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       <item>
      <title>Gold and Silver Rally as Rate Expectations Shift, Currency Concerns and Central Banks Keep Buying - Drive Demand</title>
      <link>https://sdbullion.com/blog/gold-silver-rally-interest-rate-expectations-shift-central-banks-buy</link>
      <guid>https://sdbullion.com/blog/gold-silver-rally-interest-rate-expectations-shift-central-banks-buy</guid>
      <description><![CDATA[<style>#html-body [data-pb-style=B78QBI4]{justify-content:flex-start;display:flex;flex-direction:column;background-position:left top;background-size:cover;background-repeat:no-repeat;background-attachment:scroll}</style><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-background-lazy-load="" data-element="inner" data-pb-style="B78QBI4"><div data-content-type="text" data-appearance="default" data-element="main"><h2>Gold and Silver Rally as Central Bank Buying, Currency Concerns and Rate Expectations Drive Demand</h2>
<ul>
<li>Gold and silver posted strong weekly gains, with spot silver closing at $63.30 per ounce and spot gold finishing at $4,341 per ounce, while the <a href="https://sdbullion.com/gold-silver-ratio">gold-silver ratio</a> declined to roughly 68:1.</li>
<li>Gold’s sudden 4% surge has revived bullish sentiment, with Bloomberg Executive Editor Mark Cudmore arguing that weakening Federal Reserve credibility, lower expected real yields and pressure on the U.S. dollar could allow gold’s longer-term bull trend to reassert itself.</li>
<li>Weak U.S. employment data added fuel to precious metals, as July registered net job losses following downward revisions to previously reported gains, reducing market expectations for a September rate increase.</li>
<li>Currency intervention is emerging as another bullish macro catalyst for bullion. The update argues that recent U.S. Treasury intervention involving the Japanese yen—and concerns over how foreign reserve assets can be deployed—could accelerate central-bank efforts to diversify reserves away from fiat currencies and toward gold.</li>
<li>Central-bank gold accumulation remains a major source of structural demand, led by China’s PBOC, which reportedly purchased nearly 20 metric tons in July 2026 and has continued buying through the recent price pullback. Singapore, the Czech Republic and Kazakhstan also reported additions.</li>
<li>South Korea is returning to the gold market after more than 13 years, with plans initially focused on domestically mined and refined metal. Its gold allocation remains comparatively small at just 1.1% of foreign-exchange reserves as of June.</li>
<li>Investment flows are beginning to improve alongside official-sector demand. Gold ETFs reversed several months of selling in July, including renewed buying from European investors, while Asian ETF demand remained comparatively resilient throughout the 2026 correction.</li>
<li>Japan offers a striking example of gold’s appeal during currency weakness. Precious metals, gems and artwork sales at department stores reached a record roughly $2 billion in the first half of the year, up 19% year over year, as some consumers increasingly viewed gold and high-end jewelry as stores of value against a depreciating yen.</li>
<li>Silver’s physical-demand outlook is also strengthening, with Metals Focus projecting India will import nearly 6,000 metric tons this year. Meeting that forecast would require roughly another 135 million ounces of imports through year-end, potentially combining with stronger investment demand to support prices.</li>
<li>Despite the improving fundamental backdrop, both metals still face important technical hurdles. Gold’s 200-day moving average sits near $4,500 an ounce, while silver’s is just above $70, leaving those levels as notable benchmarks for determining whether the latest advance develops into a more durable bull-market breakout.</li>
</ul>
<h3>Central-bank gold purchases, a weaker outlook for U.S. rates and growing concerns over fiat currencies are converging with stronger physical demand to put gold and silver back in focus.</h3>
<p class="isSelectedEnd">Gold and silver prices moved sharply higher this week as investors weighed weakening U.S. labor data, renewed central-bank gold purchases and growing concerns surrounding major fiat currencies. Spot <a href="https://sdbullion.com/gold-price">gold price</a> finished the week at $4,341 per oz, while spot <a href="https://sdbullion.com/silver-prices">silver price</a> closed at $63.30 per ounce, bringing the gold-silver ratio down to approximately 68:1.</p>
<p class="isSelectedEnd">The rally comes as several potentially important forces begin converging across the precious metals markets, from shifting Federal Reserve expectations to continued official-sector gold accumulation and signs of strengthening physical silver demand.</p>
<h2>Gold’s Rally Puts the Bull Market Back in Focus</h2>
<p class="isSelectedEnd">Gold's recent move caught the attention of institutional market observers after the metal experienced a sudden 4% rally.</p>
<p class="isSelectedEnd">Bloomberg Executive Editor Mark Cudmore described the move as potentially signaling the return of gold's broader bullish trend. His argument centered on the relationship between gold, the U.S. dollar and real interest rates: if Federal Reserve credibility weakens and markets consequently anticipate lower real yields and a softer dollar, the fundamental environment could become increasingly supportive for gold.</p>
<p class="isSelectedEnd">That backdrop became more significant following the latest U.S. employment report.</p>
<h2>Weak U.S. Jobs Data Changes the Rate Outlook</h2>
<p class="isSelectedEnd">The U.S. labor market reported net job losses for July 2026, helping push both gold and silver higher. The report followed revisions showing that previously reported summer job gains had been overstated.</p>
<p class="isSelectedEnd">The deterioration in employment data also changed expectations surrounding monetary policy. According to the market update, a majority of market participants now expect no change in interest rates in September, reducing expectations for another near-term rate increase.</p>
<p class="isSelectedEnd">For precious metals, expectations for lower or stable interest rates can be significant because they reduce one of the potential headwinds facing non-yielding assets such as gold and silver.</p>
<h2>Currency Intervention Raises New Questions About Reserve Diversification</h2>
<p class="isSelectedEnd">Another major theme this week was the fallout from the historic U.S. Treasury intervention in the Japanese yen market.</p>
<p class="isSelectedEnd">A Financial Times opinion piece highlighted in the update raised questions about the willingness of the United States to allow foreign central banks to freely deploy their U.S. dollar reserves. The argument is that uncertainty surrounding reserve assets could encourage countries to seek alternatives—and physical gold represents one of the most established reserve diversification options available to central banks.</p>
<p class="isSelectedEnd">Concerns extended beyond the yen. The update also cited reporting about disappointment among European policymakers over the United States selling euros as part of its intervention in the Japanese currency market. The episode adds another dimension to the debate over whether governments may increasingly prefer reserve assets that do not represent another country's financial liability.</p>
<h2>China Leads Another Round of Central-Bank Gold Buying</h2>
<p class="isSelectedEnd">Central banks continue to provide an important source of physical gold demand.</p>
<p class="isSelectedEnd">China's People's Bank of China reportedly purchased nearly 20 metric tons of gold during July 2026, continuing a pattern of buying during the gold-price pullback that began in March.</p>
<p class="isSelectedEnd">China is not alone. Singapore, the Czech Republic and the National Bank of Kazakhstan also recently reported additions to their gold reserves, while Poland has emerged as a particularly significant European buyer.</p>
<p class="isSelectedEnd">The trend suggests that official-sector demand remains an important pillar beneath the gold market even after its recent price correction.</p>
<h2>South Korea Returns to Gold After More Than a Decade</h2>
<p class="isSelectedEnd">South Korea also made headlines by announcing that it is beginning to purchase gold reserves again for the first time in more than 13 years.</p>
<p class="isSelectedEnd">The initial effort is expected to focus on gold mined and refined domestically. South Korea has considerable room to increase its exposure if policymakers choose to do so: according to the figures cited in the update, physical gold represented only about 1.1% of the country's foreign-exchange reserves at the end of June 2026.</p>
<p class="isSelectedEnd">The decision adds another country to the expanding list of central banks reconsidering the role of gold within national reserves.</p>
<h2>Gold ETF Demand Begins to Recover</h2>
<p class="isSelectedEnd">Demand is also showing signs of improvement outside the central-bank sector.</p>
<p class="isSelectedEnd">Gold ETF investment reportedly reversed several months of selling during July, with European investors returning as net buyers. Asian gold ETF demand, meanwhile, remained comparatively resilient and continued climbing through the 2026 gold-price pullback.</p>
<p class="isSelectedEnd">At the same time, reports continue to suggest that China wants to develop Hong Kong into a major hub for the global gold trade, potentially strengthening Asia's role in the international bullion market.</p>
<h2>Japanese Consumers Turn to Gold as the Yen Weakens</h2>
<p class="isSelectedEnd">Japan offers another example of how currency depreciation can influence demand for hard assets.</p>
<p class="isSelectedEnd">Department-store sales of gems, precious metals and artwork reached approximately<strong> </strong>$2 billion during the first half of the year, an increase of 19% from a year earlier and the highest level recorded since the data series began in 2008.</p>
<p class="isSelectedEnd">The increase comes as the yen's value in dollar terms has fallen to its lowest level in more than 30 years while inflation continues to erode consumer purchasing power. Some Japanese consumers are consequently shifting money from cash toward gold and branded jewelry that they believe may better preserve value.</p>
<p class="isSelectedEnd">The divergence between Japan's gold and silver markets is also notable. <a href="https://sdbullion.com/gold">Gold bullion</a> is currently trading at more than three times its old 1980 nominal high in yen terms, while silver remains below its corresponding 1980 nominal high.</p>
<h2>India Could Become a Major Catalyst for Silver</h2>
<p class="isSelectedEnd">While central-bank activity remains a dominant story for gold, silver has its own potentially significant physical-demand catalyst.</p>
<p class="isSelectedEnd">Metals Focus projects that India could import nearly 6,000 metric tons of silver this year, with the country's important festival season still several months away.</p>
<p class="isSelectedEnd">To reach that forecast, India would need to import approximately 135 million additional ounces of silver between now and the end of the year. Combined with potentially stronger investment demand during the second half of 2026, that level of physical buying could provide meaningful support for silver prices.</p>
<h2>Gold and Silver Still Face Important Technical Levels</h2>
<p class="isSelectedEnd">Despite this week's rally, neither metal has fully cleared the technical levels highlighted in the update.</p>
<p class="isSelectedEnd">Gold's 200-day moving average remains near $4,500 an ounce, compared with its weekly close of $4,341. Silver's 200-day moving average stands at just above $70 an ounce, versus its $63.30 weekly close.</p>
<p class="isSelectedEnd">Those levels could become important benchmarks for determining whether the latest advance develops into a more sustained precious-metals rally.</p>
<p>For now, the combination of central-bank accumulation, renewed ETF demand, currency instability, softer U.S. employment data and substantial prospective physical silver demand has put both metals back in focus.</p></div></div></div>]]></description>
              <pubDate>Sun, 09 Aug 2026 11:02:00 +0000</pubDate>
              <category><![CDATA[Gold &amp; Silver News]]></category>
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      <title>Paper Gold vs Physical Gold: Understanding the Investment Landscape</title>
      <link>https://sdbullion.com/blog/paper-gold-vs-physical-gold</link>
      <guid>https://sdbullion.com/blog/paper-gold-vs-physical-gold</guid>
      <description><![CDATA[<style>#html-body [data-pb-style=MXJ6DV0]{justify-content:flex-start;display:flex;flex-direction:column;background-position:left top;background-size:cover;background-repeat:no-repeat;background-attachment:scroll}</style><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-background-lazy-load="" data-element="inner" data-pb-style="MXJ6DV0"><div data-content-type="text" data-appearance="default" data-element="main"><p>Paper gold and <a href="https://sdbullion.com/gold">physical gold</a> are both tied to the price of gold, but differ in control and structure: one offers financial exposure, while the other provides direct ownership of a tangible asset.</p>
<p>I will clarify these distinctions throughout this article to show how each could fit different investment strategies.</p>
<h2>Key Takeaways</h2>
<ul>
<li>
<p>Gold’s long-standing role as a store of wealth is rooted in its intrinsic value and tangible nature, which continue to attract investors seeking stability and the ability to hold physical gold with more control.</p>
</li>
<li>
<p>Instruments like exchange-traded funds (ETFs) can offer convenient and potentially liquid exposure to gold prices, but unlike physical gold, they do not provide full control or direct ownership, introducing additional layers of risk.</p>
</li>
<li>
<p>Among physical gold investment options, the key differences lie in liquidity, pricing, and purpose. Coins can offer higher liquidity and collectible appeal, while bars are more cost-efficient and suited for bulk buying.</p>
</li>
<li>
<p>Paper gold depends on intermediaries and may bring concerns like price manipulation, while owning a precious metal physically removes that layer, showing how you buy gold affects control and exposure.</p>
</li>
</ul></div><div data-content-type="text" data-appearance="default" data-element="main"><p id="C80P2LE">Jump to: <a href="#comparison-chart">Comparison Chart</a> | <a href="#investment">Gold as an Investment</a> | <a href="#spot-vs-premium">Spot Price vs Premium</a> | <a href="#paper-gold">Paper Gold</a> | <a href="#physical-gold">Physical Gold</a> | <a href="#risks-costs">Risks and Costs</a> | <a href="#other-investments">Other Investments</a></p></div><div data-content-type="text" data-appearance="default" data-element="main"><h2><a id="comparison-chart"></a>Paper Gold vs Physical Gold: Comparison Chart</h2>
<p>For most investors, understanding these differences is less about choosing one over the other and more about recognizing the trade-offs that influence investment decisions.</p>
<table border="1"><colgroup><col><col><col></colgroup>
<tbody>
<tr>
<th colspan="1" rowspan="1">
<p><strong>What matters to Investors</strong></p>
</th>
<th colspan="1" rowspan="1">
<p><strong>Paper Gold Refers to:</strong></p>
</th>
<th colspan="1" rowspan="1">
<p><strong>Physical Gold Refers to:</strong></p>
</th>
</tr>
<tr>
<td colspan="1" rowspan="1">
<p><strong>Prices</strong></p>
</td>
<td colspan="1" rowspan="1">
<p>Influenced by fund structure, market trading, or company performance.</p>
</td>
<td colspan="1" rowspan="1">
<p>Closely follows the global gold spot price.</p>
</td>
</tr>
<tr>
<td colspan="1" rowspan="1">
<p><strong>Ownership/Storage</strong></p>
</td>
<td colspan="1" rowspan="1">
<p>Financial asset linked to gold prices, Held electronically in brokerage accounts.</p>
</td>
<td colspan="1" rowspan="1">
<p>Direct ownership of the metal, must be stored securely.</p>
</td>
</tr>
<tr>
<td colspan="1" rowspan="1">
<p><strong>Liquidity</strong></p>
</td>
<td colspan="1" rowspan="1">
<p>Easily traded on financial markets.</p>
</td>
<td colspan="1" rowspan="1">
<p>Requires selling through dealers.</p>
</td>
</tr>
<tr>
<td colspan="1" rowspan="1">
<p><strong>Risk</strong></p>
</td>
<td colspan="1" rowspan="1">
<p>Depends on the financial institutions' performance.</p>
</td>
<td colspan="1" rowspan="1">
<p>No counterparty risk.</p>
</td>
</tr>
</tbody>
</table>
<h2><a id="investment"></a>Gold as an investment</h2>
<p>Gold has long been viewed as a reliable store of value, not only by individuals but also by central banks, which continue to hold it as part of their reserves. Its role across evolving financial systems reinforces its position among tangible assets, particularly in its physical form.</p>
<p>Its value has endured time, and today, perhaps more than ever amid wars and uncertainty, it continues to embody trust and reliability.</p>
<p><strong>It is precisely this enduring trust that leads many investors to consider how they gain exposure to gold, which is why comparing paper gold and physical gold has become an important part of the investment conversation.</strong></p>
<p>Gold’s enduring value leads naturally to how it is priced today, where the relationship between the spot price and physical premiums reflects how gold is traded in modern markets.</p>
<h2><a id="spot-vs-premium"></a>Spot Price vs Premium</h2>
<p>The <a tabindex="-1" href="https://sdbullion.com/current-spot-prices">spot price</a> is the benchmark value of gold in the global gold market, reflecting real-time trading conditions historically rooted in systems such as the gold standard.</p>
<p><strong>The premium is the additional cost added to physical products, covering fabrication, distribution, and dealer margins. This is why coins typically carry higher premiums than bars, due to minting complexity and demand.</strong></p>
<p>In practice, physical gold depends not only on the spot price but also on these premiums, which can vary by product and market conditions. When selling physical gold, premiums may not be fully recovered, as resale prices are often closer to spot.</p>
<p>Ultimately, the difference between spot and premium reflects market structure rather than value itself, and how it plays out can vary based on personal preference and the form of gold held.</p>
<p>Let me start with the paper gold.</p>
<h2><a id="paper-gold"></a>Understanding Paper Gold</h2>
<p>The term "paper gold" refers to abstract ways of investing in gold, that is, investments that track the price of gold without requiring physical ownership; they are ETFs, future contracts, mining company stocks, etc.</p>
<p>Paper gold assets are often backed by physical gold reserves, but they do not provide direct ownership or control over the metal. Paper gold investments can be more convenient and liquid than physical gold, but they also carry counterparty risk and may be subject to market manipulation.</p>
<p><strong>Paper gold can provide a convenient way to gain exposure to gold prices, but it may not offer the same level of psychological security as physical gold.</strong></p>
<p>Even though all paper gold is similar in principle as a financial instrument, let me go briefly through each one.</p>
<h3>Gold Stocks: Gold Exchange Traded Funds</h3>
<p>The Gold Stocks refer specifically to shares in companies that explore and/or extract gold.</p>
<p><img src="https://images.surferseo.art/b5bcd4cb-0fbf-4fc2-8be0-7ec310c2fe72.jpg" alt=""><img src="https://sdbullion.com/media/wysiwyg/Blog/biggest_gold_mines.jpg" alt="The World's Biggest Gold Mines Chart" width="800" height="800"></p>
<p>Investing in gold stocks means profiting from <a tabindex="-1" href="https://www.statista.com/chart/23053/biggest-gold-mines-by-tonnes-produced-annually/">mining companies</a>’ performance rather than owning gold itself. Their value depends on gold prices, costs, supply, and demand.</p>
<p><strong>Types of Gold stocks are:</strong></p>
<ul>
<li>
<p><strong>Mining companies:</strong> they extract and sell gold, and you leverage based on their profits.</p>
</li>
<li>
<p><strong>ETFs</strong> are exchange-traded funds that track the price of gold. Some are backed by physical gold held in a vault, while others are composed of ETF shares, managed by a fund manager, and traded during standard market hours. While they provide efficient exposure to gold prices, their structure introduces layers between the investor and the underlying asset.</p>
</li>
</ul>
<h3>Gold Futures</h3>
<p>Gold futures are contracts to buy or sell gold at a set date in the future, allowing investors to trade large amounts quickly without physical storage. They’re typically used for short-term speculation rather than long-term value or aligning with traditional financial goals tied to owning physical gold.</p>
<h2><a id="physical-gold"></a>Physical Gold Investments</h2>
<p>Now, physical gold investments involve owning actual gold bullion, coins, or bars, providing direct ownership and control over the metal.</p>
<p><strong>Popular options among investors can be Gold Bars and Gold Coins. The main difference some consider is the liquidity of those assets. </strong></p>
<h3>Gold Coins</h3>
<p>For simplicity, let me use the American Eagle as a widely recognized, standardized example of a <a tabindex="-1" href="https://sdbullion.com/gold/gold-coins">gold coin</a>.</p>
<p>They have a distinguished design, and each <a tabindex="-1" href="https://sdbullion.com/gold/american-gold-eagle-coins">American Gold Eagle</a> contains 1 full troy ounce of .9167 fine gold (22-karat) alloyed with small amounts of silver and copper for added durability, and a $50 face value fully backed by the U.S. Government.</p>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/g/u/gus26age-1-2026-us-gold-eagle-1-oz-coin-front.jpg" alt="2026 1 oz American Gold Eagle Coin BU" width="200"><img src="https://images.surferseo.art/3429509f-de63-4b06-9fce-ad61d758f008.png" alt=""><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/g/u/gus26age-1-2026-us-gold-eagle-1-oz-coin-back_1.jpg" alt="2026 1 oz American Gold Eagle Coin BU" width="200"></p>
<h3>Gold Bars</h3>
<p><a tabindex="-1" href="https://sdbullion.com/gold/gold-bars">Gold bars</a>, on the other hand, are typically more cost-efficient but can be less liquid than coins.</p>
<p>They lack the same collectible appeal and intricate detailing, as they are cheaper to produce. As a result, their pricing tends to stay closer to the spot price within the gold market.</p>
<p><img src="https://sdbullion.com/media/catalog/category/10-oz-gold-bar-250x250_2023_-min.jpg" alt="10 oz Gold Bars-image" width="250"></p>
<p>This makes them a practical option for investors focused on physical bullion ownership through tangible assets, particularly for bulk purchasing, institutional portfolios, and long-term wealth preservation.</p>
<p>Physical gold can be stored in a safe or vault, or held in a gold storage account, such as a <a tabindex="-1" href="https://sdbullion.com/gold/ira-approved-gold">gold IRA</a>. Besides, investors should consider the costs and logistics of storing physical gold, including the costs of secure storage and insurance.</p>
<h2><a id="risks-costs"></a>Risks and Costs</h2>
<p>The most obvious risk of paper gold investments, such as gold ETFs, is reliance on an intermediary. Unlike owning and managing physical metal, the paper market is more sensitive to financial crises than physical gold held in a vault or storage facility.</p>
<p>Investors concerned about urgent events prefer buying physical gold, prioritizing barter and the possibility of selling it if they need money fast.</p>
<h2><a id="other-investments"></a>Gold vs Other Investments</h2>
<p>Unlike physical gold, paper gold behaves differently in terms of risk and market exposure. Physical precious metals are typically viewed as a safe haven during volatility and can help diversify a portfolio.</p>
