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Unknownnoreply@blogger.comBlogger2060125tag:blogger.com,1999:blog-8542823235821981385.post-73698419235886683982022-07-29T17:05:00.003+05:302022-07-29T17:05:27.145+05:30nifty<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhSlfjq5wUz8vj3taEK4KF7Y6Yu3hBUpJ0-QKZ2hquRaX2pFBeq68C5dsZEbP9d5oGVaTh3o7G4a2eAv1x2J4s4VUvur0sOebEhR7dZFEQAWj6DRIhe1pgo3BAaSktN6sxdj3p0lIK9Z3-YnHLEXRGDWq8JhDDMqEMQQk78jSxUz_0wizhczab5E66s" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="768" data-original-width="1024" height="315" src="https://blogger.googleusercontent.com/img/a/AVvXsEhSlfjq5wUz8vj3taEK4KF7Y6Yu3hBUpJ0-QKZ2hquRaX2pFBeq68C5dsZEbP9d5oGVaTh3o7G4a2eAv1x2J4s4VUvur0sOebEhR7dZFEQAWj6DRIhe1pgo3BAaSktN6sxdj3p0lIK9Z3-YnHLEXRGDWq8JhDDMqEMQQk78jSxUz_0wizhczab5E66s=w420-h315" width="420" /></a></div><br /><p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8542823235821981385.post-71582106311688392622021-05-13T09:56:00.003+05:302021-05-13T09:56:15.583+05:30https://www.tradingview.com/chart/NIFTY/K8elPJ3G-NIFTY-General-Study/<p> https://www.tradingview.com/chart/NIFTY/K8elPJ3G-NIFTY-General-Study/</p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8542823235821981385.post-2792466391912342832021-05-13T09:37:00.002+05:302021-05-13T09:37:52.649+05:30https://www.tradingview.com/chart/BANKNIFTY/u3G5SvXo-Predicted-Low-and-High-of-Bank-Nifty-current-Financial-year/<p> https://www.tradingview.com/chart/BANKNIFTY/u3G5SvXo-Predicted-Low-and-High-of-Bank-Nifty-current-Financial-year/</p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8542823235821981385.post-62803739576586596922021-05-13T09:09:00.002+05:302021-05-13T09:09:36.052+05:30https://www.tradingview.com/chart/US30/cGgW9FSM-US-30-Geometry-My-study-not-a-trading-advice/<p> https://www.tradingview.com/chart/US30/cGgW9FSM-US-30-Geometry-My-study-not-a-trading-advice/</p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8542823235821981385.post-52764263027530058012021-04-16T14:54:00.000+05:302021-04-16T14:54:19.718+05:30The Sit-on-Your-Ass Philosophy to Life When you’ve got something good, it’s working, and you’ve spent a lot of energy getting there, it’s probably best to sit on your ass and enjoy the ride. By Oliver Sung April 13, 2021<p> <span style="background-color: white; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px;">One of the most frequent questions I get asked from new members at Junto is how we can just sit inactively almost entirely throughout the year with all that is happening in the market and the world.</span></p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">And when I’m asked at dinner parties (as a courtesy) how I invest, the questioner usually looks with skepticism when I say I probably make 1-3 important investing decisions per year, either buying or selling.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;"><q style="box-sizing: border-box;">That’s not a way to invest. Didn’t you say you did this full-time?</q></p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">But it is exactly the way to invest.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">To people outside the world of finance—the ones who have outsourced that part of their life to advisers—there is no difference between investing and trading. To them, there are no borders between investing philosophies. They look at the world of finance through fast-paced media and think that that is how real investing is supposed to look. The unfortunate reality is that lots of professional participants within the world of finance think so too.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">You would think that this phenomenon is restricted to the world of finance. But it’s not. The do-something syndrome is all-pervading in many disciplines where it shouldn’t be. Also called the action bias, it forces people working on the right stuff to continuously shift into doing the wrong stuff, blinding them from achieving their true objective.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">As jobs get increasingly creative, getting results requires constant refinement doing the right thing over and over in order for improvement to surface—deliberate practice leading to the occasional action when the time is right.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">But often, humans are prone to act without a sensible plan because motion is mistaken for progress and results. Two false securities feed such behavior:</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;"><span style="box-sizing: border-box; font-weight: bolder;">Movement will protect you from being accused if you fail</span>. <q style="box-sizing: border-box;">Well, at least he did something. At least he didn’t just sit there.</q> We convince ourselves and others that we can’t be blamed if things go south as long as we’re in motion, even though just sitting there might be the best idea.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;"><span style="box-sizing: border-box; font-weight: bolder;">Movement will protect you from explaining yourself.</span> As social humans seek the validation of others, outright inaction remains a cardinal sin. You get no honors or statue with your name on it if you make exactly the right decision by waiting—for the good of your team, your company, or even society.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">Because it’s all about appearance. In a soccer penalty, the probability of where the ball is kicked is equally distributed between the left, the right, and the center of the goal. The keeper has a good chance of saving the ball by just standing still. But he jumps anyway because it feels less embarrassing than freezing on the spot if the ball flies right past him. The very optic of doing nothing would have greater consequences to his reputation, even if he still didn’t save the ball.