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      <title>Gold and Silver Slide on Fed Fears, but Bullion Bulls See a Buying Opportunity</title>
      <link>https://sdbullion.com/blog/gold-silver-fall-us-fed-fears-bullion-bulls-stay-confident</link>
      <guid>https://sdbullion.com/blog/gold-silver-fall-us-fed-fears-bullion-bulls-stay-confident</guid>
      <description><![CDATA[<style>#html-body [data-pb-style=AJXEJQU]{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="AJXEJQU"><div data-content-type="text" data-appearance="default" data-element="main"><h2>Gold and Silver Fall on Fed Fears, But Long-Term Bulls Stay Confident</h2>
<ul>
<li>Gold and silver ended the week under pressure as markets reacted negatively to hawkish commentary surrounding Federal Reserve policy. Spot gold closed near $4,159 per ounce, while spot silver finished around $64.86 per ounce, with the <a href="https://sdbullion.com/gold-silver-ratio">gold-to-silver ratio</a> rising to 64:1.</li>
<li>Investor sentiment has turned noticeably bearish, but many long-term precious metals advocates see the pullback as a buying opportunity rather than a trend reversal. Both metals are now trading below their 200-day moving averages, a development that has increased caution among short-term traders while attracting value-focused bullion buyers.</li>
<li>The fundamental <strong>bull case for gold and silver remains intact</strong>, according to market commentators. The argument centers on growing U.S. debt burdens, projected to exceed $40 trillion, alongside mounting unfunded liabilities that many believe will require continued monetary expansion and currency debasement over time.</li>
<li>Central bank gold buying continues to provide major support for the market. Countries such as Poland remain aggressive buyers, with plans to significantly increase gold's share of national reserves. Surveys of global central banks also indicate that a majority expect to hold more gold on their balance sheets by the end of the decade.</li>
<li>The global monetary system continues to evolve away from exclusive U.S. dollar dominance. Growing use of China's yuan in international trade settlements, combined with expanding gold reserve accumulation, points toward a more multipolar financial system where bullion plays a larger strategic role.</li>
<li>Dollar strength remains largely a relative story. Although the U.S. Dollar Index climbed back above 100, precious metals advocates argue that the dollar's long-term purchasing power continues to erode when measured against real-world goods and services, reinforcing gold's role as a store of value.</li>
<li>Fund manager sentiment toward gold remains surprisingly constructive. Bank of America survey data cited in the update suggests only a small minority of professional investors believe gold is currently overvalued, even after the metal's strong multi-year advance.</li>
<li>Volatility is becoming the new normal in precious metals markets. Gold and especially silver have experienced price swings far larger than historical averages this year. Analysts increasingly view these sharp moves as characteristic of a maturing bull market rather than signs of instability alone.</li>
<li>Silver's supply-demand outlook continues to attract bullish attention. Banking analyst Christopher Whalen highlighted what he sees as a structural imbalance between silver supply and demand, noting strong Chinese buying activity and production levels that may struggle to keep pace with consumption trends.</li>
<li>Speculative money appears to be leaving precious metals derivatives markets. Open interest and trading activity in COMEX gold and silver futures have fallen sharply from early-2026 highs, suggesting many momentum traders have exited. At the same time, CME Group's move toward 24-hour futures trading underscores growing interest in the sector, even as long-term investors continue to favor physical bullion ownership over leveraged paper products.</li>
</ul>
<h3>As precious metals retreat from recent highs, Fed-driven selling pushed precious metals lower, central bank gold buying, mounting government debt, and tightening silver fundamentals continue to support the long-term case for bullion ownership.</h3>
<p>Last week's selloff reflected shifting Fed expectations and weaker short-term sentiment, but the longer-term themes driving precious metals—central bank accumulation, rising sovereign debt, currency diversification, and tight silver fundamentals—remain very much in place. For many bullion investors, the recent weakness is being viewed as a correction within a broader secular bull market rather than the end of the trend.</p>
<p><strong>Last Week's Gold and Silver Market Update</strong></p>
<ul>
<li>The precious metals market sold off on the week's hawkish fiat Fed headlines.</li>
<li>The spot <a href="https://sdbullion.com/silver-prices">silver price</a> closed down at $64.86 oz bid.</li>
<li>The spot <a href="https://sdbullion.com/gold-price">gold price</a> fell over all to close the week at $4,159 oz bid.</li>
<li>The spot gold silver ratio bumped two ounces higher to close the week at 64.</li>
</ul>
<h3>Bearish Silver Gold Sentiment Got Me More Bullion</h3>
<p>Another week of precious metals price action weakness coinciding with the new Federal Reserve Chair Kevin Warsh's first public FOMC appearance.</p>
