml 1]&gt;&lt;v:shape
 id=&quot;image11.png&quot; o:spid=&quot;_x0000_s1027&quot; type=&quot;#_x0000_t75&quot; style=&#39;position:absolute;
 margin-left:1.5pt;margin-top:33.5pt;width:371.1pt;height:181.35pt;z-index:251662336;
 visibility:visible;mso-wrap-style:square;mso-wrap-distance-left:9pt;
 mso-wrap-distance-top:9pt;mso-wrap-distance-right:9pt;
 mso-wrap-distance-bottom:9pt;mso-position-horizontal:absolute;
 mso-position-horizontal-relative:text;mso-position-vertical:absolute;
 mso-position-vertical-relative:text&#39;&gt;
 &lt;v:imagedata src=&quot;file:///C:\Users\91783\AppData\Local\Temp\msohtmlclip1\01\clip_image011.png&quot;
  o:title=&quot;&quot;/&gt;
 &lt;w:wrap type=&quot;square&quot;/&gt;
&lt;/v:shape&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;img align=&quot;left&quot; height=&quot;302&quot; hspace=&quot;12&quot; src=&quot;file:///C:/Users/91783/AppData/Local/Temp/msohtmlclip1/01/clip_image032.gif&quot; v:shapes=&quot;image11.png&quot; vspace=&quot;12&quot; width=&quot;618&quot; /&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&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;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;This simple performance has been repeated for the next 10
years and I have calculated and plotted the same things for all year. If one
wants to have a look at it, it is available &lt;/span&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;a href=&quot;https://github.com/sumitbehal/Common-Sense-Sweet-Investing-v1.0&quot;&gt;&lt;span style=&quot;background: white; color: #1155cc; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;here&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;Let’s come straight forward to 30th March 2020, let’s see
how our &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;NIFTY 10 &lt;/b&gt;looks like,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span style=&quot;color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-ansi-language: EN-IN; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-no-proof: yes;&quot;&gt;&lt;!--[if gte vml 1]&gt;&lt;v:shape id=&quot;image8.png&quot; o:spid=&quot;_x0000_i1030&quot;
 type=&quot;#_x0000_t75&quot; style=&#39;width:375pt;height:149.4pt;visibility:visible;
 mso-wrap-style:square&#39;&gt;
 &lt;v:imagedata src=&quot;file:///C:\Users\91783\AppData\Local\Temp\msohtmlclip1\01\clip_image013.png&quot;
  o:title=&quot;&quot;/&gt;
&lt;/v:shape&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;img border=&quot;0&quot; height=&quot;249&quot; src=&quot;file:///C:/Users/91783/AppData/Local/Temp/msohtmlclip1/01/clip_image033.gif&quot; v:shapes=&quot;image8.png&quot; width=&quot;625&quot; /&gt;&lt;!--[endif]--&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;Clearly we have some stocks which are still in Nifty-10
which were there in 2010 too. That’s a good sign.&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&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 115%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;Now, let’s compare the
performance of &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;NIFTY 10 vs NIFTY 50 &lt;/b&gt;on
various aspects&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt; &lt;/b&gt;over the past 10
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;color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-no-proof: yes;&quot;&gt;&lt;!--[if gte vml 1]&gt;&lt;v:shape id=&quot;image10.png&quot;
 o:spid=&quot;_x0000_i1029&quot; type=&quot;#_x0000_t75&quot; style=&#39;width:433.2pt;height:283.2pt;
 visibility:visible;mso-wrap-style:square&#39;&gt;
 &lt;v:imagedata src=&quot;file:///C:\Users\91783\AppData\Local\Temp\msohtmlclip1\01\clip_image015.png&quot;
  o:title=&quot;&quot;/&gt;
&lt;/v:shape&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;img border=&quot;0&quot; height=&quot;472&quot; src=&quot;file:///C:/Users/91783/AppData/Local/Temp/msohtmlclip1/01/clip_image034.gif&quot; v:shapes=&quot;image10.png&quot; width=&quot;722&quot; /&gt;&lt;!--[endif]--&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 115%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&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;color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-no-proof: yes;&quot;&gt;&lt;!--[if gte vml 1]&gt;&lt;v:shape id=&quot;image9.png&quot;
 o:spid=&quot;_x0000_i1028&quot; type=&quot;#_x0000_t75&quot; style=&#39;width:468pt;height:306pt;
 visibility:visible;mso-wrap-style:square&#39;&gt;
 &lt;v:imagedata src=&quot;file:///C:\Users\91783\AppData\Local\Temp\msohtmlclip1\01\clip_image017.png&quot;
  o:title=&quot;&quot;/&gt;
&lt;/v:shape&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;img border=&quot;0&quot; height=&quot;510&quot; src=&quot;file:///C:/Users/91783/AppData/Local/Temp/msohtmlclip1/01/clip_image035.gif&quot; v:shapes=&quot;image9.png&quot; width=&quot;780&quot; /&gt;&lt;!--[endif]--&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 115%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&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;color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-no-proof: yes;&quot;&gt;&lt;!--[if gte vml 1]&gt;&lt;v:shape id=&quot;image13.png&quot;
 o:spid=&quot;_x0000_i1027&quot; type=&quot;#_x0000_t75&quot; style=&#39;width:468pt;height:306pt;
 visibility:visible;mso-wrap-style:square&#39;&gt;
 &lt;v:imagedata src=&quot;file:///C:\Users\91783\AppData\Local\Temp\msohtmlclip1\01\clip_image019.png&quot;
  o:title=&quot;&quot;/&gt;
&lt;/v:shape&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;img border=&quot;0&quot; height=&quot;510&quot; src=&quot;file:///C:/Users/91783/AppData/Local/Temp/msohtmlclip1/01/clip_image036.gif&quot; v:shapes=&quot;image13.png&quot; width=&quot;780&quot; /&gt;&lt;!--[endif]--&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 115%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;Why Nifty
10?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;The reason for adopting Nifty 10 was their healthy
weightage in Nifty 50 in comparison to the other 40 stocks... Let’s have a look
at the weightage on a YoY basis.&lt;/span&gt;&lt;!--[if gte vml 1]&gt;&lt;v:shape id=&quot;image12.png&quot;
 o:spid=&quot;_x0000_s1026&quot; type=&quot;#_x0000_t75&quot; style=&#39;position:absolute;
 margin-left:1.5pt;margin-top:135.4pt;width:300.75pt;height:176.65pt;z-index:251663360;
 visibility:visible;mso-wrap-style:square;mso-wrap-distance-left:9pt;
 mso-wrap-distance-top:9pt;mso-wrap-distance-right:9pt;
 mso-wrap-distance-bottom:9pt;mso-position-horizontal:absolute;
 mso-position-horizontal-relative:text;mso-position-vertical:absolute;
 mso-position-vertical-relative:text&#39;&gt;
 &lt;v:imagedata src=&quot;file:///C:\Users\91783\AppData\Local\Temp\msohtmlclip1\01\clip_image021.png&quot;
  o:title=&quot;&quot;/&gt;
 &lt;w:wrap type=&quot;square&quot;/&gt;
&lt;/v:shape&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;img align=&quot;left&quot; height=&quot;294&quot; hspace=&quot;12&quot; src=&quot;file:///C:/Users/91783/AppData/Local/Temp/msohtmlclip1/01/clip_image037.gif&quot; v:shapes=&quot;image12.png&quot; vspace=&quot;12&quot; width=&quot;501&quot; /&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&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;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;CAGR Comparison: &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span style=&quot;color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-ansi-language: EN-IN; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-no-proof: yes;&quot;&gt;&lt;!--[if gte vml 1]&gt;&lt;v:shape id=&quot;image7.png&quot; o:spid=&quot;_x0000_i1026&quot;
 type=&quot;#_x0000_t75&quot; style=&#39;width:351.6pt;height:229.8pt;visibility:visible;
 mso-wrap-style:square&#39;&gt;
 &lt;v:imagedata src=&quot;file:///C:\Users\91783\AppData\Local\Temp\msohtmlclip1\01\clip_image023.png&quot;
  o:title=&quot;&quot;/&gt;
&lt;/v:shape&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;img border=&quot;0&quot; height=&quot;383&quot; src=&quot;file:///C:/Users/91783/AppData/Local/Temp/msohtmlclip1/01/clip_image038.gif&quot; v:shapes=&quot;image7.png&quot; width=&quot;586&quot; /&gt;&lt;!--[endif]--&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&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&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 115%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&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&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 115%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;Now, let’s have an in-depth
look at our 8 leaders which were always there in the &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Nifty-10&lt;/b&gt; index.&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&quot;&gt;&lt;a href=&quot;file:///C:/Users/91783/Downloads/hh&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-no-proof: yes; text-decoration: none; text-underline: none;&quot;&gt;&lt;!--[if gte vml 1]&gt;&lt;v:shape
 id=&quot;image1.png&quot; o:spid=&quot;_x0000_i1025&quot; type=&quot;#_x0000_t75&quot; href=&quot;hh&quot; style=&#39;width:295.8pt;
 height:193.2pt;visibility:visible;mso-wrap-style:square&#39; o:button=&quot;t&quot;&gt;
 &lt;v:fill o:detectmouseclick=&quot;t&quot;/&gt;
 &lt;v:imagedata src=&quot;file:///C:\Users\91783\AppData\Local\Temp\msohtmlclip1\01\clip_image025.png&quot;
  o:title=&quot;&quot;/&gt;
&lt;/v:shape&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;span style=&quot;mso-ignore: vglayout;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;322&quot; src=&quot;file:///C:/Users/91783/AppData/Local/Temp/msohtmlclip1/01/clip_image039.gif&quot; v:shapes=&quot;image1.png&quot; width=&quot;493&quot; /&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 115%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;Inspiration:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;The inspiration behind conducting this analysis is &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Warren Buffett (&lt;/b&gt;Patience&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;), Peter Lynch(&lt;/b&gt;Common Sense&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;),&lt;/b&gt; and &lt;/span&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;a href=&quot;https://twitter.com/WeekendInvestng&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;background: white; color: #1155cc; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white; text-decoration: none; text-underline: none;&quot;&gt;Alok Jain&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;/span&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;(&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;Systematic Approach&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;)&lt;/b&gt;.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;Disclaimer:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;Due to some errors in Yahoo Database, HDFC has some
missing data for 2014 to 2016. It may have affected yearly return for
2014–15,2015–16 sessions by some margin, but considering the linear growth in
HDFC, the overall analysis might be affected by the tiniest of margin. All data
has been taken till 19th June 2019. Even after that leaders have played
important role to take Nifty over 11200. Don’t invest specifically on the basis
of this strategy, it has been working well from the last 10 years and one can’t
assure the same future returns. Please look at data from NSE too for your
confirmation of this study before investing. Annual SIPs are taken just for
SIPs reference, if I would be applying this strategy, I’ll be using monthly
SIPs for investment.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;I have used Python and Jupyter Notebook to perform this.
Thanks to Vipin Joshi for fixing the bugs in codes. Some ideas are taken from &lt;/span&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;a href=&quot;https://medium.com/u/4b249c8dbe7f?source=post_page-----a8c3743b7258----------------------&quot;&gt;&lt;span style=&quot;background: white; color: #029e74; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white; text-decoration: none; text-underline: none;&quot;&gt;randerson112358&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt; article. I’m passionate about Investing and Trading which
is backed by data. Hit me up on my social handles for chats on these topics.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;a href=&quot;https://twitter.com/sumitkbehal&quot;&gt;&lt;span style=&quot;background: white; color: #1155cc; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;Twitter&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt; &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;a href=&quot;https://www.linkedin.com/feed/&quot;&gt;&lt;span style=&quot;background: white; color: #1155cc; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;LinkedIn&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&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;background: white; line-height: 217%; margin-top: 32pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 217%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&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&quot; style=&quot;background: white; color: #292929; font-family: &amp;quot;times new roman&amp;quot;, serif; font-size: 14pt; line-height: 115%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-highlight: white;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.tradelikeamonk.com/feeds/7493102724227476514/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.tradelikeamonk.com/2020/07/common-sense-sweet-investing-v10.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/7493102724227476514'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/7493102724227476514'/><link rel='alternate' type='text/html' href='https://www.tradelikeamonk.com/2020/07/common-sense-sweet-investing-v10.html' title='Common Sense, Sweet Investing v1.0'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh08_7zjFrqgYTd82g3E2SVnJqNAgNRgGfO3cogqJOnLlu9URZT7lCuqsn-raVUpkKLB-7Drfd-iLqsOu8-YwRbolM2sm9hX9h0alvUzUSkD_ZM4VQnYj1WqyOrsXNHWDWVo5Q7aavTZk3t/s72-w640-h640-c/WhatsApp+Image+2020-07-23+at+6.04.26+AM.jpeg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3575488424456253411.post-267543519443201496</id><published>2020-07-10T19:02:00.000+05:30</published><updated>2020-07-10T19:02:22.498+05:30</updated><title type='text'>Analyzing the Market Profile Is Easier Than You Think!</title><content type='html'>&lt;h1 style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/h1&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&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; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Even if you don&#39;t
take intraday trades, or don&#39;t have any idea about Market Profile whatsoever,
being able to predict the smart money activity can be a massive benefit to your
trading and investment. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;It&#39;s important
to understand that two herds exist in the market:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;&quot; 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: 7pt &amp;quot;times new roman&amp;quot;;&quot;&gt;&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 lang=&quot;&quot;&gt;Smart Money&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;&quot;&gt; and&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;mso-list: l0 level1 lfo1; 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 lang=&quot;&quot; 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: 7pt &amp;quot;times new roman&amp;quot;;&quot;&gt;&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 lang=&quot;&quot;&gt;Dumb Money&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;&quot;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Smart Money&lt;/b&gt;&quot; refers to
institutional investors, big sharks who have money and information power who
give direction to markets. In the Market Profile world, we call them as Other
Time Frame (OTF) participants.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;&quot;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Dumb Money&lt;/b&gt;&quot; refers to
nonprofessional traders, retail traders who often want to quick money.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Market Profile&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;&quot;&gt; &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;helps us identify and differentiate the
activities of the &quot;smart money,&quot;&lt;/b&gt; and hence we can identify many
profitable trade opportunities. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h2 style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Introduction&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&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; style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Market Profile&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;&quot;&gt; is a
technical concept with a unique charting technique developed by &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Peter
Steidlmayer&lt;/i&gt;&lt;/b&gt; when he was trading at the &lt;span style=&quot;mso-no-proof: yes;&quot;&gt;Chicago&lt;/span&gt;
Board of Trade (CBOT), and it was open to the &lt;span style=&quot;mso-no-proof: yes;&quot;&gt;public&lt;/span&gt;
in 1985. Market profile is a style of plotting price on the Y-axis and time on
the X-axis (Generally 30 minutes is considered as one session), which most of
the time form a bell-shaped image as the body of the profile.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;The three
essential components of the auction process are (in the same order of
importance):&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;tab-stops: 72.65pt; text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;1. &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Price&lt;/b&gt;—it advertises
all the opportunities. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;tab-stops: 72.65pt; text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;2. &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Time&lt;/b&gt;—it regulates all
the opportunities. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;tab-stops: 72.65pt; text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;3. &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Volume&lt;/b&gt;—it measures the
success or failure of all the advertised opportunities.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;tab-stops: 72.65pt; text-align: justify;&quot;&gt;&lt;span lang=&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; style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Market Profile gives more importance to &quot;TIME&quot;
as compared to &quot;VOLUME.&quot;&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;&quot;&gt; There are many
reasons for this:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&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;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;&quot;&gt;Volume is essential as 80% of
the trading volume is given by 20% of the big players. However, &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;time also plays a crucial role, because a
price that is not accepted over time is the sign of rejection of that price
level. &lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&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;
&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 lang=&quot;&quot;&gt;A spike in volume can only be seen after a big move in the price.&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;&quot;&gt; Hence, many times intraday traders and short term traders may not
be able to reap the benefits.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&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;
&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 lang=&quot;&quot;&gt;In intraday trading, the &lt;span style=&quot;mso-no-proof: yes;&quot;&gt;opportunity&lt;/span&gt;
is inversely proportional to time&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;&quot;&gt;. Day traders, &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;especially options traders, should know the
importance of time&lt;/b&gt;. Option buyers will lose the money if the price doesn&#39;t
show a quick move, and similarly, the Option seller will lose significant money
if the price shows a rapid movement. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&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;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;&quot;&gt;On any trading day, &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;long -liquidation or short-covering rally
generally happens due to the result of time running out&lt;/b&gt; for day traders,
rather than a lack of volume. Very rarely, these situations are caused by a
combination of both factors.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&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; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;This article
aims to give market profile outsiders a no-nonsense four-step in detailed
explanation to understand the market profile in a better way.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Step-1 Candlestick vs. Market
Profile chart&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;h2 style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Many traders don&#39;t
understand the influence of time on both the price and opportunity. An
attractive &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;opportunity to buy the below
value or sell the above value will&lt;/b&gt; &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;not
last long&lt;/b&gt; as smart money will act very quickly, and their position size
pushes the price very soon to the other side.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&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/b/R29vZ2xl/AVvXsEgDnaJeOByZlLydrZi2mJhjqpSOChJasC3XeAJqDb_r-9dh3HlM83T1kRTo5s_bIjYxsxtUoQf0gEHtMm7lZgRLyIpI1CYe0vZgcx8q3YZL2Lcys_ulnu9Tg4GjkaZGmrvXya5E-q6Z5JtF/s1920/1.png&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;1920&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDnaJeOByZlLydrZi2mJhjqpSOChJasC3XeAJqDb_r-9dh3HlM83T1kRTo5s_bIjYxsxtUoQf0gEHtMm7lZgRLyIpI1CYe0vZgcx8q3YZL2Lcys_ulnu9Tg4GjkaZGmrvXya5E-q6Z5JtF/w640-h360/1.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Image 1: Candlestick
chart.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;In a candlestick
chart, &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Price&lt;/b&gt; variations are plotted
in &#39;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Y&lt;/b&gt;&#39; axis against the &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Time&lt;/b&gt; &#39;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;X&lt;/b&gt;&#39; axis. In this type of chart, &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;time remains constant throughout the price variations, which means we
are not using the time parameter effectively&lt;/b&gt;.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Assume one
person wanted to travel from Delhi to Mumbai, and you are allocating 2-hours
for this journey. Another person wanted to fly from Delhi to Melbourne, and
again you are assigning 2-hours for this journey. It is not a wise move as
Melbourne is very far as compared to Mumbai from Delhi, and &lt;span style=&quot;mso-no-proof: yes;&quot;&gt;definitely, &lt;/span&gt;the &lt;span style=&quot;mso-no-proof: yes;&quot;&gt;second&lt;/span&gt;
person &lt;span style=&quot;mso-no-proof: yes;&quot;&gt;needs&lt;/span&gt; more time allocation to
reach that place. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;However, for the
&lt;span style=&quot;mso-no-proof: yes;&quot;&gt;first person,&lt;/span&gt; 2-hour is enough to reach
Mumbai from Delhi on a flight. In other &lt;span style=&quot;mso-no-proof: yes;&quot;&gt;words,&lt;/span&gt;
it is sensible to allocate the time based on the distance to be covered in the
journey and not just giving fixed time to all journey irrespective of the
distance.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&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/b/R29vZ2xl/AVvXsEgGAC5XiSSFeWLLFku5qTQE9-lEWG5Uy-uTFmPUhd-6EyPbuAT1moUEX5mC1MjoWgis8JTnqVWEwW3WJyjMMymMGT2F9U960YLnGG_Ex-s47ZHleh_A1-GOTy4y3jN2WQbxO2uQ7ewd3oHt/s850/2.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;505&quot; data-original-width=&quot;850&quot; height=&quot;380&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGAC5XiSSFeWLLFku5qTQE9-lEWG5Uy-uTFmPUhd-6EyPbuAT1moUEX5mC1MjoWgis8JTnqVWEwW3WJyjMMymMGT2F9U960YLnGG_Ex-s47ZHleh_A1-GOTy4y3jN2WQbxO2uQ7ewd3oHt/w640-h380/2.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Image 2: Nifty
20-12-2018 30-min candlestick chart showing the same time allocation.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Image 2 shows a
Nifty 30-minute candlestick chart for the day 20-12-2018. In the middle of the
session, we have a small candle with an &lt;span style=&quot;mso-no-proof: yes;&quot;&gt;entire&lt;/span&gt;
range of 10 points, and in the &lt;span style=&quot;mso-no-proof: yes;&quot;&gt;end,&lt;/span&gt; we
have a big candle with a big range of 46 points. If you look at the time axis,
the amount of time allocated to both these candles are the same! It gives just
a 2D view on the price auction with respect to time.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;In the first
case, 30-minutes price auction resulted in a 10 points range, and in the second
case, 30-minutes price auction resulted in 46 points. &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Do you think price auction with respect to time is the &lt;span style=&quot;mso-no-proof: yes;&quot;&gt;same&lt;/span&gt; in both cases? Don&#39;t you think we are
missing some crucial information?&lt;/b&gt; Just recall Delhi to Mumbai and Delhi to
Melbourne&#39;s journey example in the previous paragraphs. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&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/b/R29vZ2xl/AVvXsEgkGpRopHQ15Vzoq4swE1RjXRaIdmfCwOtrIlLalXXcxx39QOrsj8tapQTgyJCxo7Yzkt0d4T_EBhizUKpwt72WfYPGBjwVsdysMaaAWwMkE5BOZURX_Ld2ocSL-OZfgA5ESxxsOVwblxSL/s850/3.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;616&quot; data-original-width=&quot;850&quot; height=&quot;464&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkGpRopHQ15Vzoq4swE1RjXRaIdmfCwOtrIlLalXXcxx39QOrsj8tapQTgyJCxo7Yzkt0d4T_EBhizUKpwt72WfYPGBjwVsdysMaaAWwMkE5BOZURX_Ld2ocSL-OZfgA5ESxxsOVwblxSL/w640-h464/3.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Image 3 – Nifty
20-12-2018 Market Profile chart showing different time allocation. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Now look at the
same day in a market profile chart in &lt;span style=&quot;mso-no-proof: yes;&quot;&gt;image&lt;/span&gt;
3, it is evident that the time has been allocated effectively based on the
price variations. It gives a 3D view of the price auction with respect to time.
Also&lt;span style=&quot;mso-no-proof: yes;&quot;&gt;,&lt;/span&gt; you can see the Value Area, unfair
high, unfair low, and even point of control (&lt;span style=&quot;mso-no-proof: yes;&quot;&gt;POC&lt;/span&gt;).
&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Point of Control
(POC)&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;span lang=&quot;&quot;&gt; is the price level in which maximum time
was spent (Price Profile) or maximum trading activity (Volume Profile) occurred
on any day.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Value Area (VA)&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;span lang=&quot;&quot;&gt; is the 70% price range around POC. It is the fair price of the
Nifty on this particular day. VAH and VAL are the upper and lower boundaries of
Value Area respectively.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;The construction
of a market profile chart is easy. &lt;a href=&quot;https://www.profiletraders.in/Pages/Article1?aa=How-to-Construct-a-Market-Profile-Chart&quot;&gt;Click
here&lt;/a&gt; if you want to know how to construct a market profile chart.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://upstox.com/open-account/?f=6CIO&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;587&quot; data-original-width=&quot;1264&quot; height=&quot;298&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitzrze8nDdkbn0NtQmEI3s5vg4wy2B7Hv2IAKUWr0TN7W-wjCTIVvbk6K6ZYz2HGBw862NHp-n7CfjLmyoTGIENERZIhPZuBupi-LuaIcRRWSL75v5nM9sgYczJP-0wdc83nL1fX60Mo6S/w640-h298/WhatsApp+Image+2020-07-05+at+4.47.16+PM.jpeg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&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 lang=&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; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Step-2 Edge in Market Profile&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text&quot; style=&quot;background: white; margin: 0cm 0cm 12pt; text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: calibri, sans-serif;&quot;&gt;The marketplace is full of different players
like long-term buyers, long-term sellers, scalpers, intraday traders, swing
traders, Positional traders, etc. The combined action of these players together
is the main reason behind price fluctuations.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&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/b/R29vZ2xl/AVvXsEin3k589QZ7dqSEgkMgjPscHVAeree7Q4NDlvgbT_qNIMOZ-4NBWYSXfu3EkcPwzToEoM8OTESwol79MJsGzbCaU0wzBHfHohceucK71MjWsqislwEGoV9TER57nGtlRSaHfE16ZGeK9z_Z/s900/4.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;465&quot; data-original-width=&quot;900&quot; height=&quot;330&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEin3k589QZ7dqSEgkMgjPscHVAeree7Q4NDlvgbT_qNIMOZ-4NBWYSXfu3EkcPwzToEoM8OTESwol79MJsGzbCaU0wzBHfHohceucK71MjWsqislwEGoV9TER57nGtlRSaHfE16ZGeK9z_Z/w640-h330/4.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Image 4: Market
activity in a day.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text&quot; style=&quot;background: white; margin: 0cm 0cm 12pt; text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: calibri, sans-serif;&quot;&gt;Big buyers and big sellers (two entities of
smart money) will execute their plans at different price levels, and they cannot
trade with each other at the same price level. Other participants (most of them
are retail traders) act as a bridge between these two payers by providing
liquidity for both these players, as shown in the above image 4.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text&quot; style=&quot;background: white; margin: 0cm 0cm 12pt; text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: calibri, sans-serif;&quot;&gt;Let&#39;s say a script is trading at 100. Long-term
buyers will have a plan to buy this script only below 50, and long-term sellers
will have an intention to sell this script just above 150. If we restrict the
trading activity in this script only to long-term buyers and long-term sellers
(OTFs or two entities of smart money), the price will be stuck at 100 as both
of them don&#39;t have plans to trade at this level.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text&quot; style=&quot;background: white; margin: 0cm 0cm 12pt; text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: calibri, sans-serif;&quot;&gt;If we allow other players such as scalpers,
retail traders, swing traders etc. then they provide liquidity to the market.
Their participation will take the price to either 150 or 50 depending on the
combined effort of all other traders except the OTF&#39;s (smart money).&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;If the price reaches 50, long-term buyers
(OTF Buyers) will pitch in, and if the price reaches 150, long-term sellers (OTF
Sellers) will pitch in to initiate their trades.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text&quot; style=&quot;background: white; margin: 0cm 0cm 12pt; text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: calibri, sans-serif;&quot;&gt;The entry of these big players can be
identified through certain Market Profile concepts such as Extremes, Range
Extension, TPO Count. All these concepts indicate that whether the price is
getting accepted or rejected. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text&quot; style=&quot;background: white; margin: 0cm 0cm 12pt; text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: calibri, sans-serif;&quot;&gt;If you want to get success in intraday trading,
then you have to stop taking trades in between the value. Besides, one can look
for smart money entry patterns at the critical price levels. The next step
explains this concept in detail.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text&quot; style=&quot;background: white; margin: 0cm 0cm 12pt; text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: calibri, sans-serif;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Step-3 Initiative and
Responsive Activities&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&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; style=&quot;tab-stops: 72.65pt; text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;On any trading &lt;span style=&quot;mso-no-proof: yes;&quot;&gt;day,&lt;/span&gt; it is
essential to know whether &lt;span style=&quot;mso-no-proof: yes;&quot;&gt;smart money is&lt;/span&gt;
acting on their initiative, or they are just responding to excellent
opportunities. It can be done using current day price auction with respect to the
previous day value area/range. &lt;span style=&quot;mso-no-proof: yes;&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 lang=&quot;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;color: windowtext; font-family: calibri, sans-serif; line-height: 107%;&quot;&gt;&lt;font size=&quot;3&quot;&gt;What is Responsive Activity?&lt;o:p&gt;&lt;/o:p&gt;&lt;/font&gt;&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;tab-stops: 72.65pt; text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;mso-no-proof: yes;&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;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;It is a good
idea to explain this concept with a &lt;span style=&quot;mso-no-proof: yes;&quot;&gt;real-life&lt;/span&gt;
example first. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;For a moment,
assume you are an iPhone dealer, and your main job is to buy and sell iPhones.
Besides&lt;span style=&quot;mso-no-proof: yes;&quot;&gt;,&lt;/span&gt; also imagine there will be
enough buying opportunities and selling opportunities (as we are comparing this
example with the market and there will be enough buying and selling opportunities
in the markets too).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;mso-no-proof: yes;&quot;&gt;Currently,&lt;/span&gt;&lt;span lang=&quot;&quot;&gt; iPhone 6S is
trading in the range of Rs. 25,000 – Rs.30,000 in India. This price might vary
in different parts of India based on the availability and due to many other
reasons. However, we consider this is the price range for iPhone 6S. It is the &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Value
Area&lt;/i&gt;&lt;/b&gt; for iPhone 6S.&lt;o:p&gt;&lt;/o:p&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/b/R29vZ2xl/AVvXsEg4uy8EMuN6Bu0rVjLSap6G-4iXDnVzk7TmO3G5zVCAYy5NIZlji3OFSbpTcdLOYTO8UNoOcXq0NzCrCEx9dlsz0zUxngIAFySR4aoYA64vymOkPCN5RAS7mVuuoR2qenqV5NWOempXrgd9/s814/5.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;494&quot; data-original-width=&quot;814&quot; height=&quot;388&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4uy8EMuN6Bu0rVjLSap6G-4iXDnVzk7TmO3G5zVCAYy5NIZlji3OFSbpTcdLOYTO8UNoOcXq0NzCrCEx9dlsz0zUxngIAFySR4aoYA64vymOkPCN5RAS7mVuuoR2qenqV5NWOempXrgd9/w640-h388/5.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Image 5 –
Responsive Activity&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;tab-stops: 72.65pt; text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;mso-no-proof: yes;&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;tab-stops: 72.65pt; text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;In normal situations, whenever the price trades at Rs 25,000 (or
below), it is a good idea to buy as the price is near the lower band and you
can expect price movement up to Rs 30,000, and you will get a profit of
Rs.5,000 or more if you sell at (or above) Rs 30,000. It is one type of &lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Responsive Activity&lt;/i&gt;, and more
specifically, it can be called as &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Responsive Buying.&lt;/i&gt;&lt;/b&gt;&lt;span style=&quot;mso-no-proof: yes;&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; style=&quot;tab-stops: 72.65pt; text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Similarly, when the price trades at Rs 30,000 (or above), it is a
good idea to sell your holdings, and you can also go short. You will anticipate
the fall of up to Rs 25,000, and you will make a &lt;span style=&quot;mso-no-proof: yes;&quot;&gt;profit &lt;/span&gt;of Rs.5,000 or more if you close your position at Rs 25,000
(or below). It is also another type of &lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Responsive
Activity,&lt;/i&gt; and more specifically, it can be called as &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Responsive Selling.&lt;o:p&gt;&lt;/o:p&gt;&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;tab-stops: 72.65pt; text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;This situation will continue until some significant news breaks out.
It can create an imbalance in the price, and those imbalanced situations &lt;span style=&quot;mso-no-proof: yes;&quot;&gt;lead&lt;/span&gt; to the Initiative activity later on.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