</p><blockquote class="wp-block-quote is-style-large" style="background-color: white; border-left: 3px solid rgb(0, 105, 57); box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-block-end: 0px; margin-bottom: 1.5em; margin-inline-end: 0px; margin-left: 15px; margin-top: 1.5em; padding: 0px 1em;"><p style="box-sizing: border-box; font-size: 1.3em; font-style: italic; line-height: 1.6; margin-bottom: 20px; margin-top: 0px;">We’ve got great flexibility and a certain discipline in terms of not doing some foolish thing just to be active—discipline in avoiding just doing any damn thing just because you can’t stand inactivity.</p><cite style="box-sizing: border-box; font-size: 1em; text-align: right;">Charlie Munger</cite></blockquote><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">Doing nothing when it’s the right thing to do is not easy.</p><h2 style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 2rem; font-weight: 500; line-height: 1.2; margin-bottom: 1rem; margin-top: 2.5rem;">My Experience From Business</h2><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">Alongside my work at Junto, I own a jewelry company called <a href="https://abelstedt.com/" rel="noreferrer noopener" style="background-color: transparent; border-bottom: 1px solid rgba(0, 105, 57, 0.5); box-shadow: none; box-sizing: border-box; color: #006939; text-decoration-line: none;" target="_blank">Abelstedt</a> with my life partner. Abelstedt was founded 6 years ago as a side project which quickly grew into a comfortable livelihood in a couple of years.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">Initially, the business was entirely an online DTC jewelry brand. We worked from home, outsourced production and logistics, and took care of the designing, strategy, content creation, branding, and promotion ourselves. We were slowly grinding every day from the comfort of the couch or by the pool on vacation.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">We didn’t work extremely hard. We had fun with it, working whenever we wanted from wherever we wanted. Our promotional activities started to pay off and the revenues and earnings from a high margin business became bigger every month. Our business required no capital reinvestment other than inventories and our earnings turned immediately to free cash flows. We had no debt. Living frugally as we always had, our company savings started piling up. We could see where things we heading.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">But we got ahead of ourselves.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;"><q style="box-sizing: border-box;">A young business like ours shouldn’t earn free cash flows like these and save up liquidity</q>, we thought. <q style="box-sizing: border-box;">We have to reinvest our capital.</q></p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">As a couple working from home, we felt a sense of imposter syndrome working in the jewelry industry when we had no direct business relationships with anyone in the industry. We didn’t do as incumbent jewelry brands and we were affiliated with no one you were “supposed to know”. Our only stakeholders in our business were ourselves, our few suppliers, and our customers which we sold directly to over the internet.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">The imposter syndrome made us feel a sense of falseness. That a business like ours shouldn’t succeed so easily. And even if we did, it wouldn’t be sustainable. And so we had to do something different to make it sustainable.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">We started looking to the success of other brands in the industry in an attempt to emulate their strategy.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">What we found was that these other companies were hiring bunches of salespeople, agents, and distributors to get their offerings inside the doors of the thousands of little jewelry retailers that operated physical stores. They were hiring bunches of representatives that would nurture these relationships. And they would put up fancy offices into which they could invite various business relations. Many of the brands and representatives seemed to know each other, meeting up at industry conferences, and it all seemed like a club where it’s important to know the right people.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;"><q style="box-sizing: border-box;">We can’t compete with that</q>, we thought. <q style="box-sizing: border-box;">We must get in on it!</q></p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">And so, we rented an office space at a prime location in downtown Copenhagen and spent tens of thousands of dollars making it as aesthetically pleasing as the storefront of our website. The office was twice the size of our apartment, justified by our thoughts of wanting to throw evening events and expand our workforce (from just the two of us). Frankly, and foolishly, we were also a bit thrilled about showing the success of our thriving business to the world.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">We hired a full-time sales agent in Denmark as well as an independent agent in Sweden, and we started to attend jewelry conferences with expensive exhibits in order to attract trade relations and purchasing agents of physical stores.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">Things started working. To our delight, some industry incumbents knew of our company already and could see that we have a good grip on DTC e-commerce. It made our break into the physical distribution channel a whole lot easier.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">So we thought.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">Our time and energy tilted ever increasingly towards our physical distribution channel and nurturing our trade relationships with lower margin customers. This stuff required loads of time. But the amount of money we were making was not tilting that way. While our margins, of course, went down, what was once a great cash flow generating business became a liquidity-juggling exercise. Where we once collected payments from customers prior to shipping orders with advantageous credit terms from suppliers, our new type of customer required ever longer credit terms on their end, worsening our cash conversion cycle.