<p>Both silver and gold are now trading below their respective 200 day moving averages, and buying more bullion is what I did today.</p>
<p>Nothing has substantially changed in the underlying fundamentals of this secular bullion bull market.</p>
<p>Our US debt is headed to $40 trillion and higher with increasing unfunded liabilities coming due through this decade and beyond. Further currency debasement is the main release valve for such unpayable sums of debt.</p>
<p>Tough talking financial narratives won't change the record debt arithmetic. Real rates of return on US debt are near break even if you believe the rigged inflation data the US government regularly reports (4.2% in last month's CPI report). The reality is we're going to continue seeing negative real rates of interest paid on US debt loads for decades to come.</p>
<p>The Fed and US Treasury are likely going to have to change existing bank regulation rules so US banks can begin taking on ballooning US debt refinancing to come as foreigner nations are increasingly moving from owning UST to instead buying more <a href="https://sdbullion.com/gold">Gold Bullion</a> Reserves outright.</p>
<p>What used to be a blue colored question of confusion to some has morphed into nearly half of central bank respondents stating they are buying more gold bullion reserves.</p>
<p>Poland continues its buying on course for targets designed to have nearly 40% of its saving in gold bullion by later this decade.</p>
<p>The majority of emerging market central banks confirm they are planning to buy more gold bullion.</p>
<p>And when asked 71 central banks are asked what the world looks like in 2031, they state more Gold Reserves on their balance sheet. And more fiat Chinese renminbi yuan as well.</p>
<p>After all, China is the largest trade partner with almost all countries now. Why wouldn't countries want to have more of their currency in order to directly settle trade with China?</p>
<p>The new digital yuan direct settlement trade born from the BIS project mBridge started in 2022 appears ready to spring out of the payment sandbox into a system that requires no US dollar demand as an intermediary in settling much potential future trade.</p>
<p>If Asia is the largest segment of future growth for the world, it stands to reason that the Chinese yuan and a lot of gold will increasingly become involved with growing global trade coming.</p>
<p>In the next five years and beyond, it will be no surprise see trillions increasingly trade settled by this emerging e-cny system with both existing and coming bilateral trade agreements.</p>
<p>As our new multilateral world comes further into fruition, witnessing decades of cherry picked US inflation data and cherry picked US corporate stocks unravel in real value terms to bullion.</p>
<p>It is not a coincident that these two supposedly unrelated charts have mirrored one another for so long.</p>
<p>There is a similar shape for Silver using pre-1980 inflation metrics on the left, and the high coming potential for silver to outperform the DJIA as we move through this decade into next.</p>
<p>Look at the long road by central banks increasingly being laid by gold reserves. They to know promises that cannot be kept ultimately bow to bullion.</p>
<p>Fiat US Dollar bulls celebrated this week as the US dollar index mostly measured against the fiat euro and fiat Japanese yen, bumped above 100. The number 100 was where that same index was way back in 1973, the fiat US dollar hasn't preserved purchasing power in mere french fries, filet-o-fish, or a cup of coffee.</p>
<p>On the bright side, at least we can still buy bullion in the land of free relatively easily versus the rest of the world at large.</p>
<p>BofA Fund manager surveys from this June 2026 reveal only a tiny minority see gold at these levels being overvalued.</p>
<p>Current sentiment judged by unsecured ETF fund flows also suggest oversold conditions in the Western world paper gold market.</p>
<p>Almost half way through this year, you can see how wildly volatile gold has been versus it's multi-decade averages. We've entered a new phase of the bullion bull market, wild price swings are going to become much more normalized.</p>
<p>Of course silver is the more exceptional in price volatility, and thus far this year versus say the black 50 year percentage price movement average, has been multiple standard deviations up and down from the norm. We're not in Kansas anymore in price discovery terms.</p>
<p>US bank analyst Christopher Whalen had some related insights worth considering both now in the short and further out in the longer run.</p>
<p>And so the hot momentum capital that flowed into gold and silver derivative markets to in Q4 2025 and Q1 2026 has almost been fully rinsed out.</p>
<p>For instance there is only about 1/5th the cash currently trading in Comex gold futures now vs in late Jan 2026.</p>
<p>And only about 1/10th the cash trading Comex silver futures now vs in late Jan 2026.</p>
<p>Most of those often greedy, price shoving tourists up'd and went elsewhere.</p>
<p>In further evidence we're heading into a commodity super cycle for the ages. CME Group aka Comex gold and silver futures exchange announced plans to move into 24 hour futures trading schedules.</p>
<p>This news combined with micro paper only contracts illustrates they want retail gamblers levered up and down in volatile precious metals day trading.</p>
