{"id":8718,"date":"2024-10-10T15:38:02","date_gmt":"2024-10-10T15:38:02","guid":{"rendered":"https:\/\/indicativeventures.com\/test\/?p=8718"},"modified":"2024-10-10T16:36:56","modified_gmt":"2024-10-10T16:36:56","slug":"maxprofit-trading-journal-strategy-tester-software-11","status":"publish","type":"post","link":"https:\/\/indicativeventures.com\/test\/2024\/10\/10\/maxprofit-trading-journal-strategy-tester-software-11\/","title":{"rendered":"MaxProfit Trading Journal + Strategy tester software"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"351px\" alt=\"Stock Method Max\"\/><\/p>\n<p><p>This level is possible to maintain a fixed level after taking into consideration the rate of consumption and the time required to acquire sufficient material to avoid dislocation of production. This represents the quantity that must be maintained in hand at all times. If stocks are less than the minimum level, then the work will stop due to a shortage of materials.<\/p>\n<\/p>\n<p><h2 id=\"toc-0\">Why should I use Stock Method Max?<\/h2>\n<\/p>\n<p><p>You can attempt to estimate, but remember that a poor one might result in errors and unnecessary inventory. That data should be easily accessible if you\u2019re using inventory management software. But it might not be easy to locate this data if you\u2019re only utilizing spreadsheets. The min\/max method tracks the current stock level, or the amount on hand plus the amount on order for every item. When your inventory reaches the minimum value, a trigger alerts you to reorder. When a stock reaches this level, immediate action is needed to take for the replacement of stock.<\/p>\n<\/p>\n<p><h3 id=\"toc-1\">How to Calculate Stock Profit<\/h3>\n<\/p>\n<p><p>That means, each time your inventory reaches 18, you\u2019ll order 6 more. Min\/Max is also ideal for distributors with a short supply chain that don\u2019t have a lot of extra time for in-depth forecasting. It provides a quick way to keep an item in stock without heavy mathematics. This level of stock indicates the maximum figure of inventory quantity held in stock at any time. If executed correctly, tax-loss harvesting allows investors to lower their current tax bill, rebalance their portfolios, and keep more money invested. Consult a tax and investment professional before using a tax-loss harvesting strategy.<\/p>\n<\/p>\n<p><h2 id=\"toc-2\">EASY ACCESS TO ALL EDUCATIONAL MATERIALS<\/h2>\n<\/p>\n<p><p>When the stock level drops to or below this min value, inventory control software or supply chain management software can trigger a reorder. In fact, even if the investor had no gains to offset that year, any capital losses they decided to harvest would carry over to future years until they are needed. Not only can capital losses offset capital gains, but if losses exceed gains that year, the investor could also use the remaining capital-loss balance to offset personal income (up to a limited amount).<\/p>\n<\/p>\n<p><h3 id=\"toc-3\">Trading journal<\/h3>\n<\/p>\n<p><p>By increasing N, you can reduce the number of minima and maxima you find. This method is similar to the Simple Loop with Four Variables, but it frames the problem in terms of cost and sell operations. The variable names help clarify the intent of each operation, making the logic self-explanatory. The drawback is the risk of misinterpreting profits as actual sell values instead of the gain from transactions. Dynamic Programming is a method that solves problems by breaking them down into simpler subproblems.<\/p>\n<\/p>\n<p><h3 id=\"toc-4\">How do you optimize reorder points with min-max inventory management?<\/h3>\n<\/p>\n<p><p>Many investors typically start the New Year by noting their account balance and checking it periodically to measure how they&#8217;re doing throughout the year. State Machine approach involves defining states corresponding to the number of transactions and whether the stock is currently held or not. This method transforms the problem into a series of state transitions and uses dynamic programming to compute the best outcome. Because we know that it will only continue for six days, you can use 2,707 units as your starting point for further orders.<\/p>\n<\/p>\n<p><h2 id=\"toc-5\">Strengthening Your Business with Safety Stock<\/h2>\n<\/p>\n<p><p>For those who appreciate the beauty of Python\u2019s list comprehensions and functional programming, we can exploit this to find max profit in a concise one-liner\u2014although at a slight cost to readability. Simply put, lead time is between the start and end of a process. A purchase requisition\u2019s submission &amp; approval, contacting suppliers, vendor delivery, incoming inspection, and shelf-positioning time are all potential factors in this process. Before refilling your inventory, the service level specifies the predicted likelihood of avoiding an out-of-stock issue. There are several safety stock formulas, but they all work similarly to decide how much product you should order. Consider the following when choosing the right one for your business.