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">We felt forced to make large investments in stunning store inventory as the retailers had a hard time keeping up with our display requirements. Employees and traveling weren’t cheap, and our fancy office certainly wasn’t cheap. But what the hell. We were on our way to becoming a real jewelry brand. And we were busy as hell.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">Yes, our size, sales volumes, and revenues were going up, but there was a second-order consequence. While our online business was partly neglected and put on automation, it became increasingly difficult to sell our offering the way we used to online. Channel conflicts appeared as retailers with their own online presence started competing with our ad space, diverting the consumer from our website. And it seemed like the more success our online business had, the worse our relationships with the physical retailers became. While we initially sold them on the promise of our exceptional ability to persuade the online consumer, it soon came back to bite us. We became known as the jewelry company that prioritizes its online channel over its retailers.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">We soon learned that many of these retailers were in financial trouble. It’s not like it was any big surprise. A lot of them looked like they hadn’t renovated their stores in decades—which they hadn’t. We knew that liquidity was the problem and that many of them were kept alive just to cover payroll to payroll. E-commerce had slowly eaten into what was once a thriving business that rode the wave of Pandora’s remarkable journey and it became worse year over year. Ever since Pandora decided to close down retailer relationships to make the way for wholly-owned stores, franchises, and e-commerce, it had left a slump in the jewelry retail landscape with only the best turning a modest return on capital.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">It didn’t take long before we felt it on our luck of collecting payments. Some retailers went belly-up with us stuck in line as creditor and some simply refused to pay (in time). The administrative work became bigger and bigger.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">In the end, we had turned a healthy, highly profitable business into a confused business in which we worked harder than ever before. The revenues kept increasing, but our ability to turn a profit—let alone free cash flow—diminished as we kept patching leaking holes.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">About two years into this new journey, we decided to use the cancer surgery formula on our business. We cut loose our agents and distributors, we cut the number of retailers to select few, we closed down the office, and we sold off pretty much all assets other than inventory at scrap value.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">We put all our effort into rebuilding our once-thriving online business—the area in which we really had a <em style="box-sizing: border-box;">sustainable</em> competitive advantage—and we started making more money than ever by continuously slicing away everything under the revenue line while the top line grew gradually. All the growing free cash flows earned from the jewelry business are now taken out and invested in the <a href="https://junto.investments/investment-portfolio" style="background-color: transparent; border-bottom: 1px solid rgba(0, 105, 57, 0.5); box-shadow: none; box-sizing: border-box; color: #006939; text-decoration-line: none;">Junto investment portfolio</a> and we keep growing the business with almost no capital reinvestment.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">All of this happened due to our urge to just do something to our business which we thought seemed too simple to be true. But simple was the holy grail. Had we understood the opportunity cost we paid from moving from the sweet spot we were in, we would have sat on our ass. I dare not think about the money lost from <em style="box-sizing: border-box;">not</em> focusing on the best part of the business for a couple of years. We sliced off a few years of potential compounding.</p><h2 style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 2rem; font-weight: 500; line-height: 1.2; margin-bottom: 1rem; margin-top: 2.5rem;">Who Are You Working For Anyway?</h2><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">In all honesty, I think we got on the wrong path with the jewelry business the way we did not just because we wanted to create a “real” jewelry company. The other half of the reason was that we wanted to show our success and ambition to the world. We couldn’t do that behind closed doors from the comfort of the couch.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">But there’s a line from <a href="https://www.amazon.com/gp/product/0140449337/ref=as_li_tl?ie=UTF8&camp=1789&creative=9325&creativeASIN=0140449337&linkCode=as2&tag=juntoinvest0f-20&linkId=d555d0d3aa5f662f674e8f6abc6046db" rel="noreferrer noopener" style="background-color: transparent; border-bottom: 1px solid rgba(0, 105, 57, 0.5); box-shadow: none; box-sizing: border-box; color: #006939; text-decoration-line: none;" target="_blank">The Meditations</a> of Marcus Aurelius I think about a lot. It goes like this:</p><blockquote class="wp-block-quote" style="background-color: white; border-left: 3px solid rgb(204, 204, 204); box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-block-end: 0px; margin-inline-end: 0px; margin-left: 15px; padding-left: 15px;"><p style="box-sizing: border-box; margin-bottom: 20px; margin-top: 0px;">Ambition means tying your well-being to what other people say or do…Sanity means tying it to your actions.</p></blockquote><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">Ambition is not a bad thing. But it’s wrong to let the contentment of your success be dependent on other people’s perceptions. For our jewelry business, the renewed strategy is: to get rich as <em style="box-sizing: border-box;">fast</em> as possible, as <em style="box-sizing: border-box;">easily</em> as possible, as <em style="box-sizing: border-box;">freely</em> as possible, no matter <em style="box-sizing: border-box;">how</em> the way there may look.