<p><strong>While financial instruments provide accessibility, physical gold remains distinct due to its independence from financial intermediaries and its tangible form outside digital systems and other assets.</strong></p>
<p>Ultimately, investors can align their choice with their investment goals and risk tolerance, weighing the role of gold ownership within their broader strategy.</p>
<p><strong>Disclaimer: </strong>This content is provided for informational and educational purposes only and does not constitute financial, investment, or legal advice. Nothing in this material should be interpreted as a recommendation to buy or sell any asset. Readers should conduct their own research and consult with a qualified professional before making any financial decisions.</p></div></div></div>]]></description>
              <pubDate>Fri, 07 Aug 2026 12:20:00 +0000</pubDate>
              <category><![CDATA[Research]]></category>
           </item>
       <item>
      <title>The Gunslinger Rides Into the Cowboy Series</title>
      <link>https://sdbullion.com/blog/the-gunslinger-rides-into-the-cowboy-series</link>
      <guid>https://sdbullion.com/blog/the-gunslinger-rides-into-the-cowboy-series</guid>
      <description><![CDATA[<style>#html-body [data-pb-style=P1YB2RV]{justify-content:flex-start;display:flex;flex-direction:column;background-position:left top;background-size:cover;background-repeat:no-repeat;background-attachment:scroll}</style><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-background-lazy-load="" data-element="inner" data-pb-style="P1YB2RV"><div data-content-type="text" data-appearance="default" data-element="main"><p>The Cowboy Series by the <a href="https://sdbullion.com/scottsdale-mint">Scottsdale Mint</a> delivers its third edition, honoring the spirit of the American frontier with intense artistry and exceptional precious metals.</p>
<p>The Gunslinger captures the raw tension, grit, and independence of the Old West. Struck with precision by the renowned Scottsdale Mint, this release expands the growing, highly collectible lineup of gold and <a href="https://sdbullion.com/silver/silver-rounds">silver rounds</a> in the series.</p>
<h2>Highlights</h2>
<ul>
<li>Third release in the Cowboy Series</li>
<li>Struck by the Scottsdale Mint</li>
<li>Available in multiple formats, including silver, gold, and copper rounds</li>
<li>Includes fractional and larger sizes, from 1/10 oz gold to 5 oz silver</li>
<li>Distinctive buffalo privy mark</li>
<li>Features a cinematic Gunslinger design</li>
<li>Also available as a 1/100 oz .9999 gold minted bar</li>
<li>Exclusive Cowboy Series release available only at SD Bullion</li>
</ul></div><div data-content-type="text" data-appearance="default" data-element="main"><h2>The Scottsdale Mint</h2>
<p>The Scottsdale Mint is widely recognized for producing high-quality bullion with distinctive, artistic designs. Based in the United States, the mint has built a reputation for blending craftsmanship with investment-grade precious metals.</p>
<p>From premium finishes to intricate engravings, Scottsdale Mint products consistently stand out in the bullion market, making their themed collections, such as the Cowboy Series, especially appealing for their intrinsic value and visual impact.</p>
<h2>The Cowboy Series</h2>
<p>The Cowboy Series debuted in 2023, introducing a Western-inspired collection that celebrates iconic frontier figures. What began with a limited selection has steadily evolved into a diverse lineup, adding new sizes, finishes, and even copper rounds to broaden its appeal.</p>
<p>Rooted in one of the most enduring symbols of American culture, the cowboy represents independence, resilience, and self-reliance, values deeply tied to the nation’s frontier history. From cattle drives across open plains to the rugged expansion westward in the 19th century, the cowboy became a lasting emblem of freedom and determination.</p>
<p>The Cowboy Series draws directly from this heritage, transforming these legendary figures into finely crafted bullion designs that resonate with history and storytelling.</p>
<p>Each release in the series features a distinct Western archetype, unified by consistent design elements such as rope borders, detailed backgrounds, and signature privy marks, creating a cohesive collection that blends artistry with tradition.</p>
<h3>The Cowboy</h3>
<p>As the first release in the series, The Cowboy set the tone for what would become a standout collection.</p>
<p>It introduces a cowboy in action, riding a wild horse in a rodeo-style scene, and includes characteristic elements such as the rope and spikes on the outer ring.</p>
<p><img id="S1CK52M" src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/s/c/scgoldcowboy1ozround-obverse-500x500.jpg" alt="1 oz Scottsdale Mint Cowboy Gold Round" width="200"><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/s/c/sc-silver-cowboy-1-oz-round-reverse-tilt-800x800.jpg" alt="1 oz Scottsdale Mint Cowboy Silver Round" width="200"></p>
<p><a tabindex="-1" href="https://sdbullion.com/1-oz-scottsdale-mint-cowboy-gold-round">https://sdbullion.com/1-oz-scottsdale-mint-cowboy-gold-round</a></p>
<p>The debut design was initially released in one-ounce <a href="https://sdbullion.com/silver">silver</a> and gold rounds and a 1/100 oz gold bar, before expanding into additional settings.</p>
<h3>The Rifleman</h3>
<p>The second release, The Rifleman, built upon the series with expanded availability and a more dynamic composition.</p>
<p>The rifleman is also depicted in motion, preparing to shoot while mounted, capturing a moment of precision and control. As with the Cowboy, the design is framed by a rope border and an outer ring of spikes.</p>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/g/s/gsccowboyrifleman-1-sc-gold-cowboy-series-the-rifleman-1-oz-round-certilockf.jpg" alt="1 oz The Rifleman Gold Round - Cowboy Series" width="200"><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/s/s/ssccowboyrifleman-1-sc-silver-cowboy-series-the-rifleman-1-oz-round-front.jpg" alt="1 oz The Rifleman Silver Round - Cowboy Series" width="200"></p>
<p><a tabindex="-1" href="https://sdbullion.com/1-oz-the-rifleman-gold-round-cowboy-series">https://sdbullion.com/1-oz-the-rifleman-gold-round-cowboy-series</a></p>
<h2>The Gunslinger – The Most Recent Release</h2>
<p>The Gunslinger introduces a cinematic interpretation of one of the most iconic figures of the Old West. Often portrayed as a lone figure, the gunslinger embodies mystery, operating by his own code in a lawless, unpredictable landscape with admirable quiet authority.</p>
<p>Unlike the cowboy or the rifleman, the gunslinger represents the final moment before action: the split-second where skill, instinct, and reputation converge. His presence alone carries weight, symbolizing danger and control, as well as the harsh realities of frontier justice.</p>
<p>This release captures that intensity, translating the legend of the gunslinger into a striking bullion design that reflects the drama and discipline of the Western frontier.</p>
<h2>The Gunlinger Design</h2>
<p>The Western gunslinger is portrayed on the obverse, standing with legs firmly planted, extending both arms outward while holding dual revolvers. His long coat flows dramatically, adding movement and tension, while his lowered hat casts a shadow across his face, reinforcing the mysterious persona of a lone gunman.</p>
<p>We need sdbullion’s official link to add images here</p>
<p>As in previous releases, the central image is framed by a rope border and set against a detailed radial background, with a buffalo privy mark to the side. Inscriptions denoting weight, metal content, and purity are included.</p>
<p>The reverse features the crowned lion emblem encircled by the same rope, with the mint’s name above and the phrase “RIDE FOR THE BRAND” below.</p>
<h3>The Buffalo Privy Mark</h3>
<p>A buffalo privy mark appears within the design, serving as a subtle security feature and a nod to the enduring symbolism of the American frontier, where the buffalo remains one of the most iconic emblems of the Old West.</p>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/s/s/ssccowboyroundgilded-1-sc-silver-cowboy-gilded-1-oz-round-rev.png" alt="1 oz Cowboy Gilded Silver Round - Cowboy Series" width="200"></p>
<p><a tabindex="-1" href="https://sdbullion.com/1-oz-cowboy-gilded-silver-round-cowboy-series">https://sdbullion.com/1-oz-cowboy-gilded-silver-round-cowboy-series</a></p>
<h2>Round Variations</h2>
<p>The Gunslinger is available in a wide range of options, offering flexibility for purchase:&nbsp;</p>
<table border="1">
<tbody>
<tr>
<td>
<p><strong>Size</strong></p>
</td>
<td>
<p><strong>Metal Content</strong></p>
</td>
<td>
<p><strong>Fineness</strong></p>
</td>
<td>
<p><strong>Finish</strong></p>
</td>
</tr>
<tr>
<td>
<p>5 oz</p>
</td>
<td>
<p>Silver</p>
</td>
<td>
<p>.9999</p>
</td>
<td>
<p>Brilliant</p>
</td>
</tr>
<tr>
<td>
<p>1 oz</p>
</td>
<td>
<p>Silver</p>
</td>
<td>
<p>.9999</p>
</td>
<td>
<p>Brilliant</p>
</td>
</tr>
<tr>
<td>
<p>1 oz</p>
</td>
<td>
<p>Silver</p>
</td>
<td>
<p>.9999</p>
</td>
<td>
<p>Antique</p>
</td>
</tr>
<tr>
<td>
<p>1 oz</p>
</td>
<td>
<p>Silver</p>
</td>
<td>
<p>.9999</p>
</td>
<td>
<p>Gilded</p>
</td>
</tr>
<tr>
<td>
<p>1 oz</p>
</td>
<td>
<p>Copper</p>
</td>
<td>
<p>.999</p>
</td>
<td>
<p>Brilliant</p>
</td>
</tr>
<tr>
<td>
<p>1 oz</p>
</td>
<td>
<p>Gold</p>
</td>
<td>
<p>.9999</p>
</td>
<td>
<p>Brilliant</p>
</td>
</tr>
<tr>
<td>
<p>1/10 oz</p>
</td>
<td>
<p>Gold</p>
</td>
<td>
<p>.9999</p>
</td>
<td>
<p>Brilliant</p>
</td>
</tr>
</tbody>
</table>
<h2>The Gunslinger Gold Bar</h2>
<p>The 1/100th oz gold bar stands out as one of the smallest <a href="https://sdbullion.com/gold">gold bullion</a> pieces available, offering a unique blend of accessibility and craftsmanship. Struck in .9999 fine gold by the Scottsdale Mint, this minted ingot delivers a refined, sophisticated appearance despite its compact size.</p>
<p>Its rectangular shape features vertical imprints, rounded edges, and smooth surfaces, enhancing its premium finish.</p>
<p>While the reverse remains blank, emphasizing the clean, minimalist style typical of minted bars, the obverse reproduces the Gunslinger design. The accompanying inscriptions include “Scottsdale Mint,” “1/100th toz,” and “.9999 Gold,” identifying the refinery, weight, and purity.&nbsp;</p>
<p><strong>Claim your exclusive piece of the frontier with The Gunslinger—available only at SD Bullion, where Western legacy meets lasting precious metal value.</strong></p></div></div></div>]]></description>
              <pubDate>Tue, 04 Aug 2026 08:23:00 +0000</pubDate>
              <category><![CDATA[New Product Features]]></category>
              <category><![CDATA[Research]]></category>
           </item>
       <item>
      <title>Gold &amp; Silver Hold Steady as U.S. Debt Nears $40 Trillion, Japan Intervenes, and Perth Mint Sets World Record</title>
      <link>https://sdbullion.com/blog/us-debt-40-trillion-japan-currency-intervention-perth-mint-record-breaking-gold-bar</link>
      <guid>https://sdbullion.com/blog/us-debt-40-trillion-japan-currency-intervention-perth-mint-record-breaking-gold-bar</guid>
      <description><![CDATA[<style>#html-body [data-pb-style=GAXBUW9]{justify-content:flex-start;display:flex;flex-direction:column;background-position:left top;background-size:cover;background-repeat:no-repeat;background-attachment:scroll}</style><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-background-lazy-load="" data-element="inner" data-pb-style="GAXBUW9"><div data-content-type="text" data-appearance="default" data-element="main"><h2>Gold &amp; Silver Hold Firm as U.S. Debt Nears $40 Trillion and Japan's Massive Currency Intervention Highlights Growing Global Demand for Gold</h2>
<ul>
<li>Gold and silver ended the week little changed, with silver closing at $57.62/oz and gold at $4,050/oz, while the <a href="https://sdbullion.com/gold-silver-ratio">gold-to-silver ratio</a> climbed back to 70:1, reflecting a modest pause after silver's historic outperformance earlier this year.</li>
<li>Silver's structural supply deficit remains intact, with tight physical inventories continuing to underpin the long-term bullish outlook. The recent rebound in the gold-to-silver ratio has been relatively muted, suggesting underlying demand for silver remains resilient.</li>
<li>Both metals continue trading below their 200-day moving averages, a level viewed by some bullion investors as indicating potential value after this year's sharp correction.<br>The Federal Reserve left interest rates unchanged, but investor attention is shifting toward the rapidly approaching $40 trillion U.S. national debt and rising Treasury yields, reinforcing concerns over long-term fiscal sustainability.</li>
<li>Japan dominated global macro headlines after reportedly spending an estimated $53–90 billion to support the yen in one of the largest single-day currency interventions on record, highlighting mounting pressure across major fiat currencies.</li>
<li>The intervention also weighed on the U.S. Dollar Index, as the Japanese yen represents a significant component of the DXY, illustrating how foreign exchange policies can quickly ripple across precious metals markets.</li>
<li>Despite years of dramatic gains in local <a href="https://sdbullion.com/gold-price">gold prices</a>, Japanese investors remain underallocated to silver, with domestic silver ETF assets representing only a fraction of gold holdings, leaving room for future investment demand should sentiment shift.</li>
<li>Central banks continued buying aggressively into gold's correction, with Singapore adding seven tonnes and global official-sector purchases estimated near 300 tonnes during the second quarter, potentially marking a record pace for that period.</li>
<li>Global physical gold demand remains exceptionally strong, with worldwide purchases approaching $400 billion during the first half of the year, underscoring continued appetite for bullion despite historically elevated prices.</li>
<li>The <a href="https://sdbullion.com/perth-mint">Perth Mint</a> unveiled a new Guinness World Record gold bar, weighing more than its previous record-setting counterpart and refined to 99.999% purity, highlighting ongoing investment and innovation within the global precious metals industry.</li>
</ul>
<h3>Discover why rising U.S. debt, Japan's massive currency intervention, continued central bank gold buying, and the Perth Mint's record-breaking gold bar could have lasting implications for precious metals investors. Watch this week's market update for the complete analysis and outlook.</h3>
<p>&nbsp;</p>
<p>Gold and silver prices finished the week relatively unchanged, but the broader market environment remained anything but quiet. Rising U.S. debt, pressure in global bond markets, Japan’s aggressive defense of the yen, and continued central bank gold buying all reinforced the long-term case for holding physical precious metals.</p>
<p><a href="https://sdbullion.com/silver-prices">Silver price</a> closed the week at $57.62 per ounce bid, while gold finished at $4,050 per ounce bid. The gold-to-silver ratio increased to approximately 70 ounces of silver for every ounce of gold, reflecting a modest reversal after the ratio’s unusually rapid decline earlier in the year.</p>
<h2>Gold and Silver Consolidate After a Volatile Year</h2>
<p>The week’s relatively flat performance offered investors a pause following dramatic price movements earlier in the year. The gold-to-silver ratio has moved higher, but its rebound remains limited compared with the extreme deviation from its 200-day moving average seen at the beginning of the year.</p>
<p>That muted response may signal that silver’s underlying fundamentals remain firm. Global silver supplies continue to face pressure as persistent market deficits reduce available inventories. Even a relatively small increase in investment flows or physical tonnage demand could create the conditions for another sharp silver squeeze.</p>
<p>Both gold and silver are also trading below their respective 200-day moving averages. Gold’s 200-day average remains near $4,500 per ounce, while current bullion prices are substantially lower. Silver is similarly positioned below its long-term trend line, and the elevated gold-to-silver ratio continues to make silver comparatively attractive to some physical bullion buyers.</p>
<h2>U.S. Debt Approaches $40 Trillion</h2>
<p>The Federal Reserve held interest rates unchanged during the week, but the country’s rapidly expanding debt burden remained a central concern for precious metals investors. U.S. federal debt is approaching the historic $40 trillion threshold, increasing questions about the long-term sustainability of government borrowing and the purchasing power of the dollar.</p>
<p>Pressure is also building in the U.S. Treasury market. Rising 10-year Treasury yields suggest that sellers are outnumbering buyers, forcing borrowing costs higher. Foreign holders have also become more active sellers, with India recently retrieving U.S. dollars to help support the weakening rupee at home and abroad.</p>
<p>This combination of mounting debt, higher interest costs, and declining foreign demand for government bonds creates a difficult policy environment. Higher rates increase the cost of servicing the national debt, while lower rates can place additional pressure on the dollar and inflation. Historically, these conditions have strengthened investor interest in gold and silver as alternatives to fiat currencies and sovereign debt.</p>
<h2>Japan Launches a Massive Yen Currency Intervention</h2>
<p>Japan delivered one of the week’s most dramatic financial developments by intervening heavily in foreign exchange markets to support the yen. Estimates suggest that Japanese authorities spent between $53 billion and $90 billion in a single day to prevent the currency from falling further.</p>
<p>At the high end of that estimate, the intervention was nearly equal to the total value of Japan’s official gold reserves. The scale of the operation illustrates how far governments may go to defend confidence in their currencies during periods of extreme market pressure.</p>
<p>The intervention temporarily moved the exchange rate from approximately 164 yen per U.S. dollar to around 158 yen, its strongest level since a previous intervention in early May. Because the Japanese yen accounts for approximately 13.6% of the U.S. Dollar Index, the yen’s sudden rebound also contributed to a sharp decline in the DXY on Thursday.</p>
<p>U.S. Treasury Secretary Scott Bessent publicly supported the view that the yen had become significantly undervalued, arguing that currency markets had overshot the level justified by Japan’s economic fundamentals. His comments highlighted the international importance of Japan’s currency stability and the potential consequences of continued yen weakness for global markets.</p>
<h3>Japanese Investors Remain Underexposed to Silver</h3>
<p>Despite the yen’s dramatic loss of purchasing power over time, Japanese investment demand remains heavily concentrated in gold rather than silver. Local gold prices currently stand at approximately three times their nominal 1980 high, while silver remains below its nominal peak from more than 45 years ago.</p>
<p>The imbalance is particularly visible in Japanese exchange-traded funds. The country’s gold ETFs hold approximately $1.35 billion in assets, compared with only about $8 million in silver ETFs. That represents roughly 170 times more capital invested in gold than silver.</p>
<p>This significant difference suggests that silver remains largely overlooked by Japanese investors. Should domestic interest begin shifting toward silver, even a relatively small reallocation from gold or cash could have a meaningful impact on a physically constrained global market.</p>
<h2>Central Banks Continue Buying Gold</h2>
<p>Central bank demand remained another major source of support for gold. Singapore recently purchased seven tonnes, while World Gold Council data indicated that central banks continued buying during the recent gold price correction.</p>
<p>A visual estimate from the available data suggests that global central bank purchases may have approached 300 tonnes during the second quarter. If confirmed, that would represent the largest second-quarter central bank gold buying total on record, potentially surpassed only by Chinese demand.</p>
<p>The continued accumulation of gold reflects a broader effort by governments to diversify away from U.S. debt and foreign currency reserves. Central banks appear willing to buy physical gold even near historically elevated prices, suggesting that reserve security and long-term currency protection are taking priority over short-term price considerations.</p>
<h3>Physical Gold Demand Reaches Historic Levels</h3>
<p>Global physical gold demand remains exceptionally strong in both weight and dollar terms. Despite near-record prices in currencies around the world, the total quantity of gold being purchased has reached unprecedented levels.</p>
<p>During the first half of the year, global buyers spent nearly $400 billion on physical gold—approximately double the amount recorded during earlier periods. This strength indicates that demand is not slowing simply because prices are high. Instead, investors and institutions appear increasingly focused on the long-term devaluation of fiat currencies relative to physical bullion.</p>
<h2>Perth Mint Unveils a World Record Gold Bar</h2>
<p>The Perth Mint closed the week with a dramatic demonstration of gold’s enduring appeal by unveiling a new Guinness World Record gold bar. Known as “the people’s bar,” the massive piece exceeded the previous record set in Dubai by more than 200 kilograms.</p>
<p>The bar was refined to an extraordinary purity of 99.999%, a technically demanding standard requiring significant expertise and precision. A team of 35 specialists produced the bar using gold supplied by nine Australian mining companies, including BHP and Newmont.</p>
<p>The metal was heated to nearly 1,400 degrees before being poured into a specialized mold. After a week of cooling and finishing, the record-breaking bar emerged with an estimated value of at least $95 million. It measures approximately 90 centimeters long and 20 centimeters high and wide.</p>
<p>For perspective, the estimated upper end of Japan’s one-day yen intervention could have purchased approximately 1,400 of these enormous gold bars. That comparison offers a striking illustration of the scale of modern currency intervention and the enduring value concentrated in physical gold.</p>
<h3>What Investors Should Watch Next</h3>
<p>Gold and silver may have ended the week quietly, but the forces influencing both metals continue to intensify. U.S. debt is nearing $40 trillion, Treasury markets are facing selling pressure, Japan is spending tens of billions of dollars to defend the yen, and central banks are continuing to acquire physical gold in record quantities.</p>
<p>At the same time, silver remains supported by recurring global supply deficits and limited available inventory. With both metals trading below their 200-day moving averages, investors will be watching closely for renewed fund flows, further currency instability, and additional evidence of physical market tightness.</p>
<p>Watch this week’s market update for the complete analysis, supporting charts, and a closer look at the developments shaping the outlook for gold and silver.</p>
<p>&nbsp;</p>
<p>Sources:</p>
<p>Australian mint breaks World Record for largest gold bar | 9 News Australia<br><a href="https://youtu.be/rJC0buYp1Yk?si=ALonMvibUPMibqkV">https://youtu.be/rJC0buYp1Yk?si=ALonMvibUPMibqkV</a></p>
<p>&nbsp;</p></div></div></div>]]></description>
              <pubDate>Sat, 01 Aug 2026 11:30:00 +0000</pubDate>
              <category><![CDATA[Gold &amp; Silver News]]></category>
           </item>
       <item>
      <title>Best Silver Bullion to Buy in 2026: A Practical Guide</title>
      <link>https://sdbullion.com/blog/best-silver-bullion-to-buy</link>
      <guid>https://sdbullion.com/blog/best-silver-bullion-to-buy</guid>