<p>No thanks, give me more bullion ounces for the long term instead.</p>
<p>&nbsp;</p>
<p>Source:</p>
<p>Chris Whalen clip by the Wall Street Bullion channel:<br><a href="https://youtu.be/r_h_VQdDNr8?si=6NlNIboeJERB-3HF" target="_blank" rel="noopener">https://youtu.be/r_h_VQdDNr8?si=6NlNIboeJERB-3HF</a></p>
<p>&nbsp;</p></div></div></div>]]></description>
              <pubDate>Sat, 20 Jun 2026 08:50:00 +0000</pubDate>
              <category><![CDATA[Gold &amp; Silver News]]></category>
           </item>
       <item>
      <title>How Much Gold is in Fort Knox?</title>
      <link>https://sdbullion.com/blog/how-much-gold-is-in-fort-knox</link>
      <guid>https://sdbullion.com/blog/how-much-gold-is-in-fort-knox</guid>
      <description><![CDATA[<style>#html-body [data-pb-style=I0IG3XN]{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="I0IG3XN"><div data-content-type="text" data-appearance="default" data-element="main"><p>The United States Bullion Depository at Fort Knox holds 147.3 million troy ounces of gold — roughly 4,583 metric tons — making it the largest single gold storage facility in the United States and one of the most secure buildings in the world.</p>
<p>Located adjacent to the Fort Knox Army installation in Hardin County, Kentucky, the depository is operated by the U.S. Mint on behalf of the U.S. Department of the Treasury, which officially owns the reserves. Because access is restricted exclusively to authorized personnel, the vault's contents have fueled decades of public curiosity and conspiracy theories — but official audits and congressional inspections confirm the gold remains. Highlighting this ongoing fascination, <a href="https://www.forbes.com/sites/zacharyfolk/2026/05/10/trump-still-wants-fort-knox-review-to-see-if-the-gold-is-there/">President Trump mentioned in a recent interview</a> that he plans to promote a thorough audit of the contents in the United States Bullion Depository at Fort Knox.</p>
<p>The land now occupied by the depository once belonged entirely to the United States Armed Forces before its transfer to the Treasury. While the surrounding military post was a pivotal location during the Civil War, World War I, and World War II, it is the billions of dollars in gold reserves safely locked inside the vault that continue to capture the world's attention. Exploring this legendary facility reveals a rich history and a profound importance to the American economy.</p>
<h3 data-path-to-node="11">Key Takeaways</h3>
<ul data-path-to-node="12">
<li>
<p data-path-to-node="12,0,0"><strong data-path-to-node="12,0,0,0" data-index-in-node="0">Total Gold Reserves:</strong> Fort Knox securely houses 147.3 million troy ounces (4,583 metric tons) of deep storage gold bullion, accounting for over half of the United States' sovereign gold reserves.</p>
</li>
<li>
<p data-path-to-node="12,1,0"><strong data-path-to-node="12,1,0,0" data-index-in-node="0">Strict Security Architecture:</strong> The facility utilizes a 20-ton blast-proof main vault door with a 100-hour time lock, enclosed by a perimeter guarded heavily by the U.S. Mint Police.</p>
</li>
<li>
<p data-path-to-node="12,2,0"><strong data-path-to-node="12,2,0,0" data-index-in-node="0">Historical Asset Protection:</strong> Beyond gold, the depository's ultra-secure vaults have historically protected invaluable artifacts, including the U.S. Constitution, the Declaration of Independence, and the British Magna Carta.</p>
</li>
<li>
<p data-path-to-node="12,3,0"><strong data-path-to-node="12,3,0,0" data-index-in-node="0">Official Verification:</strong> Public entries are restricted, but official physical inspections—such as the congressional visit in 1974 and the Treasury inspection in 2017—historically confirm that the physical gold remains intact.</p>
</li>
</ul></div><div data-content-type="text" data-appearance="default" data-element="main"><p>Jump to: <a href="#history">Historical Background</a> | <a href="#why">Why Build the Fort Knox Bullion Depository?</a> | <a href="#first">First Gold Shipments to Fort Knox</a> | <a href="#how-much">How Much Gold is Actually in Fort Knox?</a> | <a href="#audit">Has Fort Knox Gold Ever Been Audited?</a> | <a href="#today">How Much Is the Gold in Fort Knox Worth Today?</a> | <a href="#oversight">Government Involvement and Oversight</a> | <a href="#visit">Visiting Fort Knox</a> | <a href="#facts">Fun Fort Knox Facts</a> | <a href="#faqs">FAQs</a></p></div><div data-content-type="text" data-appearance="default" data-element="main"><h2><strong><a id="history"></a>Historical Background</strong></h2>
<h3><strong>First Installations during the Civil War</strong></h3>
<p>The first fortifications near the site were constructed in 1861 and named Fort Duffield. It was located on a strategic point, a place named Muldraugh Hill, which overlooked the Salt and Ohio rivers and the Louisville and Nashville Turnpike. During the Civil War, the area was constantly raided and contested by both the Union and the Confederate Forces.</p>
<h3><strong>Establishment of Fort Knox as an Army Post during World War I</strong></h3>
<p>After the Civil War, the area was fully occupied by the United States Army. In 1918, the construction of a new training camp began and it was named Fort Knox, named after Henry Knox, who was the Continental Army's first chief of artillery during the Revolutionary War and the first United States Secretary of War.</p>