<\/p>\n<\/p>\n<ul>\n<li>For married couples filing jointly, spouses are not allowed to use each other&#8217;s accounts to get around the wash-sale rule.<\/li>\n<li>Stock Method Max makes creating a profile a breeze and doesn\u2019t cost a dime.<\/li>\n<li>For instance, a surge in customers may require setting a new total stock level to accommodate increased demand.<\/li>\n<li>The parameters of the second step seem pretty subjective, but again, subjectiveness is the very nature of stock chart analysis.<\/li>\n<li>This is true for any service and product on the market because of the wide variety of internal and external factors that might influence them.<\/li>\n<li>It can be done in a very simple, straightforward manner, or you can make it as complex as you want.<\/li>\n<\/ul>\n<p><h2 id=\"toc-6\">Download and buy the program<\/h2>\n<\/p>\n<p><p>Data collection is preferred to use primary data from interviews and observations to the company. While the secondary data obtained from the company&#8217;s historical data. The results of this study found that theoretically shows the minimum and maximum limit value of stock, safety reserve (safety stock), and the level of reorder (Q) is different for each raw material. When the quantity of materials reaches a certain level then fresh order is sent to procure materials again. The order is sent before the materials reach the minimum stock level.The reordering level is fixed between the minimum level and maximum level.<\/p>\n<\/p>\n<p><h3 id=\"toc-7\">How Stock Method Max Pioneers the Future of Investment Education<\/h3>\n<\/p>\n<p><p>Now, let&#8217;s say the following day, shares of QRS drop $0.50 per share, and you decide to sell. P\/L % calculates the percentage of money made or lost as a function of your execution price. This takes the P\/L Open as the numerator and your execution price as the denominator.<\/p>\n<\/p>\n<p><h3 id=\"toc-8\">The Min\/Max Stock Method<\/h3>\n<\/p>\n<p><p>You can get entry to any investing learning company to get started with Stock Method Max. Common yet distinct financial ideas, savings, and investments serve different functions. Savings include reserving a portion of one\u2019s income for either immediate or future usage. Because of their intended usage, they are often stored in widely accessible accounts.<\/p>\n<\/p>\n<p><h2 id=\"toc-9\">Inventory Management: A Fundamental Challenge for Business Success<\/h2>\n<\/p>\n<p><p>But choosing how much safety stock to carry is tricky, despite being common sense. Maximum inventory levels (max) represent the highest quantity of a product a business is willing to keep in stock. Inventory management software can ensure the inventory does not exceed these maximum stock levels. Tax-loss harvesting is a legal strategy that even average investors can use to decrease their tax bill, if they are strategic with their investments.<\/p>\n<\/p>\n<ul>\n<li>Find out why and when you are losing or making a maximum profit of your investments; adjust your strategy based on the results of the analysis.<\/li>\n<li>It updates these variables as it iterates over the prices, ensuring that it optimizes the profit calculation without the need for large data structures.<\/li>\n<li>If the quantity exceeds the maximum level limit then it will be termed as overstocking.<\/li>\n<li>You can use Spline method to create a contenous approximation polynom to your original function [with the desired degree].<\/li>\n<\/ul>\n<p><h3 id=\"toc-10\">Creating a performance matrix for stock profit calculations<\/h3>\n<\/p>\n<p><p>I am thinking of using digital filters (z domain), and smoothing out the graph, but I am still left with too many localized minimums and maximums. You can create an unlimited number of projects, to start testing, to stop, to do your other things, then to continue testing again from where you stopped. We provide the history for all currencies since 2001 and a base of 75,000 stocks and futures.<\/p>\n<\/p>\n<p><p>Investing in stock can be volatile and involves risk, including loss of principal. Another way to track performance is to differentiate between open and closed positions. With open positions, you can create subgroups focused on concepts like &#8220;short-term,&#8221; &#8220;long-term,&#8221; &#8220;speculative,&#8221; &#8220;value,&#8221; or any number of criteria, and then add the appropriate positions to each. This helps keep your positions organized and gives you the ability to track performance on each subgroup separate from one another.<\/p>\n<\/p>\n<p><p>Electronics retailers may use min-max inventory management for products with consistent demand, such as cables and batteries. They may not use the same system for items that sell less reliably, like luxury home theater systems. The minimum level shows the lowest figure of inventory balance, which must be maintained in hand at all times so that there is no stoppage of production due to non-availability inventory.