      <description><![CDATA[<style>#html-body [data-pb-style=EQI96QA]{justify-content:flex-start;display:flex;flex-direction:column;background-position:left top;background-size:cover;background-repeat:no-repeat;background-attachment:scroll}</style><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-background-lazy-load="" data-element="inner" data-pb-style="EQI96QA"><div data-content-type="text" data-appearance="default" data-element="main"><p><strong>Quick Answer: Best Silver Bullion in 2026</strong></p>
<ul>
<li>Best for liquidity: American Silver Eagle (1 oz, .999 fine, ~$3–$6 above spot)</li>
<li>Best value per ounce: 100 oz silver bar (~$0.50–$1.50 above spot)</li>
<li>Lowest premium: 1 oz silver round (~$1–$3 above spot)</li>
<li>Best for Gold IRA: American Silver Eagle or Canadian Silver Maple Leaf (.9999 fine)</li>
<li>Best overall: 10 oz silver bar (~3–6% above spot) — lowest premium with strong liquidity</li>
</ul>
<p>The best silver bullion to buy in 2026 is the&nbsp;<a tabindex="-1" href="https://sdbullion.com/silver/us-mint-american-silver-eagle-coins">American Silver Eagle</a> for investors who prioritize liquidity, the 100 oz silver bar for those maximizing ounces per dollar, and the 1 oz silver round for buyers seeking the lowest premium with recognizable designs.&nbsp;</p>
<p>Government-minted coins from the U.S. Mint, Royal Canadian Mint, and Perth Mint carry the strongest global resale demand, while private-mint silver bars and rounds typically run $1–$3 less per ounce over spot.&nbsp;</p>
<p>During Q1 2026, silver spot prices generally traded between approximately $28 and $34 per ounce, although pricing continues to fluctuate with broader market conditions.&nbsp;</p>
<p>Your ideal choice depends on four factors: premium tolerance, storage capacity, resale timeline, and IRA eligibility requirements.</p>
<h2>Key Takeaways</h2>
<ul>
<li data-section-id="1e9z53s" data-start="0" data-end="199">The best silver bullion in 2026 depends on your goals: American Silver Eagles offer top liquidity, 100 oz silver bars maximize ounces per dollar, and 1 oz silver rounds provide the lowest premiums.</li>
<li data-section-id="17ithfz" data-start="201" data-end="328">Government-minted silver coins carry higher premiums but are easier to resell globally due to stronger recognition and trust.</li>
<li data-section-id="18buqsx" data-start="330" data-end="498">Silver’s long-term investment appeal is driven by both industrial demand (solar, EVs, electronics) and its role as a hedge against inflation and economic uncertainty.</li>
<li data-section-id="g0j5cv" data-start="500" data-end="648">Silver bars generally offer the best value per ounce, while coins prioritize liquidity and rounds balance affordability with recognizable designs.</li>
<li data-section-id="ayndby" data-start="650" data-end="773" data-is-last-node="">IRA-eligible silver must usually meet .999 purity standards and be stored with an approved custodian rather than at home.</li>
</ul></div><div data-content-type="text" data-appearance="default" data-element="main"><p>Jump to: <a href="#silver">What is Silver Bullion?</a> | <a href="#buy">Why Buy Silver Bullion in 2026?</a> | <a href="#coins-bars-rounds">Silver Coins vs Silver Bars vs Silver Rounds</a> | <a href="#portfolio">Portfolio Allocation</a> | <a href="#beginners">Best for Beginners</a> | <a href="#long-term">Best for Long-Term</a> | <a href="#ira">IRA-Eligible Silver Bullion</a> | <a href="#top-products">Top Silver Products</a> | <a href="#premiums">How to Evaluate Premiums?</a> | <a href="#storage">How to Store Silver?</a> | <a href="#online-local">Online vs Local Shopping</a> | <a href="#tax">Tax Implications</a> | <a href="#faqs">FAQs</a></p></div><div data-content-type="text" data-appearance="default" data-element="main"><h2><a id="silver"></a>What Is Silver Bullion?</h2>
<p>Before choosing the right silver to buy, it’s important to understand what <a tabindex="-1" href="https://sdbullion.com/silver-prices">silver bullion</a> actually is and how it works as an investment. Let’s start with a clear definition and the basics every investor should know.</p>
<h3>Silver Bullion Defined</h3>
<p>Silver bullion refers to physical silver that is valued primarily for its metal content rather than any collectible or historical significance. In simple terms, it’s silver in its purest investment form, typically produced as coins, bars, or rounds.</p>
<p>Unlike jewelry or decorative items, bullion is priced based on the current market value of silver, often called the “spot price,” plus a small premium. This makes it one of the most straightforward ways to gain exposure to precious metals.</p>
<p>Silver bullion offers a tangible asset that doesn’t rely on digital systems or financial institutions. It’s something you can hold, store, and control directly.</p>
<h3>Silver Purity Standards (.999 Fine Silver)</h3>
<p>Most modern silver bullion is produced to <strong>.999 fine silver purity</strong>, meaning it contains 99.9% pure silver. This standard is widely accepted across global markets and ensures consistency and trust when buying or selling.</p>
<p>Some products go even further, such as .9999 fine silver, but the difference is minimal. The key takeaway is that high-purity silver is easy to value, trade, and store.</p>
<p>Reputable mints, government and private, clearly stamp fineness and weight on each piece. Many IRA-approved silver products are also produced by refiners accredited by the LBMA (London Bullion Market Association), one of the most recognized global standards organizations for precious metals refining and purity verification.&nbsp;</p>
<p>This transparency helps buyers feel confident about what they’re purchasing.</p>
<h3>Silver Bullion vs. Numismatic Silver</h3>
<p><strong>Silver bullion</strong> is valued mainly for its metal content. The <a tabindex="-1" href="https://sdbullion.com/silver-prices">silver price</a> moves with the silver market, making it a practical choice focused on wealth preservation or growth.</p>
<p><strong>Numismatic silver</strong>, on the other hand, carries additional value based on rarity, condition, age, and collector demand. Because of that, rare coins can be highly priced. While these coins can appreciate significantly, they also require more knowledge and come with higher premiums.</p>
<p>SD Bullion, one of the largest online silver dealers in the U.S., offers over 4,000 silver bullion products with live spot-price-based pricing and a best-price guarantee, making it a practical starting point for comparing premiums across coins, bars, and rounds.&nbsp;</p>
<p>Since 2012, SD Bullion has fulfilled orders for over a million customers and maintains an A+ Better Business Bureau rating and 4.8 out of 5 stars out of over 200,000 reviews across review platform Shopper Approved, reinforcing its reputation among precious metals investors. Verify all customer and ratings figures before publishing.&nbsp;</p>
<h2><a id="buy"></a>Why Buy Silver Bullion in 2026?</h2>
<p>In 2026, a combination of industrial demand, economic factors, and market trends continues to shape how investors view silver as an asset.</p>
<h3>Silver's Industrial Demand Drivers</h3>
<p>Silver is also a critical industrial resource. In fact, a large share of global silver demand comes from industries that rely on its unique properties, such as conductivity and durability.</p>
<p>In 2026, this demand continues to grow. According to the <a tabindex="-1" href="https://silverinstitute.org/silver-supply-demand/#silver_demand" target="_blank" rel="noopener">Silver Institute’s 2025 World Silver Survey</a>, global industrial silver demand reached approximately 680 million ounces, driven largely by solar energy expansion, electronics manufacturing, and electric vehicle production.</p>
<p>Especially in sectors such as solar energy (photovoltaic panels), electric vehicles, electronics and semiconductors, and medical applications. Modern photovoltaic solar panels alone use roughly 20 grams of silver per panel due to silver’s exceptional electrical conductivity.&nbsp;</p>
<p>As the world pushes toward cleaner energy and more advanced technology, silver plays a key role behind the scenes. This dual demand, industrial and investment, gives silver a unique position among precious metals.</p>
<p>This can create long-term upward price pressure, especially when supply struggles to keep up.</p>
<h3>Silver as a Hedge: Historical Performance</h3>
<p>Silver has long been seen as a hedge against inflation and economic uncertainty. While it can be more volatile than gold, it often performs well during periods of financial stress or currency weakness.</p>
<p>Historically, when inflation rises or markets become unstable, many investors turn to physical assets, such as silver, to help preserve purchasing power. It’s not about short-term gains. It’s about protection over time.</p>
<p>Silver also tends to move in cycles. There are periods of consolidation, followed by sharp upward moves.</p>
<h3>Silver-to-Gold Ratio Explained</h3>
<p>One of the most commonly used tools in precious metals investing is the <a tabindex="-1" href="https://sdbullion.com/gold-silver-ratio"><strong>silver-to-gold ratio</strong></a>. This ratio measures how many ounces of silver it takes to buy one ounce of gold.</p>
<p>For example, if the ratio is 80:1, it means 80 ounces of silver equals the value of 1 ounce of gold.</p>
<p>Many investors watch this ratio closely because it can signal relative value:</p>
<ul>
<li>A <strong>higher ratio</strong> may suggest silver is undervalued compared to gold</li>
<li>A <strong>lower ratio</strong> may indicate silver is relatively more expensive</li>
</ul>
<p>Investors use this strategy to shift between silver and gold over time, aiming to accumulate more ounces overall.</p>
<h2><a id="coins-bars-rounds"></a>Silver Coins vs. Silver Bars vs. Silver Rounds</h2>
<p>When buying silver bullion, you’ll quickly notice there are three main formats: coins, bars, and rounds. Each has its own advantages depending on your goals.</p>
<h3>Silver Coins: Government-Minted, Higher Premium</h3>
<p>Silver coins are crafted by official government mints and carry a legal tender monetary denomination. While that denomination is usually symbolic, it adds a layer of trust and recognition.</p>
<p>Popular strikes include the American Silver Eagle by the US Mint, the<a tabindex="-1" href="https://sdbullion.com/silver/canadian-silver-coins/canadian-silver-maple-leaf-coins"> Canadian Silver Maple Leaf </a>by the Royal Canadian Mint, and the Lunar Series (based on the Chinese Lunar Calendar) by the Australian Perth Mint. For example, the 1 oz American Silver Eagle contains 31.1 grams of silver and measures approximately 40.6 mm in diameter and 3.0 mm thick.&nbsp;</p>
<p>These <a tabindex="-1" href="https://sdbullion.com/silver/silver-coins">silver bullion coins</a> are widely recognized worldwide, making them easier to sell or trade. However, they typically come with higher premiums compared to other coins. As of May 2026, American Silver Eagle premiums commonly range from $3 to $6 above the silver spot price, depending on dealer inventory levels and overall market demand.&nbsp;</p>
<p>For many investors, that extra cost is worth it for the added liquidity and credibility.</p>
<h3>Silver Bars: Lowest Cost Per Ounce</h3>
<p>Silver bars usually offer the <strong>lowest cost per ounce</strong>, especially in larger sizes like 10-oz or 100-oz bars. A typical 10 oz silver bar measures approximately 3.15" × 1.77" × 0.65", while most 100 oz silver bars measure roughly 6.55" × 2.5" × 1.1", although dimensions vary slightly by refinery.&nbsp;</p>
<p>Because they’re simpler to manufacture and don’t carry the same legal tender status as coins, their premiums are generally lower. As of May 2026, many <a tabindex="-1" href="https://sdbullion.com/silver/silver-bars/100-oz-silver-bars">100 oz silver bars</a> trade at premiums between approximately $0.50 and $1.50 per ounce over spot.&nbsp;</p>
<p>This makes them a popular choice for accumulating more silver per dollar invested, often referred to as “stacking.”</p>
<h3>Silver Rounds: Private Mint, Lowest Premium</h3>
<p>Silver rounds look similar to coins on both the obverse and reverse sides, but are manufactured by private mints and do not carry a legal tender denomination. They often feature creative, visually appealing designs or replicas of famous, detailed designs, making them more attractive than standard <a tabindex="-1" href="https://sdbullion.com/silver/silver-bars">silver bars</a>.&nbsp;</p>
<p>At the same time, they are typically priced closer to bars than government-issued coins, offering a more affordable alternative. This balance makes silver rounds an appealing option for those who want recognizable designs without paying the higher premiums often associated with official mint products.</p>
<h3>Summary:&nbsp;</h3>
<p>Choosing between silver coins, bars, and rounds often comes down to your priorities—whether that’s recognition, affordability, or maximizing the amount of silver you own. Each format has its own strengths, and understanding the differences can help you make more confident buying decisions.</p>
<table border="1">
<tbody>
<tr>
<td colspan="4">
<h2><strong>Silver Coins vs. Silver Bars vs. Silver Rounds</strong></h2>
</td>
</tr>
<tr>
<td>
<p><strong>Feature</strong></p>
</td>
<td>
<p><strong>Silver Coins</strong></p>
</td>
<td>
<p><strong>Silver Bars</strong></p>
</td>
<td>
<p><strong>Silver Rounds</strong></p>
</td>
</tr>
<tr>
<td>
<p><strong>Mint Type</strong></p>
</td>
<td>
<p>Government mints</p>
</td>
<td>
<p>Private mints (sometimes government)</p>
</td>
<td>
<p>Private mints</p>
</td>
</tr>
<tr>
<td>
<p><strong>Legal Tender</strong></p>
</td>
<td>
<p>Yes (face value assigned)</p>
</td>
<td>
<p>No</p>
</td>
<td>
<p>No</p>
</td>
</tr>
<tr>
<td>
<p><strong>Premiums</strong></p>
</td>
<td>
<p>Highest</p>
</td>
<td>
<p>Lowest (especially larger sizes)</p>
</td>
<td>
<p>Low (usually between coins and bars)</p>
</td>
</tr>
<tr>
<td>
<p><strong>Cost Efficiency</strong></p>
</td>
<td>
<p>Lower</p>
</td>
<td>
<p>Highest (best value per ounce)</p>
</td>
<td>
<p>High</p>
</td>
</tr>
<tr>
<td>
<p><strong>Recognition</strong></p>
</td>
<td>
<p>Very high (globally trusted)</p>
</td>
<td>
<p>Moderate</p>
</td>
<td>
<p>Moderate</p>
</td>
</tr>
<tr>
<td>
<p><strong>Liquidity (Ease of Selling)</strong></p>
</td>
<td>
<p>Very easy to sell</p>
</td>
<td>
<p>Easy, but depends on size</p>
</td>
<td>
<p>Easy</p>
</td>
</tr>
<tr>
<td>
<p><strong>Design</strong></p>
</td>
<td>
<p>Official, standardized designs</p>
</td>
<td>
<p>Simple, minimal design</p>
</td>
<td>
<p>Creative, varied designs</p>
</td>
</tr>
<tr>
<td>
<p><strong>Best For</strong></p>
</td>
<td>
<p>Investors who value trust and liquidity</p>
</td>
<td>
<p>Investors focused on maximizing silver weight</p>
</td>
<td>
<p>Investors seeking balance between cost and design</p>
</td>
</tr>
</tbody>
</table>
<h3><strong>Which Is Best for Your Goals?</strong></h3>
<p>Choosing between silver coins, bars, and rounds depends primarily on an investor’s liquidity needs, tolerance for premiums, storage capacity, and long-term investment strategy.</p>
<ul>
<li>If you value <strong>recognition and liquidity</strong>, coins may be a great option</li>
<li>If your goal is <strong>to maximize silver weight</strong>, bars usually offer the best value</li>
<li>If you want a <strong>balance between cost and design</strong>, rounds are a strong option</li>
</ul>
<p>Many investors choose to hold a mix of all three, giving them flexibility.</p>
<h2><a id="portfolio"></a>How Much Silver Should I Buy? A Budget-Based Framework</h2>
<p>The answer depends on your budget, long-term goals, and whether you prioritize liquidity, lower premiums, or maximizing the total ounces you own.</p>
<h3>Under $500: Start with 1 oz Silver Rounds</h3>
<p>For investors starting with a smaller budget, <a tabindex="-1" href="https://sdbullion.com/silver/silver-rounds/1-oz-silver-rounds">1 oz silver rounds</a> are often the most practical choice. They typically carry lower premiums than government-issued coins, making it easier to accumulate silver without paying significantly above the spot price.&nbsp;</p>
<p>Their smaller size also offers flexibility, allowing buyers to build holdings gradually as they become more comfortable with the precious metals market.</p>
<h3>$500–$5,000: Mix Silver Rounds with 10 oz Bars</h3>
<p>As your investment budget grows, combining 1 oz silver rounds with <a tabindex="-1" href="https://sdbullion.com/silver/silver-bars/10-oz-silver-bars">10 oz silver bars</a> can create a more balanced strategy.&nbsp;</p>
<p>Silver rounds continue to offer flexibility and easier resale in smaller quantities, while 10-oz bars generally reduce the premium paid per ounce. This approach helps investors improve cost efficiency while maintaining accessible, recognizable silver products in their portfolio.</p>
<h3>$5,000+: Focus on 100 oz Bars with Silver Eagles for Liquidity</h3>
<p>For larger silver investments, many buyers prioritize maximizing ounces while lowering acquisition costs. In this range, 100 oz silver bars are among the most efficient options because they often carry some of the lowest premiums in the physical silver market.&nbsp;</p>
<p>At the same time, many experienced investors continue holding American Silver Eagles due to their exceptional liquidity and global recognition.&nbsp;</p>
<p>Combining large silver bars with highly recognizable government-issued coins can create a more flexible long-term silver strategy.</p>
<h2><a id="beginners"></a>Best Silver Bullion for Beginners</h2>
<p>Many new investors find that sticking to simple, well-known products makes the process much easier and less intimidating.</p>
<p>The key is to focus on silver that is easy to recognize, easy to sell, and reasonably priced.</p>
<h3>American Silver Eagle: Most Recognized</h3>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/s/u/sus26ase-1-front.jpg" alt="2026 1 oz American Silver Eagle Coin BU" width="200"><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/s/u/sus26ase-1-back2.jpg" alt="2026 1 oz American Silver Eagle Coin Reverse" width="200"></p>
<p><a tabindex="-1" href="https://sdbullion.com/2026-1-oz-american-silver-eagle-coin-bu">2026 1 oz American Silver Eagle Coin BU</a></p>
<p>The American Silver Eagle is the official silver bullion coin in the US and one of the most popular silver coins in the world. Minted by the US Mint, it’s widely trusted and instantly recognizable. For beginners, that recognition matters. It makes buying feel safer and selling much easier down the line.</p>
<p>While it usually carries a higher premium than other silver products, it may be a reliable starting point thanks to its liquidity and strong demand.</p>
<h3>1 oz Silver Rounds: Most Affordable Entry</h3>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/s/g/sgnround-1_1_.jpg" alt="1 oz Silver Rounds (New) - Design Our Choice" width="300"></p>
<p><a tabindex="-1" href="https://sdbullion.com/1-oz-silver-rounds-new">1 oz Silver Rounds (New) - Design Our Choice</a></p>
<p>If your goal is to get the most silver for your money, <strong>1 oz silver rounds</strong> are one of the easiest ways to start.</p>
<p>Crafted by private mints, they typically have lower premiums than government-issued coins. This makes them ideal for beginners who want to build their holdings gradually without overpaying.</p>
<p>Even though they don’t carry legal tender status, most rounds are still clearly marked with weight and fineness, making them easy to trade.</p>
<h3>10 oz Silver Bars: Best Value Starter</h3>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/s/g/sgnbar-10.jpg" alt="10 oz Silver Bars - Design Our Choice" width="300"></p>
<p><a tabindex="-1" href="https://sdbullion.com/generic-10-oz-silver-bullion-bars">10 oz Silver Bars - Design Our Choice</a></p>
<p>For those ready to take a slightly bigger step, <strong>10 oz silver bars</strong> offer an excellent balance between affordability and volume.</p>
<p>They usually come with lower premiums per ounce compared to smaller pieces, helping you accumulate silver more efficiently. At the same time, they’re still manageable in size, easy to store, and not too large to sell when needed.</p>
<h2><a id="long-term"></a>Best Silver Bullion for Long-Term Investors</h2>
<p>Once you move beyond the beginner stage, the focus often shifts toward maximizing value, optimizing storage, and thinking long term.</p>
<h3>100 oz Silver Bars for Stacking</h3>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/s/g/sgnbar-100-gn-silver-100-oz-bar-main.jpg" alt="100 oz Silver Bar - Design Our Choice" width="300"></p>
<p><a tabindex="-1" href="https://sdbullion.com/100-oz-generic-silver-bullion-bars">100 oz Silver Bar - Design Our Choice</a></p>
<p>100 oz silver bars are one of the most cost-efficient forms of physical silver bullion for long-term investors focused on maximizing ounces while minimizing premiums.</p>
<p>They offer some of the lowest premiums available, over the silver spot price, making them ideal for bulk investing. Over time, those small savings per ounce can add up significantly.</p>
<p>The trade-off is flexibility: larger bars can be harder to sell in smaller portions. That’s why many experienced investors combine them with smaller pieces.</p>
<h3>Diversifying Across Formats</h3>
<p>Diversifying across silver coins, bars, and rounds can help investors balance liquidity, storage efficiency, and premium costs within a long-term precious metals portfolio.&nbsp;</p>
<p>This approach provides flexibility:</p>
<ul>
<li>Smaller pieces for easier liquidation</li>
<li>Larger bars for cost efficiency</li>
<li>Recognizable coins for global liquidity</li>
</ul>
<p>By spreading your holdings across different formats, you can adapt more easily to changing market conditions or personal financial needs.</p>
<h2><a id="ira"></a>IRA-Eligible Silver Bullion: Approved Products and Purity Requirements</h2>
<p>For investors planning long-term retirement diversification, certain silver bullion products can be held inside a <a tabindex="-1" href="https://sdbullion.com/gold-silver-ira">precious metals IRA</a>.&nbsp;</p>
<p>These accounts allow investors to include physical silver alongside traditional retirement assets, potentially offering portfolio diversification and protection against inflation or economic uncertainty.</p>
<p>To qualify for IRA inclusion, silver bullion must typically meet a minimum purity requirement of .999 fine silver.&nbsp;</p>
<p>In addition, the products must be produced by approved government mints or accredited private refiners that meet IRS standards.These requirements are outlined under IRS Section 408(m)(3), which governs precious metals eligibility within self-directed IRAs.&nbsp;</p>
<p>Many qualifying refiners are also LBMA-approved, helping ensure globally recognized purity and manufacturing standards.&nbsp;</p>
<p>One important exception is the American Silver Eagle. Although it contains .999 fine silver rather than .9999, it remains fully IRA-eligible because it is officially issued by the U.S. Mint.</p>
<p>Investors should also understand that IRA-approved silver cannot be stored at home. The IRS requires these assets to be held by an authorized custodian or approved depository. Attempting personal storage may disqualify the account and create tax consequences.</p>
<p>Many retirement-focused investors choose highly recognizable bullion products because they offer IRA eligibility, strong liquidity, and broad market demand.</p>
<table border="1">
<tbody>
<tr>
<td>
<p><strong>Product</strong></p>
</td>
<td>
<p><strong>Purity</strong></p>
</td>
<td>
<p><strong>Mint</strong></p>
</td>
<td>
<p><strong>IRA-Eligible</strong></p>
</td>
<td>
<p><strong>Notes</strong></p>
</td>
</tr>
<tr>
<td>
<p>American Silver Eagle</p>
</td>
<td>
<p>.999</p>
</td>
<td>
<p>U.S. Mint</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>Most widely held IRA silver coin</p>
</td>
</tr>
<tr>
<td>
<p>Canadian Silver Maple Leaf</p>
</td>
<td>
<p>.9999</p>
</td>
<td>
<p>Royal Canadian Mint</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>Higher purity; strong liquidity</p>
</td>
</tr>
<tr>
<td>
<p>Austrian Silver Philharmonic</p>
</td>
<td>
<p>.999</p>
</td>
<td>
<p>Austrian Mint</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>Popular in European markets</p>
</td>
</tr>
<tr>
<td>
<p>Generic Silver Rounds</p>
</td>
<td>
<p>.999</p>
</td>
<td>
<p>Various private mints</p>