<h3><strong>Construction of the United States Bullion Depository</strong></h3>
<p><strong><img 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" alt="United States Bullion Depository at Fort Knox"></strong></p>
<p><em>United States Bullion Depository</em>&nbsp;</p>
<p>The U.S. Department of the Treasury built the Bullion Depository in 1936 on land transferred from the Army Post in Fort Knox, Kentucky. The building is only two stories high, sitting on 4,000 square feet in the intersection between the now named Bullion Boulevard and Gold Vault Road.</p>
<p><img src="data:image/png;base64,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" alt="Google Maps View of Fort Knox" width="600"></p>
<p><em>Google Maps View of the United States Bullion Depository at Fort Knox</em>&nbsp;</p>
<p>The vault was built using reinforced steel plates, steel I-beams, and steel cylinders with hoop bands, and encased in concrete. The following table details the materials used to construct this secure facility:</p>
<table border="1">
<tbody>
<tr>
<td>
<p><strong>Material</strong></p>
</td>
<td>
<p><strong>Quantity Used</strong></p>
</td>
</tr>
<tr>
<td>
<p>Granite</p>
</td>
<td>
<p>16,000+ cubic feet</p>
</td>
</tr>
<tr>
<td>
<p>Concrete</p>
</td>
<td>
<p>4,200+ cubic yards</p>
</td>
</tr>
<tr>
<td>
<p>Reinforced steel</p>
</td>
<td>
<p>750 tons</p>
</td>
</tr>
<tr>
<td>
<p>Structural steel</p>
</td>
<td>
<p>670 tons</p>
</td>
</tr>
<tr>
<td>
<p><strong>Total construction cost (1936)</strong></p>
</td>
<td>
<p><strong>~$560,000 (~$12.7M today)</strong></p>
</td>
</tr>
</tbody>
</table>
<p><em>(Note: The conversion to modern prices reflects an average inflation rate of 3.57% per year since 1936).</em></p>
<p>The words "United States Depository" are inscribed on the marble front entrance below the seal of the Treasury Department. Only a few people know the facility's complete structure and content.</p>
<h3><strong>Role of Fort Knox during World War II</strong></h3>
<p>Fort Knox's military facilities were instrumental in training and housing American troops during the Second World War. The base was home to the Armed Force School and the Replacement Center, which provided training in operating tanks and other armored vehicles.</p>
<p>The Bullion Depository didn't always hold only gold. It also served to protect some important historic documents during the war, as it was already considered one of the most secure buildings in the country. Both the original Declaration of Independence and the U.S. Constitution were transferred to the vaults in Fort Knox for protection.</p>
<p>The British Magna Carta was also safeguarded in the vaults during the war. It had come to the United States in 1939 to be exhibited during the World's Fair. With the beginning of the war, the document was stored in the Fort Knox Depository for protection and only returned to England in 1947.</p>
<p>The Depository also safeguarded the Crown of St. Stephen and the Hungarian Crown Jewels, including a gold scepter, orb, and encrusted mantel, which the Royal Hungarian Crown gave to the U.S. military authorities after the war.</p>
<p>During the Cold War, the Federal Government also stockpiled medicines, such as morphine and opium in the Fort Knox depository, as they feared a direct confrontation with the Soviet Union could cut them off from supplies.</p>
<h2><strong><a id="why"></a>Why Build the Fort Knox Bullion Depository?</strong></h2>
<p>The price of gold had grown substantially during the Great Depression, prompting the ending of the gold standard in the United States and Gold Confiscation Act (Executive Order 6102), signed by President Franklin D. Roosevelt in 1933, which required every US citizen to surrender all but small amounts of gold coins and gold jewelry to the Federal Reserve in exchange for $20.67 per troy ounce.</p>
<p><img 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" alt="Roosevelt signs the Gold Confiscation Act" width="600"></p>
<p>As a result, the Federal Government stockpiled a massive amount of gold reserves, creating the need for the construction of a secure vault. Fort Knox, Kentucky, was chosen because of its centralized location and the nation's military presence, which would increase security.</p>
<h2><strong><a id="shipments"></a>First Gold Shipments to Fort Knox</strong></h2>
<p>The first gold shipments to the United States Depository came in 1937 by registered mail from the Philadelphia Mint and the New York Assay Office. The transportation, which involved taking the <a href="https://sdbullion.com/gold">gold bullion</a> from postal trucks to trains and finally to Army trucks on the final leg of the trip, was overseen not only by the US Post Office but also by a task force that involved local law enforcement, the US Mint Police, and the US Army.</p>
<p><img 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" alt="First Gold Shipment to Fort Knox by US Mail"></p>
<p><em>First Gold Shipment to Fort Knox by U.S. Mail</em></p>
<p>The second shipment happened in 1941. The two shipments together accounted for over 417 million ounces of gold. Each gold bar held in Fort Knox weighs about 400 troy ounces of pure gold, and measures 7 inches long, 3.5 inches wide, and 1.75 inches high.</p>