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">This lesson is not just applicable to entrepreneurs. Even if you’re in a job, you’re the only one who gets to decide what success is.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">It’s a mindset that requires a commitment to the <em style="box-sizing: border-box;">work</em> done, as opposed to the rewards. Whenever you work on a project, your work will eventually leave your hands and enter the realms of the world to be judged by either your peers, your boss, critics, customers, or strangers. And you can’t control other people’s validation, recognition, or jealousy. But if you let these things be your motivation in doing your best work—if ego holds sway—you will never fulfill your own standard with pride. You will move around endlessly trying to satisfy this ego, thinking there’s always a better way that leaves other people content.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">Another gem from The Meditations of Marcus Aurelius is the following.</p><blockquote class="wp-block-quote" style="background-color: white; border-left: 3px solid rgb(204, 204, 204); box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-block-end: 0px; margin-inline-end: 0px; margin-left: 15px; padding-left: 15px;"><p style="box-sizing: border-box; margin-bottom: 20px; margin-top: 0px;">Don’t let yourself forget how many doctors have died, furrowing their brows over how many deathbeds. How many astrologers, after pompous forecasts about others’ ends. How many philosophers, after endless disquisitions on death and immortality. How many warriors, after inflicting thousands of casualties themselves.</p></blockquote><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">No matter how brilliant, none of what we do lasts. But what does matter in avoiding misery is living and working by your own standards. It’s when you operate using only an inner scorecard that you will gain independence of mind.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">And it’s the independence of mind that allows you to sit on your ass when you’ve got something good while allowing you to not be swayed by stagnant or destructive herding behavior. Recognition and rewards must be the <em style="box-sizing: border-box;">extra</em>. And as the next section argues, there’s good reason to think that the deserved rewards will come on their own.</p><h2 style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 2rem; font-weight: 500; line-height: 1.2; margin-bottom: 1rem; margin-top: 2.5rem;">Benefits to the Sit-on-Your-Ass Philosophy</h2><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">At the beginning of this note, I argued that exactly the way to invest is to make very few important decisions per year. In some years, these important decisions may scramble together (when the market is filled with opportunities), and in others, they may never arrive.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">Of course, if one is an active trader or one simply craves the excitement from participating in the market, this philosophy sounds tedious. But tedious is what gives you the greatest chance of success in the long run.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">The reasons are simple.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;"><span style="box-sizing: border-box; font-weight: bolder;">Less Reinvestment Risk</span></p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">Having a constant supply of new ideas is diabolically hard. I spend a lot of time getting to any single idea in the Junto investment portfolio. All these ideas go through loads of filters in my head with the overarching one being opportunity cost. If you switch out ideas all the time for the sake of action, you won’t even know what your opportunity cost is.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">Alongside opportunity cost, the other most important model is your circle of competence. Selling something you know well to buy something new that seems better is a dangerous game to play. You should even be willing to offer a few percentage points off your opportunity cost if the thing that’s deep within your circle of competence offers lower prospective returns than the thing that’s just outside of it.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">This same principle is equally applicable to your other life endeavors. Anything you decide to spend your scarce time on carries an opportunity cost. So it makes sense to spend it on the things that bring the lowest to no opportunity cost. Your purpose and the activities that bring scores to your inner scorecard drive what you should spend time on. And you will often find that just a few things—focusing on the most important variables—will have very low to no opportunity costs. For my purpose, reading (only the best stuff) and writing (only the most important things) are my highest value activities. Frequently buying and selling securities is one of my lowest value activities.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;"><span style="box-sizing: border-box; font-weight: bolder;">Fewer Transaction Costs</span></p><blockquote class="wp-block-quote is-style-large" style="background-color: white; border-left: 3px solid rgb(0, 105, 57); box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-block-end: 0px; margin-bottom: 1.5em; margin-inline-end: 0px; margin-left: 15px; margin-top: 1.5em; padding: 0px 1em;"><p style="box-sizing: border-box; font-size: 1.3em; font-style: italic; line-height: 1.6; margin-bottom: 20px; margin-top: 0px;">Sit-on-your-ass investing. You’re paying less to brokers, you’re listening to less nonsense, and if it works, the tax system gives you an extra one, two, or three percentage points per annum.</p><cite style="box-sizing: border-box; font-size: 1em; text-align: right;">Charlie Munger</cite></blockquote><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">Whenever you change direction or take new action, you pay a transaction cost—even if it isn’t necessarily monetary.