</td>
<td>
<p>Varies</p>
</td>
<td>
<p>Must be from IRS-approved mint</p>
</td>
</tr>
<tr>
<td>
<p>100 oz Silver Bar</p>
</td>
<td>
<p>.999</p>
</td>
<td>
<p>Various</p>
</td>
<td>
<p>Yes (approved mints only)</p>
</td>
<td>
<p>Lower premium; less flexible</p>
</td>
</tr>
</tbody>
</table>
<p>Before opening a precious metals IRA, investors should carefully review custodian fees, storage costs, and IRS regulations to ensure the account aligns with their long-term financial goals.&nbsp;</p>
<h2><a id="top-products"></a>Top Silver Bullion Products at SD Bullion</h2>
<p>With many options available, it can be helpful to look at what other investors are buying. Best-selling products tend to reflect a mix of trust, value, and long-term appeal.&nbsp;</p>
<p>Based on SD Bullion customer purchasing trends and best-seller rankings, the products below consistently remain among the most actively traded silver bullion options in 2026.&nbsp;</p>
<h3>Best-Selling Silver Coins</h3>
<p>Government-minted silver bullion coins remain among the highest-demand products in the precious metals market due to their global recognition, liquidity, and trusted purity standards.&nbsp;</p>
<p>Products like the American Silver Eagle, Canadian Silver Maple Leaf, and Austrian Silver Philharmonic are consistently in high demand.</p>
<p>These coins carry their national symbols and are trusted and widely accepted worldwide. For many investors, that added liquidity is worth the slightly higher premium.</p>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/s/r/src26maple-1-2026-rc-silver-maple-leaf-1-oz-coin-reverse.png" alt="2026 1 oz Canadian Maple Leaf Silver Coin" width="200"><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/s/r/src26maple-1-2026-rc-silver-maple-leaf-1-oz-coin-obverse.png" alt="2026 1 oz Canadian Maple Leaf Silver Coin" width="200"></p>
<p><a tabindex="-1" href="https://sdbullion.com/2026-1-oz-canadian-maple-leaf-silver-coin">2026 1 oz Canadian Maple Leaf Silver Coin</a></p>
<h3>Best-Selling Silver Bars</h3>
<p>Silver bars remain one of the most cost-efficient ways to buy physical silver bullion because they typically carry lower premiums per ounce than government-issued coins.</p>
<p><a tabindex="-1" href="https://sdbullion.com/blog/best-silver-bars-to-buy">The best silver bars for investment</a> include <strong>1 oz, 10 oz, and 100 oz silver bars</strong>, offering flexibility depending on your budget and strategy.</p>
<p>Larger bars tend to have lower premiums per ounce, which is why they’re often favored by long-term investors looking to accumulate more silver over time.</p>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/s/g/sgnbar-1-silver-bars-design-our-choice.jpg" alt="1 oz Silver Bars - Design Our Choice" width="300"></p>
<p><a tabindex="-1" href="https://sdbullion.com/generic-1-oz-silver-bar-999-fine-silver">1 oz Silver Bars - Design Our Choice</a></p>
<h3>Best-Selling Silver Rounds</h3>
<p>Silver rounds are popular among bullion investors because they combine lower premiums with recognizable designs and flexible sizing options.&nbsp;</p>
<p>Popular designs often include Buffalo-style rounds, Liberty-inspired designs, or Heraldic Eagle replicas, which are easy to recognize and widely traded.</p>
<p>They typically offer some of the lowest premiums available, making them especially attractive for those steadily building their silver position.</p>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/s/g/sgnbuffalo-1-new.jpg" alt="1 oz Silver Buffalo Round - Random Mint" width="200"></p>
<p><a tabindex="-1" href="https://sdbullion.com/1-oz-silver-buffalo-round">1 oz Silver Buffalo Round - Random Mint</a></p>
<h2><a id="premiums"></a>How to Evaluate Silver Premiums</h2>
<p>Understanding silver premiums is essential to identifying real value and avoiding overpaying when buying silver.</p>
<h3>What Drives Silver Premiums?</h3>
<p>The premium is the amount you pay above the silver spot price, and it can vary depending on several key factors. These include the type of mint producing the silver—whether it’s a government or private mint—as well as overall demand and availability in the market.&nbsp;</p>
<p>During Q1 2026, silver spot prices generally fluctuated between approximately $28 and $34 per ounce, causing retail premiums to shift alongside broader market volatility and physical demand.&nbsp;</p>
<p>Production and distribution costs also play a role, along with broader market conditions that can influence pricing at any given time. For example, government-issued coins typically command higher premiums due to their global recognition and the added trust they confer on buyers and sellers alike.</p>
<h3>Lowest-Premium Silver Products in 2026</h3>
<p>If your goal is to maximize the amount of silver you own, focusing on low-premium products is essential. In most cases, this means choosing options like larger silver bars, such as 10 oz or 100 oz sizes, along with generic silver rounds and even secondary market products.&nbsp;</p>
<p>These types of bullion typically come with lower markups, allowing you to stretch your budget further and accumulate more silver, especially when buying in larger quantities.</p>
<p>Among the lowest-premium products on the market, 100 oz silver bars frequently trade at only $0.50–$1.50 per ounce above spot under normal market conditions.&nbsp;</p>
<h3>When to Pay More for Government-Minted Silver?</h3>
<p>There are situations where paying a higher premium makes sense, especially for government-minted coins from remarkable coinage programs, such as the American Silver Eagle.&nbsp;</p>
<p>These products often carry premiums closer to $3–$6 per ounce over spot as of May 2026, reflecting their strong global recognition and resale demand.&nbsp;</p>
<p>These coins tend to sell faster, are widely recognized across global markets, and often carry stronger resale demand for those who prioritize liquidity and trust. That added premium can be well worth the cost.</p>
<h2><a id="storage"></a>How to Store Silver Bullion Safely</h2>
<p>Once you start building your assets, <a tabindex="-1" href="https://sdbullion.com/blog/how-to-store-silver">how to store your silver bullion</a> becomes an important consideration.</p>
<h3>Home Storage: Safes &amp; Best Practices</h3>
<p>Home silver storage remains one of the most common options for bullion investors who want direct access and full physical control over their holdings.&nbsp;</p>
<p>If you take this approach, investing in a high-quality safe is essential. Ideally, the safe should be fire-resistant, securely anchored to prevent theft, and displayed in a discreet location that isn’t easily visible or accessible to others.&nbsp;</p>
<p>It’s also a good idea to organize your silver in the safe to prevent damage, such as using protective cases or keeping items separated. Beyond physical security, discretion plays an important role in reducing the risk of becoming a target.</p>
<h3>Bank Safe Deposit Boxes</h3>
<p>Bank safe deposit boxes provide silver investors with an off-site storage solution that offers greater physical security than storing bullion at home.&nbsp;</p>
<p>This provides an extra layer of security and removes the need to keep valuables at home. However, access is limited to bank hours (which may be inconvenient for those waiting to access their locked holdings), and the bank itself does not always ensure that content is available.</p>
<h3>Third-Party Vault Storage Options</h3>
<p><a tabindex="-1" href="https://sdbullion.com/gold-silver-storage">Third-party precious metals vault storage</a> is commonly used by investors with larger silver holdings who want professional security, insurance coverage, and off-site protection.&nbsp;</p>
<p>These facilities are specifically designed for precious metals and offer high-level security services, including 24/7 monitoring, controlled access, and advanced protection systems. In most cases, stored metals are also fully insured, adding an extra layer of protection that can be difficult to replicate at home.</p>
<p>While storage fees are involved, many investors see this as a worthwhile trade-off for the added security and peace of mind, especially as their holdings grow in value or volume.</p>
<p>&nbsp;Another advantage is convenience, as professional vaulting services often handle storage logistics and, in some cases, make it easier to sell or transfer your metals when needed.</p>
<p>For those seeking a trusted option, SD Bullion’s depository service offers secure, fully insured storage tailored for precious metals investors. It’s designed to offer safety and flexibility, making it a strong choice for anyone who prefers not to store large amounts of silver at home.</p>
<h3>Compare:</h3>
<table border="1">
<tbody>
<tr>
<td>
<p><strong>Storage Method</strong></p>
</td>
<td>
<p><strong>Avg. Annual Cost</strong></p>
</td>
<td>
<p><strong>Insurance Included</strong></p>
</td>
<td>
<p><strong>Access</strong></p>
</td>
<td>
<p><strong>Best For</strong></p>
</td>
</tr>
<tr>
<td>
<p>Home Safe</p>
</td>
<td>
<p>$0 (one-time safe cost)</p>
</td>
<td>
<p>Homeowner's policy only</p>
</td>
<td>
<p>24/7</p>
</td>
<td>
<p>Holdings under $10,000</p>
</td>
</tr>
<tr>
<td>
<p>Bank Safe Deposit Box</p>
</td>
<td>
<p>$25–$150/yr</p>
</td>
<td>
<p>Not FDIC insured</p>
</td>
<td>
<p>Bank hours only</p>
</td>
<td>
<p>Small, infrequently accessed holdings</p>
</td>
</tr>
<tr>
<td>
<p>Third-Party Vault</p>
</td>
<td>
<p>$100–$300+/yr</p>
</td>
<td>
<p>Typically fully insured</p>
</td>
<td>
<p>By appointment or online</p>
</td>
<td>
<p>Holdings over $10,000</p>
</td>
</tr>
</tbody>
</table>
<h2><a id="online-local"></a>Buying Silver Bullion Online vs. Local Shops</h2>
<p>Where you buy silver can affect the price and your experience.</p>
<h3>Is Online Buying Safer Than Local Shops?</h3>
<p>Online silver bullion dealers have become one of the most common purchasing channels for precious metals investors due to wider inventory selection, competitive pricing, and live spot-price-based pricing.&nbsp;</p>
<p>Reputable online dealers offer transparency, clear pricing, and a wide selection of products on their websites. As long as you’re purchasing from a trusted source, it’s a safe and convenient option. Reliable dealers typically provide a relaxed buying experience without using pushy or high-pressure sales tactics.</p>
<p>Local shops, on the other hand, offer in-person interaction but may have limited inventory.</p>
<h3>Verification &amp; Authenticity Risks</h3>
<p>No matter where you buy silver, ensuring authenticity should always be a top priority.&nbsp;</p>
<p>The precious metals market is generally reliable, but counterfeit products do exist, especially in secondary markets or peer-to-peer transactions. That’s why sticking with well-known products and reputable dealers is one of the most effective ways to reduce risk.</p>
<p>Authentic silver bullion should always have clearly stamped details, including weight, purity, and often the mint or manufacturer’s name. Recognizable products, such as government-issued coins or widely traded designs, are typically easier to verify and harder to counterfeit convincingly due to their advanced security features.&nbsp;</p>
<p>Many modern bullion products also include anti-counterfeit security features, assay verification, serialized packaging, or precision mint tolerances designed to improve authenticity verification.</p>
<p>In addition to visual inspection, performing security verification using simple at-home tests, such as checking dimensions and weight or using a magnet (since silver is not magnetic), can help. More advanced methods, such as ultrasonic or electronic testing, are also available to provide added confidence, especially when making larger purchases.</p>
<p>After checking the weight, dimensions, and purity markings, and confirming the source is reputable, you reach a point where the process is complete—verification successful, and the silver meets expected standards.</p>
<p>It’s also important to be cautious of deals that seem unusually cheap. Prices far below the market rate can be a red flag, often signaling counterfeit or misrepresented products. Reputable dealers cannot sell silver below its current spot price. In addition, it is important to be wary of sellers who restrict payment options, such as only allowing wire transfers or cryptocurrency.</p>
<p>Buying from established dealers not only helps ensure authenticity but may also provide guarantees, return policies, and proper documentation, adding another layer of security to your investment.</p>
<h3>Why Online Dealers Offer Better Prices?</h3>
<p>Online precious metals dealers often offer lower silver bullion premiums than local coin shops because they operate with lower overhead costs and higher transaction volume. This allows them to offer more competitive pricing and tighter premiums.</p>
<p>They also operate at higher volumes, further reducing costs for buyers.</p>
<h2><a id="tax"></a>Silver Bullion Tax Rules and Reporting Requirements (2026)</h2>
<p>Taxes are an important consideration when investing in physical silver bullion.&nbsp;</p>
<p>In the United States, profits from selling silver bullion are generally subject to capital gains tax. Because physical silver is classified as a collectible by the IRS, long-term gains on holdings kept for more than one year may be taxed at a maximum federal rate of 28%, depending on your income bracket and individual tax situation.</p>
<p>Certain silver transactions may also trigger dealer reporting requirements. In some cases, dealers are required to file IRS Form 1099-B when investors sell specific quantities of silver products that meet federal reporting thresholds.&nbsp;</p>
<p>These requirements often apply to larger transactions involving products such as 1,000 oz silver bars or significant quantities of certain government-issued coins.</p>
<p>Tax rules can vary depending on your state, the type of silver product purchased, and how long the bullion is held before resale. Because regulations may change over time, many investors choose to consult a qualified tax professional before making large precious metals transactions.</p>
<h2>Ready to start building your silver position?&nbsp;</h2>
<p>Browse SD Bullion’s full selection of silver coins, bars, and rounds — all priced competitively with live spot pricing and shipped securely to your door.</p>
<p>If you require further information, please contact SD Bullion’s customer service through our web chat feature or at 1(800)294-8732 during regular business hours.</p>
<h2><a id="faqs"></a>FAQs</h2>
<h3>What is the cheapest form of silver bullion?</h3>
<p>The cheapest form of silver bullion is typically found in silver bars and generic silver rounds, which carry lower premiums over the spot price than government-issued coins. Larger bars, such as 10 oz or 100 oz options, often provide the best value per ounce. These products are ideal for maximizing silver weight while minimizing upfront costs and overall investment expenses.</p>
<h3>Is silver bullion a good investment in 2026?</h3>
<p>Silver bullion continues to attract investors in 2026 due to its unique combination of industrial demand and monetary value. It plays a key role in sectors such as solar energy and electronics, while also serving as a hedge against inflation and economic uncertainty. Its lower price compared to gold makes it more accessible, offering both growth potential and diversification within a broader investment portfolio.</p>
<h3>What silver bullion is IRA-eligible?</h3>
<p>To be IRA-eligible, silver bullion must typically meet a minimum purity of .999 fine and be produced by an approved government or accredited private mint. Certain widely recognized products, such as the American Silver Eagle, qualify under these standards. Investors must also store these assets with an authorized custodian or depository, as personal possession is not permitted under a precious metals IRA.</p>
<h3>How do I sell silver bullion?</h3>
<p>Selling silver bullion is generally a straightforward process, especially when dealing with widely recognized products. Investors can sell to online dealers who have website pages, local coin shops, or private buyers, depending on their preferences and timing. The resale value often depends on market conditions, product recognition, and condition. Well-known bullion tends to sell more quickly and closer to the current spot price, improving overall liquidity.</p></div></div></div>]]></description>
              <pubDate>Wed, 29 Jul 2026 14:50:00 +0000</pubDate>
              <category><![CDATA[Research]]></category>
           </item>
       <item>
      <title>Ingot vs. Bar: What is the Difference?</title>
      <link>https://sdbullion.com/blog/gold-ingot-vs-gold-bar</link>
      <guid>https://sdbullion.com/blog/gold-ingot-vs-gold-bar</guid>
      <description><![CDATA[<style>#html-body [data-pb-style=TGP2YCH]{justify-content:flex-start;display:flex;flex-direction:column;background-position:left top;background-size:cover;background-repeat:no-repeat;background-attachment:scroll}</style><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-background-lazy-load="" data-element="inner" data-pb-style="TGP2YCH"><div data-content-type="text" data-appearance="default" data-element="main"><p>The primary difference in ingot vs bar comes down to manufacturing: a gold ingot is traditionally cast by pouring molten metal into a mold, while <a href="https://sdbullion.com/gold/gold-bars">gold bars</a> are typically minted or stamped. Both give individual investors and precious metals buyers direct exposure to physical gold bullion, but cast ingots usually have a more rustic, poured finish and lower manufacturing premiums, while minted gold bars offer polished surfaces, intricate designs, and slightly higher over-spot costs.</p>
<p>For buyers deciding which form fits a wealth-preservation strategy, those differences affect more than appearance alone. They influence premium cost, common sizes, retail versus institutional use, and how each product may fit into a portfolio built for liquidity, price efficiency, and long-term wealth protection. Individual investors looking to purchase precious metals can track the live spot price at SD Bullion to compare how these distinct production styles alter the total premium per ounce.</p>
<h2>Key Takeaways</h2>
<ul>
<li>
<p><strong>Manufacturing Process:</strong> The primary difference lies in production; gold ingots are traditionally cast from molten metal, while gold bars are typically minted or stamped.</p>
</li>
<li>
<p><strong>Visual Appearance:</strong> Gold ingots feature a rustic, poured finish with a slightly uneven surface. Minted gold bars display polished, uniform surfaces with precise dimensions.</p>
</li>
<li>
<p><strong>Premium Variance:</strong> Gold ingots generally carry a lower premium due to a simpler production process, while bars often command higher premiums due to advanced minting and detailed artistic finishes.</p>
</li>
<li>
<p><strong>Portfolio Protection:</strong> Both asset forms preserve long-term wealth and protect money purchasing power against inflation.</p>
</li>
</ul></div><div data-content-type="text" data-appearance="default" data-element="main"><p>Jump to: <a href="#ingot">What is a Gold Ingot?</a> | <a href="#bar">What is a Gold Bar?</a> | <a href="#differences">Key Differences</a> | <a href="#faq">FAQs</a></p></div><div data-content-type="text" data-appearance="default" data-element="main"><h2><a id="ingot"></a>What Is a Gold Ingot and How Is It Made from Molten Gold?</h2>
<p>A gold ingot is a cast mass of fine gold intended for shaping, remelting, or refining, formed by pouring molten metal into a mold and allowing it to cool and solidify. This traditional casting method gives ingots their characteristic shape and slightly uneven surface, which is why they are frequently referred to as poured gold bars and can appeal to collectors seeking a more distinctive finish. The physical production starts with refining gold ore to a target purity such as 99.9% or .999 fine before melting and pouring. Once poured , the metal is left to cool , hardens completely, and is removed from the mold. Each individual piece is then inspected by manufacturers and directly marked with its exact weight , purity , and fineness parameters.</p>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/g/o/gold-kilo-1000x1000.jpg" alt="RCM 1 Kilo Gold Bar" width="200"></p>
<p><a href="https://sdbullion.com/rcm-1-kilo-gold-bar">RCM 1 Kilo Cast Gold Bar</a></p>
<p>Physical ingots are produced in various sizes to serve different sectors of the precious metals market. While retail buyers often acquire smaller variations, ingots are generally larger and heavier than bars, and standard institutional gold ingots weigh about 400 troy ounces. These larger institutional units must comply with strict size requirements and refining guidelines set by the London Bullion Market Association (LBMA), including a minimum fineness of 99.5% or .995 to qualify for the Good Delivery List and enter global vaults. Because of their highly standardized purity metrics, these poured products are easily recognizable and liquid worldwide.</p>
<p>Each ingot is then inspected and imprinted with details such as purity, weight, and manufacturer identification.</p>
<h2><a id="bar"></a>What Is a Gold Bar?</h2>
<p>A minted gold bar is an investment-grade product made from refined gold that is manufactured using a precise stamping or minting system. Unlike poured products, this method involves taking extended strips of metal , cutting uniform blank shapes, and striking them under immense pressure with industrial dies. This process ensures every piece is characterized by a highly polished appearance , uniform edges , and exact dimensions. To enhance security and visual value , stamped bars often incorporate intricate designs , brand logos, serial numbers, and specialized fineness certificates.</p>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/1/_/1_oz-argor-heraeus-gold_bars-obverse-800x800-v2-composite.jpg" alt="1 oz Argor Heraeus Kinebar Gold Bar" width="200"><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/g/a/gahkinebar-1-canva_800x800_-min.jpg" alt="1 oz Argor Heraeus Kinebar Gold Bar" width="200"></p>
<p>Minted gold bars are actively produced across an expansive range of weight increments, including the globally popular one troy ounce size. Unlike sovereign coins , physical bullion bars carry no legal face value and are not considered legal tender by government banks. Instead, their total market value is completely transparent and derived from two distinct factors: the exact gold content weight and the live spot price of the precious metals market. This straightforward asset structure makes them exceptionally efficient for personal investing.</p>
<blockquote>
<p>"Stamped bars are known for their uniform aesthetic, sharp edges, and clean finish—many feature intricate designs, serial numbers, logos, and inscriptions..."</p>
</blockquote>
<h2><a id="differences"></a>Key Differences Between Gold Bullion Ingots and Bars</h2>
<p>While both options represent <a href="https://sdbullion.com/gold">physical gold bullion</a> that possesses deep inherent value, analyzing their key differences helps investors build a highly optimized portfolio. The operational difference stems from the physical production process. Gold ingots are cast directly by pouring hot liquid into open frames, creating an industrial finish. Gold bars are mechanically pressed, yielding a flawless, geometric asset format.</p>
<p>Furthermore, because pouring requires less intensive machinery and labor, gold ingots generally exhibit a lower premium over <a href="https://sdbullion.com/current-spot-prices">the market spot price</a>. Pressed bars command higher premiums to cover the costs of protective assay cards and advanced decorative features. In terms of market circulation, smaller minted pieces populate retail avenues, while heavy good delivery bar units are predominantly stored within central banks and international financial firms.</p>
<table border="1"><colgroup><col><col><col></colgroup>
<tbody>
<tr>
<td colspan="1" rowspan="1">
<p><strong>Feature</strong></p>
</td>
<td colspan="1" rowspan="1">
<p><strong>Gold Ingots</strong></p>
</td>
<td colspan="1" rowspan="1">