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

&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;color: windowtext; font-family: calibri, sans-serif; line-height: 107%;&quot;&gt;&lt;font size=&quot;3&quot;&gt;What is Initiative Activity?&lt;o:p&gt;&lt;/o:p&gt;&lt;/font&gt;&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;tab-stops: 72.65pt; text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;mso-no-proof: yes;&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;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;We will continue
with our iPhone example, and we have to make one assumption. Imagine, suddenly,
Apple has decided not to supply iPhones to India (for some reason) for next
year. As a premier dealer, you got the information from a closed source, and
this information is yet to come in the news. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Now, what do you
think, and how do you react to this situation?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Do you think buying
more iPhones even at a higher cost (to accumulate for one year) as demand will
increase due to the shortage of supply, and thereby you can sell it at the time
of shortage even at a higher price, right?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;However, the
current market price of the iPhone 6S is already at Rs 31,000. Do you still buy
it at this price level?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;If your answer
is YES, then it is called &lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Initiative
Activity&lt;/i&gt; and, more specifically, &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Initiative Buying&lt;/i&gt;&lt;/b&gt;!&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Image 6 shows
the explanation for the Initiative Buying scenario.&lt;o:p&gt;&lt;/o:p&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/b/R29vZ2xl/AVvXsEjxW1p8WabdFNmHLnTHjPQD11jGTRkwLgsca3utZdZ4yVFfwQyPb_W7R7vdClrcfYZzRQ2b8tHorB5K6ezXP4MnFkh19zjvZydevBfGw4uMcppaalx6xsSzH8l_jr3ESscOCRRoKeLRReYD/s730/6.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;449&quot; data-original-width=&quot;730&quot; height=&quot;394&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxW1p8WabdFNmHLnTHjPQD11jGTRkwLgsca3utZdZ4yVFfwQyPb_W7R7vdClrcfYZzRQ2b8tHorB5K6ezXP4MnFkh19zjvZydevBfGw4uMcppaalx6xsSzH8l_jr3ESscOCRRoKeLRReYD/w640-h394/6.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Image 6 –
Initiative Buying&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;tab-stops: 72.65pt; text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Now, it&#39;s time to make one more assumption. For some reason, the
central government has decided to ban the iPhone 6S!&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;However, the
price is trading near 25,000.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;What do you do
at this moment?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Do you buy
iPhone 6S, or do you sell at any price?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;I am sure you
decide to sell iPhone 6S at any available price, right?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;It is another
form of &lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Initiative Activity&lt;/i&gt; and, more
specifically, &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Initiative Selling&lt;/i&gt;&lt;/b&gt;!&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Image 7 shows
the explanation for the Initiative selling scenario.&lt;o:p&gt;&lt;/o:p&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/b/R29vZ2xl/AVvXsEh0UWEeH_NSu16Zj62QvxEbBIkTvzuKm2TxSZkMng4v2rl-CRG1rpBjafVT-AM6I72KB5iWU5SBSIIciw1n3HkyQPnNB6a5GWquKEwuqJjMsglGnYMky34NgbqTSFJKVR57vXrKwbKnIeng/s730/7.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;449&quot; data-original-width=&quot;730&quot; height=&quot;394&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0UWEeH_NSu16Zj62QvxEbBIkTvzuKm2TxSZkMng4v2rl-CRG1rpBjafVT-AM6I72KB5iWU5SBSIIciw1n3HkyQPnNB6a5GWquKEwuqJjMsglGnYMky34NgbqTSFJKVR57vXrKwbKnIeng/w640-h394/7.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Image 7 –
Initiative selling&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