<\/p>\n<\/p>\n<p><h3 id=\"toc-13\">Method 2: State Machine<\/h3>\n<\/p>\n<p><p>If one of the restrictions occurs, you have to purchase a license to use the program or refuse to use it. The intuitive game ends when you start keeping a trader\u2019s diary. Sooner or later, all traders, without exception, come to understand that you need to keep a trader&#8217;s diary to improve the efficiency of a stock trading. It is because this is the tool that turns a beginner into a professional. Plan your trading on the days when the markets are closed and clearly follow your strategy from the beginning of the new week. Before mobile phones and coast-to-coast cell coverage, roadside diners and gas stations did good business selling foldout maps to travelers who passed through town.<\/p>\n<\/p>\n<p><h3 id=\"toc-14\">Industrial Performance Diagnostic with ABClog methodology<\/h3>\n<\/p>\n<p><p>Tax-loss harvesting does not permanently cancel your tax obligation on capital gains. Once the taxable account has been liquidated, taxes are due on any capital gains. Now that fintech (especially robo-advisors) has removed the cost barrier, the MIT analysts argued that tax-loss harvesting has become practical for small accounts as well as large investors.<\/p>\n<\/p>\n<p><p>This method hinges upon a close consideration of historical sales averages and the time required for product delivery, making it especially suitable for situations characterized by short lead times. The art of meeting customer demand while concurrently optimizing costs assumes paramount importance, especially in the face of disruptions such as the ongoing pandemic. The trading analysis is a learning tool which helps to identify which of your activities generates the biggest profit and which send your deposit down.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='alignleft' style='float:left;margin-right:10px;' 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\" width=\"355px\" alt=\"Stock Method Max\"\/><\/p>\n<p><p>They may spot pitfalls or concerns that you miss, which can save you time, money, and possibly an IRS audit. The rationale behind tax-loss harvesting is that deferring current tax payments allows investors to use the savings to fuel portfolio growth in the present. The assumption is that the dollar amount generated over the years will be significantly more than the eventual tax bill when it comes due. Other developments in financial technology have made tax-loss harvesting more accessible and appropriate for average investors.<\/p>\n<\/p>\n<p><p>More safety stock is needed the higher the targeted service level. This can be a risk due to added costs to handle increased supply. This method is excellent for smaller businesses due to its simplicity. The drawback is that average lead time isn\u2019t easy to calculate at times since it can be unpredictable. Between anticipated and actual demand levels, these products serve as a buffer.<\/p>\n<\/p>\n<p><p>Companies must coordinate safety stock to keep inventory levels following supply and demand. Doing this makes inventory management easier and more reliable. When times are tough, and it appears that you are about to sell out, you can use your safety stock as a cushion. You\u2019ll want enough inventory to support you through crises but not too much that the carrying costs impact your budget.<\/p>\n<\/p>\n<p><p>Become a part of Stock Method Max today and enjoy learning with your investments. We understand the importance of your investments and keep that in mind, Stock Method Max uses the highest standard security measures to secure your data and funds. The required recovery time depends on the compound annual growth rate at which the investment price will increase.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='alignleft' style='float:left;margin-right:10px;' 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\" width=\"354px\" alt=\"Stock Method Max\"\/><\/p>\n<p><p>Place another order once your inventory reaches this point, reducing the likelihood of a stockout. It is a good fit when a new item is introduced since there is no data to show how many months or how many units will sell. In this case, your best bet is to give it 6-12 months to gather data and use a min\/max until you can nail down the selling patterns. The following factors should be considered while fixing the maximum level of various stocks.<\/p>\n<\/p>\n<p><p>Your minimum is the quantity of product on hand when it\u2019s time to place an order and your maximum is the most you want on hand at any given time. It\u2019s very easy to use but can lead to shortages or overstocks if not carefully monitored. Congress considers options to regulate the crypto market, the classification of cryptocurrency as a property may be subject to change in the future. Most investors who use tax-loss harvesting to lower their taxes want to maintain their level of exposure to the sector in which they took capital losses. Although reinvesting after realizing capital losses is allowed, investors must be careful not to violate the wash-sale rule\u2014or the IRS will disallow the offset of capital gains. Our calculation shows that to fulfill the demand for sales over an average lead time of six days and maintain a service level of 96%, we must have 2,707 units of safety stock on hand.