<p><strong>Gold Bars</strong></p>
</td>
</tr>
<tr>
<td colspan="1" rowspan="1">
<p>Production Method</p>
</td>
<td colspan="1" rowspan="1">
<p>Cast from molten gold</p>
</td>
<td colspan="1" rowspan="1">
<p>Minted or stamped</p>
</td>
</tr>
<tr>
<td colspan="1" rowspan="1">
<p>Appearance</p>
</td>
<td colspan="1" rowspan="1">
<p>Rustic, poured finish</p>
</td>
<td colspan="1" rowspan="1">
<p>Polished and uniform</p>
</td>
</tr>
<tr>
<td colspan="1" rowspan="1">
<p>Common Sizes</p>
</td>
<td colspan="1" rowspan="1">
<p>Various sizes, up to heavy institutional weights</p>
</td>
<td colspan="1" rowspan="1">
<p>Wide range, starting at one troy ounce</p>
</td>
</tr>
<tr>
<td colspan="1" rowspan="1">
<p>Premium</p>
</td>
<td colspan="1" rowspan="1">
<p>Generally lower over market spot</p>
</td>
<td colspan="1" rowspan="1">
<p>Often higher due to processing</p>
</td>
</tr>
<tr>
<td colspan="1" rowspan="1">
<p>Market Use</p>
</td>
<td colspan="1" rowspan="1">
<p>Wholesale trade and institutional storage</p>
</td>
<td colspan="1" rowspan="1">
<p>Retail asset allocation and personal investing</p>
</td>
</tr>
<tr>
<td colspan="1" rowspan="1">
<p>Recognition</p>
</td>
<td colspan="1" rowspan="1">
<p>Globally accepted across the industry</p>
</td>
<td colspan="1" rowspan="1">
<p>Universally recognized by dealers</p>
</td>
</tr>
</tbody>
</table>
<h2>Conclusion</h2>
<p>Gold ingots and gold bars represent excellent mechanisms for securing long-term financial stability. Poured ingots maximize cost efficiency by reducing manufacturing fees, making them ideal for large capital allocations. Minted gold bars provide aesthetic precision, serial number tracking, and high physical flexibility for retail portfolios.</p>
<p>Before completing your next physical metal purchase, evaluate your long-term strategy. Head to SD Bullion to track live precious metals market movements, compute accurate troy ounces costs, and secure your order at an optimized premium.</p>
<h2>Frequently Asked Questions (FAQs)</h2>
<h3>Are silver bullion bars and silver ingots subject to the same production differences?</h3>
<p>Yes, silver bullion follows the exact same manufacturing rules as gold; silver ingots are poured into a mold , while <a href="https://sdbullion.com/silver/silver-bars">silver bars</a> are cleanly minted or cut as rounds. Both forms must meet a minimum purity standard of 99.9% pure silver to achieve global market liquidity.</p>
<h3>Can both asset types be safely stored in a precious metals retirement account?</h3>
<p>Both gold bars and cast ingots are eligible for inclusion within a self-directed retirement account, provided their gold content meets strict industry fineness requirements. To preserve your wealth , these physical products cannot be stored at home; they must be securely stored inside an IRS-approved vaulting facility.</p>
<h3>How does jewelry compare to physical bars and ingots for investment?</h3>
<p>Unlike investment bullion, jewelry carries exceptionally high manufacturing premiums because of intense fabrication labor and retail markups. Furthermore, jewelry is rarely crafted from pure, unalloyed metal , making other forms of gold—such as minted bars , sovereign coins, or cast frames—significantly more efficient for direct market exposure.</p></div></div></div>]]></description>
              <pubDate>Wed, 29 Jul 2026 09:06:00 +0000</pubDate>
              <category><![CDATA[Research]]></category>
           </item>
       <item>
      <title>Best Gold Coins to Buy (for 2026): Top Picks, Comparisons, and Buying Guide</title>
      <link>https://sdbullion.com/blog/best-gold-coins-to-buy</link>
      <guid>https://sdbullion.com/blog/best-gold-coins-to-buy</guid>
      <description><![CDATA[<style>#html-body [data-pb-style=Q74FXTK]{justify-content:flex-start;display:flex;flex-direction:column;background-position:left top;background-size:cover;background-repeat:no-repeat;background-attachment:scroll}</style><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-background-lazy-load="" data-element="inner" data-pb-style="Q74FXTK"><div data-content-type="text" data-appearance="default" data-element="main"><p>The American Gold Eagle Coin is the best gold coin to buy in 2026 for most U.S. investors — backed by the U.S. Mint, widely accepted by dealers worldwide, and available in sizes from 1/10 oz to 1 oz at premiums typically 4–8% above spot. For maximum purity, the Canadian Gold Maple Leaf offers .9999 fine gold at slightly lower premiums. The South African Krugerrand provides the lowest premiums of the three at roughly 2–4% above spot.</p>
<p>As gold prices continue to climb in an uncertain economic environment, more investors are turning to&nbsp;<a href="https://sdbullion.com/gold/gold-coins">physical gold coins</a> to protect and diversify their portfolios. But with premiums, liquidity, and affordability all playing a role, choosing between fractional and full-ounce coins can significantly impact your overall investment strategy.</p>
<p>Drawing on our experience working with precious metals investors, we've put together a curated list of standout gold coins for 2026, plus the full transactional picture: how to compare them, how to buy them, where to store them, and how to sell them when the time comes. Each ranking is based on factors like global recognition, liquidity, and overall investment efficiency:</p>
<ol>
<li>
<p><strong>American Gold Eagle</strong></p>
</li>
<li>
<p><strong>Canadian Gold Maple Leaf</strong></p>
</li>
<li>
<p><strong>American Gold Buffalo</strong></p>
</li>
<li>
<p><strong>South African Krugerrand</strong></p>
</li>
<li>
<p><strong>Austrian Gold Philharmonic</strong></p>
</li>
<li>
<p><strong>British Britannia</strong></p>
</li>
<li>
<p><strong>Chinese Gold Panda</strong></p>
</li>
<li>
<p><strong>Year of the Horse</strong></p>
</li>
<li>
<p><strong>Mexican Gold Libertad</strong></p>
</li>
</ol>
<h2><strong>Key Takeaways</strong></h2>
<ul>
<li>
<p>Gold and silver coins derive their core value from their precious metal content, while government backing enhances their credibility, recognition, and market trust.</p>
</li>
<li>
<p>Key factors such as purity, premiums, and size — whether fractional or full ounce — directly impact how much metal you receive for your money and how efficiently you can build or adjust your position.</p>
</li>
<li>
<p>Highly recognized coins are typically easier to authenticate, price, and sell, offering greater liquidity compared to less common or obscure products.</p>
</li>
<li>
<p>IRA eligibility, purity requirements, and basic verification methods play an important role in ensuring that the gold you purchase maintains its intended value over time.</p>
</li>
<li>
<p>Buying and selling a gold coin are just as important as picking the right one — dealer selection, premium math, storage, and resale liquidity all directly affect your real-world return.</p>
</li>
</ul></div><div data-content-type="text" data-appearance="default" data-element="main"><p>Jump to: <a href="#premiums">Premiums</a> | <a href="#value">Gold Coins as a Store of Value</a> | <a href="#eagle">American Gold Eagle</a> | <a href="#buffalo">American Gold Buffalo</a> | <a href="#krugerrand">South African Gold Krugerrand</a> | <a href="#maple">Canadian Gold Maple Leaf</a> | <a href="#philharmonic">Austrian Gold Philharmonic</a> | <a href="#britannia">British Gold Britannia</a> | <a href="#panda">Chinese Gold Panda</a> | <a href="#libertad">Mexican Gold Libertad</a> | <a href="#fractional">Fractional Gold Coins</a> | <a href="#coins-vs-bars">Gold Coins vs Gold Bars</a> | <a href="#ira">IRA Eligible Gold Coins</a> | <a href="#fake">How to Spot Fake Gold Coins</a> | <a href="#buy">How to Buy Gold Coins</a> | <a href="#storage">Storing Gold Coins Safely</a> | <a href="#sell">How to Sell Gold Coins</a> | <a href="#faqs">FAQs</a></p></div><div data-content-type="text" data-appearance="default" data-element="main"><h2><strong>Best Gold Coins at a Glance</strong></h2>
<p>Before diving into individual coin profiles, here's a scannable comparison of all nine coins on this list — purity, mint, typical premium tier, IRA eligibility, and who each coin is best suited for.</p>
<table border="1">
<tbody>
<tr>
<td>
<p><strong>Coin</strong></p>
</td>
<td>
<p><strong>Purity</strong></p>
</td>
<td>
<p><strong>Mint</strong></p>
</td>
<td>
<p><strong>Premium Tier*</strong></p>
</td>
<td>
<p><strong>IRA Eligible</strong></p>
</td>
<td>
<p><strong>Best For</strong></p>
</td>
</tr>
<tr>
<td>
<p>American Gold Eagle</p>
</td>
<td>
<p>.9167 (22K)</p>
</td>
<td>
<p>U.S. Mint</p>
</td>
<td>
<p>High</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>Recognition &amp; liquidity in the U.S.</p>
</td>
</tr>
<tr>
<td>
<p>Canadian Gold Maple Leaf</p>
</td>
<td>
<p>.9999 (24K)</p>
</td>
<td>
<p>Royal Canadian Mint</p>
</td>
<td>
<p>Low–Medium</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>Max purity + security features</p>
</td>
</tr>
<tr>
<td>
<p>American Gold Buffalo</p>
</td>
<td>
<p>.9999 (24K)</p>
</td>
<td>
<p>U.S. Mint</p>
</td>
<td>
<p>Medium–High</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>24K purity from the U.S. Mint</p>
</td>
</tr>
<tr>
<td>
<p>South African Krugerrand</p>
</td>
<td>
<p>.9167 (22K)</p>
</td>
<td>
<p>South African Mint</p>
</td>
<td>
<p>Low</p>
</td>
<td>
<p>No</p>
</td>
<td>
<p>Lowest cost per ounce of gold</p>
</td>
</tr>
<tr>
<td>
<p>Austrian Gold Philharmonic</p>
</td>
<td>
<p>.9999 (24K)</p>
</td>
<td>
<p>Austrian Mint</p>
</td>
<td>
<p>Low</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>Europe's top-selling low-premium coin</p>
</td>
</tr>
<tr>
<td>
<p>British Britannia</p>
</td>
<td>
<p>.9999 (24K)</p>
</td>
<td>
<p>The Royal Mint</p>
</td>
<td>
<p>Medium</p>
</td>
<td>
<p>Yes (.9999 only)</p>
</td>
<td>
<p>UK investors &amp; CGT considerations</p>
</td>
</tr>
<tr>
<td>
<p>Chinese Gold Panda</p>
</td>
<td>
<p>.999 (24K)</p>
</td>
<td>
<p>People's Bank of China</p>
</td>
<td>
<p>Medium–High</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>Collectors + investors, new design yearly</p>
</td>
</tr>
<tr>
<td>
<p>Year of the Horse (Lunar)</p>
</td>
<td>
<p>.9999 (24K)</p>
</td>
<td>
<p>Perth Mint</p>
</td>
<td>
<p>Medium–High</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>Collectible crossover appeal</p>
</td>
</tr>
<tr>
<td>
<p>Mexican Gold Libertad</p>
</td>
<td>
<p>.999 (24K)</p>
</td>
<td>
<p>Casa de Moneda de México</p>
</td>
<td>
<p>Medium</p>
</td>
<td>
<p>Yes</p>
</td>
<td>
<p>Globally respected Latin American coin</p>
</td>
</tr>
</tbody>
</table>
<p><em>*Premium tiers are directional and change with market conditions and dealer inventory. See </em><strong><em>Understanding Gold Coin Premiums</em></strong><em> below for how to calculate an exact price.</em></p>
<h2><strong><a id="premiums"></a>Understanding Gold Coin Premiums</strong></h2>
<p>Every gold coin trades above the metal's melt value — that markup is the "premium," and it covers minting, distribution, dealer margin, and market demand. Knowing how it's calculated lets you compare deals across dealers and coin types on an apples-to-apples basis.</p>
<p><strong>Total cost = (spot price × gold weight) + dealer premium</strong></p>
<p>Example: if spot gold is $2,400/oz and an American Gold Eagle carries a 4% premium, you'd pay roughly $2,496 per coin. A Krugerrand at a 1–2% premium over the same spot price would cost closer to $2,424–$2,448 — meaningfully more gold per dollar spent.</p>
<p>Typical premium ranges vary by coin:</p>
<ul>
<li>
<p>American Gold Eagle: often the highest premium of the major bullion coins, driven by U.S. Mint backing and domestic demand.</p>
</li>
<li>
<p>Canadian Gold Maple Leaf &amp; Austrian Philharmonic: low-to-moderate premiums thanks to high mintage and strong wholesale liquidity.</p>
</li>
<li>
<p>South African Krugerrand: typically the most cost-efficient per ounce of gold.</p>
</li>
<li>
<p>Chinese Gold Panda &amp; Year of the Horse: carry collector demand on top of bullion value, which can push premiums higher.</p>
</li>
</ul>
<p>When comparing offers, always compare the all-in delivered price (coin cost + shipping + any payment surcharge) rather than the premium percentage alone — a low premium can be offset by high shipping fees or card processing charges.</p>
<h2><strong><a id="value"></a>Why Are Gold Coins a Reliable Store of Value?</strong></h2>
<p><img src="https://sdbullion.com/media/catalog/category/gold-coins-2021_2_.jpg" alt="Gold Coins-image"></p>
<p><a tabindex="-1" href="https://sdbullion.com/gold"><strong>Gold</strong></a><strong>, just like silver, has intrinsic value as a precious metal. When combined with official government backing and legal tender status, gold coins may function as a hedge against inflation.</strong></p>
<h3><strong>Legal Tender Status &amp; Government Backing</strong></h3>
<p>When I say that something is legal tender, I mean, in very practical terms, that you could actually buy stuff with it. That is, an American Eagle could be used to purchase something that's worth 1 dollar (even though we doubt someone would do such a thing).</p>
<p>The government is usually the one who establishes what legal tender is, and you could get in trouble for passing a coin that is not a legal tender as one.</p>
<h3><strong>Historical Gold Coin Performance</strong></h3>
<p>Historically, gold coins have reflected the broader performance of gold during periods of geopolitical and economic stress, often attracting buyers seeking stability when markets become uncertain.</p>
<p>Across more than one country, rising tensions, financial crises, and inflationary cycles have consistently driven demand for physical gold higher. For those looking to invest, this pattern highlights how gold coins have remained relevant as a defensive asset amid changing global conditions.</p>
<p>Coins like the <a tabindex="-1" href="https://sdbullion.com/gold/american-gold-eagle-coins">American Gold Eagle</a> and the Canadian Maple Leaf enjoy a highly respected place in the gold bullion market.</p>
<h3><strong>Gold Coins vs. Gold ETFs</strong></h3>
<p>The main difference between a gold coin and an ETF is ownership. Gold coins are physical metal that require proper storage (especially if they are for an IRA account), while ETFs are an electronic way to own gold by gaining exposure to its price.</p>
<p>It works like this: you find an institution, open an account, and purchase your ETF just like you purchase a stock. That gold ETF corresponds to physical gold at the institution's facility, and you manage it (buy and sell) without ever touching the real thing.</p>
<p>This is a popular option for investors who want to gain exposure but feel that dealing with physical gold is too much to handle at first.</p>
<h2><strong><a id="eagle"></a>American Gold Eagle: Most Recognized Gold Coin</strong></h2>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/g/u/gus26age-1-2026-us-gold-eagle-1-oz-coin-front.jpg" alt="2026 1 oz American Gold Eagle Coin BU" width="200"><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/g/u/gus26age-1-2026-us-gold-eagle-1-oz-coin-back_1.jpg" alt="2026 1 oz American Gold Eagle Coin BU" width="200"></p>
<p>The American Eagle is the United States' official gold bullion coin. But the government backing is not its only appeal.</p>
<h3><strong>Gold Eagle Specs: Weight, Purity &amp; Design</strong></h3>
<p>Every <a tabindex="-1" href="https://sdbullion.com/gold/american-gold-eagle-coins/1-oz-gold-eagle-coins">1 oz Gold Eagle</a> is 0.9167 fine gold and weighs about 31 grams (1 troy ounce). It also features an emblematic design depicting important elements of American heritage:</p>
<p>The obverse shows Lady Liberty, a symbol of freedom, striding forward with confidence, holding a torch for enlightenment in her right hand and an olive branch of peace in her left.</p>
<p>The reverse design brings the bald eagle, the national animal, representing courage and strength.</p>
<h3><strong>2026 American Gold Eagle Premiums</strong></h3>
<p>Premiums are not static. For widely recognized coins like the American Gold Eagle, market demand is also reflected in price, especially during periods of economic uncertainty when more investors seek physical gold.</p>
<p>In those moments, increased buying pressure can push premiums higher, even if underlying production costs remain unchanged.</p>
<h3><strong>Fractional Gold Eagles: Are They Worth It?</strong></h3>
<p>The American Gold Eagle is available in 1/2 oz, 1/4 oz, and 1/10 oz sizes.</p>
<p>The different sizes offer investment flexibility, enabling investors to gain exposure to smaller gold sizes without compromising much of their budget.</p>
<h2><strong><a id="buffalo"></a>American Gold Buffalo: 24K Purity for Serious Investors</strong></h2>
<h3><strong>24K Gold Buffalo vs. 22K Gold Eagle: What's the Difference?</strong></h3>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/g/u/gus26buff-1-obv.jpg" alt="2026 1 oz American Gold Buffalo Coin BU" width="200"><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/g/u/gus26buff-1-rev.jpg" alt="2026 1 oz American Gold Buffalo Coin BU" width="200"></p>
<p>Let's start with the most obvious difference: the design.&nbsp;<a tabindex="-1" href="https://sdbullion.com/gold/american-gold-buffalo-coins">The Gold Buffalo coin</a> depicts a Native American Chief on the obverse and an American Bison on the reverse.</p>
<p>If comparing the 1 oz coins, the Gold Buffalo has a purity of 0.9999, so it's a little more expensive than the Eagle, which is 0.9167.</p>
<h3><strong>Why Do Investors Choose the Gold Buffalo?</strong></h3>
<p>Their appeal comes mainly from purity. Struck in 24-karat gold, Gold Buffalo coins offer a straightforward way for investors to gain exposure to near-pure gold without alloying.</p>
<p>For those focused on metal content above all else, this makes them a compelling option within a long-term strategy.</p>
<h3><strong>Is the Gold Buffalo IRA-Eligible?</strong></h3>
<p>The Gold Buffalo is IRA-approved because it meets the high-purity requirement of 99.5% minimum fineness, is produced by a government mint, and is available in uncirculated or mint condition.</p>
<h2><strong><a id="krugerrand"></a>South African Gold Krugerrand: Low-Premium Classic</strong></h2>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/r/a/random-krug-gold-1oz.jpg" alt="South African Gold Krugerrand" width="200"><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/k/r/krugerrand-reverse.jpg" alt="1 oz South African Gold Krugerrand Coin - Random Year" width="200"></p>
<p>For over 50 years,&nbsp;<a tabindex="-1" href="https://sdbullion.com/gold/african-gold-coins/south-african-gold-krugerrand-coins">Gold Krugerrands</a> have remained a cornerstone of the global precious metals market. The South African Krugerrand, introduced in 1967 by the South African Mint, is the first modern gold bullion coin, marking a significant milestone in the evolution of gold bullion coins. This legacy starts with its history.</p>
<h3><strong>Krugerrand History &amp; Significance</strong></h3>
<p>Gold Krugerrands were the first gold bullion coins intended for private ownership, introduced in 1967 and dominating up to 90% of the global market by 1980.</p>
<p>Struck in 22-karat gold (91.67% purity), the original bullion coin carries no face value but does have legal tender status under South African law.</p>
<p>Produced by the South African Mint for the South African Reserve Bank, these coins feature Paul Kruger on the obverse alongside "South Africa" and "Suid-Afrika." The reverse features the iconic springbok antelope, with inscriptions noting weight and purity.</p>
<h3><strong>Krugerrand Premium vs. Gold Eagle</strong></h3>
<p>The American Gold Eagle typically carries a higher premium than the Krugerrand due to stronger domestic demand, official U.S. Mint backing, and broader recognition among U.S. investors.</p>
<p>As legal tender backed by the U.S. government, it commands a consistent markup over spot. In contrast, the Gold Krugerrand is one of the most cost-efficient gold bullion coins available, trading closer to spot price — a preferred option for investors focused on maximizing gold weight per dollar.</p>
<h3><strong>Fractional Krugerrands: Worth Buying?</strong></h3>
<p>Fractional Krugerrands (1/2 oz, 1/4 oz, 1/10 oz) sit in a very specific niche: they trade efficiency for flexibility. Whether they're "worth it" depends entirely on what you're optimizing for.</p>
<h2><strong><a id="maple"></a>Canadian Gold Maple Leaf: Trusted Global Coin</strong></h2>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/g/r/grc26maple-1-2026-rc-gold-maple-leaf-1-oz-coin-reverse.png" alt="2026 1 oz Gold Maple Leaf Coin" width="200"><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/g/r/grc26maple-1-2026-rc-gold-maple-leaf-1-oz-coin-obverse.png" alt="2026 1 oz Gold Maple Leaf Coin" width="200"></p>
<p><a tabindex="-1" href="https://sdbullion.com/gold/royal-canadian-mint-gold-coins/gold-maple-leaf-coins">Gold Maple Leaf Coins</a> embody Canada's proud heritage while showcasing its highly advanced minting technology.</p>
<p>As some of the longest-running gold bullion coins in the world, they are recognized for incorporating modern security measures that safeguard their authenticity and integrity.</p>
<p>Each year, the Royal Canadian Mint strikes Gold Maple Leafs in varied sizes, adding to the traditional one-ounce version, crafted from 99.99% pure gold.</p>
<h3><strong>Security Features &amp; Authentication: RCM Bullion DNA</strong></h3>
<p>The Bullion DNA is an exclusive anti-counterfeiting technology. DNA stands for Digital Non-destructive Activation at the Royal Canadian Mint. Each coin receives an encrypted code during registration, which is stored in the RCM's database and can be read only by a specialized scanner.</p>
<h3><strong>Maple Leaf vs. Eagle vs. Krugerrand: Which to Buy?</strong></h3>
<p>If you strip away the branding, all three coins do the same core job: each contains 1 troy ounce of gold and tracks the spot price closely. The real differences come down to purity, premiums, durability, and regional preference.</p>
<table border="1">
<tbody>
<tr>
<td>
<p><strong>Feature</strong></p>
</td>
<td>
<p><strong>Maple Leaf</strong></p>
</td>
<td>
<p><strong>American Eagle</strong></p>
</td>
<td>
<p><strong>Krugerrand</strong></p>
</td>
</tr>
<tr>
<td>
<p>Purity</p>
</td>
<td>
<p>.9999 (24K)</p>
</td>
<td>
<p>.9167 (22K)</p>
</td>
<td>
<p>.9167 (22K)</p>
</td>
</tr>
<tr>
<td>
<p>Gold Content</p>
</td>
<td>
<p>1 oz</p>
</td>
<td>
<p>1 oz</p>
</td>
<td>
<p>1 oz</p>
</td>
</tr>
<tr>
<td>
<p>Durability</p>
</td>
<td>
<p>Softer</p>
</td>
<td>
<p>More durable</p>
</td>
<td>
<p>Most durable</p>
</td>
</tr>
<tr>
<td>
<p>Premiums</p>
</td>
<td>
<p>Low–moderate</p>
</td>
<td>
<p>Highest</p>
</td>
<td>
<p>Often lowest</p>
</td>
</tr>
<tr>
<td>
<p>Face Value</p>
</td>
<td>
<p>Yes (CAD)</p>
</td>
<td>
<p>Yes (USD)</p>
</td>
<td>
<p>No face value</p>
</td>
</tr>
<tr>
<td>
<p>Recognition</p>
</td>
<td>
<p>Global</p>
</td>
<td>
<p>Strong in U.S.</p>
</td>
<td>
<p>Extremely global</p>
</td>
</tr>
</tbody>
</table>
<p>The Canadian Gold Maple Leaf stands out for its .9999 fine gold purity and advanced security features, making it a top choice for investors who prioritize maximum gold content. The American Gold Eagle, while slightly less pure due to its alloy, is the most recognized gold coin in the United States and typically commands higher premiums due to strong domestic demand and liquidity. Meanwhile, the South African Krugerrand, the original modern bullion coin, is known for its durability and is often available at more competitive premiums.</p>
<p>Ultimately, all three coins are highly liquid and widely trusted. The best choice depends on your priorities — purity, recognition, or cost efficiency.</p>
<h2><strong><a id="philharmonic"></a>Austrian Gold Philharmonic: Europe's Best-Selling Bullion Coin</strong></h2>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/2/0/2018-Gold-Austrian-Philharmonic-Obverse_0.jpg" alt="1 oz Austrian Gold Philharmonics" width="200" height="200"><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/1/-/1-oz-gold-philharmonic-coin-reverse.jpg" alt="1 oz Austrian Philharmonic Gold Coin - Random Year" width="200"></p>