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

&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Step-4 Smart Money in Action!&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&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; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;If you can
differentiate the Initiative activity and Responsive activity, then you can
easily predict the plans of smart money. In most of the situations, an
Initiative action is more potent as compared to Responsive Action (except at major
reversals). Hence, it is good to spot Initiative Action so that &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;traders can apply trending strategy to take
the trades in the direction of Initiative activity&lt;/b&gt; to get the maximum
benefits. Besides&lt;span style=&quot;mso-no-proof: yes;&quot;&gt;,&lt;/span&gt; they can &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;deploy the &lt;span style=&quot;mso-no-proof: yes;&quot;&gt;mean&lt;/span&gt;
reversion technique for responsive activity&lt;/b&gt;.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;As you know,
when the price opens above previous day value area or previous day range, it
attracts Responsive sellers (at the moment we are not sure whether its smart
money and their real intention to cause it) and price auction downwards until
it draws the buyers. &lt;o:p&gt;&lt;/o:p&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/b/R29vZ2xl/AVvXsEhQOLqMeC2yILaoPpCQBoUKSlYoqyEO-HlOwDLyaqWDKBryDnJruHWfQw0clCzEoVOZG4L8ZSm1ex4JGrv1M_k8qoPlX_MwjrwtfCUmNkM6EpTOohUuYtD96FnM1QxGXXxxwC0W5Zy2B8lY/s754/8.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;449&quot; data-original-width=&quot;754&quot; height=&quot;382&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQOLqMeC2yILaoPpCQBoUKSlYoqyEO-HlOwDLyaqWDKBryDnJruHWfQw0clCzEoVOZG4L8ZSm1ex4JGrv1M_k8qoPlX_MwjrwtfCUmNkM6EpTOohUuYtD96FnM1QxGXXxxwC0W5Zy2B8lY/w640-h382/8.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Image 8 – Price
open above previous day range&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Image 8 shows
that the price is opened above the previous day range, and this indicates that
some Initiative buying has been involved in this process before the open, but
we don&#39;t know their real intention. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;As the price is
opened above the previous day range, it immediately attracts Responsive
Selling.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Now, after 15
minutes from the open, the price is still trading above previous day range,
what this indicates?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span lang=&quot;&quot;&gt;It indicates
that the Responsive Sellers are absent or Responsive Selling is &lt;span style=&quot;mso-no-proof: yes;&quot;&gt;not as&lt;/span&gt; powerful as Initiative Buying!&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;As explained
earlier, the market profile gives more importance to time over volume as the
price level, which is not accepted over time, will be rejected. Also, time is the
&lt;span style=&quot;mso-no-proof: yes;&quot;&gt;most&lt;/span&gt; critical parameter for an intraday
trader as compared to volume.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;In the above
case, the price opened above the previous day range, and it advertised an
opportunity for responsive activity. However, the price stayed above the previous
day range for 15 minutes. It indicates the absence of responsive activity or
lack of strength in responsive activity. It confirmed that the initiative
buyers are involved in this process to drive the prices up.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;So in this case,
taking a &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Long&lt;/i&gt;&lt;/b&gt; trade, keeping stop-loss a &lt;span style=&quot;mso-no-proof: yes;&quot;&gt;few&lt;/span&gt;
points below the open or previous day high &lt;span style=&quot;mso-no-proof: yes;&quot;&gt;makes&lt;/span&gt;
sense. One should carry their trades until End of Day with trial stop-loss
concept as Initiative activity always gives their close at peaks.&lt;o:p&gt;&lt;/o:p&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/b/R29vZ2xl/AVvXsEiTfUdGcQXuiwxONWoJ1kSuzRLQJJKy3m1MnTAZlWURuE3bXU73PvznEZ1icbpBnpAFScNifI8zLiF7gYBXRyBs1XE4lOgxnp_BI_11JHM2sd2yuHbRo0aMw-LUP-nkFWDCS3YjkipNqH4m/s754/9.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;449&quot; data-original-width=&quot;754&quot; height=&quot;382&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTfUdGcQXuiwxONWoJ1kSuzRLQJJKy3m1MnTAZlWURuE3bXU73PvznEZ1icbpBnpAFScNifI8zLiF7gYBXRyBs1XE4lOgxnp_BI_11JHM2sd2yuHbRo0aMw-LUP-nkFWDCS3YjkipNqH4m/w640-h382/9.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Image 9 –
Responsive Selling with open-high and open-test-drive-down &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;Now in a similar
scenario, if the price opens above (or near) previous day high and if it shows
open-high or open-test-drive-down open on a 15-minute chart, then &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;it indicates the failure of initiative
buying as the price is getting rejected. It confirms only responsive selling is
the remaining option for the rest of the day.&lt;/b&gt; Hence, intraday traders can
plan a short trade below the low of the 15-min candle, keeping a strict
stop-loss above 15-min candle high or above few points above the previous day
high, and they can target value area low or previous day low as the target.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;&quot;&gt;The proper knowledge of the price auction around a
reference point is very crucial to differentiate an initiative and responsive
auction and to &lt;span style=&quot;mso-no-proof: yes;&quot;&gt;make&lt;/span&gt; successful trades. If
you want to become a successful intraday trader, then you should deploy a trend
following trading technique during initiative setups and mean reversion trading
techniques during responsive trade setups&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;&quot;&gt;.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text&quot; style=&quot;background: white; margin: 0cm 0cm 12pt; text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: calibri, sans-serif; font-size: 11pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text&quot; style=&quot;background: white; margin: 0cm 0cm 12pt; text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: calibri, sans-serif;&quot;&gt;Do you think you get some fundamental clarity
on the market profile?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text&quot; style=&quot;background: white; margin: 0cm 0cm 12pt; text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: calibri, sans-serif;&quot;&gt;Do you still have any doubts?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text&quot; style=&quot;background: white; margin: 0cm 0cm 12pt; text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: calibri, sans-serif;&quot;&gt;If yes, please leave your comments!&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text&quot; style=&quot;background: white; margin: 0cm 0cm 12pt; text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: calibri, sans-serif;&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;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;color: #282829; font-family: &amp;quot;segoe ui&amp;quot;, sans-serif; line-height: 107%;&quot;&gt;Indrazith
Shantharaj &lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;span lang=&quot;&quot; style=&quot;color: #282829; font-family: &amp;quot;segoe ui&amp;quot;, sans-serif; line-height: 107%;&quot;&gt;is Market Profile Trader and Author of two Trading books, &quot;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Trade
and Grow Rich&lt;/i&gt;&lt;/b&gt;&quot; and &quot;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Mind Markets and Money&lt;/i&gt;&lt;/b&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;.&lt;/i&gt;&quot;&lt;/span&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;u&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: &amp;quot;times new roman&amp;quot;, serif; line-height: 107%;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;q-text&quot; style=&quot;background: white; margin: 0cm 0cm 12pt; text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot; style=&quot;font-family: calibri, sans-serif;&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;text-align: justify;&quot;&gt;&lt;span lang=&quot;&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.tradelikeamonk.com/feeds/267543519443201496/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.tradelikeamonk.com/2020/07/analyzing-market-profile-is-easier-than.html#comment-form' title='20 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/267543519443201496'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/267543519443201496'/><link rel='alternate' type='text/html' href='https://www.tradelikeamonk.com/2020/07/analyzing-market-profile-is-easier-than.html' title='Analyzing the Market Profile Is Easier Than You Think!'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDnaJeOByZlLydrZi2mJhjqpSOChJasC3XeAJqDb_r-9dh3HlM83T1kRTo5s_bIjYxsxtUoQf0gEHtMm7lZgRLyIpI1CYe0vZgcx8q3YZL2Lcys_ulnu9Tg4GjkaZGmrvXya5E-q6Z5JtF/s72-w640-h360-c/1.png" height="72" width="72"/><thr:total>20</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3575488424456253411.post-4209979727201624100</id><published>2020-07-04T09:41:00.000+05:30</published><updated>2020-07-04T09:41:07.741+05:30</updated><title type='text'>ABCD of Intraday Trading</title><content type='html'>&lt;h1&gt;&lt;br /&gt;&lt;/h1&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;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; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&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; &lt;/span&gt;&lt;span style=&quot;mso-no-proof: yes;&quot;&gt;A
few&lt;/span&gt; years back, when I was struggling to become a profitable intraday
trader, I had an opportunity to discuss with one famous positional &lt;span style=&quot;mso-no-proof: yes;&quot;&gt;trader/Investor&lt;/span&gt; in India. During my
conversation with him, he made a strong statement &quot;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;In the long run, intraday trading
doesn&#39;t work, and intraday traders will burn out very soon!&lt;/i&gt;&lt;/b&gt;&quot;. It
was a devastating statement for me as I wanted to become a successful intraday
trader.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;That time, I
didn&#39;t dare to debate with him, and today I don&#39;t want to argue with anyone on
any topic related to trading because I believe the below quote:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 4.5pt; text-indent: 36.0pt;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #1c1e21; font-family: &amp;quot;Helvetica&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Don&#39;t suggest anything
unless a person asked for it, and he is open-minded.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #1c1e21; font-family: &amp;quot;Helvetica&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Because he will not value your suggestion if he is not asked for
it, and your advice will not reach his mind if he is not open to it&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #1c1e21; font-family: &amp;quot;Segoe UI Symbol&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: &amp;quot;Segoe UI Symbol&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;.&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #1c1e21; font-family: &amp;quot;Helvetica&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;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; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;However, I am
happy to share my thought process. In this article, I will answer two most
frequently asked questions on intraday trading. They are:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-list: l0 level1 lfo4; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; 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: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&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 lang=&quot;EN-US&quot;&gt;Is Intraday Trading is Profitable?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;mso-list: l0 level1 lfo4; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; 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: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&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 lang=&quot;EN-US&quot;&gt;Which Financial Instrument is the Best for Intraday Trading?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h1&gt;&lt;span lang=&quot;EN-US&quot;&gt;Is Intraday Trading Profitable?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h1&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span lang=&quot;EN-US&quot;&gt;A good question!&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span lang=&quot;EN-US&quot;&gt;Before I answer this question, let me ask you a question.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot;&gt;Do you know how to fly an airplane?&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span lang=&quot;EN-US&quot;&gt;Yes? No?&lt;o:p&gt;&lt;/o:p&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/b/R29vZ2xl/AVvXsEhAcuZGGyQmcoDFwLNhMnc8uWBYlrQeWl04b5omA48iof5L0tpbUHlH3ClCon1Ky-AiI9QtfW-09YCYbDsmhsDL0x2eMRAIFIYqzmPj8M7n9HZpJDmL534ByfnWqZosX_MzidcPlQM4XY52/s960/1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;518&quot; data-original-width=&quot;960&quot; height=&quot;345&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAcuZGGyQmcoDFwLNhMnc8uWBYlrQeWl04b5omA48iof5L0tpbUHlH3ClCon1Ky-AiI9QtfW-09YCYbDsmhsDL0x2eMRAIFIYqzmPj8M7n9HZpJDmL534ByfnWqZosX_MzidcPlQM4XY52/w640-h345/1.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;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; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;In either case, how do you feel if
anyone asks you this question - &quot;&lt;b&gt;W&lt;i&gt;hether airplane works?&quot;&lt;/i&gt;&lt;/b&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: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Do you think they are mad?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Irrespective of whether a person
knows to fly an airplane or not, the value of the aircraft will not change, isn&#39;t
it?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;If a person doesn&#39;t know how to fly
an airplane, then he should say, &quot;&lt;b&gt;I don&#39;t know how to fly an airplane&lt;/b&gt;,&quot;
&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Do you agree with me?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Now, we will come back to the main
question.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Do you still ask, &quot;&lt;b&gt;Is Intraday
Trading is Profitable?&lt;/b&gt;&quot;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;I hope you got the point!&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;If a person doesn&#39;t know how to make
money in intraday trading, then he should say, &quot;&lt;b&gt;I don&#39;t know how to take
profitable intraday trades&lt;/b&gt;.&quot; &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Right?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;In that case, at least there is a
small chance to become a successful intraday trader as it opens up your mind
for tremendous learning opportunities in the world of intraday trading!&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Besides,
there is nothing about intraday trading profitable or not. It is only a type of
trading in which you have to close the trade on the same day. If you are right,
you make money, and if you are wrong, you lose money. That&#39;s all! &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; 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;h2&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Few tips
on Day Trading&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h2&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;One should have an open mindset to
learn day trading, understand the associated risks &amp;amp; benefits associated
with it, and should practice it consciously to get success in day trading. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;- &lt;b&gt;CLARITY is the key &lt;/b&gt;– Day
trading is all about opting and closing the trade on the same day. &lt;b&gt;When you
get into a lower timeframe, the risk always increases, so is the reward&lt;/b&gt;.
You may play safe with positional trading or swing trading. Still, quick money
can only be made with intraday trading (only if you are at the right side of
the market). &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;- &lt;b&gt;Importance of FOCUS &lt;/b&gt;–One
should develop the skills demanded by intraday trading and has to wait for
better trade opportunities. Many times we get better trade opportunities like
Trend days, which provides excellent risk-reward trades. In stock markets,
always expect the unexpected and be ready for the reversal anytime. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;- &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Importance of &lt;span style=&quot;mso-bidi-font-weight: bold;&quot;&gt;TRADING SYSTEM&lt;/span&gt;&lt;/b&gt;
– Many traders quarrels with their trading system, and only a successful trader
has the right trading tools. With time, he develops the skill to understand how
to use those tools practically. You can use any indicator or concept, be it &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Market Profile&lt;/b&gt;, &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Order Flow&lt;/b&gt;, &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;RSI,&lt;/b&gt; or &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Moving Averages&lt;/b&gt;. But you should know
the effective utilization of those concepts, and they should match your
temperament. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;- &lt;b&gt;TIME Stop-loss&lt;/b&gt;–Many traders
say &#39;Never trade without a stop-loss,&#39; but they refer to price stop-loss, which
means they will be in the trade until the price hits their stop-loss level or
their target level. However, in intraday trading, just price stop-loss is not
sufficient (especially if you are trading in &#39;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Options&lt;/b&gt;&#39;). One should know how to exit early even if the price doesn&#39;t
take your stop-loss to prevent time decay loss in options (I will explain the
importance of &quot;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;TIME&lt;/b&gt;&quot; in
intraday trading in my next article).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;- &lt;b&gt;Importance of BREAK&lt;/b&gt; – World
famous trader &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Jessy Livermore&lt;/b&gt; said, &quot;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;There
is time to go long, time to go short and time to go fishing&lt;/i&gt;&lt;/b&gt;.&quot; You
should know when to take that break from trading. It may be because of market
conditions or if you have any issues with your mindset. &lt;span style=&quot;mso-bidi-font-weight: bold;&quot;&gt;Do understand fools trade day in and day out to create opportunities for
patient traders to trade when the opportunity unfolds.&lt;/span&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: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;- &lt;b&gt;Importance of LEVERAGE&lt;/b&gt; –
Most intraday traders have risk management strategies. However, they fail to
apply this in the live market. At many times they ignore it and take a more
substantial trade than they usually do. There are many reasons to this – you
want to do revenge trading, you might have several losing trades in a row, you
don&#39;t want to miss an opportunity, or you feel so confident that you can&#39;t
lose, etc. Successful traders never commit this mistake. So, one should know
when to use leverage effectively. &lt;span style=&quot;mso-bidi-font-weight: bold;&quot;&gt;Leverage
is a two-edged sword. It will increase your profits if you are on the right
trade and also your losses if you are on the wrong one.&lt;/span&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: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; 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; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Major
Learnings&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;ul type=&quot;disc&quot;&gt;
 &lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Our belief system and mindset
     have to be correct to make money in day trading.&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
 &lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Accepting I don&#39;t know how to
     take profitable day trades instead of saying &quot;day trading doesn&#39;t
     work or day is not profitable&quot; will open the doors for learning and
     earning.&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
 &lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Day trading offers many
     advantages as compared to other types of trading.&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;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;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;a href=&quot;https://zerodha.com/open-account?c=ZMPPVJ&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em; text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;178&quot; data-original-width=&quot;856&quot; height=&quot;134&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxKUh11hmv4lnx3Op4K-42YJEIx-LJltM8iLnrM1OneB6hBlt8oXYYWEOs5qnUgg0OzaQGfWehRtVa7fgvGK3RwOWh_BWpmoEcvcGvLlNKkPYkDkohMnyP0OJgqj_WCdpXy5JV6-9_q_dG/w640-h134/banner.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h1&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white;&quot;&gt;Which financial instrument is the
best for day trading?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h1&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 107%; 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; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;We have below&amp;nbsp;&lt;b&gt;three
trading instruments&lt;/b&gt;&amp;nbsp;in the stock market:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 24.0pt; margin-right: 24.0pt; margin-top: 0cm; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-indent: -18.0pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Segoe UI&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Equity&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 24.0pt; margin-right: 24.0pt; margin-top: 0cm; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-indent: -18.0pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Segoe UI&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Futures&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 24.0pt; margin-right: 24.0pt; margin-top: 0cm; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-indent: -18.0pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Segoe UI&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;3.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Options&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 24.0pt; margin-top: 0cm;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; 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; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;So, a trader should
know how these trading instruments work before they plan to take any intraday
trade.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt;&quot;&gt;Now assume a new trader has R&lt;b&gt;s. 2,00,000&lt;/b&gt;&amp;nbsp;in
his trading account, and he wants to make a trade with&lt;b&gt;&amp;nbsp;APOLLO HOSPITALS
as on 20/06/2020 (CMP 1370).&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt;&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;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt;&quot;&gt;Case-1 With Equity&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt;&quot;&gt;:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;The current Market
Price of APOLLO HOSPITALS is 1370.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;So, the total shares
he can buy is&amp;nbsp;&lt;b&gt;146 (approx) with a capital of Rs. 2,00,000.&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Now we will try to
understand both the &#39;&lt;b&gt;Profit&lt;/b&gt;&#39; and &#39;&lt;b&gt;Loss&lt;/b&gt;&#39; from this trade.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Profit &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;- Assume, on the next
trading day, this script moved&amp;nbsp;&lt;b&gt;10% on the upside&lt;/b&gt;. In this case, he
will make&amp;nbsp;&lt;b&gt;a profit of Rs. 20,000, and his current portfolio value is
Rs. 2,20,000.&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Loss&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;- Assume, on the
next trading day, this script moved&amp;nbsp;&lt;b&gt;10% on the downside&lt;/b&gt;. In this
case, he will make&amp;nbsp;&lt;b&gt;a loss of Rs. 20,000, and his current portfolio
value is Rs. 1,80,000.&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; 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; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt;&quot;&gt;Case-2 With Futures&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt;&quot;&gt;:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; line-height: 107%;&quot;&gt;The current
Market Price of APOLLO HOSPITALS is 1370.&lt;o:p&gt;&lt;/o:p&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/b/R29vZ2xl/AVvXsEjyCQJDdkY9EKeWxV7Oiq7Bn-oOEH7HwGhhqKE-FbtEICQ7LTzjhXspBBS-YAbXDLlC3wh-66RoSvTrH0c9fv9FxmAI5UM__7h77BG6soiHvn3uzTHcrgF-55H3RJ_KPGckYZ_WvXHDcMTD/s602/2.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;197&quot; data-original-width=&quot;602&quot; height=&quot;210&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyCQJDdkY9EKeWxV7Oiq7Bn-oOEH7HwGhhqKE-FbtEICQ7LTzjhXspBBS-YAbXDLlC3wh-66RoSvTrH0c9fv9FxmAI5UM__7h77BG6soiHvn3uzTHcrgF-55H3RJ_KPGckYZ_WvXHDcMTD/w640-h210/2.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Image - Margin
requirements information (as on 20/06/2020)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;So,&amp;nbsp;&lt;b&gt;with a
capital of Rs. 2,00,000, he can buy 1 lot (500 quantity) &lt;/b&gt;&lt;span style=&quot;mso-bidi-font-weight: bold;&quot;&gt;(Ignoring extra 121 Rs)&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;(This info can be
found in F&amp;amp;O Margin calculator from most of the broker sites)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Now we will try to
understand both the &#39;&lt;b&gt;Profit&lt;/b&gt;&#39; and &#39;&lt;b&gt;Loss&lt;/b&gt;&#39; from this trade.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Profit &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;- Assume, on the next
trading day, this script moved&amp;nbsp;&lt;b&gt;10% on the upside&lt;/b&gt;.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;10% of 1370 (CMP) is
137.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Total Profit = 1 lot
(500 quantity) X 137 = Rs. 68,500&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;In this case,&amp;nbsp;&lt;b&gt;his
current portfolio value is Rs. 2,68,500.&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Loss&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;- Assume, on the
next trading day, this script moved&amp;nbsp;&lt;b&gt;10% on the downside&lt;/b&gt;.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;10% of 1370 (CMP) is
137.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Total Loss = 1 lot
(500 quantity) X 137 = Rs. 68,500&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;In this case,&amp;nbsp;&lt;b&gt;his
current portfolio value is Rs. 1,31,500.&lt;/b&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-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 107%; 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; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt;&quot;&gt;Case-3 With Options&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt;&quot;&gt;:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-bidi-font-weight: bold;&quot;&gt;We have two types of
Options:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt; mso-add-space: auto; mso-list: l3 level1 lfo3; text-indent: -18.0pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Segoe UI&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;-&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&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;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt;&quot;&gt;Call Option
(CE) - &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: #333333; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;A call option is a type of options&amp;nbsp;which
gives the call owner the right, but not the obligation to buy a security at a
specified strike price within a specified time frame. In simple words, the
premium of the CE will go up if the underlying script price goes up (assuming
all the other factors constant).&lt;/span&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt; mso-add-space: auto; mso-list: l3 level1 lfo3; text-indent: -18.0pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Segoe UI&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;-&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&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;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt;&quot;&gt;Put Option
(PE) &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-bidi-font-weight: bold;&quot;&gt;– A &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: #333333; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Put option gives the option holder the right to sell an underlying
security at a specific strike price within the expiration date.&amp;nbsp;In simple
words, the premium of the PE will go up if the underlying script price goes
down (assuming all the other factors constant).&lt;/span&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-bidi-font-weight: bold;&quot;&gt;Further Options
Trading can be divided into two types:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt; mso-add-space: auto; mso-list: l3 level1 lfo3; text-indent: -18.0pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Segoe UI&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;-&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&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 lang=&quot;EN-US&quot; style=&quot;background: white; color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-bidi-font-weight: bold;&quot;&gt;Options Buying (either CE or PE)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt; mso-add-space: auto; mso-list: l3 level1 lfo3; text-indent: -18.0pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Segoe UI&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;-&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&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 lang=&quot;EN-US&quot; style=&quot;background: white; color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-bidi-font-weight: bold;&quot;&gt;Options Selling (either CE or PE)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-bidi-font-weight: bold;&quot;&gt;Option Selling
demands enormous capital, and hence only institutional traders or big traders
deploy this type of trading.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-bidi-font-weight: bold;&quot;&gt;To keep the article
simple, I am explaining the Options trading only from buying perspective. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text&quot; style=&quot;background: white; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt;&quot;&gt;T&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt;&quot;&gt;he current Market Price of APOLLO HOSPITALS is 1370.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;One should look at the
option chain for the nearest strike price on the NSE India website or with your
broker terminal to get the LTP.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span style=&quot;mso-ansi-language: EN-IN; mso-fareast-language: EN-IN; mso-no-proof: yes;&quot;&gt;&lt;br /&gt;&lt;!--[endif]--&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/b/R29vZ2xl/AVvXsEiIPQbuceRlmPeIjxN8W4b5pHYK6Uvxw5vUSbRvklgCKauUKC2oEBa9i6htKfqo5FQyQ7qP_3D1nWjik5_CpsqM6Nbd9x5IX7vLj8RYyRCLAHlm1ksnaMhkJw-eNqTWKBFyJgKStRrbq8zF/s602/3.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;176&quot; data-original-width=&quot;602&quot; height=&quot;188&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIPQbuceRlmPeIjxN8W4b5pHYK6Uvxw5vUSbRvklgCKauUKC2oEBa9i6htKfqo5FQyQ7qP_3D1nWjik5_CpsqM6Nbd9x5IX7vLj8RYyRCLAHlm1ksnaMhkJw-eNqTWKBFyJgKStRrbq8zF/w640-h188/3.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Image - APOLLO
HOSPITALS Option chain CE/PE info at 1380 strike price (as on 20/06/2020) (from
NSE INDIA website)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;So,&amp;nbsp;&lt;b&gt;with a
capital of Rs. 2,00,000, he can buy 4166 (LTP of both CE and PE is 48)
quantity&amp;nbsp;&lt;/b&gt;(ignoring Lot size at the moment)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Now we will try to
understand both the &#39;&lt;b&gt;Profit&lt;/b&gt;&#39; and &#39;&lt;b&gt;Loss&lt;/b&gt;&#39; from this trade.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Profit&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;- Assume, on the
next trading day, this script moved&amp;nbsp;&lt;b&gt;10% on the upside&lt;/b&gt;.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Option LTP
approximately increase by 75%&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;of the change in the
underlying price&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;
(Implied Volatility is also around 70–75% for this script).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;10% of 1370 (CMP) is
137 (change in the underlying instrument), and 75% of 137 is 102.75.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;So,&amp;nbsp;&lt;b&gt;Total
Profit = 4166 quantity X 102.75 = Rs. 4,28,056&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;In this case,&amp;nbsp;&lt;b&gt;his
current portfolio value is Rs. 6,28,056&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Loss&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;- Assume, on the
next trading day, this script moved&amp;nbsp;&lt;b&gt;10% on the downside&lt;/b&gt;.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;In this case,&amp;nbsp;the
&lt;b&gt;LTP of 1380 CE will become zero&lt;/b&gt;.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Hence, this trader
will lose his entire capital&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; 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; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt;&quot;&gt;Summary&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt;&quot;&gt;:&lt;o:p&gt;&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;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPjaYObZdOwu-sriELt2KR5stujyvsdJhCV_1NWd4x7fFc0weeXIG_1q5gDGjehuODgcWyMzBM2NIO5bi7iI8dGRq7c1SLa0DbtPmn1Xabw1nlAgmbcmSsSnQQen07aFL3jmnSVAWOc5fh/s786/4.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;786&quot; height=&quot;158&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPjaYObZdOwu-sriELt2KR5stujyvsdJhCV_1NWd4x7fFc0weeXIG_1q5gDGjehuODgcWyMzBM2NIO5bi7iI8dGRq7c1SLa0DbtPmn1Xabw1nlAgmbcmSsSnQQen07aFL3jmnSVAWOc5fh/w640-h158/4.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Image - Capital size
after the execution in Equity, Futures, and Options (Initial Capital – Rs.
2,00,000)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;The above image is
self-explanatory.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Most retail traders
try their luck in options to make quick money. &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;However, my sincere caution to all the retail
traders is to master their trading skills before trying anything in options.
The above explanation is only a theoretical assumption, and in the live market
options, LTP may change due to other factors (like time for expiry, volatility,
etc).&lt;o:p&gt;&lt;/o:p&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/b/R29vZ2xl/AVvXsEjQv78vs3pac4yrO9ww-V9C9wONiotkYdACVAjn1apw8Ysias1pkqzMzIjtVCs7Jh2NwoTDzNQGtwD7vAJF7TDVByIPTcZElTePZZe6uTMUNK8Skd4SoSbu0uAwffAtb5c3gMgKl4paM4JP/s602/5.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;228&quot; data-original-width=&quot;602&quot; height=&quot;242&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQv78vs3pac4yrO9ww-V9C9wONiotkYdACVAjn1apw8Ysias1pkqzMzIjtVCs7Jh2NwoTDzNQGtwD7vAJF7TDVByIPTcZElTePZZe6uTMUNK8Skd4SoSbu0uAwffAtb5c3gMgKl4paM4JP/w640-h242/5.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: normal; margin-bottom: 12.0pt;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Image - Thumb rule of
risk-reward in 3 trading instruments&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: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; line-height: 107%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Both Risk &amp;amp; Reward is less with Equities. &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: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; line-height: 107%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Both Risk &amp;amp; Reward is medium with Futures.&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: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; line-height: 107%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Both Risk &amp;amp; Reward is high with Options.&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: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; line-height: 107%; 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;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;u&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; line-height: 107%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;About Me&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; line-height: 107%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Indrazith
Shantharaj &lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #282829; font-family: &amp;quot;Segoe UI&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt; line-height: 107%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;is Market Profile Trader and Author of two Trading books, &quot;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Trade and Grow Rich&lt;/i&gt;&quot; and &quot;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Mind Markets and Money.&lt;/i&gt;&quot;&lt;/span&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;u&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 107%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/p&gt;&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.tradelikeamonk.com/feeds/4209979727201624100/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.tradelikeamonk.com/2020/07/abcd-of-intraday-trading.html#comment-form' title='32 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/4209979727201624100'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/4209979727201624100'/><link rel='alternate' type='text/html' href='https://www.tradelikeamonk.com/2020/07/abcd-of-intraday-trading.html' title='ABCD of Intraday Trading'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAcuZGGyQmcoDFwLNhMnc8uWBYlrQeWl04b5omA48iof5L0tpbUHlH3ClCon1Ky-AiI9QtfW-09YCYbDsmhsDL0x2eMRAIFIYqzmPj8M7n9HZpJDmL534ByfnWqZosX_MzidcPlQM4XY52/s72-w640-h345-c/1.jpg" height="72" width="72"/><thr:total>32</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3575488424456253411.post-2196559885170619315</id><published>2020-07-01T18:57:00.000+05:30</published><updated>2020-07-01T20:09:37.476+05:30</updated><title type='text'>This Is Why We Get Addicted to Over Trading !</title><content type='html'>&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/AVvXsEixCbv4XEdLypVeI0fTVAaNIkuWBhylQVTWb__RUZrPM4AteNzkEYkGUfHCaafyYIEYz6ORFl28Uvx6_YPWZUXTUAtj1CAea16d86a6iAKw-RxPeuZhKfiI9qifQF-xJZBYJ8HZ1cR-IHIo/s5170/photo-of-a-monkey-1822603.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;3447&quot; data-original-width=&quot;5170&quot; height=&quot;266&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixCbv4XEdLypVeI0fTVAaNIkuWBhylQVTWb__RUZrPM4AteNzkEYkGUfHCaafyYIEYz6ORFl28Uvx6_YPWZUXTUAtj1CAea16d86a6iAKw-RxPeuZhKfiI9qifQF-xJZBYJ8HZ1cR-IHIo/w400-h266/photo-of-a-monkey-1822603.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&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;I was reading a great book on trading psychology by&amp;nbsp; Mark Douglas named &quot; &lt;a href=&quot;https://amzn.to/3dLaeOK&quot;&gt;&lt;font color=&quot;#3367d6&quot;&gt;Trading In the Zone&lt;/font&gt;&lt;/a&gt; &quot;&amp;nbsp;&lt;/div&gt;&lt;div&gt;He has explained this concept beautifully in it so i thought that it would be a great to share a summary of it with all of you guys. Will try to keep it as simple and short as possible.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;So an experiment was done with 3 Monkeys. A task was given to all the monkeys and then their behavior was observed depending upon the reward that they got after completing the task.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;In the first case, the monkey was instructed to do the task and when he completed it, a Banana was given to him. Every time he completed the task, he was rewarded with a banana. So, what happened was, he kept on doing the task until he got exhausted and could no longer do the task. He was quite happy as he collected good number of bananas with him and now he could enjoy his reward.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;In the second case, the monkey was instructed to the task, but he was not given any reward. The monkey still did the task, but when he saw that he was not getting anything in return, he just stopped doing it after some time. The instructors tried a lot to guide him so that he could do the task, they even tried to make him do the task forcefully, but he just did not do it as there was no reward included. It could be observed that the monkey was really sad that he did not got any reward and he felt no excitement to do the task and just sat down in a corner.&lt;/div&gt;&lt;div&gt;&lt;br /&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;http://upstox.com/open-account/?f=6CIO&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1274&quot; data-original-width=&quot;1280&quot; height=&quot;398&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBb_XLF6krohvCxxvHy-wE9x-x6M1wnSrVLifyxdZn9JZnoSHibhv4f6y7XneZulIIjfJbi4vg-lwjAovKoeYaoGNE0zmvWpGH4vkZTTthQVbuZ5-tDKbX8csbiEWSBxt35zFEvef-KdTH/w400-h398/WhatsApp+Image+2020-07-01+at+10.28.15+AM.jpeg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;In the third case, the monkey was given the reward &quot; randomly &quot; that is , he was instructed to do the task, but he was given reward only on some random occasions. He got the reward on the 1st attempt, then on the 3rd, then on the 7th, then 12th and so on. So, since he didn&#39;t knew that when he will get the reward, he kept on doing the task endlessly. He kept doing it because he was not sure when he would get the reward, but he was sure that he will get it &quot; sometime &quot; or &quot; someday &quot; in our case.&lt;/div&gt;&lt;div&gt;He kept on performing the task just like the 1st monkey even though he did not got the reward every time like him.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;What i want to prove through this example is, that in our trading career, there always is a chance that we get some huge profit very early on in our trading career. That huge profit will keep us hooked to over trading as we won&#39;t know when the huge profit will come again.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;We would basically keep on doing over trading till we exhaust our capital. We can avoid this by trading with a proper and well written plan and prepare a checklist of our own. We should enter into a trade and exit it only if all the points of the checklist are fulfilled.&amp;nbsp;&lt;/div&gt;&lt;div&gt;The checklist could be short and simple too, Like buying a stock only when the MACD turns positive in daily time frame and exiting when it turns negative, but a checklist and plan is a must.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;I hope the message behind this example is clear. Happy Trading :)&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Also read :&amp;nbsp;&lt;a href=&quot;https://www.tradelikeamonk.com/2020/04/why-do-losing-traders-keep-losing.html&quot;&gt;Why do Losing Traders keep Losing&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;</content><link rel='replies' type='application/atom+xml' href='https://www.tradelikeamonk.com/feeds/2196559885170619315/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.tradelikeamonk.com/2020/07/this-is-why-we-get-addicted-to-over.html#comment-form' title='5 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/2196559885170619315'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/2196559885170619315'/><link rel='alternate' type='text/html' href='https://www.tradelikeamonk.com/2020/07/this-is-why-we-get-addicted-to-over.html' title='This Is Why We Get Addicted to Over Trading !'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixCbv4XEdLypVeI0fTVAaNIkuWBhylQVTWb__RUZrPM4AteNzkEYkGUfHCaafyYIEYz6ORFl28Uvx6_YPWZUXTUAtj1CAea16d86a6iAKw-RxPeuZhKfiI9qifQF-xJZBYJ8HZ1cR-IHIo/s72-w400-h266-c/photo-of-a-monkey-1822603.jpg" height="72" width="72"/><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3575488424456253411.post-1517931999796190593</id><published>2020-06-17T20:54:00.002+05:30</published><updated>2020-06-17T20:58:42.486+05:30</updated><title type='text'>Basics of Breakout Trading</title><content type='html'>

