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	<title>TIMMYDAVIES FILMS &#187; Invest</title>
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		<title>Defiance ETFs: ETFs Built For The Next Generation</title>
		<link>http://timmydaviesfilms.com/home/?p=8011</link>
		<comments>http://timmydaviesfilms.com/home/?p=8011#comments</comments>
		<pubDate>Fri, 21 Nov 2025 01:30:33 +0000</pubDate>
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				<category><![CDATA[Invest]]></category>

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		<description><![CDATA[A U.S. equity strategy maintaining a large-cap value profile, leveraging a disciplined approach investing in companies with attractive characteristics. These risks often are heightened for investments [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>A U.S. equity strategy maintaining a large-cap value profile, leveraging a disciplined approach investing in companies with attractive characteristics. These risks often are heightened for investments in emerging/ developing markets or in concentrations of single countries. An emerging markets strategy, leveraging a disciplined approach investing in companies with attractive characteristics.</p>
<h2>Leading the wave in ETF Innovation</h2>
<p>Roundhill Financial Inc. serves as the investment advisor. The Funds are distributed by Foreside Fund Services, LLC which is not affiliated with Roundhill Financial Inc., U.S. Bank, or any of their affiliates. 2Net expenses reflect fees incurred by the Fund after waivers and reimbursements &#8212; fee waivers for MAGX are contractual and in effect until at least February 28, 2027 and until at least July 1, 2025 for WEED. Sign up to receive fund launch notifications, updates, and research.</p>
<h3>Canadian ETF launches for November 2025</h3>
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" width="303px" alt="etf"/></p>
<p>Aims to provide small- and mid-cap exposure by harnessing Fidelity’s active management and fundamental research capabilities combining high conviction investment ideas from a select group of Fidelity portfolio managers. Investing in digital assets involves significant risks due to their extreme price volatility and the <a href="https://transmarana.solbyte.dev/canpeak-resources-review-2025-a-reliable-pathway/">https://transmarana.solbyte.dev/canpeak-resources-review-2025-a-reliable-pathway/</a> potential for loss, theft, or compromise of private keys. The value of the shares is closely tied to acceptance, industry developments, and governance changes, making them susceptible to market sentiment. Digital  assets represent a new and rapidly evolving industry, and the value of the Shares depends on their acceptance.</p>
<h2>Sign up to receive iShares insights in your inbox every month</h2>
<p>FETH is not a traditional ETF registered under the Investment Company Act of 1940. Seeks a high level of current income by actively investing across corporate, securitized, or government securities while normally maintaining a duration of one year or less. Fidelity exchange-traded offerings available for online purchase commission-free include active, thematic, sustainable, stock, sector, factor, and bond funds.</p>
<ul>
<li>I confirm that I&#8217;m a UK financial adviser (Professional client) and that I agree to and will comply with the Terms and Conditions of this site.</li>
<li>Shares of any ETF are bought and sold at market price (not NAV) and are not individually redeemed from the Fund.</li>
<li>Leveraged and inverse funds are for sophisticated investors that can monitor the investment as frequently as daily.</li>
<li>While the Tracking Basket includes some of the ETF’s holdings, it is not the ETF’s actual portfolio.</li>
<li>Stocks, with low prices relative to fundamentals, which have historically outperformed the market over time.</li>
</ul>
<p>A diversified international developed equity strategy, leveraging a disciplined approach investing in companies with attractive characteristics. A core fixed income ETF for investors seeking income and diversification from high-quality securitized products, including non-agency MBS, non-agency CMBS, and ABS. There can be no assurance that performance will be enhanced or risk will be reduced for funds that seek to provide exposure to certain quantitative investment characteristics (&#8220;factors&#8221;). Exposure to such investment factors may detract from performance in some market environments, perhaps for extended periods. In such circumstances, a fund may seek to maintain exposure to the targeted investment factors and not adjust to target different factors, which could result in losses. Actively managed funds do not seek to replicate the performance of a specified index, may have higher portfolio turnover, and may charge higher fees than index funds due to increased trading and research expenses.</p>
<p>The strategies discussed are strictly for illustrative and educational purposes and are not a recommendation, offer or solicitation to buy or sell any securities or to adopt any investment strategy. There is no guarantee that any strategies discussed  will be effective. Index performance does not reflect any management fees, or expenses.</p>
<p>Seeks to purchase large-cap value companies that are currently priced lower than their expected long-term value. Invesco Distributors, Inc. is the US distributor for Invesco&#8217;s Retail Products, Collective Trust Funds and CollegeBound 529. Invesco Capital Management LLC is the investment adviser for Invesco’s ETFs. Invesco Unit Investment Trusts are distributed by the sponsor, Invesco Capital Markets, Inc. and broker dealers including Invesco Distributors, Inc.</p>
<p>A U.S. equity strategy maintaining a large-cap growth profile, leveraging a disciplined approach investing in companies with attractive characteristics. Invesco is an independent investment management company built to help individual investors, financial professionals, and institutions achieve their financial goals. We offer a range of investment strategies across asset classes, investment styles, and geographies.</p>
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