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">When we decided to change direction in the jewelry business, we paid many transaction costs. We incurred searching costs in finding the right people, we spend time every day traveling from home (our previous office) to the downtown office, we spent time on unproductive interactions for the sake of networking. But the most important is that we lost a lot of time making a mental shift in how to conduct our business. We sacrificed sharpening our competitive advantage which was our unique ability to sell online and it kept us from going all-in on the thing we were best at.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">Transaction costs are very real and they can be detrimental to the following benefit of the sit-on-your-ass-philosophy.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;"><span style="box-sizing: border-box; font-weight: bolder;">Beautiful Compounding</span></p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">The essence of compounding is time and a bunch of tiny gains lining up to massive results.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">To many, compounding is a thing of the fairy tales (and something Einstein talked about as the eighth wonder of the world). And so they never attempt to experience in their own lives.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">And it <em style="box-sizing: border-box;">is</em> impossible to experience if you do not let compounding do its thing uninterrupted on your best ideas. Many falsely tell themselves that the result of compounding is just a lucky break such as in the case of the <a href="https://www.latimes.com/nation/la-xpm-2013-nov-30-la-na-hometown-millionaires-20131201-story.html" style="background-color: transparent; border-bottom: 1px solid rgba(0, 105, 57, 0.5); box-shadow: none; box-sizing: border-box; color: #006939; text-decoration-line: none;">school teacher that left a $6 million dollar legacy</a>.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">In investing, to achieve a 100-bagger, your investment would have to double six and a half times. Earning your money a hundred times over is an incredible thing to fathom and it’s not easy because sitting on your ass it not easy. But it is only sit-on-your-ass investors that put themselves in a position to perhaps experience such a beautiful phenomenon.</p><blockquote class="wp-block-quote is-style-large" style="background-color: white; border-left: 3px solid rgb(0, 105, 57); box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-block-end: 0px; margin-bottom: 1.5em; margin-inline-end: 0px; margin-left: 15px; margin-top: 1.5em; padding: 0px 1em;"><p style="box-sizing: border-box; font-size: 1.3em; font-style: italic; line-height: 1.6; margin-bottom: 20px; margin-top: 0px;">If you do what everyone else is doing, you shouldn’t be surprised to get the same results everyone else is getting.</p><cite style="box-sizing: border-box; font-size: 1em; text-align: right;">Peter Kaufman</cite></blockquote><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">Many things in life follow a compounding trajectory if little improvements are present every day. Things such as relationships, knowledge, and fitness. But notice that the compounding halts as soon as you change these things around too much rather than sitting on what works for you.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;"><span style="box-sizing: border-box; font-weight: bolder;">Cultivating Patience</span></p><blockquote class="wp-block-quote is-style-large" style="background-color: white; border-left: 3px solid rgb(0, 105, 57); box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-block-end: 0px; margin-bottom: 1.5em; margin-inline-end: 0px; margin-left: 15px; margin-top: 1.5em; padding: 0px 1em;"><p style="box-sizing: border-box; font-size: 1.3em; font-style: italic; line-height: 1.6; margin-bottom: 20px; margin-top: 0px;">All of humanity’s problems stem from man’s inability to sit quietly in a room alone.</p><cite style="box-sizing: border-box; font-size: 1em; text-align: right;">Blaise Pascal</cite></blockquote><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">When you practice the sit-on-your-ass philosophy, you, of course, do not expect gratification to arrive on the spot. You will naturally force your mind to practice delayed gratification, bringing tremendous benefits to other areas of your life.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">It’s an exercise in self-control. When you’re cultivating patience, you will over time develop skills in separating the important from the minutiae (such as short-term volatility) and you will be mindful in making sure not to spend time on the trivial.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">Patience is a virtue.</p><h2 style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 2rem; font-weight: 500; line-height: 1.2; margin-bottom: 1rem; margin-top: 2.5rem;">When Acting</h2><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">To live the sit-on-your-ass philosophy, the following principles are important when eventually engaging in action.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;"><span style="box-sizing: border-box; font-weight: bolder;">Dabble Only in Quality Stuff</span></p><blockquote class="wp-block-quote is-style-large" style="background-color: white; border-left: 3px solid rgb(0, 105, 57); box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-block-end: 0px; margin-bottom: 1.5em; margin-inline-end: 0px; margin-left: 15px; margin-top: 1.5em; padding: 0px 1em;"><p style="box-sizing: border-box; font-size: 1.3em; font-style: italic; line-height: 1.6; margin-bottom: 20px; margin-top: 0px;">You become what you give your attention to.