{"version":"1.0","provider_name":"Trusted News Uganda","provider_url":"https:\/\/trustednewsug.com","author_name":"Admin","author_url":"https:\/\/trustednewsug.com\/index.php\/author\/kabuye\/","title":"Investment Calculator - Trusted News Uganda","type":"rich","width":600,"height":338,"html":"<blockquote class=\"wp-embedded-content\"><a href=\"https:\/\/trustednewsug.com\/index.php\/2022\/10\/12\/investment-calculator\/\">Investment Calculator<\/a><\/blockquote>\n<script type='text\/javascript'>\n<!--\/\/--><![CDATA[\/\/><!--\n\t\t\/*! This file is auto-generated *\/\n\t\t!function(d,l){\"use strict\";var e=!1,n=!1;if(l.querySelector)if(d.addEventListener)e=!0;if(d.wp=d.wp||{},!d.wp.receiveEmbedMessage)if(d.wp.receiveEmbedMessage=function(e){var t=e.data;if(t)if(t.secret||t.message||t.value)if(!\/[^a-zA-Z0-9]\/.test(t.secret)){for(var r,i,a,s=l.querySelectorAll('iframe[data-secret=\"'+t.secret+'\"]'),n=l.querySelectorAll('blockquote[data-secret=\"'+t.secret+'\"]'),o=new RegExp(\"^https?:$\",\"i\"),c=0;c<n.length;c++)n[c].style.display=\"none\";for(c=0;c<s.length;c++)if(r=s[c],e.source===r.contentWindow){if(r.removeAttribute(\"style\"),\"height\"===t.message){if(1e3<(a=parseInt(t.value,10)))a=1e3;else if(~~a<200)a=200;r.height=a}if(\"link\"===t.message)if(i=l.createElement(\"a\"),a=l.createElement(\"a\"),i.href=r.getAttribute(\"src\"),a.href=t.value,o.test(a.protocol))if(a.host===i.host)if(l.activeElement===r)d.top.location.href=t.value}}},e)d.addEventListener(\"message\",d.wp.receiveEmbedMessage,!1),l.addEventListener(\"DOMContentLoaded\",t,!1),d.addEventListener(\"load\",t,!1);function t(){if(!n){n=!0;for(var e,t,r=-1!==navigator.appVersion.indexOf(\"MSIE 10\"),i=!!navigator.userAgent.match(\/Trident.*rv:11\\.\/),a=l.querySelectorAll(\"iframe.wp-embedded-content\"),s=0;s<a.length;s++){if(!(e=a[s]).getAttribute(\"data-secret\"))t=Math.random().toString(36).substr(2,10),e.src+=\"#?secret=\"+t,e.setAttribute(\"data-secret\",t);if(r||i)(t=e.cloneNode(!0)).removeAttribute(\"security\"),e.parentNode.replaceChild(t,e)}}}}(window,document);\n\/\/--><!]]>\n<\/script><iframe sandbox=\"allow-scripts\" security=\"restricted\" src=\"https:\/\/trustednewsug.com\/index.php\/2022\/10\/12\/investment-calculator\/embed\/\" width=\"600\" height=\"338\" title=\"&#8220;Investment Calculator&#8221; &#8212; Trusted News Uganda\" frameborder=\"0\" marginwidth=\"0\" marginheight=\"0\" scrolling=\"no\" class=\"wp-embedded-content\"><\/iframe>","description":"Some exchanges offer even more order types than the ones listed above. As of this writing, Kraken currently offers the most order variety, including stop-loss and take-profit orders. Start with the basics listed above, and work your way up from there. As history has shown, anything that a group of people in an economy attaches value to can be used as currency. The first &#8220;official&#8221; currency was minted in the seventh century BC by King Alyattes of Lydia in modern-day Turkey. For practical reasons, Lydian currency took on the form of a round coin, which became the first ever standardized unit of currency. Paper currency, on the other hand, was invented in Asia and was brought back to Europe by Marco Polo after his travels to Asia. Major Currencies\u2014This refers to a short list of the most traded currencies, which generally stay the same year-to-year. They are convenient, but they normally have the worst exchange rates and highest fees. Theoretically, buyers want the smallest possible spreads, while sellers want the highest spreads. Real-world currency exchanges with brokers, banks, or businesses typically do not follow precise market rates. As financial middlemen, most will set exchange rates of their own at bid-ask spreads that return a percentage as profit for doing business. First, you\u2019ll want to choose a cryptocurrency trading platform to exchange your U.S. dollars for Bitcoin or other digital currencies. Depending on the exchange you choose, you may need to provide information like your Social Security number, ID, and your source of income when you create your account. Once you\u2019ve created your account, most exchanges will ask to connect your bank account or a debit card. The market functions at high speeds, with exchange rates changing every second. Ask Price\u2014The price that a seller is willing to accept for a unit of currency. For example, an equity portfolio that