<h2><strong><a id="how-much"></a>How Much Gold is Actually in Fort Knox?</strong></h2>
<p>Because rarely anyone other than staff members has entered the vaults at Fort Knox, part of the American public finds it hard to believe the place really holds as much gold as stated in official records, despite its legendary renown as one of the most secure buildings in the world and its role in strengthening the U.S. economy.</p>
<p>According to official statements, the gold Fort Knox holds amounts to 147.3 million troy ounces of gold, or 4,583 metric tons (1 metric ton is equal to 32,150.7 troy ounces) at a book value of $42.22 per ounce. There has been no registered gold removed from Fort Knox since 1974, further fueling conspiracy theories surrounding the place.</p>
<p>For investors inspired by Fort Knox's gold holdings, SD Bullion offers a wide selection of <a href="https://sdbullion.com/gold/gold-bars">gold bars</a> in similar .9999 fine formats — the same purity standard used in U.S. government reserves. SD Bullion has served over 500,000 customers and consistently offers some of the lowest premiums over spot price on gold bars and coins.</p>
<h3><strong>U.S. Government Gold Storage Locations</strong></h3>
<p>To see how these reserves compare across the country, the following table breaks down the primary storage sites managed by the government:</p>
<table border="1">
<tbody>
<tr>
<td>
<p><strong>Storage Location</strong></p>
</td>
<td>
<p><strong>Gold Holdings (Fine Troy Ounces)</strong></p>
</td>
<td>
<p><strong>Operator</strong></p>
</td>
</tr>
<tr>
<td>
<p>Fort Knox Bullion Depository</p>
</td>
<td>
<p>147,341,858.382</p>
</td>
<td>
<p>U.S. Mint / Treasury</p>
</td>
</tr>
<tr>
<td>
<p>West Point Mint</p>
</td>
<td>
<p>54,067,331.379</p>
</td>
<td>
<p>U.S. Mint / Treasury</p>
</td>
</tr>
<tr>
<td>
<p>Denver Mint</p>
</td>
<td>
<p>43,853,707.279</p>
</td>
<td>
<p>U.S. Mint / Treasury</p>
</td>
</tr>
<tr>
<td>
<p>Federal Reserve Bank NY Vault</p>
</td>
<td>
<p>13,376,987.724</p>
</td>
<td>
<p>Federal Reserve</p>
</td>
</tr>
</tbody>
</table>
<p><a href="https://fiscaldata.treasury.gov/datasets/status-report-government-gold-reserve/" target="_blank" rel="noopener">U.S. Treasury Fiscal Data</a></p>
<h2><strong><a id="audit"></a>Has Fort Knox Gold Ever Been Audited?</strong></h2>
<p>Public skepticism regarding whether the gold is truly inside the vault has persisted for decades. To address growing rumors that the vault did not actually hold any gold, a congressional delegation and a group of journalists were allowed inside Fort Knox's gold vault for inspection in 1974.</p>
<p><img 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" alt="US Mint Director Mary Brooks Visits Gold Vaults in Fort Knox in 1974" width="500"></p>
<p>43 years later, in 2017, Treasury Secretary Steve Mnuchin, Kentucky Governor Matt Bevin, and congressional representatives were also permitted to enter the vault.</p>
<p><img 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" alt="X (formerly known as Twitter) post from @stevenmnuchin1 reading: Thanks to @usmint staff for hosting at #FortKnox #USBD. First @USTreasury Secretary to visit since John Snyder in 1948. Glad gold is safe!"></p>
<p>Today, <a href="https://fiscal.treasury.gov/resources/gold-report/21-01" target="_blank" rel="noopener">an ongoing partial audit process</a> is conducted by the Treasury's Office of Inspector General. However, the fact that no full, entirely independent physical audit has been completed continues to frame both sides of the debate factually, keeping the high-volume query of a total modern audit at the forefront of public and political interest.</p>
<h2><strong><a id="today"></a>How Much Is the Gold in Fort Knox Worth Today?</strong></h2>
<p>Because the value fluctuates constantly with the global spot price, any fixed number quickly updates with market changes. To find the real-time value, the U.S. Treasury's deep storage weight can be calculated using this formula:</p>
<p>Total Value = 147.3 million troy ounces x current spot price</p>
<p>As of June 2026, using this exact formula with the current spot price ($147,300,000 x $4,350), the total value of the depository’s stash scales to an astounding <strong>$640,755,000,000</strong>!</p>
<p>If you want to view real-time market movements, you can <a href="https://sdbullion.com/gold-price">track the live spot price of gold</a> directly here at SD Bullion to see what those 147.3 million ounces are worth right now.</p>
<h2><strong><a id="oversight"></a>Government Involvement and Oversight</strong></h2>
<p>The U.S. Department of the Treasury owns and manages the gold reserves at Fort Knox. The U.S. Mint, which is an agency of the Treasury, is responsible for the operation of the Bullion Depository at Fort Knox and the security of the gold stored there.</p>
<p>President Roosevelt was the first non-staff member to visit the vaults in 1943. In fact, he remains the only US President to inspect the gold reserves in Fort Knox.</p>
<h2><strong><a id="visit"></a>Visiting Fort Knox</strong></h2>
<p>No visitors are allowed inside Fort Knox. Have you ever heard the phrase "As safe as Fort Knox"? It has become general knowledge that the bullion depository is one of the safest places on the planet. No wonder the US Government has chosen it to house gold and other precious metals.</p>