<p>Struck at .9999 fine gold by the Austrian Mint, the Philharmonic is the largest-selling gold bullion coin in Europe and typically carries one of the lowest premiums of any major sovereign coin, making it a strong pick for investors focused on cost per ounce.</p>
<p>The obverse depicts instruments of the Vienna Philharmonic Orchestra, and the reverse shows the great organ of Vienna's Musikverein concert hall. It's available in 1 oz and several fractional sizes.</p>
<p>The Philharmonic is IRA-eligible, meeting the IRS's 0.995 minimum purity requirement, and its deep secondary-market liquidity in Europe makes it easy to resell internationally.</p>
<h2><strong><a id="britannia"></a>British Britannia: UK Investors' Top Pick</strong></h2>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/g/b/gbr26brit-1-2026-br-gold-britannia-1-oz-coin-reverse.jpg" alt="2026 1 oz Gold Britannia Coin BU" width="200"><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/g/b/gbr26brit-1-2026-br-gold-britannia-1-oz-coin-obverse.jpg" alt="2026 1 oz Gold Britannia Coin BU" width="200"></p>
<p>The Britannia is struck by The Royal Mint and, since 2013, has been minted in .9999 fine gold — a purity level that qualifies it for U.S. IRA accounts (earlier .9167 issues do not meet the IRA threshold).</p>
<p>The coin's obverse carries the current UK monarch's effigy, while the reverse features the classic Britannia figure. Modern Britannias also carry advanced Royal Mint security features, including micro-text and tincture-line technology, to deter counterfeiting.</p>
<p>For UK residents, Britannia coins carry a notable tax advantage: as legal tender in the United Kingdom, they're exempt from Capital Gains Tax — a distinguishing feature not shared by most other bullion coins.</p>
<h2><strong><a id="panda"></a>Chinese Gold Panda: A New Design Every Year</strong></h2>
<p><img src="https://sdbullion.com/media/catalog/product/cache/49d7507d9b68aa6c9ab3c92627d7a8f8/r/a/random-year-30-gram-gold-panda.jpg" alt="30g Chinese Gold Panda Coin - Random Year"></p>
<p>Minted under the authority of the People's Bank of China at .999 fine gold, the Gold Panda is distinctive for one reason above all: the panda design on the reverse changes every year, which gives each year's coin its own collector following on top of its bullion value.</p>
<p>The Panda is IRA-eligible and available in a range of sizes. Because collector demand layers on top of investment demand, premiums can run higher than more standardized bullion coins like the Maple Leaf or Krugerrand, especially for recent-year releases.</p>
<h2><strong><a id="libertad"></a>Mexican Gold Libertad: Latin America's Global Bullion Coin</strong></h2>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/g/m/gmx24libertad-1-2024-mx-gold-libertad-1-oz-coin-obverse.jpg" alt="1 oz Mexican Gold Libertad" width="200"><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/g/m/gmx24libertad-1-2024-mx-gold-libertad-1-oz-coin-reverse.jpg" alt="2024 1 oz Mexican Gold Libertad Coin BU" width="200"></p>
<p>Produced by the Casa de Moneda de México (the Mexican Mint), the Libertad is struck in .999 fine gold and is one of the few Latin American sovereign bullion coins with genuine global recognition.</p>
<p>The obverse features Mexico's iconic Angel of Independence, while the reverse carries the national coat of arms. Unlike many other bullion coins, the Libertad has no stated face value, so its price is driven purely by metal content and market demand rather than a legal-tender minimum.</p>
<p>The Libertad is IRA-eligible and available in 1 oz and fractional sizes, though its secondary-market liquidity outside of Mexico and the U.S. Southwest tends to be thinner than the Eagle, Maple Leaf, or Krugerrand.</p>
<h2><strong><a id="budget"></a>Best Fractional Gold Coins for Smaller Budgets</strong></h2>
<p>Fractional coins reduce entry cost while preserving metal-content exposure, making them useful for investors with different individual goals. The tradeoff: the smaller the coin, the more you pay per ounce of gold, because minting and distribution costs are spread over less metal.</p>
<p><strong>Premium per ounce rises as size falls: a 1/10 oz Eagle may carry an 8–12% premium versus roughly 3–5% for a 1 oz Eagle.</strong></p>
<table border="1">
<tbody>
<tr>
<td>
<p><strong>Fractional Size</strong></p>
</td>
<td>
<p><strong>Typical Premium Over Spot*</strong></p>
</td>
<td>
<p><strong>Best For</strong></p>
</td>
</tr>
<tr>
<td>
<p>1 oz</p>
</td>
<td>
<p>3–6%</p>
</td>
<td>
<p>Core accumulation; lowest premium per ounce</p>
</td>
</tr>
<tr>
<td>
<p>1/2 oz</p>
</td>
<td>
<p>5–8%</p>
</td>
<td>
<p>Balanced flexibility between cost and size</p>
</td>
</tr>
<tr>
<td>
<p>1/4 oz</p>
</td>
<td>
<p>6–9%</p>
</td>
<td>
<p>Gifting and mid-size budget positions</p>
</td>
</tr>
<tr>
<td>
<p>1/10 oz</p>
</td>
<td>
<p>8–12%</p>
</td>
<td>
<p>Entry-level buyers and dollar-cost averaging</p>
</td>
</tr>
</tbody>
</table>
<p><em>*Ranges are illustrative and vary by coin (Eagle, Maple Leaf, and Krugerrand) and current market conditions.</em></p>
<p>Popular fractional options include the American Gold Eagle, Canadian Gold Maple Leaf, and Gold Krugerrand at 1/10 oz for the lowest entry cost, and the Eagle, Britannia, and Maple Leaf at 1/4 oz for a more efficient middle-ground position.</p>
<p>Are fractional coins worth the higher premium? Yes, if flexibility aligns with your goals — smaller sizes make it easier to invest gradually, adjust a portfolio, and manage liquidity. And regardless of size, the coin's melt value — its gold content — always serves as the price floor.</p>
<h2><strong><a id="coins-vs-bars"></a>Gold Coins vs. Gold Bars: Pros and Cons</strong></h2>
<h3><strong>Liquidity Comparison</strong></h3>
<p><img src="https://sdbullion.com/media/catalog/category/new-gold-bar-generic-category.jpg" alt="Gold Bars-image" width="250"></p>
<p>Due to their government backing and standardized designs, gold coins are often more readily traded than privately minted gold bars. This makes them easier for buyers to recognize, verify, and resell, which tends to reflect stronger secondary-market demand.</p>
<h3><strong>Premium Comparison</strong></h3>
<p>Higher production costs and stronger recognition contribute to gold coins trading at higher markups over spot than gold bars, which can be cheaper to buy. These premiums often reflect added trust, minting quality, and broader appeal among buyers.</p>
<h3><strong>Portability &amp; Divisibility</strong></h3>
<p>Gold coins are generally easier to transport and divide into smaller positions than larger bars, allowing buyers to sell or reallocate portions of their holdings without liquidating a full position.</p>
<table border="1">
<tbody>
<tr>
<td>
<p><strong>Factor</strong></p>
</td>
<td>
<p><strong>Gold Coins</strong></p>
</td>
<td>
<p><strong>Gold Bars</strong></p>
</td>
</tr>
<tr>
<td>
<p>Liquidity</p>
</td>
<td>
<p>Very high; widely recognized</p>
</td>
<td>
<p>High, but depends on brand/refiner</p>
</td>
</tr>
<tr>
<td>
<p>Premium over spot</p>
</td>
<td>
<p>Higher, especially small sizes</p>
</td>
<td>
<p>Generally lower, especially large bars</p>
</td>
</tr>
<tr>
<td>
<p>Divisibility</p>
</td>
<td>
<p>Easy to sell in small increments</p>
</td>
<td>
<p>Limited once purchased at larger sizes</p>
</td>
</tr>
<tr>
<td>
<p>Storage</p>
</td>
<td>
<p>Compact; fits safes/depository boxes easily</p>
</td>
<td>
<p>Compact; large bars need extra security</p>
</td>
</tr>
<tr>
<td>
<p>Resale</p>
</td>
<td>
<p>Fast, recognized by nearly any dealer</p>
</td>
<td>
<p>Fast for major refiners; slower for obscure brands</p>
</td>
</tr>
</tbody>
</table>
<h2><strong><a id="ira"></a>IRA-Eligible Gold Coins: Complete List</strong></h2>
<h3><strong>What Are the IRS Requirements for Gold IRA Coins?</strong></h3>
<p>Gold coins must meet a minimum purity of 0.995 (99.5%) and be produced by an approved government mint or accredited manufacturer. They also need to be in bullion (not collectible) condition and held by a qualified custodian.</p>
<p>An exception exists for the American Gold Eagle, which is allowed despite its 0.9167 purity because its gold content is guaranteed by the U.S. Mint.</p>
<h3><strong>Coins That Qualify for Gold IRAs</strong></h3>
<ul>
<li>
<p>American Eagle Gold Coins — U.S. Mint (.9167)</p>
</li>
<li>
<p>American Buffalo Gold Coins — U.S. Mint (.9999)</p>
</li>
<li>
<p>Canadian Maple Leaf Gold Coins — Royal Canadian Mint (.9999)</p>
</li>
<li>
<p>Austrian Philharmonic Gold Coins — Austrian Mint (.9999)</p>
</li>
<li>
<p>Chinese Panda Gold Coins — People's Bank of China (.999)</p>
</li>
<li>
<p>British Britannia Gold Coins — The Royal Mint (.9999 issues only)</p>
</li>
<li>
<p>Mexican Libertad Gold Coins — Casa de Moneda de México (.999)</p>
</li>
<li>
<p>Australian Kangaroo Gold Coins — Perth Mint (.9999)</p>
</li>
<li>
<p>Australian Lunar Series Gold Coins — Perth Mint (.9999)</p>
</li>
</ul>
<h3><strong>Approved Gold Proof Coins</strong></h3>
<ul>
<li>
<p>American Eagle Gold Proof Coins</p>
</li>
</ul>
<h3><strong>Coins That Do NOT Qualify</strong></h3>
<ul>
<li>
<p>Gold South African Krugerrand Bullion Coins</p>
</li>
<li>
<p>Pre-1933 U.S. Gold Coins</p>
</li>
<li>
<p>The Sovereign British Gold Coin (nominal value of £1)</p>
</li>
<li>
<p>Other collectible or rare coins, even graded or certified</p>
</li>
</ul>
<h2><strong><a id="fake"></a>How to Spot Fake Gold Coins</strong></h2>
<h3><strong>Weight &amp; Dimension Testing</strong></h3>
<p>Gold is denser than most metals, so it carries more weight for the same size. That difference becomes noticeable the moment you hold it. You can assess a gold product's weight relative to its size against other metals — real gold will generally feel heavier than other metals of similar dimensions.</p>
<h3><strong>Acid Testing &amp; Magnetic Verifiers</strong></h3>
<p>Use a nitric acid test and a magnet for a quick check. Real gold does not react to nitric acid, while fake gold will typically change color, often turning green or milky at the test spot. For magnetism, gold is non-magnetic; if the piece is attracted to a magnet, it likely contains other metals or isn't genuine gold.</p>
<h3><strong>Fisch Device Testing</strong></h3>
<p>A Fisch tool is a calibrated mechanical gauge sized to a specific coin type — the coin has to pass through a precise slot and balance correctly on a scale bar. Because it checks diameter, thickness, and weight simultaneously against factory tolerances, it catches counterfeits that pass a simple weight check alone.</p>
<h3><strong>Ultrasound Testing</strong></h3>
<p>Ultrasonic thickness testers measure how quickly sound waves travel through the coin. Because different metals (like tungsten, sometimes used in sophisticated fakes) have different sound-wave speeds than gold, this method can detect a fake even when the coin is correctly weighted and sized on the outside.</p>
<h3><strong>Third-Party Grading (PCGS/NGC)</strong></h3>
<p>For higher-value purchases, coins independently authenticated and encapsulated by PCGS (Professional Coin Grading Service) or NGC (Numismatic Guaranty Company) — often called "slabbed" coins — provide the highest level of certainty for both buyers and future buyers, since authenticity has already been verified by a recognized third party.</p>
<h2><strong><a id="buy"></a>How to Buy Gold Coins: Step-by-Step</strong></h2>
<p>Now you know the best options in the market and how to verify them. Here's how to actually complete a purchase, from choosing a dealer to what to expect on delivery.</p>
<h3><strong>Step 1: Choose a Reputable Dealer</strong></h3>
<p>You can buy from a mint-authorized dealer (an official distributor for a specific government mint) or the broader secondary market (other dealers, local coin shops, or private sellers). Mint-authorized dealers offer the most consistent sourcing and documentation; the secondary market can offer lower premiums but requires more diligence on the seller's reputation.</p>
<p>Reputable dealers reduce the risk of counterfeit or misrepresented gold. Look for: transparent pricing tied to the live spot market, detailed product specifications, secure shipping with tracking and insurance, established customer support, and a track record with clear reviews or Better Business Bureau standing.</p>
<h3><strong>Step 2: Check the Live Spot Price</strong></h3>
<p>Spot price is the current market price for one troy ounce of gold and is the baseline every dealer prices from. Check it immediately before ordering, since it moves throughout the trading day and directly determines your total cost.</p>
<h3><strong>Step 3: Calculate Total Cost With Premium</strong></h3>
<p>Apply the formula from <strong>Understanding Gold Coin Premiums</strong> above: total cost = (spot price × gold weight) + dealer premium. Compare this all-in number across dealers rather than comparing premiums alone.</p>
<h3><strong>Step 4: Choose a Payment Method</strong></h3>
<ul>
<li>
<p>Wire transfer: typically the lowest fees and fastest ability to lock in a price on larger orders.</p>
</li>
<li>
<p>Credit or debit card: convenient and fast, but usually carries a processing surcharge.</p>
</li>
<li>
<p>Check or money order: often fee-free, but slower — pricing may not be locked until funds clear.</p>
</li>
</ul>
<h3><strong>Step 5: Know What to Expect at Checkout</strong></h3>
<p>After you order, expect an order confirmation with your locked price, insured and tracked shipping, a signature requirement on delivery for higher-value orders, and documentation you should keep for your own records — especially important if the coins are going into an IRA. To start an order, browse <a tabindex="-1" href="https://sdbullion.com/gold/gold-coins">SD Bullion's gold coin selection</a> directly.</p>
<h2><strong><a id="storage"></a>Storing Your Gold Coins Safely</strong></h2>
<p>How you store your coins affects both their security and, for IRA holdings, your compliance with IRS rules. The three main options:</p>
<table border="1">
<tbody>
<tr>
<td>
<p><strong>Storage Option</strong></p>
</td>
<td>
<p><strong>Pros</strong></p>
</td>
<td>
<p><strong>Cons</strong></p>
</td>
</tr>
<tr>
<td>
<p>Home safe</p>
</td>
<td>
<p>Immediate access; no ongoing fee</p>
</td>
<td>
<p>Theft risk; typically needs a separate insurance rider</p>
</td>
</tr>
<tr>
<td>
<p>Bank safety deposit box</p>
</td>
<td>
<p>Reasonably secure; off-site from your home</p>
</td>
<td>
<p>Limited access hours; contents generally not FDIC-insured</p>
</td>
</tr>
<tr>
<td>
<p>Third-party depository</p>
</td>
<td>
<p>Professionally audited, segregated, and insured storage</p>
</td>
<td>
<p>Annual storage fee; access isn't instant</p>
</td>
</tr>
</tbody>
</table>
<p><strong>IRA custodian storage requirement:</strong> if your gold coins are held inside an IRA, you cannot take personal physical possession of them. IRS rules require IRA-owned bullion to be held by a qualified custodian at an IRS-approved depository — storing IRA coins in a home safe or personal safety deposit box can jeopardize the account's tax-advantaged status.</p>
<h2><strong><a id="liquidity"></a>How to Sell Gold Coins: Liquidity and Exit Options</strong></h2>
<p>Liquidity — how quickly and easily you can convert coins back to cash — is one of the biggest factors investors weigh when choosing which coins to buy in the first place. Here's how resale actually works.</p>
<h3><strong>Resale Channels</strong></h3>
<ul>
<li>
<p>Dealer buyback programs: sell directly back to a bullion dealer, often the fastest and most straightforward channel, with pricing tied to the live spot market.</p>
</li>
<li>
<p>Local coin shops: convenient for smaller quantities and immediate cash, though pricing can vary more between shops.</p>
</li>
<li>
<p>Peer-to-peer and online marketplaces: potentially better pricing, but slower, with more counterparty and shipping risk.</p>
</li>
<li>
<p>Auction: can work well for rare or graded coins where collector demand may exceed bullion value, but timelines are longer and fees higher.</p>
</li>
</ul>
<h3><strong>Bid-Ask Spread by Coin Type</strong></h3>
<p>Highly recognized coins — the American Gold Eagle, Canadian Gold Maple Leaf, and South African Krugerrand — tend to have the tightest bid-ask spreads, meaning less value lost between what you paid and what you'll get back. Less common coins, including some fractional and collector-driven pieces, often carry wider spreads.</p>
<h3><strong>Timing and Which Coins Sell Fastest</strong></h3>
<p>Because dealers price off the live spot market, timing your sale around spot price movement matters as much as choosing where to sell. In terms of speed, the Eagle and Maple Leaf typically resell fastest thanks to their broad recognition and deep dealer demand, while less common coins may take longer to place at a competitive price.</p>
<p><strong><em>Disclaimer:</em></strong><em> This content is for informational purposes only and should not be considered financial or investment advice. Conduct thorough research or consult a financial advisor to ensure your gold investment fits your overall strategy.</em></p></div><ul class="sdb-pagebuilder-faq" data-content-type="faq" data-appearance="default" data-pricing-page-style="0" data-element="main"><div data-content-type="text" data-appearance="default" data-element="main"><h2><a id="ten"></a><a id="faqs"></a>FAQs: Best Gold Coins to Buy</h2></div><li class="faq-item !m-0" data-content-type="faq-item" data-appearance="default" data-element="main"><div data-content="true"><div class="faq-question faq-item !m-0" data-element="question"><div><h3 id="W683311">What is the best gold coin to buy for investment?</h3></div></div><div class="faq-answer faq-item !m-0" data-element="answer"><div>American Gold Eagles from the United States Mint and Canadian Gold Maple Leafs are widely considered top choices. Their popularity among investors and collectors alike supports strong resale demand. The best option depends on whether you prioritize lower premiums or higher purity in specific coins.</div></div><div></div></div></li><li class="faq-item !m-0" data-content-type="faq-item" data-appearance="default" data-element="main"><div data-content="true"><div class="faq-question faq-item !m-0" data-element="question"><div><div><h3>Are gold coins better than gold bars?</h3></div></div></div><div class="faq-answer faq-item !m-0" data-element="answer"><div><div>This depends on your objective. Gold coins are generally easier for sellers to move due to recognition and popularity, while gold bars typically offer lower premiums. Coins provide flexibility, while bars maximize gold weight per dollar.</div></div></div><div></div></div></li><li class="faq-item !m-0" data-content-type="faq-item" data-appearance="default" data-element="main"><div data-content="true"><div class="faq-question faq-item !m-0" data-element="question"><div><div><div><h3>What gold coins are IRA-eligible?</h3></div></div></div></div><div class="faq-answer faq-item !m-0" data-element="answer"><div><div><div><a href="https://sdbullion.com/gold/ira-approved-gold">IRA-eligible gold coins</a> must meet at least 0.995 purity and come from approved mints like the United States Mint. Specific coins include the American Gold Eagle and Gold Buffalo. Eligibility depends on purity, origin, and whether the coin is classified as bullion rather than collectible.</div></div></div></div><div></div></div></li><li class="faq-item !m-0" data-content-type="faq-item" data-appearance="default" data-element="main"><div data-content="true"><div class="faq-question faq-item !m-0" data-element="question"><div><h3>How much over spot should I pay for gold coins?</h3></div></div><div class="faq-answer faq-item !m-0" data-element="answer"><div>It depends on the coin. As a rough guide, expect roughly 3–6% over spot for 1 oz coins like the Eagle, Maple Leaf, or Philharmonic, and 1–2% for the Krugerrand. Fractional sizes carry higher premiums, often 8–12% at 1/10 oz. Use the total-cost formula above to compare offers precisely.</div></div><div></div></div></li><li class="faq-item !m-0" data-content-type="faq-item" data-appearance="default" data-element="main"><div data-content="true"><div class="faq-question faq-item !m-0" data-element="question"><div><h3>How do I store gold coins safely?</h3></div></div><div class="faq-answer faq-item !m-0" data-element="answer"><div>Home safes, bank safety deposit boxes, and third-party depositories are the three main options, each with different tradeoffs on access, cost, and insurance. IRA-held coins must be stored at an IRS-approved depository through a qualified custodian — you can't hold them yourself.</div></div><div></div></div></li><li class="faq-item !m-0" data-content-type="faq-item" data-appearance="default" data-element="main"><div data-content="true"><div class="faq-question faq-item !m-0" data-element="question"><div><div><div><div><h3>How do I sell gold coins?</h3></div></div></div></div></div><div class="faq-answer faq-item !m-0" data-element="answer"><div><div><div><div><a href="https://sdbullion.com/sell">You can sell through dealers</a>, online platforms, or local sellers. Pricing is based on spot value and demand. Widely recognized coins tend to sell faster, as their popularity attracts both investors and collectors alike.</div></div></div></div></div><div></div></div></li></ul></div></div>]]></description>
              <pubDate>Tue, 28 Jul 2026 11:33:00 +0000</pubDate>
              <category><![CDATA[Research]]></category>
           </item>
       <item>
      <title>Gold Holds Firm as Chinese Demand Strengthens While Silver Awaits Its Next Catalyst</title>
      <link>https://sdbullion.com/blog/gold-chinese-demand-strengthens-john-paulson-novagold-hong-kong-expands-vault</link>
      <guid>https://sdbullion.com/blog/gold-chinese-demand-strengthens-john-paulson-novagold-hong-kong-expands-vault</guid>
      <description><![CDATA[<style>#html-body [data-pb-style=MP0GH4I]{justify-content:flex-start;display:flex;flex-direction:column;background-position:left top;background-size:cover;background-repeat:no-repeat;background-attachment:scroll}</style><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-background-lazy-load="" data-element="inner" data-pb-style="MP0GH4I"><div data-content-type="text" data-appearance="default" data-element="main"><h2>Chinese Gold Imports Set to Top Last Year as Hong Kong Expands Vault Capacity While John Paulson Calls Gold a Long-Term Bull Market</h2>
<ul>
<li>Precious metals posted modest weekly gains, with spot gold closing at $4,055/oz and <a href="https://sdbullion.com/silver-prices">spot silver price</a> finishing at $58.11/oz, while the gold-to-silver ratio rose to 69:1, signaling gold modestly outperformed silver during the week.</li>
<li>Investor John Paulson remains firmly bullish on gold, arguing the current pullback is a correction within the early stages of a long-term bull market driven by persistent currency debasement concerns and continued central bank demand.</li>
<li>History continues to favor physical gold and <a href="https://sdbullion.com/silver">silver bullion</a> over mining equities. Despite renewed interest in gold producers, long-term performance data highlighted in the report shows <a href="https://sdbullion.com/gold">gold bullion</a> has consistently outperformed gold mining stocks for more than two decades.</li>
<li>Chinese physical gold demand remains exceptionally strong. Imports are on pace to exceed last year's total before the end of July, with buyers continuing to take advantage of lower prices by accumulating physical bullion.</li>
<li>China's gold market continues shifting toward investment bullion. Consumers are increasingly favoring lower-premium gold bars and bullion products over traditional high-grade jewelry as price-sensitive buying accelerates.</li>
<li>Major infrastructure investments underscore Asia's growing influence in precious metals. Hong Kong plans to expand its airport gold vault and logistics capacity tenfold over the next three years, reinforcing its ambitions as a global bullion trading hub.</li>
<li>Western futures markets are expanding nearly around the clock. CME Group has launched 24/7 trading for micro gold futures, reflecting growing competition among exchanges to capture retail participation in precious metals derivatives.</li>
<li>India's physical silver market remains tight. Silver imports continue to run at subdued levels ahead of festival season, keeping domestic premiums elevated even as investment demand through ETFs and savings programs stabilizes.</li>
