<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>TIMMYDAVIES FILMS &#187; Crypto</title>
	<atom:link href="http://timmydaviesfilms.com/home/?cat=410&#038;feed=rss2" rel="self" type="application/rss+xml" />
	<link>http://timmydaviesfilms.com/home</link>
	<description></description>
	<lastBuildDate>Fri, 13 Mar 2026 07:53:08 +0000</lastBuildDate>
	<language>en-US</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>https://wordpress.org/?v=4.1.26</generator>
	<item>
		<title>What Is an Investment Portfolio and How to Build a Good One</title>
		<link>http://timmydaviesfilms.com/home/?p=8902</link>
		<comments>http://timmydaviesfilms.com/home/?p=8902#comments</comments>
		<pubDate>Thu, 13 Nov 2025 03:10:20 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Crypto]]></category>

		<guid isPermaLink="false">http://timmydaviesfilms.com/home/?p=8902</guid>
		<description><![CDATA[They allow you to buy baskets of different assets and also provide some built-in diversification. My wife and I are two physicians both starting out after [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>They allow you to buy baskets of different assets and also provide some built-in diversification. My wife and I are two physicians both starting out after residency. We are trying to decide whether to have a money manager or do it ourselves.</p>
<p>SPIA’s are not really any better because their returns are based off the bond world and they really give you no “total return” at all, as most will be lucky to even get their money back. Instead I took the $150k that <a href="http://stacion.org/forma/2025/11/20/arbivex-2025-ki-trading-plattform-mit-fokus-auf/">http://stacion.org/forma/2025/11/20/arbivex-2025-ki-trading-plattform-mit-fokus-auf/</a> I made in the last two years from my growth fund and paid off my mortgage. This is definitely a better return than the SPIA would give me, even with only a 3% mortgage. I find it interesting that you are retired, talking about a portfolio that is something like 85% stock, and worried about the bond market. Be sure to consider how your retirement would be affected by a 40% drop in the value of your portfolio.</p>
<h2>Portfolios 176-178: Kiplinger Portfolios</h2>
<p>It’s easy when all your investments are in tax-protected accounts. I use XIRR and fees withdrawn from the account are just worked in. I&#8217;m more than willing to admit that it is unlikely that this portfolio will be the best of the 150+ portfolios listed here over my investment horizon. I&#8217;m twice as smart and 2.5% per year cheaper than the last guy they used.</p>
<p>That&#8217;s 10 equity asset classes and one fixed income asset class. Will it be a pain to rebalance and allocate across all your accounts? Will it beat some of the simpler options over your investment horizon? In case you don&#8217;t like the “Ultimate” portfolio, Paul has three others that are equally complicated, ranging from 100% stocks in nine asset classes to 40% stock in 12 asset classes. Stocks are riskier but offer potentially higher returns; bonds are safer with fixed income; funds provide diversified exposure often with lower fees.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpg;base64,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" width="304px" alt="investment portfolio"/></p>
<h3>What’s included in an investment portfolio?</h3>
<ul>
<li>Determine the time frame for when you&#8217;ll need the money from your investment.</li>
<li>WCI, I just stumbled upon your site and would like to ask two questions, “What did you do with your portfolio when the market crashed in 2008?</li>
<li>That’s not to say folks in this camp shouldn’t be investing in stocks and other high-risk assets.</li>
<li>Your strategy should therefore include the market’s average annual returns.</li>
</ul>
<p>Mutual funds and ETFs are funds that invest in an underlying basket of securities — often stocks, but sometimes other assets like bonds, real estate, or more complex financial instruments such as derivatives. &#8220;These different factors are the building blocks for determining the types of investments that will be used and how to combine them.&#8221; They’re available through government entities, states and municipalities, and individual companies. When you purchase a bond, the issuer is responsible for paying you back with interest.</p>
<h2>Brokerage accounts</h2>
<p>The benefits of buying individual bonds hardly outweigh the downsides in my view. I am about years away from retirement, very much in the accumulation phase and have decided that a tilted portfolio is right for me. I am willing to dedicate to it for decades and very well aware of the increased volatility.  I also know that while there is potential for higher return, I might just be in the wrong place at the wrong time and the most important thing for me to do is save, save, save and control costs.</p>
<p>I consider The 7/12 Portfolio to work well for the “passive” portion of my portfolio. However, I am struggling to find suitable investments for the “active” portion of my  portfolio – namely business ventures and investment real estate. This means my “active” portfolio currently sits in cash, which is going nowhere.</p>
]]></content:encoded>
			<wfw:commentRss>http://timmydaviesfilms.com/home/?feed=rss2&#038;p=8902</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