<p>The precise number and nature of security measures in the place is not known by the general public. The outer wall of the building is made of 4-foot-thick granite-lined concrete, with elevated guard boxes on all four corners. The building has some of the most advanced surveillance systems in the world, including video monitors, motion detectors, and redundant alarm systems in case of a breach.</p>
<p>The building is guarded by the US Mint Police. The bullion depository itself lies below the building. The 22-ton vault door is set on a 100-hour time lock. It can only be opened by two staff members with separate codes. Inside the vault, the gold bars are placed in smaller rooms, each protected by 27-inch-thick vault doors.</p>
<p>Though the bullion depository is off-limits to non-authorized personnel, the Fort Knox Military Facility is open to authorized visitors following strict security protocols. One notable example is the General George Patton Museum of Leadership.</p>
<h2><strong><a id="facts"></a>Fun Fort Knox Facts</strong></h2>
<p>Here are some quick fun <a href="https://www.usmint.gov/about/tours-and-locations/fort-knox" target="_blank" rel="noopener">facts about Fort Knox</a>:</p>
<ul>
<li>
<p>President Franklin D. Roosevelt was the only president, and in fact, the only person until 1974, outside the Depository staff to enter the vault and inspect its content;</p>
</li>
<li>
<p>The first delivery of gold arrived at the Depository by U.S. Mail!;</p>
</li>
<li>
<p>Reportedly, the highest historic gold holdings were 649.6 million ounces of gold;</p>
</li>
<li>
<p>No gold has been transferred to or removed from the vaults for many years, except by small quantities during regularly scheduled audits, to test the gold's authenticity.</p>
</li>
</ul>
<h2><strong><a id="faqs"></a>FAQs</strong></h2>
<h3><strong>How much is gold in Fort Knox worth?</strong></h3>
<p>Reportedly, there are 147.3 million ounces of gold inside Fort Knox's gold vaults. Its total value fluctuates daily with the market spot price.</p>
<h3><strong>Does Fort Knox still hold gold?</strong></h3>
<p>Throughout history, there have been many rumors that no gold reserves are held in the Fort Knox bullion depository or that all the gold has been removed or transferred elsewhere. To address these rumors, a congressional delegation, along with a group of journalists, were allowed inside Fort Knox's gold vault in 1974. They were the first non-authorized visitors since President Franklin D. Roosevelt. 43 years later, in 2017, Treasury Secretary Steve Mnuchin, Kentucky Governor Matt Bevin, and congressional representatives were also allowed to enter the vault for inspection, reinforcing the official statements that Fort Knox still holds 147.3 million ounces of gold.</p>
<h3><strong>Who owns gold at Fort Knox?</strong></h3>
<p>The Bullion Depository at Fort Knox is administered by the U.S. Mint, but the gold reserves are officially owned by the U.S. Department of the Treasury.</p>
<h3><strong>Why does the U.S. keep gold in Fort Knox?</strong></h3>
<p>The United States keeps gold reserves in Fort Knox as security for $11 billion in gold certificates issued, in book-entry form, to the Federal Reserve Bank. The Federal Reserve Bank use these certificates as collateral for the Federal Reserve Notes.</p>
<p><strong>Ready to start building your own gold reserves?</strong> Browse<a href="https://sdbullion.com/gold"> SD Bullion's full selection of gold bars and coins</a> — backed by our Price Match Guarantee and fast, insured shipping.</p></div></div></div>]]></description>
              <pubDate>Thu, 18 Jun 2026 09:27:00 +0000</pubDate>
              <category><![CDATA[Research]]></category>
           </item>
       <item>
      <title>Best Silver Bars to Buy for Investors in 2026</title>
      <link>https://sdbullion.com/blog/best-silver-bars-to-buy</link>
      <guid>https://sdbullion.com/blog/best-silver-bars-to-buy</guid>
      <description><![CDATA[<style>#html-body [data-pb-style=EBO5UFA]{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="EBO5UFA"><div data-content-type="text" data-appearance="default" data-element="main"><p>The best silver bars to buy in 2026 depend on your investment goals, preferred bar size, and budget, but 10 oz silver bars remain the top choice for most investors because they balance low premiums, strong liquidity, and affordable pricing. Investors looking for the lowest cost per ounce often prefer 100 oz silver bars, while beginners frequently start with 1 oz silver bars because they are easier to buy, store, and resell.</p>
<p>Silver bars continue to attract precious metals investors in 2026 because they typically carry lower premiums than silver coins. Most silver bars are produced in .999 fine silver by trusted private mints such as Sunshine Mint, Valcambi. Larger bars generally offer better value per ounce, making them especially popular among long-term silver stackers.</p>
<p>This guide breaks down the best silver bars by size, compares leading silver bar brands, explains silver premiums in 2026, and covers important topics such as IRA eligibility, resale liquidity, and storage considerations.</p>
<h2>Key Takeaways</h2>
<ul>
<li>10 oz silver bars are considered the best overall option for most investors because they strike a balance among low premiums, liquidity, and affordability.</li>