</p><cite style="box-sizing: border-box; font-size: 1em; text-align: right;">Epictetus</cite></blockquote><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">There’s a story about one of the fathers of pragmatism, the American psychologist and philosopher William James, who were once invited to speak by the American Psychological Association at their annual conference. Many thousands attended this conference every year and there was a big buzz going around months up to the event that William James would be the big speaker.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">The topic of his presentation was promoted as “Everything we’ve learned in the last 100 years of Psychological Research.”</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">When the big day arrived and people gathered from around the country, the presenter spoke for half an hour introducing William James.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">And when William James finally arrived at the big stage, he said:</p><blockquote class="wp-block-quote" style="background-color: white; border-left: 3px solid rgb(204, 204, 204); box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-block-end: 0px; margin-inline-end: 0px; margin-left: 15px; padding-left: 15px;"><p style="box-sizing: border-box; margin-bottom: 20px; margin-top: 0px;">They’ve asked me to talk about the last hundred years of psychological research; it can be summed up in this statement …</p><p style="box-sizing: border-box; margin-bottom: 20px; margin-top: 0px;">People by and large become what they think of themselves.</p></blockquote><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">He then left the stage and the conference.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">At the time, this idea was profound. The mind is a powerful thing. Because the brain possesses plasticity, allowing it to adapt to experiences and thoughts, it is up to you how those changes come about. If you’re a knowledge worker and you feed your brain with irrational information, your actions will be irrational no matter the amount of information you gathered.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;"><span style="box-sizing: border-box; font-weight: bolder;">Act With Fierce Decisiveness</span></p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">Just as having a constant flow of good ideas is diabolically hard, the best opportunities will logically not line up often. So when the proper circumstances present themselves within your circle of competence, act with decisiveness and conviction.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">The game is to let opportunity meet the prepared mind.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;"><span style="box-sizing: border-box; font-weight: bolder;">Stay In the Game</span></p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">Sitting on your ass is not the equivalent of freezing when things do not go as they should. Along with acting with fierce decisiveness, you should make calculated decisions that allow keeping playing your game.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">No matter how much conviction you have on the path you’re on or the idea you’re having, you have to position size your effort (or money) so that even if you suffer the maximum loss expected, you can take the loss and move on.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;"><span style="box-sizing: border-box; font-weight: bolder;">When Urging To Plan Ahead, Stay Flexible</span></p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">Eschew the master plan, remain cognitively flexible, and steer the boat toward your purpose every day. In William Thorndike’s <a href="https://www.amazon.com/gp/product/1422162672/ref=as_li_tl?ie=UTF8&camp=1789&creative=9325&creativeASIN=1422162672&linkCode=as2&tag=juntoinvest0f-20&linkId=109592bced843a1abbf10229871d0eb6" rel="noreferrer noopener" style="background-color: transparent; border-bottom: 1px solid rgba(0, 105, 57, 0.5); box-shadow: none; box-sizing: border-box; color: #006939; text-decoration-line: none;" target="_blank">The Outsiders</a>, Henry Singleton was quoted as follows.</p><blockquote class="wp-block-quote" style="background-color: white; border-left: 3px solid rgb(204, 204, 204); box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-block-end: 0px; margin-inline-end: 0px; margin-left: 15px; padding-left: 15px;"><p style="box-sizing: border-box; margin-bottom: 20px; margin-top: 0px;">I know a lot of people have very strong and definite plans that they’ve worked out on all kinds of things, but we’re subject to a tremendous number of outside influences and the vast majority of them cannot be predicted. So my idea is to stay flexible.</p></blockquote><p class="has-text-align-center" style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px; text-align: center;">***</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">When you’ve got something good, it’s working, and you’ve spent a lot of energy getting there, it’s probably best to sit on your ass and enjoy the ride.</p><p style="background-color: white; box-sizing: border-box; color: #222426; font-family: "Source Serif Pro", sans-serif; font-size: 17px; margin-bottom: 20px; margin-top: 0px;">Cordially,<br style="box-sizing: border-box;" />Oliver Sung</p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8542823235821981385.post-41292319331217588362021-04-16T13:39:00.002+05:302021-04-16T13:39:12.040+05:30Nifty Gold Pearl trading system<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhB2IYNWqQWQqs85Q3ICewvxxA5iVCwGqVTUpU1G08_GKqtFfY0k9gAL0xNyrJvJd0od8MEp0ocTDh3R38sNb57eU0WBeGsD3Y_x7B6t5wwAI3RF5QCxd303kwe66AvB6dGE0W_BlYPO44/s1268/Capture.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="961" data-original-width="1268" height="336" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhB2IYNWqQWQqs85Q3ICewvxxA5iVCwGqVTUpU1G08_GKqtFfY0k9gAL0xNyrJvJd0od8MEp0ocTDh3R38sNb57eU0WBeGsD3Y_x7B6t5wwAI3RF5QCxd303kwe66AvB6dGE0W_BlYPO44/w442-h336/Capture.PNG" width="442" /></a></div><br /> <p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8542823235821981385.post-7924073055329830902021-04-06T09:35:00.001+05:302021-04-06T09:35:15.182+05:30My set template to trade Nifty Bees<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBUmHF1-7Fu3pwMaaus9N3ckRZKKltQv5fffy_i4aUbP1QDVYGlW7GUsUpc8-zzSYaFiqWKvc2NVR-bdd6yfpu582kX5VhVQt0eM3_a8NOVSXEQm5wlUfX9EkCquYG_R_XqDteh2tXPGo/s1268/march+06.