&lt;p&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 18pt; line-height: 115%; mso-ansi-language: EN-IN;&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; &lt;/span&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt; &amp;nbsp; &lt;/span&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;I
fear not the man who has practiced 10,000 kicks once, but I fear the man who
has practiced one kick 10,000 times. &lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Bruce Lee&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #666666; font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-weight: bold;&quot;&gt;I feel this is also true for trading, as for a
successful trader you needs only one setup or strategy. The set-up you choose
or design for trading is quite critical for your success as sometime setup
doesn’t gives you enough trade signal or some doesn’t have good risk reward or too
difficult to trade and understand. To overcome all this one good and clean
strategy is&lt;b&gt; &lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Breakout trading&lt;/i&gt;&lt;/b&gt;.
Breakout trading is quite simple and you can trade in all market with minimal amount
of risk and good profit potential.&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;color: #666666; font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Nicholas Darvas&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;span style=&quot;color: #666666; font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-weight: bold;&quot;&gt;, was trading
legend, the author of “How I Made $2,000,000 in the Stock Market”, says: “&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;My only sound reason for buying a stock is
that it is rising in price. If that is happening, no other reason is required.
If that is not happening, no other reason is worth considering&lt;/i&gt;.”&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #3d3d3d; font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FI;&quot;&gt;In simple words breakout trading is nothing special but &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;an
attempt to enter the market when the price moves outside a defined price range
(support or resistance). However, a genuine breakout needs to be accompanied by
increased volume&lt;/i&gt;&lt;/b&gt;. You can’t make good money in trading while market is
sideways. &lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #3d3d3d; font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FI;&quot;&gt;In order to understand breakout trading, it is important to remember two
types of breakouts. Most common identified two types of breakout trading setups
are:&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;span lang=&quot;FI&quot; style=&quot;color: #3d3d3d; font-family: &amp;quot;symbol&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: FI; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: FI;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font-size-adjust: none; font-stretch: normal; 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 style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span lang=&quot;FI&quot; style=&quot;color: #3d3d3d; font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: FI; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FI;&quot;&gt;Support
and Resistance breakouts&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;a href=&quot;https://www.investopedia.com/trading/support-and-resistance-basics/&quot;&gt;&lt;span lang=&quot;FI&quot; style=&quot;mso-ansi-language: FI;&quot;&gt;https://www.investopedia.com/trading/support-and-resistance-basics/&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span lang=&quot;FI&quot; style=&quot;mso-ansi-language: FI;&quot;&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;FI&quot; style=&quot;mso-ansi-language: FI;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;color: #3d3d3d; font-family: &amp;quot;symbol&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: FI;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font-size-adjust: none; font-stretch: normal; 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 style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;color: #3d3d3d; font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FI;&quot;&gt;Swing high and
Swing Low breakouts&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;a href=&quot;https://www.investopedia.com/terms/s/swinghigh.asp&quot;&gt;https://www.investopedia.com/terms/s/swinghigh.asp&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;a href=&quot;https://www.investopedia.com/terms/s/swinglow.asp&quot;&gt;https://www.investopedia.com/terms/s/swinglow.asp&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #3d3d3d; font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FI;&quot;&gt;Breakout trading is under rated now a days because there are so many fancy
looking strategy available in the market. Many popular writers says ‘’ &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;wait for pullback&lt;/b&gt; ‘’ or ‘&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;’ most breakout fails in first attempt&lt;/b&gt;’’.
The problem is that many strong moves doesn’t gives pullback or they are so
late that risk reward doesn’t looks in favour in that point. &lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #3d3d3d; font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FI;&quot;&gt;So the most important skill required for breakout trader is ‘’understanding
the market phase’’. This refers to being able to recognize whether the market
is trending or not. Most of retail new young trader will say that ‘’ I know
that ‘’ but still they lose money consistently and will go away from market
eventually. It’s because they don’t have well defined method for determining
market phase and if few does they don’t stick to plan (Sometime I also lose trade
because of this). Let’s consider the following chart&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #3d3d3d; font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FI;&quot;&gt;&amp;nbsp;Please click on the charts to view them in full resolution.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&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/AVvXsEhCIsKLw6Cd_NzsSqRQbS1Jw1YRYEFQd0K4uDkGFU-B-2MTH70dZ6uO_QJQd1GSxteK4GW9HVYPxv20l_6f6mtmKt9a76a6SAeI2_I6477FgIupp_d11IQ9IMnrgR2wZBdHFNfZNRffHNXB/s3593/1.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1817&quot; data-original-width=&quot;3593&quot; height=&quot;324&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCIsKLw6Cd_NzsSqRQbS1Jw1YRYEFQd0K4uDkGFU-B-2MTH70dZ6uO_QJQd1GSxteK4GW9HVYPxv20l_6f6mtmKt9a76a6SAeI2_I6477FgIupp_d11IQ9IMnrgR2wZBdHFNfZNRffHNXB/w640-h324/1.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;color: #3d3d3d; font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FI;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-fareast-language: EN-IN; mso-no-proof: yes;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;color: #3d3d3d; font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: FI;&quot;&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #666666; font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-weight: bold;&quot;&gt;In this chart price was consolidating within &lt;b&gt;box
1&lt;/b&gt; and above MA channel but once price broke below box and channel it was
moving down swiftly with few more short entry opportunity when it reaches near
MA channel. Similar after down move from &lt;b&gt;Box 1&lt;/b&gt; some consolidation in &lt;b&gt;Box
2&lt;/b&gt; and fresh break down.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #666666; font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-weight: bold;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://upstox.com/open-account/?f=6CIO&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1672&quot; data-original-width=&quot;3069&quot; height=&quot;348&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYLqcbmNY0t-_vJ-8kGjzUlHGKn_biaTN98qiFzQvIIyvwNwms8mcIkJsebAZswbbt5JN1LWBBL5N1w4fBvVZFNIqY3FGTgLmoPpOhvS4S4HaMWICNCBHDgBRnGQSPoon1tY5FebCshF7J/w640-h348/upsxxnew.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;color: #666666; font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-weight: bold;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #666666; font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Box 3&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: #666666; font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-weight: bold;&quot;&gt; tested its support and resistance multiple times
then breaks upside and price was above MA channel and we got good upside. &lt;b&gt;Box
4&lt;/b&gt; is also gave handsome amount of profit. Next chart is continuation of
above.&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/b/R29vZ2xl/AVvXsEhbc764w24eMxws5ib7C7mmu2k43QvvcWJ8kYjZKVGkBJaeFI0LXrXPrMAtwZb8qwmZOMW3I38W2grKceLGPea0xIO7VBwX84JxNOApqYC1UXb-h21P_QfbTtfOQuCHHErl2Jm9n1235QY6/s1820/2.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;907&quot; data-original-width=&quot;1820&quot; height=&quot;318&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbc764w24eMxws5ib7C7mmu2k43QvvcWJ8kYjZKVGkBJaeFI0LXrXPrMAtwZb8qwmZOMW3I38W2grKceLGPea0xIO7VBwX84JxNOApqYC1UXb-h21P_QfbTtfOQuCHHErl2Jm9n1235QY6/w640-h318/2.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #666666; font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-weight: bold;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #666666; font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-weight: bold;&quot;&gt;Here we may use 20 MA High Low channel for
trailing SL purpose. If it closes above or below of channel in opposite
direction, we will close the position and wait for new trade as showing in
above picture. In this case you might have more no of trade but limit your
risk.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;color: #666666; font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Note: In all the trades there was no
pullback so as a trader there is nothing more frustrating than waiting for
trade and miss the opportunity. Although in the following Nifty-50 chart all trades
have pullback&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;span style=&quot;mso-ansi-language: EN-IN; mso-fareast-language: FI; mso-no-proof: yes;&quot;&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/b/R29vZ2xl/AVvXsEiYJ2y_U-TTRLkZ9FRKxrTuQB_bsX5ImOSU1HRFAEQCbm5jylF2HXPi4uyraA6XaWay6hgWHnmXSJfuNsy1YiwVhKP_lzRZkTcuIb4zbyiDd94Rxo3Cz7X0wsaDrcZobgnBrqGVp3vzb8-E/s3587/3.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1823&quot; data-original-width=&quot;3587&quot; height=&quot;326&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYJ2y_U-TTRLkZ9FRKxrTuQB_bsX5ImOSU1HRFAEQCbm5jylF2HXPi4uyraA6XaWay6hgWHnmXSJfuNsy1YiwVhKP_lzRZkTcuIb4zbyiDd94Rxo3Cz7X0wsaDrcZobgnBrqGVp3vzb8-E/w640-h326/3.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;color: #666666; font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&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;&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;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background: yellow; mso-highlight: yellow;&quot;&gt;How to trade this whole setup&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #666666; font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Entry: &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: #666666; font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-weight: bold;&quot;&gt;We enter in trade once it gives a strong close
outside of a price rectangle. Most important point to look out for this trade
is the characteristic of the candle. Candle must have a strong close and volume
should be more than average. &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;In
the following chart of &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;background: yellow; mso-highlight: yellow;&quot;&gt;Asian Paint&lt;/span&gt;&lt;/b&gt; we can
see that once it breaks the channel with nice candle and volume it keep moving
higher. &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/b/R29vZ2xl/AVvXsEiTzJc7diaXwb-U6cfz11R8kqSy5zHSZNR-aVCl1h6snk2mLoZPWjaFNMGw9dZe1wsmgI2BMlHORwCJiuO4XRWMEmXISXqQHqunreSgJcWG8I48cjAv7zftkFylOT7hW6eGBFt3jbsIeRr2/s1821/4.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;865&quot; data-original-width=&quot;1821&quot; height=&quot;304&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTzJc7diaXwb-U6cfz11R8kqSy5zHSZNR-aVCl1h6snk2mLoZPWjaFNMGw9dZe1wsmgI2BMlHORwCJiuO4XRWMEmXISXqQHqunreSgJcWG8I48cjAv7zftkFylOT7hW6eGBFt3jbsIeRr2/w640-h304/4.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;The
greatest of breakout trading is that you get in start of trend at great price
and hold the trade for large profit.&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Stop Loss: &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Sometimes,
the market gives breakout or penetrate a few ticks and enter back into range.
So, it’s always compulsory to have a stop loss in system. Stop loss may depends
on person risk but a 10-15% inside the range could be a good stop loss so you
not shaken out and also get taken out when trend failed.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &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;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhtbuAsN4vNn2a2J-hI9wLoG3qqtvJ7gzNeAmBfGY_ghclUe9M7IEOCLxYRWkT0cmaOe0EMJQmuVYRXqiq7k2OfLRKznzVcOqXJLUL9z2VbGwC1mAf8Pcw_VLm9M8WzNqNSRyAVh8wHbgA/s1820/5.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;905&quot; data-original-width=&quot;1820&quot; height=&quot;318&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhtbuAsN4vNn2a2J-hI9wLoG3qqtvJ7gzNeAmBfGY_ghclUe9M7IEOCLxYRWkT0cmaOe0EMJQmuVYRXqiq7k2OfLRKznzVcOqXJLUL9z2VbGwC1mAf8Pcw_VLm9M8WzNqNSRyAVh8wHbgA/w640-h318/5.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&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;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&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;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Profit Booking: &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;The most&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt; &lt;/b&gt;difficult&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt; &lt;/b&gt;problem after putting SL in trading is:
where do we take profit..?&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Good
breakout usually have quite big move and most of the time trader can’t even
imagine or anticipate. So one option is if you have more than 1 quantity book
some at double of your risk. Example if you have SL of 15 points book partial
once your trade in profit of 30 points. Consider the same Asian Paint 5 min
chart we may not expected such move while in HUL SL got hit twice first long
then short. &lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #666666; font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-weight: bold;&quot;&gt;This is also good strategy for investment
following examples &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&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/b/R29vZ2xl/AVvXsEjhjaaBfnQJMNHA6A6KmlVVg3QJSLX7TMIDvpCfz49tvWZfBixoCM60CDcg_GZzV60mKEyW2xakT-R146sFrSNP2FywmdchvqR6s0ZKVoHaPM5Mjn2H272_tFfO8QjgOJe2YRGu4wqHkfLd/s1822/6.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;868&quot; data-original-width=&quot;1822&quot; height=&quot;304&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhjaaBfnQJMNHA6A6KmlVVg3QJSLX7TMIDvpCfz49tvWZfBixoCM60CDcg_GZzV60mKEyW2xakT-R146sFrSNP2FywmdchvqR6s0ZKVoHaPM5Mjn2H272_tFfO8QjgOJe2YRGu4wqHkfLd/w640-h304/6.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&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;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqFoG-g7-NE4sWFxmOceli2JtOUnksxLzTIYo1SqTndkfB1oIuWWFQq2NVycrmEg93labk5SvwXSkeaTt-aCE4CsmPLC3iuUxbvoKuHuUExdNSqypTwIUMJ9Y6texVNaafTyzk3AK6vjVa/s1819/7.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;902&quot; data-original-width=&quot;1819&quot; height=&quot;318&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqFoG-g7-NE4sWFxmOceli2JtOUnksxLzTIYo1SqTndkfB1oIuWWFQq2NVycrmEg93labk5SvwXSkeaTt-aCE4CsmPLC3iuUxbvoKuHuUExdNSqypTwIUMJ9Y6texVNaafTyzk3AK6vjVa/w640-h318/7.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;How to improve success rate for this setup:&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt; It is quite common saying for trading that follow the
trend for good profit. In other words, look at the market you are trading on a
higher timeframe. If you trade 5 minutes, look at a day chart. If you trade 30
minute charts, look at a daily &amp;amp; week chart.&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;We
combine this with the strategies discussed in the pdf ‘’ &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Summary of Candlesticks,
Fibonacci, and Chart Pattern Trading Tools A Synergistic Strategy to Enhance
Profits and Reduce Risk (Wiley Trading) by Robert Fischer, Jens Fischer&lt;/i&gt;&lt;/b&gt;
’’ we can get more better results as then we are combining multiple signal for
same trade.&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;What to avoid in Breakout trading:&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt; There are few special point that you need to avoid if
you are breakout trader&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;mso-list: l3 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;symbol&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font-size-adjust: none; font-stretch: normal; 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 style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Choose setup properly with favourable risk reward&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p style=&quot;mso-list: l3 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;symbol&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font-size-adjust: none; font-stretch: normal; 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 style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Mismanage the position once you entered in trade&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 18pt; line-height: 115%; mso-ansi-language: EN-IN;&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;&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;SOME FINAL REMARKS&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ansi-language: EN-IN;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;To
have absolute return in a portfolio, the trading concept must implement some
basic ideas:&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p style=&quot;mso-list: l0 level1 lfo3; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;symbol&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font-size-adjust: none; font-stretch: normal; 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;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;A systematic
trading approach tested on historical data either with a computer or by hand.&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;mso-list: l0 level1 lfo3; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;symbol&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font-size-adjust: none; font-stretch: normal; 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;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Five to ten products in a portfolio, analysed by the
same approach (a few products less might be sufficient on intraday portfolios).&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;mso-list: l0 level1 lfo3; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;symbol&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font-size-adjust: none; font-stretch: normal; 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;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Long and short signals allowed.&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;mso-list: l0 level1 lfo3; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;symbol&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font-size-adjust: none; font-stretch: normal; 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;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Stop-loss protection, profit targets, and/or trailing
stops on every position.&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;No
matter how good a trading approach is, a trader who does not know how to
execute it will never be successful. Some factors that can lead to bad
decisions in trading even though they have nothing to do with the trading
strategy itself:&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p style=&quot;mso-list: l2 level1 lfo4; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;symbol&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font-size-adjust: none; font-stretch: normal; 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;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Put your ego aside.&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;mso-list: l2 level1 lfo4; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;symbol&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font-size-adjust: none; font-stretch: normal; 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;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Hoping and praying do not help.&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;mso-list: l2 level1 lfo4; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;symbol&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font-size-adjust: none; font-stretch: normal; 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;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Living with losses must be learned.&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;mso-list: l2 level1 lfo4; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;symbol&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font-size-adjust: none; font-stretch: normal; 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;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Never double your losses.&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;mso-list: l2 level1 lfo4; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;symbol&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font-size-adjust: none; font-stretch: normal; 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;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Know your pain level.&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;mso-list: l2 level1 lfo4; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;symbol&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font-size-adjust: none; font-stretch: normal; 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;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Diversify risk.&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;mso-list: l2 level1 lfo4; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;symbol&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font-size-adjust: none; font-stretch: normal; 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;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Making money with trading is hard work.&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;mso-list: l2 level1 lfo4; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;symbol&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font-size-adjust: none; font-stretch: normal; 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;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Recognize the importance of a trading plan.&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;mso-list: l2 level1 lfo4; text-align: justify; text-indent: -18pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;symbol&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;·&lt;span style=&quot;font-size-adjust: none; font-stretch: normal; 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;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Nothing is more important than discipline.&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; mso-ansi-language: EN-IN;&quot;&gt;I am sorry if its unorganised, typos or not good to read. For your
valuable comment please feel free to write me on &lt;span style=&quot;background: yellow; mso-highlight: yellow;&quot;&gt;twitter (@bishwesvar).&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p style=&quot;line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; mso-ansi-language: EN-IN;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;( This is a guest post by&amp;nbsp;Bishwesvar Pratap Singh )&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: red; font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; mso-ansi-language: EN-IN;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;font color=&quot;#000000&quot;&gt;&lt;u&gt;Suggestions
are welcome for future work &amp;amp; motivation&lt;/u&gt;&lt;/font&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-family: &amp;quot;open sans&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

</content><link rel='replies' type='application/atom+xml' href='https://www.tradelikeamonk.com/feeds/1517931999796190593/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.tradelikeamonk.com/2020/06/basics-of-breakout-trading.html#comment-form' title='9 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/1517931999796190593'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/1517931999796190593'/><link rel='alternate' type='text/html' href='https://www.tradelikeamonk.com/2020/06/basics-of-breakout-trading.html' title='Basics of Breakout Trading'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCIsKLw6Cd_NzsSqRQbS1Jw1YRYEFQd0K4uDkGFU-B-2MTH70dZ6uO_QJQd1GSxteK4GW9HVYPxv20l_6f6mtmKt9a76a6SAeI2_I6477FgIupp_d11IQ9IMnrgR2wZBdHFNfZNRffHNXB/s72-w640-h324-c/1.png" height="72" width="72"/><thr:total>9</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3575488424456253411.post-3898454736729835171</id><published>2020-06-11T20:44:00.001+05:30</published><updated>2020-06-11T20:44:49.694+05:30</updated><title type='text'>Lessons That Bear Market 2020 Taught Me</title><content type='html'>

&lt;h2 align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;&lt;font size=&quot;6&quot;&gt;&lt;/font&gt;&lt;br /&gt;&lt;/h2&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/AVvXsEhWrqLMKqyH2UqsDBYRbk5QlEY575sEo-gs1-xxZNyWDj4J3SVEWqV7UykqSBGf38ZeecQSPCVzuC3o9XhyOhsHve8ZaNdPs0o_mQsNv65fzO3Dc3bvQKM0ReHKBFR9230ltK4wHe-eK7MS/s2800/desperate-evicted-male-entrepreneur-standing-near-window-3771129.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1867&quot; data-original-width=&quot;2800&quot; height=&quot;426&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWrqLMKqyH2UqsDBYRbk5QlEY575sEo-gs1-xxZNyWDj4J3SVEWqV7UykqSBGf38ZeecQSPCVzuC3o9XhyOhsHve8ZaNdPs0o_mQsNv65fzO3Dc3bvQKM0ReHKBFR9230ltK4wHe-eK7MS/w640-h426/desperate-evicted-male-entrepreneur-standing-near-window-3771129.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;