has generated a 5% return may appear by itself to be impressive. So even if the value of the dollar plummets, Bitcoin, like gold, will retain a separate value in theory. Minting of coins from precious metals was developed about 2500 years ago in ancient Greece; paper money has existed for about 1000 years. This refers to the growth that Bitcoin experiences from its bottom price until its peak during the 4-year period. This Bitcoin prediction calculator will allow you to select timeframes that go as far back as Bitcoin\u2019s existence. This means that you will be able to select dates as early as the moment Bitcoin started having any sort of value. The total timeframe amounts for up to 11 years at the time of this writing. Bitcoin And Cryptocurrency Calculator These include white papers, government data, original reporting, and interviews with industry experts. We also reference original research from other reputable publishers where appropriate. You can learn more about the standards we follow in producing accurate, unbiased content in oureditorial policy. A high YTD return means that the portfolio is generating an increase in value when compared to the start of the year. The YTD return in dollars was $5,000 (or $55,000 &#8211; $50,000) and represented as a percentage was a 10% return YTD. On June 30th, a YTD return analysis was performed to determine how the equity portfolio was performing at the year&#8217;s halfway mark. Although year-to-date return on a portfolio is helpful, analyzing the three-year and five-year returns can provide a better sense of the trend. PCMag.com is a leading authority on technology, delivering Labs-based, independent reviews of the latest products and services. Our expert industry analysis and practical solutions help you make better buying decisions and get more from technology. YAVAX yapar. \u00c7abuk unutuyorlar. D\u00fcn tweet atm\u0131\u015f hi\u00e7 proje shillemiyoruz diye. 5 y\u0131l\u0131 discord ve twitterda mal kilitlemekle ge\u00e7ti. Beaxy diye bir borsadan 150 bin dolar ald\u0131. Beam, Ambrosus, SUQA falan filan. Ona sorsan en temizi o. &mdash; GemHunter (@GemTaciri) March 16, 2022 Additionally, you can also choose whether to calculate the result based on the current exchange rate or the exchange rate on a certain date. This way, the Markets Insider currency calculator allows you to search for historical exchange rates. The result provided by the currency calculator is displayed in a clearly arranged table. Here, the currency calculator shows the opening and closing rate as well as the lowest and highest rates for the respective date. While a company can issue more stock options, there will only ever be 21 million Bitcoins. So even if the value of the dollar plummets, Bitcoin, like gold, will retain a separate value in theory. Chaos In Chinese Markets Shows The Yuan Is No Threat To The Dollar, Veteran Economist Says If you plan to keep your crypto on your account with an exchange, make sure you choose an exchange that uses offline, cold storage, and has strong protections against theft. Some exchanges also have independent insurance policies to help protect investors from potential hacking. Just like you shouldn\u2019t let a price drop influence your decision to buy Bitcoin, don\u2019t let a sudden price increase alter your long-term investment strategy. Even more importantly, don\u2019t start buying more Bitcoin just because the price is rising. Since then, Bitcoin has remained under pressure as investors wrestle with rising inflation, geopolitical crises, and the potential for tighter monetary policy by the Federal Reserve. In general, the higher the value of the market cap the safer the investment. Market cap is the total value of a cryptocurrency, and is calculated by multiplying the price of the cryptocurrency with the number of coins in circulation. We will also make sure to continually update the timeframe options in the tool. In order to use this Bitcoin profit calculator &#8211; you need to enter the amount you were willing to invest and the date you were willing to invest it at. Based on those two inputs, the calculator will determine the profits you\u2019d have made since then. It expresses the profit in terms of dollars as well as the percentage of the Returns on Investment...","thumbnail_url":"data:image\/jpeg;base64,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"}