<\/p>\n<\/p>\n<p><p>Trade with confidence as your assets are protected by leading technology. Inventory management is crucial for a company\u2019s financial health, whether managing a small inventory of 1,000 items or a large stock of 100,000. Balancing customer demand with cost optimization is essential, especially in the context of disruptions like the pandemic. \u00a9 2024 Market data provided is at least 10-minutes delayed and hosted by Barchart Solutions. Information is provided &#8216;as-is&#8217; and solely for informational purposes, not for trading purposes or advice, and is delayed. To see all exchange delays and terms of use please see Barchart&#8217;s disclaimer.<\/p>\n<\/p>\n<p><p>Keep in mind, when it comes to options, this will only calculate the P\/L of single options and does not include spreads. P\/L Year-to-Date (YTD) is the amount of money made or lost in a particular underlying security in the current calendar year. It includes the P\/L for all open positions and any closed positions made for a specific stock or index done in a calendar year.<\/p>\n<\/p>\n<ul>\n<li>You may learn at your own speed and have your questions answered whenever you choose since educational resources are readily available.<\/li>\n<li>A great approach to lowering risk levels and making knowledgeable choices is to study as much as possible about the sector and the risks it poses.<\/li>\n<li>To prevent delivery delays, you can use safety stock for raw materials and finished products.<\/li>\n<li>To account for delivery delays or periods of strong demand, you must stock 470 additional items.<\/li>\n<li>We go so far as to put you in touch with experts who can advise you along the way, and we do it at no cost to you.<\/li>\n<li>Our website is an excellent starting point for anybody seeking to understand the basics of investing.<\/li>\n<\/ul>\n<p><p>It\u2019s efficient, but it can be quite complex and difficult to understand at first. Not every product will need a safety stock buffer; keeping so much inventory on hand can be detrimental to a company. The simple solution is that you should set a safety stock level for any product or component that you can\u2019t afford to run out of. However, this has to be a well-informed choice that a company or business must take. The defined reorder point (min level) triggers a reorder when the stock on hand drops below the minimum amount. This automates the ordering process and ensures businesses can restock products in a timely manner, reducing the risk of stockouts.<\/p>\n<\/p>\n<p><p>This is where the IRS-approved strategy of tax-loss harvesting comes into play. The investor who realized a capital gain of $2,000 can deliberately sell one of their other investments at a loss to offset the gain on their tax return. For example, if the same investor had another <a href=\"https:\/\/stockmethodmax.com\">Stock Method Max<\/a> stock that they bought for $30,000 and then sold for $25,000 when the price dropped, they can \u201charvest\u201d that price difference of $5,000 as a capital loss. This loss can then be used to offset taxes owed on other income, whether from a capital gain or even personal income.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>This level is possible to maintain a fixed level after taking into consideration the rate of consumption and the time&#8230; <span class=\"knsl-el-more\"><a href=\"https:\/\/indicativeventures.com\/test\/2024\/10\/10\/maxprofit-trading-journal-strategy-tester-software-11\/\" class=\"knsl-btn\">Read more<\/a><\/span><\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_monsterinsights_skip_tracking":false,"_monsterinsights_sitenote_active":false,"_monsterinsights_sitenote_note":"","_monsterinsights_sitenote_category":0,"footnotes":""},"categories":[112],"tags":[],"class_list":["post-8718","post","type-post","status-publish","format-standard","hentry","category-bez-rubriki"],"acf":[],"jetpack_featured_media_url":"","_links":{"self":[{"href":"https:\/\/indicativeventures.com\/test\/wp-json\/wp\/v2\/posts\/8718","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/indicativeventures.com\/test\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/indicativeventures.com\/test\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/indicativeventures.com\/test\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/indicativeventures.com\/test\/wp-json\/wp\/v2\/comments?post=8718"}],"version-history":[{"count":1,"href":"https:\/\/indicativeventures.com\/test\/wp-json\/wp\/v2\/posts\/8718\/revisions"}],"predecessor-version":[{"id":8719,"href":"https:\/\/indicativeventures.com\/test\/wp-json\/wp\/v2\/posts\/8718\/revisions\/8719"}],"wp:attachment":[{"href":"https:\/\/indicativeventures.com\/test\/wp-json\/wp\/v2\/media?parent=8718"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/indicativeventures.com\/test\/wp-json\/wp\/v2\/categories?post=8718"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/indicativeventures.com\/test\/wp-json\/wp\/v2\/tags?post=8718"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}