&lt;p&gt;( This is a Guest Post by my friend -&amp;nbsp;&lt;span style=&quot;-webkit-text-stroke-width: 0px; background-color: #e6ecf0; color: #14171a; display: inline !important; float: none; font-family: system-ui, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Ubuntu, &amp;quot;Helvetica Neue&amp;quot;, sans-serif; font-size: 15px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-indent: 0px; text-transform: none; white-space: pre-wrap; widows: 2; word-spacing: 0px;&quot;&gt;Shabbir Hussain )&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;I am a novice in the market, so I want to share you some of my learnings
to you.&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;I lost all the money that I had made in the previous Bull Run, but due
to god’s mercy my capital was protected. I never used to put stops, just rode
the run without calculating any risk.&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;And for every one of you who are reading this “even a fool can learn
from his own mistakes but a wise will even learn from others mistakes”.&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;I learned the following things in this market&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN; 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: 7.0pt &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;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Position sizing &lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;a.&lt;span style=&quot;font: 7.0pt &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;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Never take more than 1% risk or allocate only 5% of
capital in a stock.&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;b.&lt;span style=&quot;font: 7.0pt &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;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;It saves you
from most of the uncertainties.&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;c.&lt;span style=&quot;font: 7.0pt &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;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;You can always have a peaceful sleep as your risk is
defined&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;d.&lt;span style=&quot;font: 7.0pt &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;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;You won’t have an urge to book profits or losses early&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN; 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: 7.0pt &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;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;No matter how the market is always have some cash on
hand.&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN; 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: 7.0pt &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;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Always cut the losses mercilessly (cutting short
losses are better than bearing big losses which corrode your capital).&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;4)&lt;span style=&quot;font: 7.0pt &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;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Capital protection is most important in capital
market.&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;5)&lt;span style=&quot;font: 7.0pt &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;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Set alerts and sit back, avoid making more and more
decisions.&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;6)&lt;span style=&quot;font: 7.0pt &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;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Momentum to momentum will never lead to wealth,
retracements are a part of the game.&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;7)&lt;span style=&quot;font: 7.0pt &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;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Avoid ego, anger, greed and fear. &lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;8)&lt;span style=&quot;font: 7.0pt &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;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Be a trend follower&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;9)&lt;span style=&quot;font: 7.0pt &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;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;See P&amp;amp;L at the last date of the month only&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;10)&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;Have trust on
god, and don’t expect more, if you do this then if you are in loss you won’t
regret more and if you are in profits you will be more happy and grateful.&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;11)&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 13.0pt; line-height: 115%; mso-ansi-language: EN-IN;&quot;&gt;And at last,
always book out some profits timely and enjoy the money.&lt;/span&gt;&lt;/p&gt;

&lt;div style=&quot;border-bottom: solid #4F81BD 1.0pt; border: none; mso-border-bottom-themecolor: accent1; mso-element: para-border-div; padding: 0cm 0cm 4.0pt 0cm;&quot;&gt;

&lt;p&gt;&lt;span style=&quot;font-size: 14.0pt; mso-ansi-language: EN-IN;&quot;&gt;Though
my profits are gone but these lessons are far more valuable than the cost I
paid, I am too grateful for that..&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: 14.0pt; mso-ansi-language: EN-IN;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: 14.0pt; mso-ansi-language: EN-IN;&quot;&gt;&lt;font color=&quot;#000000&quot; face=&quot;system-ui,-apple-system,BlinkMacSystemFont,&amp;quot;Segoe UI&amp;quot;,Roboto,Ubuntu,&amp;quot;Helvetica Neue&amp;quot;,sans-serif&quot; size=&quot;3&quot; style=&quot;background-color: #e6ecf0;&quot;&gt;&lt;/font&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;http://upstox.com/open-account/?f=6CIO&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1672&quot; data-original-width=&quot;3069&quot; height=&quot;348&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9wvl2hKpekwSOzQfDX6KXbF3wxTLauYfU6MmTq1NdgyoswY30e91POVg62BfRxN3HpkXNziLw6NpmR1pIyXWuXhokS7bRug_rV6Xs1JBHOH6i3BmC5jtWmwmrZMyaiwow4ucNClYHCgww/w640-h348/upsxxnew.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;/div&gt;

</content><link rel='replies' type='application/atom+xml' href='https://www.tradelikeamonk.com/feeds/3898454736729835171/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.tradelikeamonk.com/2020/06/lessons-that-bear-market-2020-taught-me.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/3898454736729835171'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/3898454736729835171'/><link rel='alternate' type='text/html' href='https://www.tradelikeamonk.com/2020/06/lessons-that-bear-market-2020-taught-me.html' title='Lessons That Bear Market 2020 Taught Me'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWrqLMKqyH2UqsDBYRbk5QlEY575sEo-gs1-xxZNyWDj4J3SVEWqV7UykqSBGf38ZeecQSPCVzuC3o9XhyOhsHve8ZaNdPs0o_mQsNv65fzO3Dc3bvQKM0ReHKBFR9230ltK4wHe-eK7MS/s72-w640-h426-c/desperate-evicted-male-entrepreneur-standing-near-window-3771129.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3575488424456253411.post-1514239410376666032</id><published>2020-06-05T00:17:00.001+05:30</published><updated>2020-06-05T15:58:07.528+05:30</updated><title type='text'>Chat with Super Traders – Steve Burns</title><content type='html'>&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/AVvXsEjUilyBzs2uR1pwC4fKkoToFgHhD8KICGnBRuq-mDI_qfhPd0slBHuNu0lT-Xu1fcKQof8weg7GQs-Lx1FKek7usSVtGiHD3h7j2T8eFEsUbb_pDqp_WXgvGDt-pPpKDKd5fSyflOSAPFSE/s400/t_wZ33Ko.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;400&quot; data-original-width=&quot;400&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUilyBzs2uR1pwC4fKkoToFgHhD8KICGnBRuq-mDI_qfhPd0slBHuNu0lT-Xu1fcKQof8weg7GQs-Lx1FKek7usSVtGiHD3h7j2T8eFEsUbb_pDqp_WXgvGDt-pPpKDKd5fSyflOSAPFSE/s320/t_wZ33Ko.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;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;b&gt;&lt;span lang=&quot;EN-US&quot;&gt;Q: You started investing in 1993, can you walk
us through your journey? &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;A: I
started as an investor in tech mutual funds in 1993 and my focus was on being
long the tech sector and growth stocks as I thought that is where the capital
gains would be. I was right and had beginners’ luck and did very well
compounding capital up until March 2000 when that stopped working. I began
actively trading after that and learned the valuable lesson about having an
exit strategy to lock in profits and risk management. &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;&gt;I began
developing strategies to trade trends and had another great run up compounding
capital and locked in my 2003-2007 profits in January of 2008 and was even
positive in 2008.&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;&gt;From
2009-2020 I focused on developing quantified trading signals to create big wins
and small losses and continued to trade my system and grow my capital. &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;&gt;I enjoyed
the game of learning to trade the stock market and my trading lead to my
financial independence. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot;&gt;Q: &lt;span&gt;&amp;nbsp;&lt;/span&gt;–
What is your Trading Style and how has it evolved over the years ? Have you
made any changes to it or is it the same which you started with ?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;A: It has
been a continual evolution of me as a trader and my trading system. I was more
aggressive and took on more risk when I was younger, and my accounts were
smaller but needed less risk to achieve the same dollar returns in later years.
I have focused more on keeping what I have than trying to press bigger risks
for big returns. &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;&gt;I have gone
from a tech sector investor, to a trend trader, I tried and disliked day
trading, I traded options,&lt;span&gt;&amp;nbsp; &lt;/span&gt;and now
really enjoy swing trading in recent years. &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;&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;b&gt;&lt;span lang=&quot;EN-US&quot;&gt;Q: You are author of some best selling books (
My favourite is&lt;span&gt;&amp;nbsp; &lt;/span&gt;&lt;a href=&quot;https://amzn.to/30b9Be2&quot;&gt;“ New Trader Rich Trader”&lt;/a&gt; ). What inspired you to write these books and which one is your
personal favourite ? &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;A: I wanted
to create the trading book I wish I had when I started that would short cut the
learning curve for other new traders. It was a book I felt I just had to write
and release. That is one of my favorite books ever to write. I also really
enjoyed writing my newest book ‘The Working Dead’ and have received great
feedback on it as well.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&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;http://upstox.com/open-account/?f=6CIO&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1672&quot; data-original-width=&quot;3069&quot; height=&quot;347&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHICIVYLutQ6EP3w0J5sXqgGiwMqcAYYkffwbvYfQaZmRsOrkqr9DYyiW2TEzTYOPJP3nFaTS0l-HEtRd98lcpMr49oC3NvSB_tVI2bd4cQ1VQmnanz-xb99B1OWe5pP0lF3Y-raZx9vU2/w640-h347/upsxxnew.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;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;b&gt;&lt;span lang=&quot;EN-US&quot;&gt;Q: Can you tell us a bit about your latest book
&lt;a href=&quot;https://amzn.to/3eNpVWu&quot;&gt;“The Working Dead”&lt;/a&gt;? &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;A: The ‘The
Working Dead’ is a manifesto that tries to open the eyes of employees and show
them how to create wealth for their self. It is a step by step starter guide on
escaping the cycle of consumer debt and being trapped in the corporate grind of
working a job you dislike making someone else rich with no other options. &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;&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;b&gt;&lt;span lang=&quot;EN-US&quot;&gt;Q: In this book, you have talked about “ Low
stress finances and financial freedom “ , Can you briefly explain what do you
mean by these and why are these topics important&lt;span&gt;&amp;nbsp; &lt;/span&gt;for everyone ?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;A: Low
stress finances are where you do not have to worry about having the money to
pay your bills every month. You have removed financial stress from your life through
having plenty of capital on hand and cash flowing assets and your bills and
debt are minimal. You may not have enough money to do nothing for the rest of
your life but you have enough to choose to do only what you want to do.&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;&gt;Financial
freedom is when you have enough money to do whatever you want to do. You
control the allocation of your own time and energy. You have the freedom to
only work on things you love to do. &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;&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;b&gt;&lt;span lang=&quot;EN-US&quot;&gt;Q: Can you give some tips to New Traders ? what
should they focus on in the early stages of their trading career ?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;A: A new
trader should never put real money at risk until they have a quantified trading
system with an edge that fits their own risk tolerance and return goals. Then
they must trade it with discipline and the right risk management consistently
over a long period of time if they want a chance to make money. &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;&gt;Random
trades, opinions, predictions, big position sizing, emotions, and ego lead
eventually to financial and mental ruin. &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;&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;b&gt;&lt;span lang=&quot;EN-US&quot;&gt;Q: What is your daily routine like ? How often
do you monitor your portfolio ?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;A: I use
end of day signals so my work in trading is done in backtesting, system
creation, and the last 30 minutes of the trading day. &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;&gt;I look at
the futures at night just out of curiosity to see what they are doing. &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;&gt;I look at
my positions in the pre-market in the morning to ensure nothing dramatic has
happened to trigger one of my rare emergencies stops. &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;&gt;I look at
my positions in the last 30 minutes of stock market trading to see if any of my
stop losses or trailing stops are triggered. I also look at my full watchlist
to see if any new entry signals are triggered to buy a new position.&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;&gt;I only go
in my brokerage accounts to make trades I usually only look at my trading
P&amp;amp;L when it is near all-time highs, there is a huge market gap up, and at
the end of the month. &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;&gt;I monitor
all time highs in stocks, 52-week highs, and the Investor’s Business Daily Big
Cap 20 for new stock ideas to backtest and put on my watchlist. &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;&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;&gt;&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='https://www.tradelikeamonk.com/feeds/1514239410376666032/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.tradelikeamonk.com/2020/06/chat-with-super-traders-steve-burns.html#comment-form' title='14 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/1514239410376666032'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/1514239410376666032'/><link rel='alternate' type='text/html' href='https://www.tradelikeamonk.com/2020/06/chat-with-super-traders-steve-burns.html' title='Chat with Super Traders – Steve Burns'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUilyBzs2uR1pwC4fKkoToFgHhD8KICGnBRuq-mDI_qfhPd0slBHuNu0lT-Xu1fcKQof8weg7GQs-Lx1FKek7usSVtGiHD3h7j2T8eFEsUbb_pDqp_WXgvGDt-pPpKDKd5fSyflOSAPFSE/s72-c/t_wZ33Ko.jpg" height="72" width="72"/><thr:total>14</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3575488424456253411.post-6029024812157417060</id><published>2020-05-13T21:38:00.001+05:30</published><updated>2020-05-13T21:39:33.522+05:30</updated><title type='text'>Multi - Time Frame Analysis | L&amp;T Finance Holdings | 14th May 2020 |</title><content type='html'>&lt;br /&gt;&lt;div&gt;Hello friends, i was just scanning through some charts and i found this one. I thought that it could be a good one to show you how to do Multi Time Frame Analysis.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;In this , we will basically go through all the major time frame charts, that are - &lt;b&gt;Monthly, Weekly and Daily&lt;/b&gt;. We will notice at important levels in all these charts and finally try to take a deicision based on daily chart.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Please note that this is only for educational purpose and i am not recommending this to anyone.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Please click on charts to zoom them.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;So, let&#39;s start with the &lt;b&gt;Monthly Chart&lt;/b&gt; first.&lt;/div&gt;&lt;div&gt;&lt;br /&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/AVvXsEiVfEW7MOk7W0zNaFxS53ENXTwtaUruY_28tEAxg7Kj-dbQZ54w8Qu8QwH3iLlQOcGxYnUJ3HTCHrPg-Dlr3Eg35e9nLMbew09C3bJV5ANQyldbqW5jKymXvMs9yFNJBC2rjHv7hTCYSjNu/&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;572&quot; data-original-width=&quot;1377&quot; height=&quot;266&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVfEW7MOk7W0zNaFxS53ENXTwtaUruY_28tEAxg7Kj-dbQZ54w8Qu8QwH3iLlQOcGxYnUJ3HTCHrPg-Dlr3Eg35e9nLMbew09C3bJV5ANQyldbqW5jKymXvMs9yFNJBC2rjHv7hTCYSjNu/w640-h266/Annotation+2020-05-13+205755.png&quot; width=&quot;640&quot; /&gt;&lt;/a&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;In this, you can notice that the 50 levels are acting as a long term support as earlier also it has taken support from the same level. When a stock retests the same support and makes a bullish candle over there, it is basically a good sign and the chances of that level being respected increases.&amp;nbsp; It would be even better if we cross last month&#39;s high.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Next we will look at the &lt;b&gt;Weekly Chart.&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;/b&gt;&lt;br /&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/AVvXsEjHnKErl1NyoBh_MbKPRJgvXrAu1ScSA0-P5mr_26AYEwHwyQ1-a4PeRIkZt6p74B4_N5w4M5pejnJM9q2-QvMw5JizJ2G4ZrXqlV5eM7NPNfTWrVJeV7Uae9aLf92_pIot3rFZQo-RPCa6/&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;570&quot; data-original-width=&quot;1366&quot; height=&quot;268&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHnKErl1NyoBh_MbKPRJgvXrAu1ScSA0-P5mr_26AYEwHwyQ1-a4PeRIkZt6p74B4_N5w4M5pejnJM9q2-QvMw5JizJ2G4ZrXqlV5eM7NPNfTWrVJeV7Uae9aLf92_pIot3rFZQo-RPCa6/w640-h268/ltfhweekly.png&quot; width=&quot;640&quot; /&gt;&lt;/a&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;&lt;div&gt;Over here, we can see that it is also moving in this range and whenever it touched the support , it bounced and moved towards the upper trend line, or the resistance area as marked in the chart.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&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://zerodha.com/open-account?c=ZMPPVJ&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;178&quot; data-original-width=&quot;856&quot; height=&quot;84&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfRkmc5pKMcW06n6_llTFYeVM8gk3NCpzctxGdUgI27u6ZotWsAPxr8kr3vsQAG7HgIyJ6IpHL6-CzT2myNU28YiHwQALyfBU9GuoT0Q1Wi4N9BchlPOroK0Ioi8FEyk8oupzJqCAEwL4R/w400-h84/banner.png&quot; width=&quot;400&quot; /&gt;&lt;/a&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;Now we will go to the &lt;b&gt;Daily Chart.&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;/b&gt;&lt;br /&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/AVvXsEh_VgDn6Y-9QPBtO2Ji8oznCbmyeF5sPgidByL7K_lTsMg27SLD7o0R0E8XyGZ44dp1bt38yw0pvV6BgmRGBfH1wCIBW2iM_wIb-goFMSfFrT9I44Hy3becr5hwO9PlWm7PmxOkHlZgg4pm/&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;553&quot; data-original-width=&quot;1375&quot; height=&quot;258&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_VgDn6Y-9QPBtO2Ji8oznCbmyeF5sPgidByL7K_lTsMg27SLD7o0R0E8XyGZ44dp1bt38yw0pvV6BgmRGBfH1wCIBW2iM_wIb-goFMSfFrT9I44Hy3becr5hwO9PlWm7PmxOkHlZgg4pm/w640-h258/Annotation+2020-05-13+210013.png&quot; width=&quot;640&quot; /&gt;&lt;/a&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;In the&lt;b&gt; Daily Chart,&lt;/b&gt; we can see that it is moving in a triangle and the triangle is converging to a very narrow point and a breakout above this range can result into a good breakout.&lt;/div&gt;&lt;div&gt;The next levels are also marked in the chart as 80 and 90-95 levels. Please note that we have to &lt;b&gt;wait &lt;/b&gt;for the breakout to enter the trade.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Disclaimer : This post is just for educational purpose and not a recommendation to buy or sell.&lt;/div&gt;&lt;div&gt;Charts are used from Chartink website.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;I have even made a video about multi time frame analysis. You can check that here :&amp;nbsp;&lt;a href=&quot;https://www.youtube.com/watch?v=kIRPOHO-KwI&amp;amp;t=144s&quot; target=&quot;_blank&quot;&gt;Multi - Time Frame Analysis of Manappuram&lt;/a&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://www.tradelikeamonk.com/feeds/6029024812157417060/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.tradelikeamonk.com/2020/05/MultiTimeFrameAnalysis.html#comment-form' title='10 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/6029024812157417060'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/6029024812157417060'/><link rel='alternate' type='text/html' href='https://www.tradelikeamonk.com/2020/05/MultiTimeFrameAnalysis.html' title='Multi - Time Frame Analysis | L&amp;T Finance Holdings | 14th May 2020 |'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVfEW7MOk7W0zNaFxS53ENXTwtaUruY_28tEAxg7Kj-dbQZ54w8Qu8QwH3iLlQOcGxYnUJ3HTCHrPg-Dlr3Eg35e9nLMbew09C3bJV5ANQyldbqW5jKymXvMs9yFNJBC2rjHv7hTCYSjNu/s72-w640-h266-c/Annotation+2020-05-13+205755.png" height="72" width="72"/><thr:total>10</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3575488424456253411.post-845476929730946764</id><published>2020-04-30T13:26:00.002+05:30</published><updated>2020-04-30T13:29:24.905+05:30</updated><title type='text'>Why Do Losing Traders Keep Losing?</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;Have you
ever wondered that there are hundreds or maybe thousands of traders who have
never been profitable but they still keep trading? They just don’t admit that
there is something wrong in their approach and they should be working on
improving that instead. It has actually got a lot to do with our brain, the way
it is wired. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;There was
an experiment done, in which a monkey was given a reward whenever it performed
a given task. Since the monkey was getting the reward every single time, it
kept doing it.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;In another
case, the monkey stopped getting the reward, so it stopped doing the task
completely because it knew that there was no reward involved now. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;In another
experiment, a monkey was given a reward on some random occasions. Do you know
what happened?? &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;They monkey
still kept doing the task because it did not knew when he will get the reward
and when he won’t… so he kept at it and did not stopped. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;When we as
traders, get a big financial reward, our brain releases a hormone, known as the&amp;nbsp; &lt;b&gt;&quot;Dopamine&quot;&lt;/b&gt; .This is a feel good hormone and our brain literally craves for
it. It is the same hormone which is released when we eat sugar, consume drugs
or even gamble. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&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;a href=&quot;https://zerodha.com/open-account?c=ZMPPVJ&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;178&quot; data-original-width=&quot;856&quot; height=&quot;82&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQx-o6dUehqQoAPVRcW1AD7aVDQNZBg0gbxAp52BEcv9uNKYu3yt_i_oYclEWBM0ooTfSFcFPgv493sO8lsY7LHq4EzV5ek9846SLexjIYkqzx5-UgeN40O1kKqqGLbrQrKTIszaZDcLWw/s400/banner.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;Since each
and every trader at some point of time, would have got a huge profit. That huge
profit and the dopamine released from it, has triggered your brain to crave for
more as it felt very nice the first time it happened. To feel that same emotion
again, traders tend to keep trading endlessly and mostly without a plan. They
are so much glued to that same feeling that they want to experience it by hook
or by crook. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;That’s the
reason traders blow up their capital but still keep trading, even by borrowing
money from friends or financial institutions. &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;This could be very dangerous from the
financial as well as the emotional aspect since we are always expecting the
same result, when we don’t get it, not only are we deprived financially, we are
even exhausted emotionally. A series of losses often leads to depression and
traders quit their trading careers before they see any meaningful gains out of
it.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;It is
always advisable to have a rational expectation from the markets and trade only
according to the &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;plan&lt;/b&gt; and not to
focus on the &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;result. &lt;/b&gt;When we shift
our focus from the result to the plan, we tend to keep our emotions in control.
This is easier said than done and needs a lot of practice and discipline but
once we master it, we will see a significant improvement in our results and
would feel much more relaxed. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;Also Read :&amp;nbsp;&lt;a href=&quot;https://www.tradelikeamonk.com/2020/03/how-to-trade-like-nicolas-darvas.html&quot; target=&quot;_blank&quot;&gt;How to Trade Like Nicolas Darvas&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='https://www.tradelikeamonk.com/feeds/845476929730946764/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.tradelikeamonk.com/2020/04/why-do-losing-traders-keep-losing.html#comment-form' title='8 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/845476929730946764'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/845476929730946764'/><link rel='alternate' type='text/html' href='https://www.tradelikeamonk.com/2020/04/why-do-losing-traders-keep-losing.html' title='Why Do Losing Traders Keep Losing?'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqNi1DzUMU1Y6gpkcIlIIWHr-3J58xuIp-e6c9EnIsyAlvyNNWrXEPfIxRuRGfFzQJiAe-MSSY8tSjVDO6GuXvzksVcDFiLV6UfUjTHGvQczMSvlvuwUgFFN4lnaUqHWPfxT6pP6NcZCf6/s72-c/mistake-1966448_1920.jpg" height="72" width="72"/><thr:total>8</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3575488424456253411.post-988002107630323053</id><published>2020-04-20T18:29:00.001+05:30</published><updated>2020-05-24T21:14:02.979+05:30</updated><title type='text'>Must Watch Stock Market Movies ! </title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
Since most of us are free these days in our homes due to Lock down, it&#39;s always a good idea to watch something which is relevant to our field of interest and provides entertainment along with it.&lt;br /&gt;
Presenting a list of must watch movies related to stock market and finance.&lt;br /&gt;
&lt;br /&gt;
1.&lt;b&gt; Bazaar&amp;nbsp;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&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/AVvXsEjljhgGC1eCDsinjqTc27WkwiwHBc8HvTMfa8RkwHvRjTUqI41NCFV0Qvl28DN6bRKWcf_pf_lWZy3QF-WDlbBDgzIw_QX9HWU0_gWafFMST9GXQOYgB1tiwuD-1x6_2Rz8CNijkMlHDHLN/s1600/MV5BMTRkZDJiMGUtMzFlMi00YTYzLTliOTYtZjllZmI3Njc2YjA4XkEyXkFqcGdeQXVyNjE1OTQ0NjA%2540._V1_SY1000_CR0%252C0%252C692%252C1000_AL_.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1000&quot; data-original-width=&quot;692&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjljhgGC1eCDsinjqTc27WkwiwHBc8HvTMfa8RkwHvRjTUqI41NCFV0Qvl28DN6bRKWcf_pf_lWZy3QF-WDlbBDgzIw_QX9HWU0_gWafFMST9GXQOYgB1tiwuD-1x6_2Rz8CNijkMlHDHLN/s400/MV5BMTRkZDJiMGUtMzFlMi00YTYzLTliOTYtZjllZmI3Njc2YjA4XkEyXkFqcGdeQXVyNjE1OTQ0NjA%2540._V1_SY1000_CR0%252C0%252C692%252C1000_AL_.jpg&quot; width=&quot;276&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;
This is Bollywood&#39;s latest take on stock market. It&#39;s a good movie overall and is about a small time stock market trader who is all excited to go to Mumbai and join one of the leading stock brokers of India , under the guidance of his role model. He has no clue that his life is going to be a roller coaster ride from there on.&lt;br /&gt;
&lt;br /&gt;
2.&lt;b&gt;&amp;nbsp;Gafla&amp;nbsp;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&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/AVvXsEjhSRGSDCFag2UvGPzjJxmQIG0026GC43jeeFuGOzL6cWEuyl3fxhuRfJCccM5jdP6oq6ObwD_51efGnu8vCdMXifUylxVOY6NNomCvTgBHK_xnXand8y-qQlZWRSGXgoRoDylFPay_efG3/s1600/2B5ufjJOngC3UaRlwZx9qaZB5bf.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1156&quot; data-original-width=&quot;771&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhSRGSDCFag2UvGPzjJxmQIG0026GC43jeeFuGOzL6cWEuyl3fxhuRfJCccM5jdP6oq6ObwD_51efGnu8vCdMXifUylxVOY6NNomCvTgBHK_xnXand8y-qQlZWRSGXgoRoDylFPay_efG3/s400/2B5ufjJOngC3UaRlwZx9qaZB5bf.jpg&quot; width=&quot;266&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;
This is a comparatively old movie and i really didn&#39;t liked it&#39;s editing and direction., but it&#39;s a good one time watch.&amp;nbsp; It&#39;s a story about a middle class man who tries his hand of stock market and eventually ends up into a huge scam.&lt;br /&gt;
&lt;br /&gt;
3. &lt;b&gt;Wolf of Wall Street&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;br /&gt;
This is no doubt one of the best movies on Stock Market. Leonardo&#39;s acting is amazing in this one !&lt;br /&gt;
It is about the journey of a stock broker who made it big with his aggressive and persuasive nature but get&#39;s carried away with the wealth and lands himself into trouble.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://zerodha.com/open-account?c=ZMPPVJ&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;178&quot; data-original-width=&quot;856&quot; height=&quot;82&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiaES3NtBZ0uRzQaSeucWnl9ECF2sIrCgMUSrMaLo7FbuGH3oIOQH0wa_ooo0Kl7ncADIPGpTBKRdbtcZPzggXDrqE35BvYbZK2QolRSavTkufxuvXtpW1M_s-TUgoMWJj0Rey4e-147Ie/s400/banner.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;span id=&quot;goog_990940519&quot;&gt;&lt;/span&gt;&lt;a href=&quot;https://www.blogger.com/&quot;&gt;&lt;/a&gt;&lt;span id=&quot;goog_990940520&quot;&gt;&lt;/span&gt;&lt;span id=&quot;goog_990940511&quot;&gt;&lt;/span&gt;&lt;a href=&quot;https://www.blogger.com/&quot;&gt;&lt;/a&gt;&lt;span id=&quot;goog_990940512&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
4. &lt;b&gt;The Big Short&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&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/AVvXsEjFdP9ARvVkfClivhT-HZbgS-SRZ-xTSfou-2zABh-79BgCwyPuHaNXGy8FVeq4Ca13feCwvp50JunK1OrNHYzM6cG6XV6mSNrIhEHIgOZQ6NFWDKCfJzDoHzFAKk-LcR9AaATqE9jRgjdc/s1600/Film-The-Big-Short-Poster.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1004&quot; data-original-width=&quot;690&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFdP9ARvVkfClivhT-HZbgS-SRZ-xTSfou-2zABh-79BgCwyPuHaNXGy8FVeq4Ca13feCwvp50JunK1OrNHYzM6cG6XV6mSNrIhEHIgOZQ6NFWDKCfJzDoHzFAKk-LcR9AaATqE9jRgjdc/s400/Film-The-Big-Short-Poster.jpg&quot; width=&quot;273&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
This is another great movie which is made just like a thriller and explains the 2008 stock market crash. We can also learn about the complex concpets of credit default swaps in it and how the housing bubble created a ripple all around the globe !&lt;br /&gt;
&lt;br /&gt;
5. &lt;b&gt;Money Monster&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&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/AVvXsEjtz-T5syewUNKF7qpyE4WCjMWgJ9hC_Lx6drlwWnxySdIHuskaJRqd4TafUfA67xGbbMomNBqE836lquF-rYBNq9x9Bod6yFzVuoos1XJ2vwG_5BhMzOC4EZMwlJy2uQ7o5wb8_UcmrIif/s1600/723394_MoneyMonster_EST_1400x2100_US.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;840&quot; data-original-width=&quot;560&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtz-T5syewUNKF7qpyE4WCjMWgJ9hC_Lx6drlwWnxySdIHuskaJRqd4TafUfA67xGbbMomNBqE836lquF-rYBNq9x9Bod6yFzVuoos1XJ2vwG_5BhMzOC4EZMwlJy2uQ7o5wb8_UcmrIif/s400/723394_MoneyMonster_EST_1400x2100_US.jpg&quot; width=&quot;266&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
This is a not so popular one but is a great watch ! George Clooney and Julia Roberts played their roles really well. It is about a common man who lost all his life savings by following a news reporter. The movie is about how he decides to take revenge from the TV host and finds about the dirty side of financial markets.&lt;br /&gt;
&lt;br /&gt;
6. &lt;b&gt;Boiler Room&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;br /&gt;
&lt;br /&gt;
This one Released in the year 2000 and is all about how companies pump and dump stocks for their own greed and what all goes behind the curtains. This movie is a work of fiction but these kinds of firms do exist and it really impacts the lives of the victims who fall prey to these kids of companies.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Also Read :&amp;nbsp;&lt;a href=&quot;https://www.tradelikeamonk.com/2020/04/4-biggest-intra-day-trading-mistakes.html&quot; target=&quot;_blank&quot;&gt;4 Biggest Intra Day Trading Mistakes And How To Avoid Them&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Add your favorites in the comments section below :-&amp;nbsp;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='https://www.tradelikeamonk.com/feeds/988002107630323053/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.tradelikeamonk.com/2020/04/must-watch-stock-market-movies.html#comment-form' title='8 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/988002107630323053'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/988002107630323053'/><link rel='alternate' type='text/html' href='https://www.tradelikeamonk.com/2020/04/must-watch-stock-market-movies.html' title='Must Watch Stock Market Movies ! '/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjljhgGC1eCDsinjqTc27WkwiwHBc8HvTMfa8RkwHvRjTUqI41NCFV0Qvl28DN6bRKWcf_pf_lWZy3QF-WDlbBDgzIw_QX9HWU0_gWafFMST9GXQOYgB1tiwuD-1x6_2Rz8CNijkMlHDHLN/s72-c/MV5BMTRkZDJiMGUtMzFlMi00YTYzLTliOTYtZjllZmI3Njc2YjA4XkEyXkFqcGdeQXVyNjE1OTQ0NjA%2540._V1_SY1000_CR0%252C0%252C692%252C1000_AL_.jpg" height="72" width="72"/><thr:total>8</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3575488424456253411.post-2619943368766463206</id><published>2020-04-15T18:33:00.000+05:30</published><updated>2020-04-19T15:50:00.598+05:30</updated><title type='text'>Multi - Time Frame Analysis ( With Example -  Today&#39;s Sun Pharma Trade ) </title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Multi - Time Frame Analysis is a great and simple way to execute trades. It ensures that we look at the overall picture before taking a trade just to be double assured for the trend and to properly locate support and resistances. In Multi - Time Frame analysis, we have to follow a top down approach , which basically means that we have to look at the larger time frames, then the next one ( smaller ) and then finally the one in which we have to take our final decision.&lt;br /&gt;
&lt;br /&gt;
It is important to look at bigger time frames because sometimes what might look like a &lt;i&gt;support&lt;/i&gt; to us in a smaller time frame, could be a &lt;i&gt;resistance&lt;/i&gt; in a bigger one.&lt;br /&gt;
&lt;br /&gt;
I traded &lt;b&gt;Sun Pharma&lt;/b&gt; today&amp;nbsp; (Bought puts for intraday ), so i thought it would be better if i explained it to you with the help of this example.&lt;br /&gt;
&lt;br /&gt;
This is the trade that i took.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuM047qdBa43UGv_ZLQgEot3rYYNBBMBDEWnk7Rud91Ja-lb3qQLfo7gfI5CQ2AMS9fVWoSS5TiCUw0aataqFOoqK_5AxKphAd2ejKHOSxFiDmFLuijoGJOjBHisqvVVZd64la6GGhjR3F/s1600/screenshsun.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;111&quot; data-original-width=&quot;1145&quot; height=&quot;62&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuM047qdBa43UGv_ZLQgEot3rYYNBBMBDEWnk7Rud91Ja-lb3qQLfo7gfI5CQ2AMS9fVWoSS5TiCUw0aataqFOoqK_5AxKphAd2ejKHOSxFiDmFLuijoGJOjBHisqvVVZd64la6GGhjR3F/s640/screenshsun.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
I bought 450 strike price puts at 23.8 and sold it at 28.3. Will try to explain with the help of the following charts -&lt;br /&gt;
&lt;br /&gt;
The first one is &lt;b&gt;Weekly Chart.&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj17o9fHOK-wzwntQHKiEQk-DRYghGIDFsPu5JE-erRXkRtIp0XE-PGLWRztri1VTotpw-Y1HZZkf4zCO9UncQr_SvBHumrBRQPqx7nE47kQRzxaHrkKvkNnbiwz58A1TrG0TNL_SNbVLZk/s1600/Annotation+2020-04-15+175444.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;553&quot; data-original-width=&quot;1372&quot; height=&quot;256&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj17o9fHOK-wzwntQHKiEQk-DRYghGIDFsPu5JE-erRXkRtIp0XE-PGLWRztri1VTotpw-Y1HZZkf4zCO9UncQr_SvBHumrBRQPqx7nE47kQRzxaHrkKvkNnbiwz58A1TrG0TNL_SNbVLZk/s640/Annotation+2020-04-15+175444.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
Here you can see that i was looking at this resistance line and wanted to see how the price reacts at this level. As it was an important resistance zone and it had rejected the price earlier also from the same levels.&lt;br /&gt;
&lt;br /&gt;
If we look at the &lt;b&gt;Daily Chart&lt;/b&gt; now -&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbEsL88MNasFJxzQoL6C2XPdbesIKyZihy62Vmhi3ya_NxjtI0NuZKhxaP_AoAOowM2-U2hDfGA_UMCDJny3QENpThX0QsxFqt2WcbQXSFyRW7LRJtds2tqSP-c11qS9xO5B84znxrEHlp/s1600/Annotation+2020-04-15+175639.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;552&quot; data-original-width=&quot;1382&quot; height=&quot;254&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbEsL88MNasFJxzQoL6C2XPdbesIKyZihy62Vmhi3ya_NxjtI0NuZKhxaP_AoAOowM2-U2hDfGA_UMCDJny3QENpThX0QsxFqt2WcbQXSFyRW7LRJtds2tqSP-c11qS9xO5B84znxrEHlp/s640/Annotation+2020-04-15+175639.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&amp;nbsp;In Daily chart, we can see that it tried to give a breakout above yesterdays high but did not and even came below yesterday&#39;s high. It came down with momentum and along with more than average volume. It was a sign that the weekly resistance was actually acting stiffly and so i decided to look at the hourly chart for further clarification.&lt;br /&gt;
&lt;br /&gt;
This is the&lt;b&gt; Hourly Chart&lt;/b&gt; now -&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjn75BdJV0PE-92k1cKuzJDnto1SBI3eEZvTC3aVLJoUGMN4SHGSfyTGVG3sbhCF6gSmh8UOJmAxkTO1tSx-ZgQCQAKWvqdYzZkhbeCI9tL2s8Zi2ocoMmzi3miifFB5gi2CHo5K0JwM5PV/s1600/Annotation+2020-04-15+180020.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;541&quot; data-original-width=&quot;1376&quot; height=&quot;250&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjn75BdJV0PE-92k1cKuzJDnto1SBI3eEZvTC3aVLJoUGMN4SHGSfyTGVG3sbhCF6gSmh8UOJmAxkTO1tSx-ZgQCQAKWvqdYzZkhbeCI9tL2s8Zi2ocoMmzi3miifFB5gi2CHo5K0JwM5PV/s640/Annotation+2020-04-15+180020.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
In Hourly chart, you can see that in the candle marked as &lt;b&gt;&lt;u&gt;1&lt;/u&gt;&lt;/b&gt;- an indecision candle started to form at the top which sounded some bells that this could be giving an exhaustion sign.&lt;br /&gt;
&lt;br /&gt;
In the candle marked as &lt;b&gt;&lt;u&gt;2&lt;/u&gt;&lt;/b&gt; - We saw a candle with a higher wick, which showed that there was definitely supply coming at this zone.&lt;br /&gt;
&lt;br /&gt;
In the zone marked as &lt;b&gt;&lt;u&gt;3&lt;/u&gt;&lt;/b&gt; - There was a Bearish Engulfing candle and finally in candle &lt;u style=&quot;font-weight: bold;&quot;&gt;4&lt;/u&gt;&amp;nbsp;-it broke the previous candle low too. It was a decent sign to go short or buy puts at this point of time.&lt;br /&gt;
&lt;br /&gt;
The Reason Why i DID NOT carry this trade for tomorrow -&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFQjJnB4ebP_GSlfzDQw8DGNUIH2GBUXJwN3atNQ7YY2oX0uKO4QiyatRUISM2DIHucRjj9btBmJ0vsxUUx4EEUNZfbc-DxpdVEH4dPrHxZUSkqKG6cI7BVTjS-opq_9QIBtvu6h4G28d9/s1600/Annotation+2020-04-15+175831.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;555&quot; data-original-width=&quot;1373&quot; height=&quot;258&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFQjJnB4ebP_GSlfzDQw8DGNUIH2GBUXJwN3atNQ7YY2oX0uKO4QiyatRUISM2DIHucRjj9btBmJ0vsxUUx4EEUNZfbc-DxpdVEH4dPrHxZUSkqKG6cI7BVTjS-opq_9QIBtvu6h4G28d9/s640/Annotation+2020-04-15+175831.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
However, the daily candle which formed today is looking bearish, but i decided not to carry this trade for tomorrow as it bounced back from the support zone ( last 2 day&#39;s low ) ( Check Chart Above ). It merely touched the same zone and bounced back today, so i decided that it&#39;s better to short again when i get a confirmation close.&lt;br /&gt;
&lt;br /&gt;
I hope this article helped you in understanding the logic behind the trade and how you can use the same strategy to take these kinds of trades.&lt;br /&gt;
&lt;br /&gt;
Disclaimer - This is an example and for education purpose only and not to be treated as a Buy or Sell signal.&lt;br /&gt;
&lt;br /&gt;
Charts are used from Chartink website.&lt;br /&gt;
&lt;br /&gt;
More Articles :-&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://www.tradelikeamonk.com/2020/02/how-to-start-trading-in-stock-market-6.html&quot; target=&quot;_blank&quot;&gt;How To Start Trading In Stock Market : 6 Steps for Beginners&amp;nbsp;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://www.tradelikeamonk.com/2020/04/4-biggest-intra-day-trading-mistakes.html&quot; target=&quot;_blank&quot;&gt;4 Biggest Intra Day Trading Mistakes and How To Avoid Them&lt;/a&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='https://www.tradelikeamonk.com/feeds/2619943368766463206/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.tradelikeamonk.com/2020/04/multi-time-frame-analysis-with-example.html#comment-form' title='19 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/2619943368766463206'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/2619943368766463206'/><link rel='alternate' type='text/html' href='https://www.tradelikeamonk.com/2020/04/multi-time-frame-analysis-with-example.html' title='Multi - Time Frame Analysis ( With Example -  Today&#39;s Sun Pharma Trade ) '/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuM047qdBa43UGv_ZLQgEot3rYYNBBMBDEWnk7Rud91Ja-lb3qQLfo7gfI5CQ2AMS9fVWoSS5TiCUw0aataqFOoqK_5AxKphAd2ejKHOSxFiDmFLuijoGJOjBHisqvVVZd64la6GGhjR3F/s72-c/screenshsun.png" height="72" width="72"/><thr:total>19</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3575488424456253411.post-7434081760571087657</id><published>2020-04-07T20:57:00.000+05:30</published><updated>2020-04-20T19:03:08.823+05:30</updated><title type='text'> 4 Biggest Intra Day Trading Mistakes and How to Avoid Them</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTb_GiJx3lxHgqjG9X9BwuFXvVcSzF6KRyop96nvI83xWyo6LwZpGTgsI3dGcXk7huiuHt6bSauriXOxSb1XV2GZRRjq5WJS7z8PU0tntEhhDt_Mq8EYaN_oWQwL30TNHfR3gPcgXOwWl2/s1600/man-with-hand-on-temple-looking-at-laptop-842554.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1054&quot; data-original-width=&quot;1600&quot; height=&quot;262&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTb_GiJx3lxHgqjG9X9BwuFXvVcSzF6KRyop96nvI83xWyo6LwZpGTgsI3dGcXk7huiuHt6bSauriXOxSb1XV2GZRRjq5WJS7z8PU0tntEhhDt_Mq8EYaN_oWQwL30TNHfR3gPcgXOwWl2/s400/man-with-hand-on-temple-looking-at-laptop-842554.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 18.95pt; margin-top: 0cm; text-align: center;&quot;&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;text-align: left;&quot;&gt;Intra Day
Trading is not for everyone mainly because of the reason that requires very
quick and rational thinking and we can’t just think emotionally during trading.
The process of getting in and&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;text-align: left;&quot;&gt;out
of a trade is very short and because we are trading just for a few points, we
need to trade with a sizeable position so as to make a difference to our
trading account. There are a lot of mistakes that intraday traders make but I
will list some of the biggest mistakes which I feel that most of us make&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;text-align: left;&quot;&gt;or
have made in some point of our trading career.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;o:p style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;/o:p&gt;