<li>100 oz silver bars usually offer the lowest cost per ounce, making them popular among serious silver stackers.</li>
<li>1 oz silver bars are ideal for beginners seeking lower upfront costs and flexible resale opportunities.</li>
<li>Sunshine Mint, Valcambi, Engelhard, Johnson Matthey, and SD Bullion are among the most recognized silver bar brands in 2026.</li>
<li>Larger silver bars generally carry lower premiums than silver coins and silver rounds.</li>
<li>Many silver bars qualify for Precious Metals IRAs if they meet the IRS .999 fine silver requirements.</li>
<li>Investors seeking low-premium silver bullion often prioritize generic 10 oz, kilo, and 100 oz silver bars.</li>
<li>Buying silver bars from trusted dealers such as SD Bullion can help investors access competitive pricing and authenticated bullion products.</li>
</ul></div><div data-content-type="text" data-appearance="default" data-element="main"><p>Jump to: <a href="#lowest">Why Silver Bars Cost Less</a> | <a href="#new">Best 1 oz Bars</a> | <a href="#balance">Best 10 oz Bars</a> | <a href="#serious">Best 100 oz Bars</a> | <a href="#kilo">Best Kilo Bars</a> | <a href="#brands">Top Silver Brands</a> | <a href="#premiums">Silver Premiums</a> | <a href="#ira">IRA-Eligible Bars</a> | <a href="#bars-rounds">Bars vs. Rounds</a> | <a href="#portfolio">Best for Your Portfolio</a> | <a href="#faqs">FAQs</a></p></div><div data-content-type="text" data-appearance="default" data-element="main"><h2><a id="lowest"></a>Why Do Silver Bars Offer the Lowest Cost Per Ounce?</h2>
<p><a tabindex="-1" href="https://sdbullion.com/silver/silver-bars">Silver bars</a> offer the lowest cost per ounce because they are more efficient to produce than most other silver bullion products. Unlike government-issued silver coins, silver bars typically feature simple designs, streamlined manufacturing, and lower packaging costs, which helps reduce premiums above the silver spot price.</p>
<p>Large silver bars also benefit from economies of scale. The costs associated with refining, manufacturing, packaging, and transportation are distributed across a greater number of ounces, reducing the premium investors pay per ounce. As a result, a single 100 oz silver bar typically costs less per ounce than purchasing the equivalent amount of silver in 100 separate 1 oz bars.</p>
<p>Most silver bars are produced by private mints rather than sovereign governments. Private refiners such as <a tabindex="-1" href="https://sdbullion.com/sunshine-mint">Sunshine Mint</a> and <a tabindex="-1" href="https://sdbullion.com/valcambi-mint">Valcambi Suisse</a> can manufacture bullion bars more efficiently because they do not have to meet legal-tender face values or government minting programs. As a result, silver bars remain one of the most cost-effective ways to <a tabindex="-1" href="https://sdbullion.com/silver">buy physical silver</a> in 2026.</p>
<h3>How Do Bar Premiums Compare to Coins &amp; Rounds?</h3>
<p>Silver bars usually carry lower premiums than both <a tabindex="-1" href="https://sdbullion.com/silver/silver-coins">silver coins</a> and <a tabindex="-1" href="https://sdbullion.com/silver/silver-rounds">silver rounds</a>. Government-issued silver coins often have the highest premiums because they offer legal-tender status, advanced security features, collectible demand, and sovereign-mint backing.</p>
<p>Silver rounds are typically less expensive than coins but slightly more expensive than comparable silver bars. Many silver rounds feature detailed artwork and specialty designs that increase production costs compared to standard bullion bars.</p>
<p>Premium differences become more noticeable as product size increases. Large silver bars, especially 10 oz, kilo, and 100 oz bars, often provide significantly lower premiums per ounce than smaller silver coins or rounds. Investors focused on maximizing silver weight for their budget often prioritize larger silver bars for this reason.</p>
<table border="1">
<tbody>
<tr>
<td>
<p><strong>Silver Product Type</strong></p>
</td>
<td>
<p><strong>Typical Premium Level</strong></p>
</td>
<td>
<p><strong>Main Advantage</strong></p>
</td>
<td>
<p><strong>Best For</strong></p>
</td>
</tr>
<tr>
<td>
<p>Silver Bars</p>
</td>
<td>
<p>Lowest</p>
</td>
<td>
<p>Lowest cost per ounce</p>
</td>
<td>
<p>Long-term investors and bulk silver buyers</p>
</td>
</tr>
<tr>
<td>
<p>Silver Rounds</p>
</td>
<td>
<p>Medium</p>
</td>
<td>
<p>Affordable private-mint bullion with varied designs</p>
</td>
<td>
<p>Investors seeking lower premiums with more design variety</p>
</td>
</tr>
<tr>
<td>
<p>Government Silver Coins</p>
</td>
<td>
<p>Highest</p>
</td>
<td>
<p>Strong recognition, legal tender status, and high liquidity</p>
</td>
<td>
<p>Investors prioritizing recognizability and resale demand</p>
</td>
</tr>
<tr>
<td>
<p>Large Silver Bars (10 oz, Kilo, 100 oz)</p>
</td>
<td>
<p>Lowest Overall</p>
</td>
<td>
<p>Best premium efficiency</p>
</td>
<td>
<p>Serious silver stackers and high-volume buyers</p>
</td>
</tr>
</tbody>
</table>
<h3>Best Scenarios for Buying Silver Bars</h3>
<p>Silver bars are best for investors seeking lower premiums, larger silver positions, and long-term exposure to precious metals. Many silver stackers choose bars because they can accumulate more ounces of silver compared to buying higher-premium bullion coins.</p>