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="945" data-original-width="1268" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBUmHF1-7Fu3pwMaaus9N3ckRZKKltQv5fffy_i4aUbP1QDVYGlW7GUsUpc8-zzSYaFiqWKvc2NVR-bdd6yfpu582kX5VhVQt0eM3_a8NOVSXEQm5wlUfX9EkCquYG_R_XqDteh2tXPGo/s320/march+06.PNG" width="320" /></a></div><br /> <p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8542823235821981385.post-72628092756933114502021-03-28T15:36:00.001+05:302021-03-28T15:36:19.172+05:30AUDUSD setup- Self explanatory<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH1_udvb1p4kg4KiOxbmhPhvg5NFd-H1ZFXkk6EPVwJ4LEdpXKkZ7eCBQRdNycxKLPaZMnOy9gS-IIUleuBPAQhz9ulCDz03YZ37iRl5pX1BkqxE3N_T89OnqeJsXtnRPBt6CxBDi1oK0/s1275/AUDUSD.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="949" data-original-width="1275" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH1_udvb1p4kg4KiOxbmhPhvg5NFd-H1ZFXkk6EPVwJ4LEdpXKkZ7eCBQRdNycxKLPaZMnOy9gS-IIUleuBPAQhz9ulCDz03YZ37iRl5pX1BkqxE3N_T89OnqeJsXtnRPBt6CxBDi1oK0/s320/AUDUSD.PNG" width="320" /></a></div><br /> <p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8542823235821981385.post-13874343431311767012021-03-28T15:21:00.001+05:302021-03-28T15:21:28.448+05:30EURUSD Trend reversal expected.<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUXNZ_NoygL_NVoTasiRLPh10U6em8dtqdFlyra1FjsntMi3LXlDT2PButhhjE4V_pDshvT_isSoJuCrvuhiED9sUb9Z9ldCpYBe67_tY-DqHeeD7hEIaoHj1R3XS6jvBg-j72FW87Ycg/s1269/Eurusd+trend+reversal+expected..PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="986" data-original-width="1269" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUXNZ_NoygL_NVoTasiRLPh10U6em8dtqdFlyra1FjsntMi3LXlDT2PButhhjE4V_pDshvT_isSoJuCrvuhiED9sUb9Z9ldCpYBe67_tY-DqHeeD7hEIaoHj1R3XS6jvBg-j72FW87Ycg/s320/Eurusd+trend+reversal+expected..PNG" width="320" /></a></div><br /> <p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8542823235821981385.post-4470724696025239702021-03-19T18:42:00.003+05:302021-03-19T18:42:21.820+05:30https://www.tradingview.com/x/OUgW8pjY/<p> https://www.tradingview.com/x/OUgW8pjY/</p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8542823235821981385.post-61125464440202856252021-02-24T10:57:00.002+05:302021-02-24T10:57:44.554+05:30Nifty today's chart<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9ueaMGgAUBStGkJRNiVrrWYY7-jL9ouXfl3b3wfy6deOU7C11crGfc-ghhpO0hqQBJMJCIU2DagsIKlTDBKy16VfNt2iPIZs828uyIP_UPxW9LFdh4j6C_Z44egcLQeK7vrIA5J_deuk/s1278/24+feb.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="991" data-original-width="1278" height="310" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9ueaMGgAUBStGkJRNiVrrWYY7-jL9ouXfl3b3wfy6deOU7C11crGfc-ghhpO0hqQBJMJCIU2DagsIKlTDBKy16VfNt2iPIZs828uyIP_UPxW9LFdh4j6C_Z44egcLQeK7vrIA5J_deuk/w400-h310/24+feb.PNG" width="400" /></a></div><br /> <p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8542823235821981385.post-84704514001223057762021-02-14T14:39:00.003+05:302021-02-14T14:48:47.317+05:30Trade Index ETF's with Leverage to double your money every year<p> How?</p><p>With a reliable indicator, you can have an average of 25 trades in a year.</p><p>You will have only long positions and no short positions.</p><p>In my backtesting, on average, you will get 3 % returns., 75 %..</p><p>Increasing the quantity with the profit gained, returns will cross 100%</p><p>Index ETF's are designed to go up, only the stocks that have gained investor's confidence and Market cap move into Index while those lose, leave the index.</p><p>Long positions are created essentially on Momentum.</p><p>If you have questions, feel free to ask me.</p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxXTjDsvkGQKlr_ZiyKzeYi9EdrsVrxvrD9QCd5uikN5h1S9HLPd8zBDRv0HTPG6cMATV4NGJORJbOIe4qaBfUYU4IFufEIzYAB1Gmkmimnb77hNU0zHAoPQKs2nEwL0WjK7iG6PciL4U/s1272/Double.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="921" data-original-width="1272" height="414" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxXTjDsvkGQKlr_ZiyKzeYi9EdrsVrxvrD9QCd5uikN5h1S9HLPd8zBDRv0HTPG6cMATV4NGJORJbOIe4qaBfUYU4IFufEIzYAB1Gmkmimnb77hNU0zHAoPQKs2nEwL0WjK7iG6PciL4U/w571-h414/Double.PNG" width="571" /></a></div><br /><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8542823235821981385.post-73186394812508639122021-02-04T15:18:00.004+05:302021-02-04T15:18:45.506+05:30Nifty Projection<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHZ1ByXeV34VVZg4ZfWML5yYoEIB2rtxDwMMse5mxTEg5c-FLbkNaNNydRjyMvMetKwyxSa1Cw_eJ_s7wgQcpT66tMKpz4qulLmHuZZUQO-0749VCjIDablfQE89B5bcL_Pbl1z9G15AM/s1225/nifty+unique+observations+-Target+19700.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="761" data-original-width="1225" height="423" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHZ1ByXeV34VVZg4ZfWML5yYoEIB2rtxDwMMse5mxTEg5c-FLbkNaNNydRjyMvMetKwyxSa1Cw_eJ_s7wgQcpT66tMKpz4qulLmHuZZUQO-0749VCjIDablfQE89B5bcL_Pbl1z9G15AM/w570-h423/nifty+unique+observations+-Target+19700.PNG" width="570" /></a></div><br /> <p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8542823235821981385.post-82250499776198661762021-02-03T12:50:00.005+05:302021-02-03T12:50:49.012+05:3015375 is Nifty's next resistance Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8542823235821981385.post-52448104465881307232021-02-03T11:16:00.002+05:302021-02-03T11:16:45.989+05:30Nifty Index<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbZlDvc-A4BiCt_XCZWTGEYyWzRJP5xUw9UL4x44c3vGBtqyamsFrsKDFtnSXWjd7AWs0AGKPH29Y_2ug6n_t0dKZmt5oAZjsv8XYjVMEJxhb15lDZwHM2hjnLZu29YUPqYC9nFCy70e4/s1276/nifty+index.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="966" data-original-width="1276" height="390" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbZlDvc-A4BiCt_XCZWTGEYyWzRJP5xUw9UL4x44c3vGBtqyamsFrsKDFtnSXWjd7AWs0AGKPH29Y_2ug6n_t0dKZmt5oAZjsv8XYjVMEJxhb15lDZwHM2hjnLZu29YUPqYC9nFCy70e4/w516-h390/nifty+index.PNG" width="516" /></a></div><br /><p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8542823235821981385.post-77433362646418583892021-01-04T19:38:00.003+05:302021-01-04T19:39:50.443+05:30DJIA: GOLD:SILVER Percenty gains 2000-2020<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPq6nkguBK2YY1ihTVCPNlLZ5Mofa1ktjGkxq_2mjuTnnXKFKBe3ULOfx-SU8KVV-yw_lO5aFf68AKUQD35H7Nsi6oYtsq_YTr3d6KEmY5AMzsHaXxgvRUGH9b4QvuSx8gEmdoQLlz30A/s1536/ratio.