&lt;br /&gt;
&lt;div style=&quot;margin-bottom: .0001pt; margin: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;margin-bottom: .0001pt; margin: 0cm; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; 1.&lt;/span&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;&amp;amp;quot&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 7.0pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;b&gt;&lt;span style=&quot;color: black;&quot;&gt;Trading throughout the day&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: black;&quot;&gt; :- We all must have made this mistake or are still making
it in which we think that we need to trade all day long and we need to capture
each and every move that we see in front of us. This is a really big problem
because we are generally watching smaller time frames when we trade intraday,
so we may find some buy or short signals on almost all of the watchlist stocks.
&lt;/span&gt;&lt;/div&gt;
&lt;o:p style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;/o:p&gt;

&lt;br /&gt;
&lt;div style=&quot;margin-bottom: .0001pt; margin: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;margin-bottom: .0001pt; margin: 0cm;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;b&gt;Solution&lt;/b&gt;
- We should keep a filter of how many trades we have to take in a day, If we
don’t keep a filter or rule which limits our trades in a day, we might end up
sitting all day long and just randomly keep trading only to make the broker
rich. In these cases, we will notice that the profit that we might have made in
the first trade is given back to the markets along with some of our capital. &lt;/span&gt;&lt;/div&gt;
&lt;o:p style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;/o:p&gt;

&lt;br /&gt;
&lt;div style=&quot;margin-bottom: .0001pt; margin: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;margin-bottom: .0001pt; margin: 0cm; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; 2.&lt;/span&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;&amp;amp;quot&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 7.0pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;b&gt;&lt;span style=&quot;color: black;&quot;&gt;Jumping on the Trade at the market open&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: black;&quot;&gt; :- This is one of the most common mistake which I always
used to do. I usually used to sit in front of the system at 7 AM and used to
watch all the world markets, Sgx Nifty , Currencies, and what not. What
happened was that when the market finally opened, I was so charged up by all
the over analysis that I usually couldn’t resist myself to take a trade at the
very first minute. Sometimes I didn’t even waited for a 5 min candle to close. &lt;/span&gt;&lt;/div&gt;
&lt;o:p style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;/o:p&gt;

&lt;br /&gt;
&lt;div style=&quot;margin-bottom: .0001pt; margin: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;margin-bottom: .0001pt; margin: 0cm;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;b&gt;Solution&lt;/b&gt;
– It is always better to wait for at least first 15-30 minutes to let markets
“settle” and trade only when the morning fizz is settled down. I have noticed
that most of the trades which have good risk reward, generally come up after 1&lt;sup&gt;st&lt;/sup&gt;
hour and then around 2 hours before the market closes.&lt;/span&gt;&lt;/div&gt;
&lt;o:p style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;/o:p&gt;

&lt;br /&gt;
&lt;div style=&quot;margin-bottom: .0001pt; margin: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;margin-bottom: .0001pt; margin: 0cm; text-indent: -18.0pt;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; 3.&lt;/span&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;&amp;amp;quot&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 7.0pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;b&gt;&lt;span style=&quot;color: black;&quot;&gt;Chatting with other Traders During market hours&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: black;&quot;&gt; :- This might look like normal to most of us, but this is
seriously a big problem. When we are confident on our studies and we have
analysed everything that we can, we should just sit back and execute our trade.
If we start chatting with our trader friends and start taking their opinion
about our trade, we will be bound to be influenced by their view of our trade.
Trading should be noise- free and for a technical analyst , only chart is&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;text-indent: -18pt;&quot;&gt;his/her best friend.&lt;/span&gt;&lt;br /&gt;
&lt;o:p style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;/o:p&gt;