<li>Long-term debt concerns continue supporting the precious metals narrative. The report argues policymakers may rely on financial repression—keeping interest rates below inflation while encouraging Treasury ownership—to manage growing U.S. debt burdens, a backdrop historically viewed as constructive for gold and silver.</li>
<li>The report concludes with a disciplined investment approach rather than a market call. Rather than attempting to identify the exact bottom of the current correction, the recommendation is to continue steadily accumulating physical precious metals through dollar-cost averaging.</li>
</ul>
<h3>Gold and silver posted weekly gains as resilient Chinese bullion buying, expanding Asian vault infrastructure, and growing concerns over long-term debt and currency debasement continued to reinforce the bullish case for precious metals, even as Western markets expanded around-the-clock paper trading.</h3>
<p><strong>Last Week's Gold and Silver Market Update</strong></p>
<ul>
<li>The silver and gold markets moved a bit higher on the week.</li>
<li>The spot silver price closed the week at $58.11 oz bid.</li>
<li>The spot <a href="https://sdbullion.com/gold-price">gold price</a> finished the week at $4055 oz bid.</li>
<li>The spot <a href="https://sdbullion.com/gold-silver-ratio">gold silver ratio</a> ended the week higher at 69 oz of spot silver to afford 1 oz of spot gold.</li>
</ul>
<h3 class="PDq2pG_selectionAnchorContainer" data-section-id="1cvjmfp" data-start="551" data-end="605">John Paulson Sees the Bull Market as Just Beginning</h3>
<p data-start="607" data-end="1133">Appearing on CNBC, billionaire investor John Paulson reiterated his long-term bullish outlook for gold, describing the recent pullback as a normal correction rather than the end of the rally. Paulson believes continued government debt expansion, monetary stimulus, and declining confidence in fiat currencies will support higher gold prices over time. He also pointed to ongoing central bank purchases and sustained private-sector demand as structural drivers that remain firmly in place.</p>
<h3 data-section-id="1t2d8hh" data-start="1140" data-end="1193">Gold Bullion Continues to Outperform Mining Stocks</h3>
<p data-start="1195" data-end="1612">While renewed interest has emerged in gold mining companies, the report highlights that physical gold has delivered stronger long-term returns than gold miners for more than two decades. Even Nova Gold—where Paulson recently became co-chairman—illustrates how owning physical bullion has generally produced better investment performance than mining equities over the same period.</p>
<h3 data-section-id="1u0wtdn" data-start="1619" data-end="1660">Chinese Buyers Continue Buying the Dip</h3>
<p data-start="1662" data-end="2172">One of the strongest themes in today's gold market remains China's appetite for physical bullion. Gold imports are already on pace to exceed last year's total before the end of July, with investors taking advantage of lower prices following the correction earlier this year. The report notes that Chinese consumers have increasingly shifted away from high-end jewelry toward lower-premium bullion products, reinforcing investment demand rather than decorative consumption. On July 24, 2026 is the often pumped day when Chinese bank policy changes have closed down interbank retail paper gold silver and precious metals trading accounts.</p>
<h3 data-section-id="o0zoqm" data-start="2179" data-end="2232">Asia Expands Its Role in the Global Bullion Market</h3>
<p data-start="2234" data-end="2739">Beyond strong buying activity, Asia continues investing heavily in precious metals infrastructure. Hong Kong recently announced plans to increase its airport-adjacent gold vault and logistics capacity by ten times over the next three years, positioning itself for greater participation in the international bullion trade. At the same time, changes to China's retail precious metals trading landscape may encourage additional participation in domestic futures markets.</p>
<h3 data-section-id="12dl5fq" data-start="2746" data-end="2789">Western Markets Push Toward 24/7 Trading</h3>
<p data-start="2791" data-end="3241">While physical demand strengthens in Asia, Western exchanges continue expanding access to paper precious metals markets. CME Group has launched around-the-clock trading for micro gold futures, reflecting growing competition to attract retail investors. The report suggests this trend could increase speculative trading activity while further separating paper market participation from physical bullion ownership.</p>
<h3 data-section-id="5uxk1s" data-start="3248" data-end="3286">India's Silver Market Remains Tight</h3>
<p data-start="3288" data-end="3731">Silver fundamentals also continue to show signs of strength. India's silver imports remain subdued heading toward the country's important festival season, keeping domestic premiums elevated relative to Western benchmark prices. Although imports have slowed, investment demand through silver ETFs and savings programs appears to be stabilizing as buyers gradually return during the recent price correction.</p>
<h3 data-section-id="14afr5i" data-start="3738" data-end="3801">Debt Concerns Continue Supporting the Long-Term Bullish Case</h3>
<p data-start="3803" data-end="4292">The report concludes by examining the long-term implications of rising U.S. debt. Drawing comparisons to the post-World War II period, it suggests policymakers could once again rely on financial repression—maintaining interest rates below inflation while encouraging banks to hold government debt—as a means of managing historically high debt levels. Such an environment has historically been viewed as supportive for hard assets like gold and silver.</p>
<h3 data-section-id="155h1oe" data-start="4299" data-end="4319">Investor Takeaway</h3>
<p data-start="4321" data-end="4705" data-is-last-node="" data-is-only-node="">Rather than attempting to predict whether the current correction has fully run its course, the report emphasizes maintaining a disciplined, long-term approach. Continued dollar-cost averaging into physical gold and silver remains the preferred strategy, allowing investors to steadily accumulate ounces while navigating ongoing market volatility.</p>
<p>&nbsp;</p>
<p>Sources:</p>
<p>John Paulson: Gold in the early stages of a long-term bull market<br><a href="https://www.youtube.com/watch?v=gTOicU2plyk" target="_blank" rel="noopener">https://www.youtube.com/watch?v=gTOicU2plyk</a></p>
<p>The US won't default on $39 trillion debt: Why financial repression is coming and Gold is the only hedge<br><a href="https://www.fxstreet.com/analysis/the-us-wont-default-on-39-trillion-debt-why-financial-repression-is-coming-and-gold-is-the-only-hedge-202607130707" target="_blank" rel="noopener">https://www.fxstreet.com/analysis/the-us-wont-default-on-39-trillion-debt-why-financial-repression-is-coming-and-gold-is-the-only-hedge-202607130707</a></p></div></div></div>]]></description>
              <pubDate>Sat, 25 Jul 2026 09:29:00 +0000</pubDate>
              <category><![CDATA[Gold &amp; Silver News]]></category>
           </item>
       <item>
      <title>How Much Silver Is Used in Solar Panels? Demand, Supply, and Investment Impact</title>
      <link>https://sdbullion.com/blog/how-much-silver-is-used-in-solar-panels</link>
      <guid>https://sdbullion.com/blog/how-much-silver-is-used-in-solar-panels</guid>
      <description><![CDATA[<style>#html-body [data-pb-style=AEY3KT1]{justify-content:flex-start;display:flex;flex-direction:column;background-position:left top;background-size:cover;background-repeat:no-repeat;background-attachment:scroll}</style><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-background-lazy-load="" data-element="inner" data-pb-style="AEY3KT1"><div data-content-type="text" data-appearance="default" data-element="main"><h2>How Much Silver Is Used in Solar Panels? Demand, Supply, and Investment Impact</h2>
<p>A typical solar panel contains up to 20 grams (0.64 troy ounces) of silver. In 2025, solar panel manufacturing consumed 186.6 million ounces of silver, accounting for approximately 16.5% of global silver demand and 22% of global mine production.</p>
<h2>Key Takeaways</h2>
<ul>
<li>
<p>A typical solar panel contains up to 20 grams (0.64 troy ounces) of silver.</p>
</li>
<li>
<p>Solar panel manufacturing consumed 186.6 million ounces of silver in 2025.</p>
</li>
<li>
<p>Photovoltaics accounted for approximately 16.5% of total global silver demand in 2025.</p>
</li>
<li>
<p>Solar panel production accounted for roughly 22% of global silver mine supply.</p>
</li>
<li>
<p>Silver remains essential to photovoltaic technology due to its unmatched electrical conductivity.</p>
</li>
</ul></div><div data-content-type="text" data-appearance="default" data-element="main"><p id="HK493O6">Jump to:&nbsp;<a href="#how-much">How Much Silver in Solar Panels?</a> | <a href="#why">Why is Silver in Solar Panels?</a> | <a href="#electricity">How PV Cells Work</a> | <a href="#solar">Annual Demand</a> | <a href="#global">Supply Impact</a> | <a href="#copper">Silver vs. Copper</a> | <a href="#china">China's Role</a> | <a href="#prices">Price Impact</a> | <a href="#investors">For Investors</a> | <a href="#faqs">FAQs</a></p></div><div data-content-type="text" data-appearance="default" data-element="main"><p>Silver is used in solar panels because it has the highest electrical conductivity of any metal, allowing photovoltaic (PV) cells to efficiently collect and transfer electricity generated by sunlight.</p>
<p>As global solar installations continue to grow, photovoltaic demand has become one of the largest sources of industrial silver consumption and an important factor influencing the silver market.</p>
<p>As solar demand continues to influence the silver market, SD Bullion regularly tracks developments in silver supply, industrial demand, and precious metals investing.</p>
<p>Below, we'll examine how much silver is contained in solar panels, how solar cells use silver to generate electricity, and why growing photovoltaic demand matters for the future of the silver market.</p>
<h2><a id="how-much"></a>How Much Silver Is in the Average Solar Panel?</h2>
<p>A typical solar panel contains up to 0.64 troy ounces of silver. Smaller residential panels may contain less silver paste, while larger or higher-efficiency panels may require more silver paste to maintain conductivity.</p>
<table border="1"><colgroup><col><col></colgroup>
<tbody>
<tr>
<th colspan="1" rowspan="1">
<p><strong>Solar Product</strong></p>
</th>
<th colspan="1" rowspan="1">
<p><strong>Typical Silver Content</strong></p>
</th>
</tr>
<tr>
<td colspan="1" rowspan="1">
<p>Average Solar Panel</p>
</td>
<td colspan="1" rowspan="1">
<p>Up to 20 g (0.64 oz)</p>
</td>
</tr>
<tr>
<td colspan="1" rowspan="1">
<p>400W Solar Panel</p>
</td>
<td colspan="1" rowspan="1">
<p>3.8-6 g (0.12-0.19 oz)</p>
</td>
</tr>
<tr>
<td colspan="1" rowspan="1">
<p>Recycled Solar Panel Recovery</p>
</td>
<td colspan="1" rowspan="1">
<p>3.8-20 g</p>
</td>
</tr>
</tbody>
</table>
<h3>How Silver Usage Varies by Solar Panel Type and Manufacturer</h3>
<p>Silver usage varies by solar technology. Traditional PERC panels generally require less silver than newer TOPCon and heterojunction (HJT) designs, which use additional silver paste to improve efficiency. Manufacturers also continue reducing silver content through ongoing thrifting efforts.</p>
<p>In solar cells, electrical contacts are conductive pathways that collect electrons and transfer electricity out of the cell. The amount of silver required depends on how these contacts are designed.</p>
<table border="1"><colgroup><col><col><col></colgroup>
<tbody>
<tr>
<th colspan="1" rowspan="1">
<p><strong>Solar Technology</strong></p>
</th>
<th colspan="1" rowspan="1">
<p><strong>Approximate Silver Usage in Milligrams per Watt (mg/W)</strong></p>
</th>
</tr>
<tr>
<td colspan="1" rowspan="1">
<p>PERC</p>
</td>
<td colspan="1" rowspan="1">
<p>10 mg/W</p>
</td>
<td colspan="1" rowspan="1">
<p>Traditional solar cell design uses silver primarily on the front contact, while the rear contact is typically aluminum.</p>
</td>
</tr>
<tr>
<td colspan="1" rowspan="1">
<p>TOPCon</p>
</td>
<td colspan="1" rowspan="1">
<p>13 mg/W</p>
</td>
<td colspan="1" rowspan="1">
<p>Higher efficiency: increased use of silver paste; silver is applied to the rear n-type contact and mixed with aluminum at the front contact to improve efficiency.</p>
</td>
</tr>
<tr>
<td colspan="1" rowspan="1">
<p>HJT</p>
</td>
<td colspan="1" rowspan="1">
<p>22 mg/W</p>
</td>
<td colspan="1" rowspan="1">
<p>In high-efficiency designs with greater silver requirements, silver paste is used for both front and rear contacts, increasing silver consumption per watt.</p>
</td>
</tr>
</tbody>
</table>
<h2><a id="why"></a>Why Is Silver Used in Solar Panels?</h2>
<p><img 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" alt="Silver ore" width="300"></p>
<p>Silver ore sample. Source: U.S. Geological Survey (USGS), Public Domain.</p>
<p>Silver's usage in photovoltaics is supported by three main characteristics: <strong>exceptional electrical conductivity, excellent thermal conductivity, and high corrosion resistance.</strong></p>
<p>Although silver accounts for only about 0.14% of a solar panel's total weight, it can account for 10% to 14% of manufacturing costs due to its critical role in photovoltaic cells.</p>
<h3>Silver's High Electrical Conductivity and Energy Efficiency</h3>
<p>Silver has the highest electrical conductivity of any metal (63.0 × 10⁶ S/m at 20°C), making it essential for solar cells, electronics, and power applications where efficiency matters.</p>
<p>Its ability to conduct electricity with minimal energy loss helps maximize solar panel performance, which is why silver remains a critical material in photovoltaic technology despite its higher cost than copper.</p>
<table border="1"><colgroup><col><col><col></colgroup>
<tbody>
<tr>
<th colspan="1" rowspan="1">
<p><strong>Property</strong></p>
</th>
<th colspan="1" rowspan="1">
<p><strong>Silver</strong></p>
</th>
<th colspan="1" rowspan="1">
<p><strong>Copper</strong></p>
</th>
</tr>
<tr>
<td colspan="1" rowspan="1">
<p>Electrical Conductivity</p>
</td>
<td colspan="1" rowspan="1">
<p>63.0 × 10⁶ S/m</p>
</td>
<td colspan="1" rowspan="1">
<p>59.6 × 10⁶ S/m</p>
</td>
</tr>
<tr>
<td colspan="1" rowspan="1">
<p>Thermal Conductivity</p>
</td>
<td colspan="1" rowspan="1">
<p>429 W/(m·K)</p>
</td>
<td colspan="1" rowspan="1">
<p>401 W/(m·K)</p>
</td>
</tr>
<tr>
<td colspan="1" rowspan="1">
<p>Corrosion Resistance</p>
</td>
<td colspan="1" rowspan="1">
<p>Excellent</p>
</td>
<td colspan="1" rowspan="1">
<p>Moderate</p>
</td>
</tr>
<tr>
<td colspan="1" rowspan="1">
<p>Relative Cost</p>
</td>
<td colspan="1" rowspan="1">
<p>Much Higher</p>
</td>
<td colspan="1" rowspan="1">
<p>Much Lower</p>
</td>
</tr>
<tr>
<td colspan="1" rowspan="1">
<p>Solar Industry Usage</p>
</td>
<td colspan="1" rowspan="1">
<p>Current standard for PV cells</p>
</td>
<td colspan="1" rowspan="1">
<p>Emerging alternative</p>
</td>
</tr>
</tbody>
</table>
<h3>Silver's Resistance to Corrosion, Moisture, and Heat</h3>
<p>Silver has the highest thermal conductivity of any metal, allowing solar cells to dissipate heat efficiently. This helps reduce performance losses caused by high temperatures and supports long-term solar panel efficiency.</p>
<h3>Why Silver Performs Better During Thermal Cycling</h3>
<p>Thermal cycling occurs when solar panels repeatedly heat up during the day and cool down at night. Silver's excellent thermal conductivity and corrosion resistance help maintain electrical performance during these temperature fluctuations, supporting long-term solar panel reliability.</p>
<h2><a id="electricity"></a>How Solar Photovoltaic Cells Use Silver to Generate Electricity</h2>
<p>Solar photovoltaic cells use silver paste to create conductive pathways that collect electrons generated by sunlight. These pathways efficiently transport electricity from the solar panel into the electrical system with minimal energy loss.<img src="data:image/png;base64,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" alt="Silver Panels Explained" width="500"></p>
<h3>What Is Silver Paste?</h3>
<p>Silver paste is a conductive material composed primarily of silver powder. In photovoltaic solar cells, it forms the conductive pathways that collect and transport electricity, making it an essential component of modern solar panel production.</p>
<h3>What Happens When Sunlight Hits a Solar Cell?</h3>
<p>When sunlight hits a solar cell, photons excite electrons within the silicon layer, generating an electric current. Silver paste printed on the front and back of the cell collects these electrons and transports the electricity through the solar panel and into the electrical system. Because silver has the highest electrical conductivity of any metal, it helps minimize energy loss and maximize power output.</p>
<h3>How Silver Collects and Transfers Electrons</h3>
<p>Silver collects electrons generated by sunlight via conductive pathways printed on the surfaces of solar cells. These silver contacts transfer electricity with minimal resistance, helping photovoltaic panels deliver more power with less energy loss.</p>
<h2><a id="solar-industry"></a>How Much Silver Does the Solar Industry Use Each Year?</h2>
<h3>Solar Industry Silver Demand</h3>
<p>Photovoltaic silver demand has grown significantly in recent years. It remains one of the largest sources of industrial silver demand, consuming hundreds of millions of ounces over the past decade. The sector consumed approximately 142 million ounces of silver in 2023, compared to 186.6 million ounces in 2025, reflecting the continued expansion of global solar installations.</p>
<table border="1"><colgroup><col><col><col></colgroup>
<tbody>
<tr>
<th>
<p><strong>Year</strong></p>
</th>
<th>
<p><strong>Photovoltaic Silver Demand (Moz)</strong></p>
</th>
<th>
<p><strong>Share of Global Silver Demand</strong></p>
</th>
</tr>
<tr>
<td>
<p>2023</p>
</td>
<td>
<p>142.0</p>
</td>
<td>
<p>13.8%</p>
</td>
</tr>
<tr>
<td>
<p>2025</p>
</td>
<td>
<p>186.6</p>
</td>
<td>
<p>16.5%</p>
</td>
</tr>
</tbody>
</table>
<p>Despite supply constraints caused by a fifth consecutive annual silver market deficit and tightening above-ground inventories, solar energy remains a major driver of long-term silver consumption due to continued growth in global solar installations.</p>
<p>As shown below, the silver market has recorded several consecutive years of deficits, meaning total demand exceeded available supply. In the chart, the blue bars show annual market balance: positive values indicate a surplus, while negative values indicate a deficit. The black line tracks the silver price.<img 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"></p>
<h3>Solar Panel Production and Total Silver Consumption</h3>
<p>Solar panel manufacturing consumed 186.6 million ounces of silver in 2025, making photovoltaics the largest single source of industrial silver demand. Despite a 6% year-over-year decline due to silver thrifting and substitution efforts by manufacturers, solar panels still accounted for approximately 28% of global industrial silver consumption.</p>
<p>Continued global solar capacity expansion, particularly in China and the United States, keeps the solar industry one of the most important long-term drivers of physical silver demand.</p>
<h3>Solar Demand as a Percentage of Global Silver Demand</h3>
<p>Solar panels accounted for 13.8% of global silver demand in 2023. By 2025, that share had increased to approximately 16.5%, highlighting the key role of photovoltaic demand. With photovoltaic demand reaching 186.6 million ounces and total silver demand totaling 1,130.6 million ounces, roughly one out of every six ounces of silver consumed worldwide was used in solar energy applications.</p>
<h2><img 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"></h2>
<h2><a id="global"></a>How Solar Energy Is Affecting Global Silver Supply</h2>
<p>The rapid growth of solar installations has increased industrial silver consumption and placed additional pressure on global silver supplies. As photovoltaic demand expands, a larger share of annual mine production is being directed toward solar panel manufacturing.</p>
<h3>Solar Global Demand vs Global Silver Production</h3>
<p>Solar panel manufacturing consumed 186.6 million ounces of silver in 2025, while global silver mine production totaled 846.6 million ounces.</p>
<p>This means the photovoltaic industry alone used approximately 22% of all silver mined worldwide, highlighting how solar energy has become one of the largest end-use markets for physical silver.</p>
<table border="1"><colgroup><col><col></colgroup>
<tbody>
<tr>
<th>
<p><strong>Category</strong></p>
</th>
<th>
<p><strong>Moz</strong></p>
</th>
</tr>
<tr>
<td>
<p>Solar Demand</p>
</td>
<td>
<p>186.6</p>
</td>
</tr>
<tr>
<td>
<p>Global Mine Production</p>
</td>
<td>
<p>846.6</p>
</td>
</tr>
</tbody>
</table>
<p>As solar installations continue to expand globally, photovoltaic demand remains a major factor influencing long-term silver supply-and-demand fundamentals.</p>
<h3>Pressure on Global Silver Supply</h3>
<p>According to the latest <a tabindex="-1" href="https://silverinstitute.org/wp-content/uploads/2026/04/World-Silver-Survey-2026.pdf">Silver Institute annual report</a>, silver's volatility in 2026 is much higher than it was last year.</p>
<h2><img src="https://images.surferseo.art/b105d5ef-e7b0-4491-9b50-98526be6ca3c.png" alt=""><img 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"></h2>
<p>Silver prices also increased after the U.S. classified silver as a critical mineral, and reports suggested China could restrict silver exports, though those reports were later found to be false.</p>
<p>Especially at the beginning of 2026, demand for silver coins and bars was strong in most major markets. Product shortages became common, premiums increased, and physical silver demand strengthened across major markets. At the same time, investment demand surged across silver ETFs, futures, and options.</p>
<h3>Can Silver Production Keep Up With Solar Growth?</h3>
<p>Silver supply is expected to remain tight in 2026, with global mine production projected to decline slightly while industrial demand, particularly from solar panels, remains strong. Higher prices are expected to boost recycling, helping offset some of the supply shortfall.</p>
<h2><a id="copper"></a>Can Solar Manufacturers Replace Silver With Copper?</h2>
<h3>Why Copper Is Being Considered</h3>
<p>The solar industry is increasingly exploring copper as a substitute for silver because copper is significantly less expensive. According to <a tabindex="-1" href="https://www.reuters.com/sustainability/climate-energy/solar-industry-accelerates-shift-silver-costs-soar-2026-02-19/">Reuters</a>, replacing silver with copper-based metallization could save solar manufacturers an estimated $15 billion annually at 500 gigawatts of solar panel production.</p>
<h3>Technical Challenges of Replacing Silver</h3>
<p>Perovskite solar cells have the potential to also eventually reduce or eliminate the use of silver in some solar panels by replacing the silver-based conductive layers found in traditional silicon PV technology, although the technology is still in the early stages of commercial deployment.</p>
<p>With that being said, silver remains more efficient due to its superior electrical conductivity, making it difficult to fully replace in high-performance solar power applications.</p>
<p>As a result, while copper usage is expected to grow and other technologies emerge, silver is likely to remain an essential material in photovoltaic technology for the foreseeable future.</p>
<h3>Why Leading Manufacturers Still Depend on Silver</h3>
<p>Leading solar manufacturers continue to rely on silver because no alternative material currently matches its combination of electrical conductivity, corrosion resistance, and long-term reliability. Although copper substitution is increasing, silver remains the preferred material for many high-efficiency solar cells.</p>