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1472" data-original-width="1536" height="362" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPq6nkguBK2YY1ihTVCPNlLZ5Mofa1ktjGkxq_2mjuTnnXKFKBe3ULOfx-SU8KVV-yw_lO5aFf68AKUQD35H7Nsi6oYtsq_YTr3d6KEmY5AMzsHaXxgvRUGH9b4QvuSx8gEmdoQLlz30A/w595-h362/ratio.png" width="595" /></a></div><br /> <p></p>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-8542823235821981385.post-84273373544503925822021-01-04T08:00:00.003+05:302021-01-04T08:01:12.420+05:30USD index idea Vs EM indices,Gold and BTC<p><a href="https://www.tradingview.com/chart/DXY/VFWHUvLQ-USD-INDEX/">USD INDEX, for INDEX:DXY by AnnaCrude — TradingView</a></p><p><br /></p><p><br /></p>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-8542823235821981385.post-7161110802604082282020-12-30T14:30:00.001+05:302020-12-30T14:30:09.566+05:30If you want to get notified for any reversal on any Index, send mail to me updowncrude@gmail.comUnknownnoreply@blogger.com1tag:blogger.com,1999:blog-8542823235821981385.post-83548742373909320092020-12-30T14:20:00.005+05:302020-12-30T14:21:20.785+05:30nifty trend expert<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwiLYlPcvxQz0z4eqFllrJv099WMlhaBWEPJuAqPZ5ZHpvMtVPIn256_I36mDzsLn5M9cEbE_9jIRGBOoLPUPEvgODGJX0AEbqPu5k7CvCRpiPbXsMs9rH3crS_FGUJXXRslsqUAqfAx8/s1385/nifty+expert.PNG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="744" data-original-width="1385" height="328" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwiLYlPcvxQz0z4eqFllrJv099WMlhaBWEPJuAqPZ5ZHpvMtVPIn256_I36mDzsLn5M9cEbE_9jIRGBOoLPUPEvgODGJX0AEbqPu5k7CvCRpiPbXsMs9rH3crS_FGUJXXRslsqUAqfAx8/w547-h328/nifty+expert.PNG" width="547" /></a></div><br /> <p></p><div>You need to know when Nifty is in trend and when to exit.to buy stocks</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8542823235821981385.post-64845190568028204622020-09-11T13:24:00.003+05:302020-09-11T13:24:41.399+05:30Will develop a mobile App for the trades soon.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8542823235821981385.post-44707033126120355602020-09-11T13:23:00.003+05:302020-09-11T13:23:57.528+05:30Pragna securites Algo trade set up<p> <img alt="" src="data:image/png;base64,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" /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8542823235821981385.post-27311508902333974672020-07-20T19:49:00.005+05:302020-07-20T19:51:11.165+05:30Intraday 15 min Top 10 gainers and Top 10 losers ORB with 4 times exposure Algo under development<div dir="ltr" style="text-align: left;" trbidi="on">
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Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-8542823235821981385.post-351212834152495132020-07-16T17:52:00.003+05:302020-07-16T17:52:51.613+05:30A near perfect Algo launched in VPS - Instrument MCX silvermini<div dir="ltr" style="text-align: left;" trbidi="on">
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Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-8542823235821981385.post-72100920905362625742020-06-17T06:00:00.002+05:302020-06-17T06:01:45.297+05:30Rabindranath Tagore and Helen Keller<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2sSEbs_r7oON9lV0QNfuni6I3UsCYTwJ4rgrmc_eq1I5MkxAhIrxxE7IMh2O-3HtY-aYOVJhy253FSBa17ZKdRsMBLfcQTx2KAMlPqpXsAfkmA62z8s63RFNmNLhPAhRtt9eVJW382jY/s1600/Rabi+n+Helen.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="766" data-original-width="640" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2sSEbs_r7oON9lV0QNfuni6I3UsCYTwJ4rgrmc_eq1I5MkxAhIrxxE7IMh2O-3HtY-aYOVJhy253FSBa17ZKdRsMBLfcQTx2KAMlPqpXsAfkmA62z8s63RFNmNLhPAhRtt9eVJW382jY/s640/Rabi+n+Helen.PNG" width="534" /></a></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8542823235821981385.post-69778281628682664792020-06-06T16:18:00.000+05:302020-06-06T16:18:09.379+05:30Kalyan Karki - The Truth.<div dir="ltr" style="text-align: left;" trbidi="on">
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Jack Ma once said,’When Selling to close friends and family, no matter how much you're selling to them,they will always feel you're earning their money, no matter how cheap you sell to them, they still wouldn't appreciate it.'</div>
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There will always be people who do not care about your Costs,Time,Effort,they rather let other people cheat them,allowing others to earn, then supporting someone they know. Cause in their heart, they will always be thinking,’How much did he earn from me?' instead of "How much did he SAVE/MAKE for me?"</div>
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This is a classic example of a poor person's mentality!</div>
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How did the rich people become rich?One of the main reason is because they are willing to SUPPORT their associates business,taking care of one another's interests thus naturally they get back more.</div>
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Your Friends will in turn support you,thus the circle of wealth continues to grow and grow!</div>
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Simple Logic, you will start to get rich once you understand it.</div>
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Jack Ma on Sales:’When doing Sales, the first people who will trust you will be Strangers, Friends will be shielding against you,fair-weather friends will distance from you.Family will look down upon you.'</div>
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The day you finally succeed,paying the bill for every get-together dinner,entertainment,you will realised: Everyone else is present except the Strangers.</div>
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Hope you got the message !</div>
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Unknownnoreply@blogger.com0