&lt;br /&gt;
&lt;div style=&quot;margin-bottom: .0001pt; margin: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;b&gt;Solution&lt;/b&gt;
– It’s ok to chat with your trader friends and discuss trades AFTER the market
closes and not during the market hours. You will feel trading to be very
peaceful when you will trade alone without any external distraction and would
be able to execute your trades better.&lt;br /&gt;
&lt;o:p style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;/o:p&gt;

&lt;br /&gt;
&lt;div style=&quot;margin-bottom: .0001pt; margin: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;color: black; text-indent: -18pt;&quot;&gt;4.&lt;/span&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;&amp;amp;quot&amp;quot; , &amp;quot;serif&amp;quot;; font-size: 7pt; text-indent: -18pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;b style=&quot;text-indent: -18pt;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;Trade According to the plan&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: black; text-indent: -18pt;&quot;&gt; :- Most of us end up taking random trades because we get
over whelmed by all the flickering red and green ticks in front of us and we
feel that if we don’t take&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;text-indent: -18pt;&quot;&gt;the trade every single day, we might
lose some great opportunity. Trading without a plan is just like gambling in
which we are just lured by all the money making possibilities in front of us
and we&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;text-indent: -18pt;&quot;&gt;just get into the “hope” category with
every trade that we make. This is a very risky way of trading and we might end
up blowing our trading accounts like this.&lt;/span&gt;&lt;br /&gt;
&lt;o:p style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;/o:p&gt;

&lt;br /&gt;
&lt;div style=&quot;margin-bottom: .0001pt; margin: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;margin-bottom: .0001pt; margin: 0cm;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;b&gt;Solution&lt;/b&gt;
– Always have a checklist and follow it religiously. A checklist could simply
be in a&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: black;&quot;&gt;simple
hand written format which lays out the criteria which is to be met before
taking any trade. It could&amp;nbsp;&lt;/span&gt;be made
up with your best strategy combined with risk to reward and position sizing
factors.&lt;br /&gt;
&lt;o:p style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;/o:p&gt;