<h2><a id="china"></a>How China Influences Solar Panel Production and Silver Demand</h2>
<h3>China's Role in Global Solar Installations</h3>
<p>China remains the world's largest solar market and solar panel manufacturer, accounting for approximately 51% of global solar capacity growth over the past decade, according to The Silver Institute. Its dominant position in the solar supply chain gives it significant influence over photovoltaic silver demand.</p>
<h3>China's Impact on Future Silver Consumption</h3>
<p>China is expected to remain a major driver of future silver demand because it leads global solar panel manufacturing. As solar capacity continues to expand through 2030, photovoltaic production is likely to require significant amounts of silver, which could support silver prices if mine supply and recycling growth fail to keep pace with demand.<img 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"></p>
<h2><a id="prices"></a>Will Solar Demand Increase Silver Prices?</h2>
<p>Rising solar demand can support higher silver prices by increasing competition for available supply. However, silver prices are also influenced by investment demand, mine production, recycling activity, and broader economic conditions.</p>
<h3>How Industrial Demand Affects Silver Prices</h3>
<p>According to the <a tabindex="-1" href="https://silverinstitute.org/wp-content/uploads/2026/04/World-Silver-Survey-2026.pdf">World Survey of 2026</a>, industrial demand can significantly impact silver prices because many industries rely on silver's unique electrical and thermal conductivity.</p>
<p>When demand rises in sectors such as solar energy, electronics, electric vehicles, and power infrastructure, manufacturers compete for a limited supply of silver, which can drive up prices.<img src="data:image/png;base64,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"></p>
<p>Unlike <a tabindex="-1" href="https://sdbullion.com/gold">gold</a>, whose demand primarily comes from bullion products and jewelry, silver prices are equally influenced by both industrial consumption and investor activity.</p>
<p>In 2025, industrial demand totaled 657.4 million ounces, representing more than half of global silver demand and underscoring the metal's importance as both an industrial commodity and a precious metal; investors often study <a tabindex="-1" href="https://sdbullion.com/silver-price-by-year">historical silver price data</a> to understand how these trends affect long-term pricing.</p>
<p>Investors track silver prices via the live <a tabindex="-1" href="https://sdbullion.com/silver-prices">silver price chart</a> on SD Bullion.</p>
<h3>Solar Demand and Investment Demand Combined</h3>
<p>Silver demand is being supported by both growing industrial use and renewed investor interest. While the solar industry remains a major source of silver consumption, the World Silver Survey 2026 reported strong investment demand across silver ETFs, coins, bars, futures, and options.</p>
<p>Coin and bar demand rose 14% in 2025, while silver ETP inflows reached their second-highest level on record. Combined with a fifth consecutive market deficit and tighter physical inventories, these trends highlight silver's unique position as both an essential industrial metal and a precious metal investment.</p>
<p>Investors seeking exposure to these trends often choose <a tabindex="-1" href="https://sdbullion.com/silver">physical silver bullion</a>, including low-premium <a tabindex="-1" href="https://sdbullion.com/silver/silver-bars">silver bars</a> and <a tabindex="-1" href="https://sdbullion.com/silver/silver-coins">silver coins</a>.</p>
<h3>Future Silver Demand Outlook for the Coming Years</h3>
<p>The long-term outlook for silver demand remains supported by industrial growth in AI infrastructure, data centers, power grids, and automotive applications. While higher prices are driving silver thrifting in solar panels and reducing jewelry demand, the <a tabindex="-1" href="https://silverinstitute.org/wp-content/uploads/2026/04/World-Silver-Survey-2026.pdf">World Silver Survey 2026</a> expects the market to remain broadly tight rather than move into a sustained surplus.</p>
<p>The report still mentions that silver offtake from data centers alone is expected to exceed 10% of electrical and electronics demand next year (2027).</p>
<h2><a id="investors"></a>What Does Solar Silver Demand Mean for Investors?</h2>
<p>Silver occupies a unique position in the market because it serves as both an industrial metal and a precious-metal investment. Growing demand from solar panels, electronics, and other industrial applications can tighten supply, while investor demand for silver coins, bars, and ETFs can further support the market.</p>
<p>As solar installations expand worldwide, many investors monitor photovoltaic demand as a long-term driver of silver consumption and silver market fundamentals, and some add <a tabindex="-1" href="https://sdbullion.com/silver/silver-bars/silver-gram-bars">silver gram bars</a> to their portfolios to gain scalable exposure to the metal.</p>
<p>Investors seeking exposure to these trends often choose physical silver bullion. <a tabindex="-1" href="https://sdbullion.com/silver/silver-bars/1-oz-silver-bars">1 oz silver bars</a> typically offer lower premiums, while larger-format <a tabindex="-1" href="https://sdbullion.com/silver/silver-bars/100-oz-silver-bars">100 oz silver bars</a> and versatile <a tabindex="-1" href="https://sdbullion.com/silver/silver-bars/10-oz-silver-bars">10 oz silver bars</a> appeal to investors building substantial positions, while sovereign coins such as the <a tabindex="-1" href="https://sdbullion.com/silver/us-mint-american-silver-eagle-coins">1oz American Silver Eagle</a> provide greater liquidity.</p>
<p>Investors can compare silver bars and coins at SD Bullion using <a tabindex="-1" href="https://sdbullion.com/silver-prices">live silver spot pricing.</a></p>
<h2><a id="faqs"></a>FAQs</h2>
<h3>How many grams of silver are used in one solar panel?</h3>
<p>An average solar panel contains about 20 grams of silver, or roughly 0.64 troy ounces. Most of this silver is used in conductive paste in photovoltaic (PV) cells, where it helps collect and transfer electricity generated by sunlight.</p>
<h3>Why is silver used in photovoltaic cells?</h3>
<p>Silver is used in photovoltaic cells because it has the highest electrical conductivity of any metal. This allows solar cells to collect and transfer electricity generated by sunlight with minimal energy loss, helping maximize solar panel efficiency and power output.</p>
<h3>How Does Silver Use in Solar Panels Compare to Electronics?</h3>
<p>Solar panels have become one of the largest industrial consumers of silver due to the large amount of silver paste required in photovoltaic cells. While silver is also essential in electronics such as smartphones, computers, and semiconductors, the rapid growth of solar installations has significantly increased the solar industry's share of global silver demand.</p>
<h3>How Much Silver Is in a 400-Watt Solar Panel?</h3>
<p>A typical 400-watt solar panel contains approximately 3.8 to 6 grams of silver (0.12 to 0.19 troy ounces), depending on the solar cell technology used. Some solar panels generally require more silver than older designs due to their higher efficiency and performance.</p>
<h3>What Percentage of Global Silver Demand Comes From the Solar Industry?</h3>
<p>According to the World Silver Survey 2026, solar panel manufacturing consumed approximately 186.6 million ounces of silver in 2025, representing about 16.5% of global silver demand. As a result, growth in solar installations has become an increasingly important driver of the silver market, alongside demand for investment, jewelry, and electronics.</p>
<h3>How Much Silver Does the Solar Industry Need by 2030?</h3>
<p>According to CRU Group, the solar industry is expected to consume approximately 70-80 million ounces of silver annually by 2030. Although manufacturers continue reducing the amount of silver used per photovoltaic cell, growing solar panel installations are expected to offset much of this decline and keep silver demand at substantial levels.</p>
<h3>What Is the Solar Panel Silver Demand Forecast for 2030?</h3>
<p>According to CRU Group, solar panel silver demand is expected to remain between 70 and 80 million ounces per year through 2030, keeping the photovoltaic sector a major consumer of silver.</p>
<h3>Why Is Silver Paste Used in PERC Solar Cell Manufacturing?</h3>
<p>Silver paste is used in PERC (Passivated Emitter Rear Cell) solar cell manufacturing because it forms conductive pathways that collect and transfer electricity generated by sunlight. Its high electrical conductivity helps reduce energy losses, while its durability supports the long-term efficiency and performance of photovoltaic cells.</p>
<h3>Can Copper Replace Silver in Solar Panel Manufacturing?</h3>
<p>Copper can replace some silver in solar panel manufacturing, but it has not fully matched silver's performance. Silver offers higher electrical conductivity and better corrosion resistance, while copper is cheaper and more abundant. As a result, manufacturers are increasingly using copper to reduce costs, but silver remains essential in many high-efficiency solar cells.</p>
<h3>Silver vs. Copper in Solar Panels: Which Metal Is More Efficient?</h3>
<p>Silver is generally more efficient than copper in solar panels because it has higher electrical conductivity and greater corrosion resistance. Copper is less expensive and more abundant, making it attractive for reducing manufacturing costs, but silver remains the preferred choice for maximizing solar cell performance and long-term reliability.</p>
<h3>Is It Profitable to Recycle Silver From Old Solar Panels?</h3>
<p>Yes, recycling silver from old solar panels can be profitable, especially when silver prices are high and recovery technology is efficient. However, profitability depends on the amount of silver recovered, processing costs, and the scale of the recycling operation. As more solar panels reach the end of their lifespan, silver recycling is expected to become increasingly important.</p>
<h3>How Much Silver Can Be Recovered From Recycled Solar Panels?</h3>
<p>The amount of silver recovered from a recycled solar panel varies by technology and age, but a typical panel contains between 3.8 and 20 grams of silver. Recovery rates depend on the recycling process used, with modern techniques designed to recover a significant portion of the silver and other valuable materials.</p>
<h3>How has the amount of silver in solar panels changed over the last decade?</h3>
<p>According to the <a tabindex="-1" href="https://silverinstitute.org/wp-content/uploads/2025/12/Silver_The-Next-Generation-Metal_DECEMBER-Release.pdf">Silver Institute</a>, installed photovoltaic (PV) capacity has grown more than tenfold over the past decade, while silver demand from solar panels has increased roughly threefold. The slower growth in silver demand reflects technological improvements that reduced the amount of silver required per solar cell, a process known as silver thrifting.</p>
<p><strong>As solar installations continue to expand worldwide, photovoltaic demand is expected to remain an important driver of silver consumption. Investors can follow live silver prices and explore silver bars and silver coins at SD Bullion.</strong></p></div></div></div>]]></description>
              <pubDate>Wed, 22 Jul 2026 10:09:00 +0000</pubDate>
              <category><![CDATA[Research]]></category>
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      <title>Gold and Silver Pull Back as Fort Knox Debate, Rising US Debt, and Eastern Buying Shape the Market</title>
      <link>https://sdbullion.com/blog/gold-silver-pull-back-fort-knox-debate-grows-treasury-secretary-scott-bessent-comments</link>
      <guid>https://sdbullion.com/blog/gold-silver-pull-back-fort-knox-debate-grows-treasury-secretary-scott-bessent-comments</guid>
      <description><![CDATA[<style>#html-body [data-pb-style=YFBN0C8]{justify-content:flex-start;display:flex;flex-direction:column;background-position:left top;background-size:cover;background-repeat:no-repeat;background-attachment:scroll}</style><div data-content-type="row" data-appearance="contained" data-element="main"><div data-enable-parallax="0" data-parallax-speed="0.5" data-background-images="{}" data-background-type="image" data-video-loop="true" data-video-play-only-visible="true" data-video-lazy-load="true" data-video-fallback-src="" data-background-lazy-load="" data-element="inner" data-pb-style="YFBN0C8"><div data-content-type="text" data-appearance="default" data-element="main"><h2>Treasury Secretary's Comments Spark Fort Knox Firestorm Debate as Gold and Silver Pulls Back</h2>
<ul>
<li>Gold and silver extended their summer correction, with spot <a href="https://sdbullion.com/silver-prices">silver price</a> closing the week at $55.96 per ounce, gold ending at $4,018 per ounce, and the gold-to-silver ratio rising to 71:1, reflecting continued relative weakness in silver.</li>
<li>Treasury Secretary Scott Bessent sparked controversy after comments suggesting outstanding silver certificates remain backed by silver stored at Fort Knox, drawing criticism from precious metals analysts who note the U.S. ended silver redemption in 1968 and no longer maintains official silver reserves.</li>
<li>The discussion renewed attention on the long-term decline in the dollar's purchasing power, with comparisons showing that one dollar today buys only a fraction of the silver it could purchase when silver certificates were still redeemable nearly six decades ago.</li>
<li>Debate over U.S. gold reserves also resurfaced, as questions surrounding Fort Knox audits and comparisons with European Union official gold holdings reignited investor interest in sovereign reserve transparency.</li>
<li>The U.S. Treasury announced plans for a commemorative $1 coin honoring America's 250th anniversary, featuring President Trump's likeness despite the coin containing no gold, underscoring the distinction between commemorative coinage and precious metals bullion.</li>
<li><strong>America's national debt surpassed $39.5 trillion, providing another macroeconomic backdrop that many precious metals investors cite as supportive of long-term demand for hard assets.</strong></li>
<li>Contrarian investors continued accumulating gold and <a href="https://sdbullion.com/silver">silver bullion</a> despite lower prices, with buying interest remaining active while both gold and silver trade below their 200-day moving averages.</li>
<li>East-West investment flows remain sharply divided, as Western investors have continued reducing gold ETF exposure while Eastern buyers have been adding both physical <a href="https://sdbullion.com/gold">gold bullion</a> and gold-backed investment products during the recent pullback.</li>
<li>Silver futures activity has quieted considerably, with COMEX trading volumes well below levels seen earlier this year, suggesting that a sustained price recovery may require renewed participation from leveraged speculative traders.</li>
<li>Long-term bullion investors remain focused on steady accumulation rather than market timing, arguing that today's prices continue to offer an opportunity to build physical gold and silver holdings as long-term stores of value despite ongoing short-term volatility.</li>
</ul>
<h3>Silver closed at $55.96, gold finished at $4,018, and the U.S. debt surpassed $39.5 trillion as renewed debate over America's precious metals reserves and continued Eastern demand kept long-term investors focused on bullion.</h3>
<h2 class="PDq2pG_selectionAnchorContainer" data-section-id="14koqdo" data-start="0" data-end="99">Gold and Silver Retreat as Summer Correction Continues While Long-Term Bullion Buyers Stay Active</h2>
<p data-start="101" data-end="581">Gold and silver extended their recent pullback this week as precious metals markets continued their summer correction. Silver closed the week at $55.96 per ounce, while <a href="https://sdbullion.com/gold-price">gold price</a> settled at $4,018 per ounce, pushing the&nbsp;<a href="https://sdbullion.com/gold-silver-ratio">gold-to-silver ratio</a> higher to 71:1. Despite softer prices, many long-term investors continue viewing the current environment as an opportunity to accumulate physical bullion rather than a reason to exit the market.</p>
<h3 data-section-id="1q0x56d" data-start="588" data-end="624">Gold and Silver Prices Move Lower</h3>
<p data-start="626" data-end="961">The week's price action reflected continued weakness across both precious metals after an exceptionally strong first half of the year. While silver has experienced greater volatility than gold, both metals remain well below their recent highs as investors digest shifting macroeconomic expectations and lighter summer trading activity.</p>
<p data-start="963" data-end="1174">The higher gold-to-silver ratio suggests gold has once again outperformed silver during the correction, a common occurrence during periods of reduced investor risk appetite.</p>
<h3 data-section-id="zd7g6n" data-start="1181" data-end="1243">Treasury Secretary Scott Bessent's Comments Ignite Precious Metals Debate</h3>
<p data-start="1245" data-end="1397">One of the week's biggest talking points came from Treasury Secretary Scott Bessent during a televised interview discussing U.S. currency and Fort Knox.</p>
<p data-start="1399" data-end="1820">His remarks suggested that outstanding silver certificates remain backed by silver held by the U.S. government—a statement that immediately drew criticism from precious metals commentators. Analysts pointed out that the United States ended silver certificate redemption in 1968 and no longer maintains official silver reserves after decades of industrial consumption and coinage use.</p>
<p data-start="1822" data-end="2028">The exchange quickly became a widely discussed topic across the precious metals community, renewing broader conversations about monetary history and the role of precious metals in the U.S. financial system.</p>
<h3 data-section-id="1mwxwo5" data-start="2035" data-end="2072">The Dollar's Lost Purchasing Power</h3>
<p data-start="2074" data-end="2197">The discussion also highlighted the dramatic decline in the purchasing power of the U.S. dollar over the past half-century.</p>
<p data-start="2199" data-end="2541">When silver certificates were still redeemable in 1968, one dollar could be exchanged for a significantly larger amount of physical silver than today. That comparison continues to reinforce why many investors view physical bullion as a long-term store of value rather than simply another financial asset.</p>
<h3 data-section-id="1sgeru1" data-start="2548" data-end="2590">Questions Around Fort Knox Gold Reserves Continue</h3>
<p data-start="2592" data-end="2684">The interview also revived debate surrounding America's official gold reserves at Fort Knox.</p>
<p data-start="2686" data-end="3083">Although government officials continue to state that U.S. gold reserves remain fully accounted for, discussions surrounding reserve transparency and the absence of comprehensive modern audits continue to generate interest within the precious metals community. Comparisons were also made to the combined gold reserves reported by European Union member nations.</p>
<h3 data-section-id="45cb5o" data-start="3090" data-end="3140">Commemorative Coin Announcement Draws Attention</h3>
<p data-start="3142" data-end="3305">The Treasury also announced plans for a new commemorative <strong data-start="3200" data-end="3211">$1 coin</strong> featuring President Donald Trump as part of America's upcoming 250th anniversary celebration.</p>
<p data-start="3307" data-end="3636">While the coin carries a gold-colored appearance, officials clarified that it contains no actual gold and instead uses standard circulating coin materials. The announcement served as a reminder that commemorative currency should not be confused with investment-grade precious metals bullion.</p>
<h3 data-section-id="v95t2k" data-start="3643" data-end="3678">US National Debt Continues to Climb</h3>
<p data-start="3680" data-end="3791">Another major macroeconomic milestone arrived this week as the U.S. national debt surpassed <strong data-start="3772" data-end="3790">$39.5 trillion</strong>.</p>
<p data-start="3793" data-end="4074">Rising government debt levels remain one of the long-term themes frequently cited by precious metals investors, alongside inflation, currency debasement, and central bank demand, as reasons for maintaining exposure to physical gold and silver.</p>
<h3 data-section-id="5keem9" data-start="4081" data-end="4125">Eastern Buyers Continue Accumulating Gold</h3>
<p data-start="4127" data-end="4292">While Western investors have continued reducing gold ETF holdings during the recent correction, buying activity remains considerably stronger across Eastern markets.</p>
<p data-start="4294" data-end="4603">This divergence between Western investment flows and Eastern physical demand has become an increasingly important trend in recent years, with many investors outside North America continuing to view price declines as accumulation opportunities rather than reasons to sell.</p>
<h3 data-section-id="b3pdx9" data-start="4610" data-end="4642">Silver Futures Activity Slows</h3>
<p data-start="4644" data-end="4768">Trading activity in COMEX silver futures has cooled substantially compared with the elevated volumes seen earlier this year.</p>
<p data-start="4770" data-end="5021">Lower participation from leveraged traders has coincided with the recent correction, suggesting that stronger speculative interest could play an important role in the timing and magnitude of silver's next advance.</p>
<h3 data-section-id="k89vgc" data-start="5028" data-end="5081">Long-Term Bullion Investors Remain Focused on Accumulation</h3>
<p data-start="5083" data-end="5192">Despite ongoing volatility, many physical bullion buyers continue emphasizing consistency over market timing.</p>
<p data-start="5194" data-end="5460">Rather than attempting to identify the exact bottom, long-term investors are steadily adding to their gold and silver holdings during periods of price weakness, viewing today's prices as attractive from a multi-year perspective.</p>
<h3 data-section-id="1274hho" data-start="5467" data-end="5477">Outlook</h3>
<p data-start="5479" data-end="5960" data-is-last-node="" data-is-only-node="">Although precious metals remain in a short-term corrective phase, the broader investment themes supporting gold and silver—including rising sovereign debt, ongoing physical demand, and long-term purchasing power preservation—remain firmly in place. As market volatility continues through the summer, investors will be watching whether renewed institutional participation and stronger futures market activity can provide the catalyst for the next leg higher in both gold and silver.</p>
<p data-start="5479" data-end="5960" data-is-last-node="" data-is-only-node="">&nbsp;</p>
<p data-start="5479" data-end="5960" data-is-last-node="" data-is-only-node="">&nbsp;</p>
<p data-start="5479" data-end="5960" data-is-last-node="" data-is-only-node="">Sources:</p>
<p>Treasury Secretary Scott Bessent treats Fox News host Jesse Watters to an exclusive tour of the Treasury Department<br><a href="https://www.youtube.com/watch?v=m9WKhg7ILfI" target="_blank" rel="noopener">https://www.youtube.com/watch?v=m9WKhg7ILfI&nbsp;</a></p>
<p>Treasury Secretary Scott Bessent treats Fox News host Jesse Watters to an exclusive tour of the new fiat $100 USD bill<br><a href="https://x.com/USTreasury/status/2077048127400378853" target="_blank" rel="noopener">https://x.com/USTreasury/status/2077048127400378853</a></p>
<p>US debt +$39.5 trillion on July 16, 2026 (further tens of trillions growing in unfunded liabilities ignored in this figure)<br><a href="https://fiscaldata.treasury.gov/datasets/debt-to-the-penny/debt-to-the-penny" target="_blank" rel="noopener">https://fiscaldata.treasury.gov/datasets/debt-to-the-penny/debt-to-the-penny</a></p></div></div></div>]]></description>
              <pubDate>Sat, 18 Jul 2026 08:46:00 +0000</pubDate>
              <category><![CDATA[Gold &amp; Silver News]]></category>
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