&lt;br /&gt;
&lt;div style=&quot;margin-bottom: .0001pt; margin: 0cm;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;br /&gt;
These were some of the mistakes that we all have done at some point of our
trading career. There&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
are many
more mistakes that we do which i will cover in some other article in the
future. Thanks for reading and Happy Trading !&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Read :&amp;nbsp;&lt;a href=&quot;https://www.tradelikeamonk.com/2020/03/do-you-have-pro-traders-mindset.html&quot; target=&quot;_blank&quot;&gt;Do You Have a Pro Trader&#39;s Mindset ?&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;/b&gt;&lt;i&gt;&lt;/i&gt;&lt;u&gt;&lt;/u&gt;&lt;sub&gt;&lt;/sub&gt;&lt;sup&gt;&lt;/sup&gt;&lt;strike&gt;&lt;/strike&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='https://www.tradelikeamonk.com/feeds/7434081760571087657/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.tradelikeamonk.com/2020/04/4-biggest-intra-day-trading-mistakes.html#comment-form' title='10 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/7434081760571087657'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/7434081760571087657'/><link rel='alternate' type='text/html' href='https://www.tradelikeamonk.com/2020/04/4-biggest-intra-day-trading-mistakes.html' title=' 4 Biggest Intra Day Trading Mistakes and How to Avoid Them'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTb_GiJx3lxHgqjG9X9BwuFXvVcSzF6KRyop96nvI83xWyo6LwZpGTgsI3dGcXk7huiuHt6bSauriXOxSb1XV2GZRRjq5WJS7z8PU0tntEhhDt_Mq8EYaN_oWQwL30TNHfR3gPcgXOwWl2/s72-c/man-with-hand-on-temple-looking-at-laptop-842554.jpg" height="72" width="72"/><thr:total>10</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3575488424456253411.post-842884391939073087</id><published>2020-03-09T20:41:00.006+05:30</published><updated>2021-07-22T14:17:16.026+05:30</updated><title type='text'>How to Trade like Nicolas Darvas</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;georgia&amp;quot;,&amp;quot;times new roman&amp;quot;,serif;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;EN-US&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; &amp;nbsp; &amp;nbsp; &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;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&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/AVvXsEhD_x3WfBos99pj7Uxo5gOTX55Xhed12Ll9DlafVLiiIwmgR4svFrScYbDchndmfzhWtgQmakkh_ackIj7QYcfD0Nw5kroLTj8FJMA7LoAGvrn6t-1kS1PdU-fuc2W8hyphenhyphenw-zgaNwJTFLiBe/s1280/1.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;846&quot; data-original-width=&quot;1280&quot; height=&quot;424&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhD_x3WfBos99pj7Uxo5gOTX55Xhed12Ll9DlafVLiiIwmgR4svFrScYbDchndmfzhWtgQmakkh_ackIj7QYcfD0Nw5kroLTj8FJMA7LoAGvrn6t-1kS1PdU-fuc2W8hyphenhyphenw-zgaNwJTFLiBe/w640-h424/1.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;
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&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;A few weeks
ago, I came across a book named &lt;a href=&quot;https://amzn.to/38APzdt&quot; target=&quot;_blank&quot;&gt;“How I made $ 2 million in the Stock Market “&lt;/a&gt;.
At first I was skeptical of buying it as I thought it would talk about get rich
quick thing or maybe the author would only be talking about how great he was so
that he made this fortune in such a short span of time. But I am glad I ordered
the book and I was hooked as soon as I started reading it!&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Read :&amp;nbsp;&lt;a href=&quot;https://www.tradelikeamonk.com/2020/01/best-stock-market-books.html&quot; target=&quot;_blank&quot;&gt;Best Stock Market Books For Trader and Investors&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Nicolas
Darvas was extremely famous in the Stock Market realm not only because of the
fact that he made $ 2 Million in the stock market, but because of the way in
which he made it. He had no prior knowledge of the market and was a
professional dancer and continued to pursue his dancing profession and he used
to tour the world for the same even when he was carrying leveraged open stock
positions. As any other trader, he also went through a lot of ups and downs and
lost a lot of money initially and even thought of quitting the markets.&lt;/span&gt;&lt;br /&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;He also,
like most of us, started trading with a gambler’s mindset and tried to make
quick money and got attached to his trades. It resulted in him holding on to
his losses for longer and quickly booking out his profits. He was affected by
all the news flow and quickly jumped in and out of trades and bought shares by
following the tips of his broker and friends.&lt;span&gt;&amp;nbsp;
&lt;/span&gt;He even tried to sit in the broker’s office and traded from there only
to realize later that whenever he was close to the &lt;i&gt;action, &lt;/i&gt;he lost the most. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;He was
thankful that his career made him tour the world and he eventually traded just
by following the prices at the end of the day which he got via the telegrams
that he had instructed his broker to keep sending to whichever part of the
planet he would be.&lt;span&gt;&amp;nbsp; &lt;/span&gt;He was essentially
following the “eod” or the end of day trading technique, in which traders
usually ignore all the noise that goes on during the market hours and look at
only the closing price at the end of the day and trade accordingly. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;What
basically propelled his success was his findings that the strong stocks kept
rising and the weaker ones kept falling and he just had to keep riding the
rising stocks and book his profits only by trailing the stop loss. He was no
longer interested in buying for 2-3% profits and wanted to ride the trend till
it lasted. His way of buying the momentum stocks, gave birth to the famous &lt;i&gt;&lt;b&gt;Box Theory&lt;/b&gt;&lt;/i&gt; which is still widely used by
traders all over the globe. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Let me try
to explain the theory with the help of a few Indian stocks.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&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;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMeXpTEEb0E1t4_OofAqM5oB3ChXLW3urxyKQGS1EyHl50Ldqu-hjtk6w03ow18QDh7oxxD14G5en8q7t4nq9_O2aED-49NrpCi4w_6kd2OYgize5Q7tTxVR3aCDKWeCvcw55LWZBiXzPP/s1600/Buy.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;551&quot; data-original-width=&quot;1373&quot; height=&quot;256&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMeXpTEEb0E1t4_OofAqM5oB3ChXLW3urxyKQGS1EyHl50Ldqu-hjtk6w03ow18QDh7oxxD14G5en8q7t4nq9_O2aED-49NrpCi4w_6kd2OYgize5Q7tTxVR3aCDKWeCvcw55LWZBiXzPP/s640/Buy.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;This is
Daily chart of &lt;b&gt;Icici Securities&lt;/b&gt;. As you can observe, stocks move as if they are
climbing stairs. Nicolas used to monitor the closing prices and used to make a
box which consisted of the highs and lows of that range or box.&lt;/span&gt;&lt;br /&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&amp;nbsp;Whenever the
price used to leave a particular box and moved to a higher box, he used to buy
it or even added position if was already holding it. He kept buying whenever
the stock moved to a higher box. This simple technique made him win big when he
was winning and he lost little when he was thrown out of a stock, that is, when
the low of the box was broken.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;
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&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/AVvXsEhIbbdf-hlYKl6h5HTJMElcxuHBFWl-k4KH2K7_ZpFM95uYE6nYbu2EYKzGlkYvebma-3piLZLQtEUyTCvPnat4owHrH9C-bcQn1rNTBZyOXLWA0AHXGQFVUpI7gZO5eJrmX-_afrJBoGp-/s1600/Buy+%25281%2529.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;551&quot; data-original-width=&quot;1373&quot; height=&quot;256&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIbbdf-hlYKl6h5HTJMElcxuHBFWl-k4KH2K7_ZpFM95uYE6nYbu2EYKzGlkYvebma-3piLZLQtEUyTCvPnat4owHrH9C-bcQn1rNTBZyOXLWA0AHXGQFVUpI7gZO5eJrmX-_afrJBoGp-/s640/Buy+%25281%2529.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;This is
Daily chart of &lt;b&gt;Abbott India&lt;/b&gt;. It also gave a lot of opportunities to add
position in it and is still continuing to move in boxes. This is a sign of a
good stock as it is not closing below the low of the current box or range.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;I hope this
article gave you an idea of how Nicolas Darvas traded and maybe you can try to
implement this simple strategy into your own trading. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='https://www.tradelikeamonk.com/feeds/842884391939073087/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.tradelikeamonk.com/2020/03/how-to-trade-like-nicolas-darvas.html#comment-form' title='39 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/842884391939073087'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/842884391939073087'/><link rel='alternate' type='text/html' href='https://www.tradelikeamonk.com/2020/03/how-to-trade-like-nicolas-darvas.html' title='How to Trade like Nicolas Darvas'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhD_x3WfBos99pj7Uxo5gOTX55Xhed12Ll9DlafVLiiIwmgR4svFrScYbDchndmfzhWtgQmakkh_ackIj7QYcfD0Nw5kroLTj8FJMA7LoAGvrn6t-1kS1PdU-fuc2W8hyphenhyphenw-zgaNwJTFLiBe/s72-w640-h424-c/1.jpg" height="72" width="72"/><thr:total>39</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3575488424456253411.post-4385153112552996336</id><published>2020-03-09T11:55:00.000+05:30</published><updated>2020-04-17T20:35:15.408+05:30</updated><title type='text'>Do you have a Pro-Trader’s Mindset?</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGoVZNWWQFZ8sXcDL7Kiqfb_NMZogVDDRZlIVJwn_FPPo5MoBKHF0hknN3wPQPd5wpWW1mdh2LRacCb1GM1_R13zCiow-56ZsWgd4kFFqYH3mV2kKkXRWhs7YkLYnMbqxiVGIVYRq4KCJe/s1600/student-849825_1920.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1067&quot; data-original-width=&quot;1600&quot; height=&quot;426&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGoVZNWWQFZ8sXcDL7Kiqfb_NMZogVDDRZlIVJwn_FPPo5MoBKHF0hknN3wPQPd5wpWW1mdh2LRacCb1GM1_R13zCiow-56ZsWgd4kFFqYH3mV2kKkXRWhs7YkLYnMbqxiVGIVYRq4KCJe/s640/student-849825_1920.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;Well
anybody can learn about the Technical part of trading and it is sad to observe
that most of the new traders or even experienced ones keep focusing on this
part of the equation only. I know that understanding the technical part is of
utmost importance as they are the basics of chart reading and everybody should
be well acquainted with them before setting their foot into the journey of
successful trading, but a trader’s mindset should be given much more importance
as that decides how a trader would perform and manage the trades and rather,
more importantly, himself or herself.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;We can
learn about technical aspects of trading by following the traditional approach
that we use to learn anything else in this world, that is, by reading books or
by taking guidance from teachers/mentors. What is really difficult is to learn
the mindset as we are not aware how to do it and we were never taught about it
in our school or colleges.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;People can
learn about the mindset by following some tips and tricks but it will still
take a lot of time and experience before one can even think about mastering the
mind. It’s not an easy game and there is no substitute for it. The journey is a
very long and laborious one but that’s what trading is all about. It’s about
enjoying the journey and most of the successful traders are really passionate
and enjoy this journey of trading and they have realized that money is a
byproduct of good trading.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;Some points
which I would like to share are as follows:-&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;br /&gt;&lt;/span&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/AVvXsEhpMXO7jAYn21QPgS7j0ntX-zdljM_AAPwiN7PdTGg5N9IMFVoe1DSdV63xZulxMeHlOhLp1VnlhGLeqp8lcIFdo34vjMH5tHTjVSZ2qI9b-NCE2FVql3by-tzE7dBW9B-2rB3To1txoTA9/s1600/cube-689619_1920.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1195&quot; data-original-width=&quot;1600&quot; height=&quot;298&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpMXO7jAYn21QPgS7j0ntX-zdljM_AAPwiN7PdTGg5N9IMFVoe1DSdV63xZulxMeHlOhLp1VnlhGLeqp8lcIFdo34vjMH5tHTjVSZ2qI9b-NCE2FVql3by-tzE7dBW9B-2rB3To1txoTA9/s400/cube-689619_1920.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US; 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-family: &amp;quot;times new roman&amp;quot;; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&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 lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;It’s a probability game&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt; – Trading is a game of probabilities and I have often said that
“whenever we make a loss, we should not take it to our heart and if we make a
profit, we should not take it our mind!” Both these situations will have a negative
impact on our minds and we are bound to take irrational decision going forward.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;We all know that we should not
trade with ego but at the same time, if we make a loss, we should not feel bad
or punish ourselves or doubt our abilities. The purpose should be to keep
making good trades and not to think much about the monetary reward.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrNzgSbQvnXUGEPBbSmBIPewY0xDlAZrxsYmwr2h33LBm2kVegnVbIksDwDfxYi7rqcubMoU8IQEAx0Kg2tjAj9H5CfFzVUTP6urXu3_LQePY95_AlgOuHfkXcxq8oNfBt42STO5pSdpGG/s1600/chains-19176_1920.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;900&quot; data-original-width=&quot;1600&quot; height=&quot;225&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrNzgSbQvnXUGEPBbSmBIPewY0xDlAZrxsYmwr2h33LBm2kVegnVbIksDwDfxYi7rqcubMoU8IQEAx0Kg2tjAj9H5CfFzVUTP6urXu3_LQePY95_AlgOuHfkXcxq8oNfBt42STO5pSdpGG/s400/chains-19176_1920.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US; 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-family: &amp;quot;times new roman&amp;quot;; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&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 lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;Don’t get attached to a trade&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt; – I know it is easier said than done but I have
realized that we generally get attached to a trade because we tend to build up
a lot of excitement once we find a trade and we just can’t wait to take that
trade with full expectations. When that trade moves in the opposite direction,
we get disheartened and start to feel about that trade and even about ourselves
as traders.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;We have to remember that the
trade that the trade that we are taking is just 1 of the next 1000 trades which
we are going to take and we should not get so much emotionally attached to it
that we end up losing our sleep if it doesn’t goes according to the plan. By minimizing
the importance of that one particular trade, we can really trade with ease and
would be in a better situation to take sound decisions.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit53MF9B44wfeX5xxe1J8t5z3oY_kbOI9_X1Somr_nSt3WRiXrxRO-DEgwahTbu1FSEd1oemx4ZjrTI0WCxQ7B0oG_8haWGxaVY4WWF4UtBszFT-Sa7hb5MVXmnkBMcXB4WtE56QuRoyFe/s1600/write-593333_1920.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;946&quot; data-original-width=&quot;1600&quot; height=&quot;236&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit53MF9B44wfeX5xxe1J8t5z3oY_kbOI9_X1Somr_nSt3WRiXrxRO-DEgwahTbu1FSEd1oemx4ZjrTI0WCxQ7B0oG_8haWGxaVY4WWF4UtBszFT-Sa7hb5MVXmnkBMcXB4WtE56QuRoyFe/s400/write-593333_1920.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US; 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-family: &amp;quot;times new roman&amp;quot;; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&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 lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;Write down the plan &lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;before&lt;/i&gt; taking the trade – &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;This may look like a very common
thing to do but most of us skip this part. It is very essential to write down
our plan &lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;before&lt;/i&gt; taking the trade as
once we have a plan written on paper, with well-defined entry, exit, position
size and reason for the entry and most importantly, exit, we literally transfer
our anxiety out of our brains to a well-structured plan. The next step is to
just sit back and just execute our plan. I have observed that a written plan
takes care of most of the fretfulness that we may develop once we are in the
trade.&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&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/AVvXsEidQfxmAJ_JYStNpA0hfCrvGXKHKkND4uCUK4jP6ya3ZQuGMM0TqbgSk3iWazVcKZF2laSM8Zff4fNZyZWm5FP4Z37z3A21YkCBU2ykCf_ldq5jJ0-JPXxsFIuxq6VQ04dlgY-v41psz6xS/s1600/question-mark-1495858_1920.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;853&quot; data-original-width=&quot;1600&quot; height=&quot;212&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidQfxmAJ_JYStNpA0hfCrvGXKHKkND4uCUK4jP6ya3ZQuGMM0TqbgSk3iWazVcKZF2laSM8Zff4fNZyZWm5FP4Z37z3A21YkCBU2ykCf_ldq5jJ0-JPXxsFIuxq6VQ04dlgY-v41psz6xS/s400/question-mark-1495858_1920.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;4.&lt;span style=&quot;font-family: &amp;quot;times new roman&amp;quot;; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&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 lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;Information overload – &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;Earlier there was very less
information available and people always used to hunt for any piece of
information that they could lay their hands on regarding to the company in
which they have invested or regarding the stock price which of that particular
company. People used to get the stock prices by going to the broker’s office or
in the newspapers. Most of the traders didn’t had the privilege to real time
prices. These days, on the other hand, as the information is abundantly available,
we are actually confused to decide that what is important and what is not. We tend
to be overwhelmed with the information flow out there and it eventually makes
us feel really confused and can very easily deviate us from our own plan. &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;These days with all the business channels running 24 X 7 and giving away
free stock recommendations and traders and analysts giving their views on
social media, it is actually very difficult to remain sane. A few steps that I have
taken and I have seen many of my trader friends also practice, is that we don’t
look at business channels at all and we don’t&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt; &lt;/b&gt;log into social media during the market hours. Most of the people
that I follow are my friends and don’t give away stock suggestions. This helps
me to focus only on my study irrespective of what the world out there is doing.
This is very important as we can easily say that we don’t get carried away with
other’s opinions but even if someone’s contrary view about our trade is in back
of our mind, we will get worried if that particular stock starts moving against
us. We might start thinking like “what if that guys knows much more than me??” “Did
I really take a good decision by entering into this trade?” &lt;br style=&quot;mso-special-character: line-break;&quot; /&gt;
&lt;!--[if !supportLineBreakNewLine]--&gt;&lt;br style=&quot;mso-special-character: line-break;&quot; /&gt;
&lt;!--[endif]--&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;These were
some of the points which I wanted to discuss. If you have any more points that
we should discuss and help each other, please feel free to share them in the
comments section below. Thank you and Happy Trading ! &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='https://www.tradelikeamonk.com/feeds/4385153112552996336/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.tradelikeamonk.com/2020/03/do-you-have-pro-traders-mindset.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/4385153112552996336'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/4385153112552996336'/><link rel='alternate' type='text/html' href='https://www.tradelikeamonk.com/2020/03/do-you-have-pro-traders-mindset.html' title='Do you have a Pro-Trader’s Mindset?'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGoVZNWWQFZ8sXcDL7Kiqfb_NMZogVDDRZlIVJwn_FPPo5MoBKHF0hknN3wPQPd5wpWW1mdh2LRacCb1GM1_R13zCiow-56ZsWgd4kFFqYH3mV2kKkXRWhs7YkLYnMbqxiVGIVYRq4KCJe/s72-c/student-849825_1920.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3575488424456253411.post-2387070320504675880</id><published>2020-02-29T02:04:00.001+05:30</published><updated>2020-04-17T20:35:30.782+05:30</updated><title type='text'>Your First Investments</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&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/AVvXsEjTiZTmIaQUWLVfEE2Xblbhn5_krxBrbGlPEqxg4Fhif9yJsoIEIM6LRkXOjrvQrqTAb2yf-1Cq_exLJafVVdO-YHnRJNGYcwsZiqqQS8GAKAJFSAnVs4ZoyK5hJE7teLK_MbDxtK_3lWzM/s1600/money-pink-coins-pig-9660.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1047&quot; data-original-width=&quot;1600&quot; height=&quot;416&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTiZTmIaQUWLVfEE2Xblbhn5_krxBrbGlPEqxg4Fhif9yJsoIEIM6LRkXOjrvQrqTAb2yf-1Cq_exLJafVVdO-YHnRJNGYcwsZiqqQS8GAKAJFSAnVs4ZoyK5hJE7teLK_MbDxtK_3lWzM/s640/money-pink-coins-pig-9660.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;We are fairly new into the year and soon it
will be time that many of you readers will be fresh out of college and will
start with new jobs. Some of you might even have been working for a while now.
Better sooner than later to decide upon an investment regime which helps you
build wealth in the long term, provides mental peace in the short term with
some degree of cushion to fall back upon in bad times. &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;What better time to discuss as to how to start
with your investments. It’s always a good time.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;What I intend to do here is to help you
understand what can be your flow of money once you receive that paycheck.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;We will, in this article, read about some
of the investment options available to you. These will be mentioned in
increasing order of returns and hence the increasing order of risk as well.
Meaning, the investment products which come ahead in the list have somewhat
lesser returns yet, high degree of safety. While the suggested instruments
lower in the list deliver higher returns but have a certain degree of risk
associated with them.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Let’s get started. Our journey will be: &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Protection &lt;/b&gt;&lt;/span&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;→&lt;/span&gt;&lt;span lang=&quot;EN-US&quot;&gt; Savings &lt;/span&gt;&lt;/b&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;→&lt;/span&gt;&lt;span lang=&quot;EN-US&quot;&gt; Investments&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;u&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;Protection&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;u&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;First
things first – Life Insurance&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;You just cannot start with any financial
planning without securing your life and health first. And that of your family.
Road accidents, health issues, environmental impact, our sometimes unhealthy
habits are all working against us. One bad day any one of these might catch up
with you. You have to have a life insurance on your name. Talk to any financial
expert or an investment advisor, they will suggest you to go with something
called the “Term Insurance”.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;When you buy a “Term Insurance”, you yearly
pay a very small amount to keep that policy going, up to a pre-decided tenure,
or a certain age. At the end of this “term”, if you are alive, you get nothing.
You should be happy about it because you are still alive.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;But, god forbid, if you meet an unfortunate
end, your “added beneficiary” (parents, spouse, children, etc) in the policy
will be paid by the insurance company an amount equal to the Sum Assured of
your policy.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;My humble suggestion, whatever your yearly
income might be, multiply it with 10, and take an insurance policy of that
amount. Add your parents as beneficiary. When you get married add your spouse
as well. As your income increases, your lifestyle grows, increase your sum
assured as well. The earlier you start, lesser your premiums will be.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;Health
Insurance&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Many of the organizations which you start
working with do provide some kind of health insurance. In times of need they
might not prove to be sufficient. Go out and hunt for a decent health insurance
policy from any of the big insurance providers. This might feel like a task
that “can be done later”, but again, as with any kind of insurance – earlier
the better.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Also, if your organization provides for it,
then add your parents as dependents in your policy and DO NOT REMOVE THEM in
any given year. Once they are dropped from the policy, in most cases you won’t
be able to add them back.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Even if health insurance is being provided
by your organization, I would recommend to take one from open market, albeit
for a smaller amount. Should you in future find yourself in a company which
does not provide health insurance, or you are self-employed, then increase the
sum assured of the policy purchased outside.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;On a
personal note, I got my mother operated for a knee replacement surgery last
year. I didn’t pay a penny. Thanks to the health insurance. Recently my wife
and I had a baby, again, didn’t pay a penny.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;The process to acquire both the above
mentioned insurances, is fairly simple. Start with them today.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;u&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;Savings&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;u&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;Savings
Account&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;This is the plain vanilla savings bank
account at the neighborhood branch of a bank in which you receive your salary.
Interest in these accounts vary from 3% to 7-7.5% depending on the bank and is
calculated mostly on the “Average Monthly Balance”. Higher interest rates
promised by certain newer banks are subject to certain “Terms and Conditions”
which in most cases will deny you the higher promised returns.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;One should just leave enough money in this
account to help with immediate ATM withdrawals, monthly expenses, and Debit
Card swipes. Leaving large sums of money in this account, unutilized, letting
your salary accumulate here is out-right foolishness and highly inefficient way
of managing money.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Well then what should be done? Answer: We
will discover soon.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;Current
Account&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;For most of the salaried folks, this is a
reimbursement account in which they get paid for most of the official expenses.
Many of the self-employed people who provide some kind of service do get paid
to the Current Account as well. This account &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;DOES NOT PAY ANY INTEREST&lt;/b&gt;. Please do not leave any money in it.
With large sums of money left in savings and current accounts, only the banks
will have fun with it. It is the banks’ cheapest source of funds. This is
exactly the reason why all the banks want to have a large “&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;CASA Franchise&lt;/b&gt;”. (CASA – Current Account Savings Account).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Dear readers, honestly please raise your
proverbial hand if you are guilty of leaving large-to-decent amounts in these
accounts while “waiting to explore” your investment options.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;So now that it has been recommended that
“not much” cash should be left in &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;“CASA”,&lt;/b&gt;
you must be wondering where else should you park your money for a shorter
duration. Read on.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;Liquid
Funds&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Now, you have to “park” your money for a
short duration, you don’t want a drop in investment value, which means safety
of money, you want full flexibility of redemption, while you are OK with lower
returns (still higher than CASA). Liquid funds are the place to be. These funds
carry very little risk. They invest in various money market instruments such
as: Commercial Papers, Term Deposits, Treasury Bills, and Certificate of
Deposits etc. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Liquid funds should be used to park surplus
cash for shorter durations, say up to 3 months. It works very much like a
Mutual Fund with units allocated to you upon investment. And the increase or
decrease in investment value measured through a change in NAV. Select from the
Liquid Fund offerings of any of the large fund houses in India and you will see
an annual return rate of around 7%. There’s no exit load on Liquid Funds even
if full redemption is made in a single day. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;u&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;Investments&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;u&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12.0pt; line-height: 107%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;Provident
Fund&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;This is currently the safest investment
option available in India. The rate of interest currently hovers a little above
8% and is expected to remain in the 8%-9% range in the coming years. Fixing of this
rate of interest has political implications as well and hence is not expected
to go too low.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Contributions of up to 1.5 lakh Rs. to PPF
are covered under section 80C of Income Tax Act. With a lock in period of 15
years in PPF, this is one of the best investments which help you realize the
time value of money and compounding effect. Under certain conditions however
earlier withdrawals can be made but that is a discussion for another day.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Now most of the organization in what they
pay to an employee are setting the PF contribution to the minimum. To overcome
this, one can opt for the Voluntary PF route or simply open a PPF account with
any of the public sector banks. Some private banks too have started to offer
this facility. Your money is very safe here.&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;Fixed
Deposits - Banks&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;In India, probably this is the first
investment that most of the people make. Our plain old vanilla Fixed Deposits
done in Public or Private sector banks. Some things never go out of fashion,
some things never should.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;One of the safest investment options
available to you. Doesn’t mean that you cannot lose your money in Fixed
Deposits. You can if the bank goes bankrupt. Your bank buys an insurance on
your FD for up to a certain amount.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;The rate of interest various across banks
and are a function of duration of holding and principal amount. Choose what
suits you best. For larger amounts try splitting it across fixed deposits of
variable maturity if you wish to do so, to have a maturing fixed deposits at
regular intervals. Much said.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;Fixed
Deposits - NBFCs&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;There are many financial institutions which
have been allowed by RBI to accept deposits from retail investors. These are a
tad bit riskier that “bank fixed deposits” but offer higher rate of return.
From taxation point of view they are absolutely similar to bank fixed deposits.
You can, for the sake of higher promised returns, have a limited exposure to
these offerings.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Select from some of the most stable NBFCs
in India and you should do fine. Check for branch availability near you for the
sake of customer service as these companies are not as spread out as banks.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; mso-themecolor: text1;&quot;&gt;I
would suggest to strictly stick to the largest NBFCs for this category of FDs. Big
ones are few in number and include some public sector housing finance
companies, vehicle finance companies and a big consumer finance company. (Go to
buy a cellphone or a big TV and chances are you will be offered a loan/EMI
payment option from this consumer finance company.)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; mso-themecolor: text1;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; mso-themecolor: text1;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;Recurring
Deposits&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Fixed deposits as well as Recurring
Deposits come under the “Term Deposit” umbrella. They offer the same interest
rate, just that the added convenience with RD is that you don’t need to wait
for corpus to build up before making an investment decision. Choose an amount
and a duration which suits you.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;Corporate
Bond Fund&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;So you think you have invested a decent
amount in term deposits and have exhausted the PPF limits but you are not yet
ready to take the plunge in to equity – directly or through equity mutual
funds. Yet you wish to have a higher rate of return compared to Term Deposits
without taking on too much risk on to your investment portfolio. You must take
a look then at Corporate Bond Funds.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;It is mandated by SEBI (Securities and
Exchange Board of India) that these funds invest 80% of their corpus in AAA
rated instruments (eg. these might be NCD and bonds issued by the most stable
companies in India- Reliance, SBI, NHPC, NTPC etc). Ideal investment horizon
should be 3-5 years. Many investment portal will provide you with the
historical returns of these funds. Corporate Bond funds are essentially debt
funds however are less riskier and less volatile than Credit Risk funds, Gilt
funds and some long-term debt schemes.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Investments in Corporate Bond funds works
in the same manner as equity mutual funds with investment value being
calculated and managed through NAVs and allocated units. It is never
recommended to retail investors to individually pick and choose the bonds to
invest in. Let the professional fund managers do it.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; mso-themecolor: text1;&quot;&gt;Select
from the Corporate Bond funds of the largest Mutual Fund houses in India and
you will observe that there is little variance in returns in the Corporate Bond
Fund portfolio of these fund houses. Stick to the fund houses owned and
operated by the largest Indian banks. These fund houses have the lion’s share
of AUM (Asset Under Management) and you too don’t need to venture beyond.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; mso-themecolor: text1;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; mso-themecolor: text1;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;Equity
Mutual Funds&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;A sincere request to all investors who have
full time jobs to invest in equity ONLY through respected mutual fund houses.
Please do not open “FREE DEMAT ACCOUNTS” offered by your “salary-account-bank”.
Unless and until you are working in Financial Services industry or have a good
understanding of balance sheets, stocks, corporate actions, corporate
governance issues, ROI ratios etc, please do not get into it directly. You just
do not have the time and intellect to manage a portfolio. Leave this job to the
professional fund manager, pay him a small “fund management fee/Expense ratio”
and you will do very fine in the long term.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;For beginners in equity investments and
even for people who have been investing for a while, it is recommended that
they stick to the following categories of equity mutual funds (in that order
and decreasing order of investment corpus):&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; 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: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot;&gt;Large cap funds&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; 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: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot;&gt;Index funds&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot; 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: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot;&gt;Mid cap funds&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;There are dozens of funds houses and hundreds
of funds available in the marketplace. But you do not have that kind of money
and risk appetite to invest in that many funds. Too many funds do actually hit
you return percentage. One does not need to look beyond the top 5 AMCs (Asset
Management Companies – Mutual Fund houses).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;The richest people in India, the HNIs have
rested their faith in a few fund houses. You too do not need to be adventurous.
Just check once the AUM (Asset Under Management) of these companies and their
funds of the said categories, will realize how big these are compared to some
others&lt;span style=&quot;color: red;&quot;&gt;. &lt;/span&gt;&lt;span style=&quot;color: black; mso-themecolor: text1;&quot;&gt;(One can use moneycontrol or valueresearchonline for this purpose).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;color: black; mso-themecolor: text1;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; mso-themecolor: text1;&quot;&gt;As
I have already mentioned in article earlier, the best mutual fund houses for
you are the ones setup and managed by the biggest Indian banks (one public
sector and 3-4 private sector banks). These aren’t too tough to guess. They
provide excellent customer service and a good online experience. If the market
does good, be sure that the best performing funds will be one from these fund
houses. Starting with equity mutual funds one just cannot guess which fund will
do better. You just don’t know. What you can do is proper allocation to fund
categories (large cap, index, mid cap and so on) and a considerate selection of
fund houses. Followed by sticking around long enough through SIPs and
occasional lumpsum investment. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; mso-themecolor: text1;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;From the suggested categories of funds,
select 2 best performing Large cap funds from the large AMCs and 2 Mid cap funds
from the same AMCs. Index funds have very little variance among themselves,
hence a single Index fund from one of the AMCs should suffice.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;I had said in the beginning that the
instruments suggested in this article follow Low Risk-Low return to High Risk and
higher return regime.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;This might lend to
the suggestion that since equity comes way down in the list it must be
extremely risky. Well it is risky if you are mismanaged in your approach and
the amount allocated to it. The point I am trying to drive home is that, you do
not need too many funds across too many fund houses to gain a good return.
Over-diversification of your mutual fund portfolio will be very detrimental to
your returns. Stick to a few funds through SIPs and you will do far better in
the long term than your colleagues who start investing in stocks on hear-say
and stock-tips.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;Conclusion&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;In
closing comments I would say, that it’s your hard earned money at stake, choose
wisely, tread carefully. Sudden large equity exposure is never a way to quick
riches. In the initial days of your career you have to build a solid foundation
both in work as well as investments. &lt;span style=&quot;color: red;&quot;&gt;Stop thinking from
the “returns” perspective and start thinking from the “risk” perspective. You
will have a completely different view of investments.&lt;/span&gt; Start with larger
amounts allocated to the instruments higher up in the list while taking on
“some exposure” to the ones lower in the list. Amounts for each instrument will
vary from person to person depending upon their individual needs, their income,
risk appetite and stability of job. Manage your risk properly, leave equity
investments to professional fund managers through mutual funds. Once you start
doing this you will gain a lot mental peace and freedom to pursue bigger things
in your career. You will more enjoy your hobbies and time spent with family and
friends. It’s a good bargain.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red;&quot;&gt;DISCLAIMER: &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: red;&quot;&gt;The
information provided in this article is intended to provide general information
only and the information has been prepared without taking into account any
particular person’s objectives, financial situation or needs. Before acting on
such information, you should consider the appropriateness of the information
having regard to your personal objectives, financial situation or needs. In
particular, you should obtain professional advice before acting on the
information contained in this website and review specific products on their
merits.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; mso-themecolor: text1;&quot;&gt;This
is a Guest Article by Mr. Rohit Shourya.&amp;nbsp;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; mso-themecolor: text1;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;-Rohit Shourya&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: #a6a6a6; mso-themecolor: background1; mso-themeshade: 166;&quot;&gt;I am a full
time trader and an investor. I worked in Insurance for a good 10 years before I
decided to venture out on my own. I wish to remain a student for life of
markets and financial products. Here to help retail investors organize their
investments spread across various asset classes.&lt;span style=&quot;color: #a6a6a6;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='https://www.tradelikeamonk.com/feeds/2387070320504675880/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.tradelikeamonk.com/2020/02/your-first-investments.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/2387070320504675880'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/2387070320504675880'/><link rel='alternate' type='text/html' href='https://www.tradelikeamonk.com/2020/02/your-first-investments.html' title='Your First Investments'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTiZTmIaQUWLVfEE2Xblbhn5_krxBrbGlPEqxg4Fhif9yJsoIEIM6LRkXOjrvQrqTAb2yf-1Cq_exLJafVVdO-YHnRJNGYcwsZiqqQS8GAKAJFSAnVs4ZoyK5hJE7teLK_MbDxtK_3lWzM/s72-c/money-pink-coins-pig-9660.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3575488424456253411.post-2619422522353697297</id><published>2020-02-15T02:14:00.002+05:30</published><updated>2020-04-17T20:35:44.259+05:30</updated><title type='text'>How to Start Trading in Stock Market: 6 Steps for Beginners</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbjcKIbYvVeLi07Rekn4vkgZs11I1cml0VgXIExlFU-0rx7S4tKXXr34oln-VMqFuH30rQOczTfrv7v390VPvamU0f1R1HtQtjTia9C6X3CSBr93w5haS9sYGb9L35q8wcS1bBo1V9vDoj/s1600/start.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;720&quot; data-original-width=&quot;720&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbjcKIbYvVeLi07Rekn4vkgZs11I1cml0VgXIExlFU-0rx7S4tKXXr34oln-VMqFuH30rQOczTfrv7v390VPvamU0f1R1HtQtjTia9C6X3CSBr93w5haS9sYGb9L35q8wcS1bBo1V9vDoj/s320/start.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Are you a
new trader and want to make it big in stock market?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Are you
fascinated by the red and green flickering numbers on the screen and want to
know how they work ?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Have you
heard amazing stories of some of the legendary investors or traders who have
made it big in stock market and now you also want to walk on the same path ?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Have you
always wanted to understand what the technical charts indicate and how you can
use them to make &lt;i&gt;real&lt;/i&gt; money ?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;These are
some of the questions that every new trader has in his/her mind and they just
want to enter the realm of stock market with full excitement and make it to the
top. Stock market is a great place to fulfill your dreams and many have
conquered this subject but let me tell you that it’s not as easy as it looks
and it needs &lt;i&gt;years&lt;/i&gt; of practice to master. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;These are
some basic steps which every aspiring trader should follow before actually
trading with their hard earned money – &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot;&gt;1.&lt;span style=&quot;font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;b&gt; &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;b&gt;Learn the basics&lt;/b&gt; – We learn subjects
in school or college from the very basics. It is very important to learn the basics
of stock market too, like what is a stock and why do stocks move up and down
and how can we buy them and short them and make money out of it. Learn the
basic terminologies.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot;&gt;2.&lt;span style=&quot;font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;b&gt;Learn Technical Analysis&lt;/b&gt; – Technical
Analysis is the study of technical charts or price behavior laid down on a
graph. It is a very prominent study followed by millions across the globe and
really helps in decision making. To further study technical analysis, you can
study the following points – &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-list: l1 level1 lfo2; text-indent: -18.0pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot;&gt;a)&lt;span style=&quot;font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot;&gt;Candle Sticks – There are various
types of candle sticks and they basically tell us about the movement of the
price on a particular time frames, for example, daily, weekly, monthly, etc.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;It is very important to learn the basics of candle sticks as they are
the starting point of learning technical analysis. People also use other forms
of price reading as line chart, bar chart, Heikin Ashi candle sticks etc.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l1 level1 lfo2; text-indent: -18.0pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot;&gt;b)&lt;span style=&quot;font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot;&gt;Patterns – After learning about
candle sticks, we can learn about the basic patterns that the price forms, like
Cup and Handle, Head and Shoulders, Pole and Flag etc. It is very important to understand
&lt;i&gt;why&lt;/i&gt; price makes these kinds of patterns and what’s the psychology behind them
that makes it work? I believe that if we understand the concept, rather than
just following the patterns, we would get more conviction to trade on these
patterns when we see one.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l1 level1 lfo2; text-indent: -18.0pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l1 level1 lfo2; text-indent: -18.0pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot;&gt;c)&lt;span style=&quot;font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot;&gt;Indicators – Indicators help a lot
when a trader is trying to get a hold of technical analysis. It is often seen
that once a trader has enough experience of the markets, they usually remove
all the indicators and use virgin price action to trade but in the initial days/weeks/years/
it is very important to take advantage of these. There are a lot of indicators
out there and you should try a couple of them before you can chose a few or
even one which suits you. Some of the famous indicators which every trader
should study are Rsi, Macd, Moving Averages, etc.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l1 level1 lfo2; text-indent: -18.0pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;mso-list: l1 level1 lfo2; text-indent: -18.0pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot;&gt;d)&lt;span style=&quot;font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot;&gt;Strategies – once you get a hold of
the candle sticks, patterns and indicators, you can make your strategies of learn
a few from a mentor of books. Strategies are a like a written &quot;plan of action&quot; and help to take the noise out of the trading calculation. Strategies help a
lot as trading is a game best played with minimum or no emotion and once we
have a written plan, more than half of the work is done.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot;&gt;3.&lt;span style=&quot;font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;b&gt;Psychology&lt;/b&gt; – It is the &lt;i&gt;most&lt;/i&gt;
important part of trading but often under estimated by new traders. Trading is
all about managing our emotions while our money is on the line and it’s not an
easy task as we are more concerned about the technical aspects of trading that
we forget that we are not playing this game alone. We are playing this game
with millions of other traders and their human behavior. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
We need to understand why people do things the way they do it and what
influences their behavior and decisions and most importantly our &lt;i&gt;own&lt;/i&gt;. Reading a
few psychology books really helps &lt;a href=&quot;https://www.tradelikeamonk.com/2020/01/best-stock-market-books.html&quot; target=&quot;_blank&quot;&gt;( Recommended Books article )&lt;/a&gt; and the psychology part of trading is even
understood best when we learn from our own mistakes. I know we have to pay the
fees to the market to learn about these concepts but believe me, it will be
&lt;i&gt;worth&lt;/i&gt; the lessons that the market will teach us.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot;&gt;4.&lt;span style=&quot;font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;b&gt;Fundamentals&lt;/b&gt; – We should have a
great deal of understanding of the technical part of trading but learning about
fundamentals also helps a lot. The combination of technical and fundamental
study is a great recipe for success in the stock market. Fundamental analysis is
a very broad study but we can use the basic aspects of it along with our technical
study.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot;&gt;5.&lt;span style=&quot;font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;b&gt;Risk factor&lt;/b&gt; – Risk is the most
important factor that should be taken into consideration. Remember, that this
is a battle of minimizing our risk as much as possible as it is the &lt;i&gt;only&lt;/i&gt; thing
under our control. We can’t control the price movement, but we can surely control
how much we are willing to lose in a trade or in a series of trades. I have
seen some great and knowledgeable traders blow up their entire trading account
because they didn’t gave emphasis to risk. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot;&gt;6.&lt;span style=&quot;font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;b&gt;Journal&lt;/b&gt; – a journal helps a lot in
giving us a clear picture of what went good and what didn’t. We should maintain
a trading journal as it helps in reflecting our mistakes and keeping a record
of all our trades. We can rectify our mistakes only if we keep an account of
them. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;We should include important aspects in our journal as what trade we
took, when did we took it, what was the reason behind it, what is our stop
loss, how much did we lose or gain from that trade, what was the reason for
exit etc.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot;&gt;
&lt;span lang=&quot;EN-US&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; &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;There is a
lot more that goes into trading but these are the basic steps that each and
every aspiring trader should consider before diving into the ocean of stock
market trading.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;I hope it helped clear some doubts as I got a lot of requests
from my &lt;a href=&quot;https://twitter.com/TraderHarneet&quot; target=&quot;_blank&quot;&gt;Twitter&lt;/a&gt; friends regarding this topic as there are many &amp;nbsp;who want to start their journey but have no
idea how to go about it. Any further clarifications are most welcomed in the
comments section below. Happy Trading ! &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
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&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='https://www.tradelikeamonk.com/feeds/2619422522353697297/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://www.tradelikeamonk.com/2020/02/how-to-start-trading-in-stock-market-6.html#comment-form' title='26 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/2619422522353697297'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/3575488424456253411/posts/default/2619422522353697297'/><link rel='alternate' type='text/html' href='https://www.tradelikeamonk.com/2020/02/how-to-start-trading-in-stock-market-6.html' title='How to Start Trading in Stock Market: 6 Steps for Beginners'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbjcKIbYvVeLi07Rekn4vkgZs11I1cml0VgXIExlFU-0rx7S4tKXXr34oln-VMqFuH30rQOczTfrv7v390VPvamU0f1R1HtQtjTia9C6X3CSBr93w5haS9sYGb9L35q8wcS1bBo1V9vDoj/s72-c/start.jpg" height="72" width="72"/><thr:total>26</thr:total></entry></feed>