<p>Small silver bars, such as 1 oz bars, are popular with beginners because they require less upfront capital and offer flexible resale options. Mid-sized bars, such as 10 oz silver bars, appeal to investors seeking a balance between affordability and lower premiums. Experienced investors often prefer large 100-oz silver bars focused on bulk silver accumulation.</p>
<p>Silver bars may also work well for investors preparing for inflation, economic uncertainty, or portfolio diversification. Because many silver bars qualify for Precious Metals IRAs, they can also serve as long-term retirement assets when purchased from approved refiners.</p>
<p><img src="https://sdbullion.com/media/wysiwyg/Blog/best-scenarios-for-buying-silver-bars_1_.jpg" alt="Best Scenarios for Buying Silver Bars" width="600" height="285"></p>
<h2><a id="new"></a>Best 1 oz Silver Bars for New Investors</h2>
<p><a tabindex="-1" href="https://sdbullion.com/silver/silver-bars/1-oz-silver-bars">1 oz silver bars</a> are among the best entry points for new precious metals investors because they combine affordability, recognizability, and ease of storage. Investors can start building a physical silver position without committing the larger upfront costs associated with 10 oz or 100 oz silver bars.</p>
<p>Most 1 oz silver bars are struck in .999 fine silver and produced by trusted private mints. Popular options often feature stamped weight, purity, and mint logos, as well as protective packaging that helps preserve condition and improve buyer confidence. Because of their compact size, 1 oz silver bars are also easier to sell individually compared to larger bullion products.</p>
<p>Although 1 oz bars usually carry higher premiums per ounce than larger silver bars, many investors accept the tradeoff for greater flexibility. Smaller bars allow buyers to make gradual purchases over time and can be easier to liquidate during changing market conditions.</p>
<h3>Top 1 oz Silver Bar Brands</h3>
<p>The best 1 oz silver bar brands in 2026 include Sunshine Mint, Valcambi, Asahi Refining, and SD Bullion.&nbsp;</p>
<p>Valcambi silver bars are popular among investors because of their clean designs and global reputation.</p>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/s/v/svaskylinebar-1-va-silver-skyline-1-oz-bar-in-assay-front.jpg" alt="1 oz Valcambi Silver SkylineBar - In Assay" width="200"><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/s/v/svaskylinebar-1-va-silver-skyline-1-oz-bar-in-assay-back.jpg" alt="1 oz Valcambi Silver SkylineBar - In Assay" width="200"></p>
<p><a tabindex="-1" href="https://sdbullion.com/1-oz-valcambi-silver-skylinebar-in-assay">1 oz Valcambi Silver SkylineBar - In Assay</a></p>
<p>Sunshine Mint silver bars are widely known for their affordability and MintMark SI security feature, which helps investors verify authenticity.&nbsp;</p>
<p>SD Bullion-branded silver bars have also gained popularity among value-focused buyers seeking competitive premiums and trusted silver content.</p>
<p>Other recognizable names include Asahi Refining, Engelhard, and Johnson Matthey. Vintage Engelhard and Johnson Matthey bars can sometimes command higher premiums because of collector demand and limited availability.</p>
<h3>1 oz Silver Bar Premiums Compared</h3>
<p><img src="https://sdbullion.com/media/wysiwyg/Blog/the-benefits-of-1-oz-silver-bars_1_.jpg" alt="1 oz Silver Bar Premiums" width="600" height="273"></p>
<p>1 oz silver bars typically carry higher premiums per ounce than larger silver bars because production and distribution costs are spread over a smaller amount of silver. Packaging, handling, and fabrication expenses affect small bullion products more significantly than large bars.</p>
<p>Generic 1 oz silver bars often provide the lowest premiums in this category. Premium-branded bars from refiners usually cost more because of advanced packaging, stronger brand recognition, and collectible appeal.</p>
<p>Market conditions also influence premiums. During periods of elevated silver demand or supply shortages, premiums on smaller silver products can rise quickly across the retail bullion market.</p>
<table border="1">
<tbody>
<tr>
<td>
<p><strong>1 oz Silver Bar Type</strong></p>
</td>
<td>
<p><strong>Typical Premium Level</strong></p>
</td>
<td>
<p><strong>Main Advantage</strong></p>
</td>
</tr>
<tr>
<td>
<p>Generic 1 oz Silver Bars</p>
</td>
<td>
<p>Lowest</p>
</td>
<td>
<p>Lower upfront cost</p>
</td>
</tr>
<tr>
<td>
<p>Sunshine Mint Silver Bars</p>
</td>
<td>
<p>Low to Medium</p>
</td>
<td>
<p>Security features and strong recognition</p>
</td>
</tr>
<tr>
<td>
<p>SD Bullion Silver Bars</p>
</td>
<td>
<p>Low to Medium</p>
</td>
<td>
<p>Competitive pricing and investor appeal</p>
</td>
</tr>
</tbody>
</table>
<h3>Where to Buy 1 oz Silver Bars?</h3>
<p>Investors should buy 1 oz silver bars from reputable precious metals dealers that provide transparent pricing, secure shipping, and authenticated bullion products.&nbsp;</p>
<p>Trusted online bullion dealers such as SD Bullion often offer broader inventory selections, competitive premiums, and reliable customer support compared to many local coin shops.</p>
<p>When comparing silver dealers, investors should evaluate product authenticity guarantees, shipping and insurance policies, customer reviews, and dealer buyback programs. Bars from recognized refiners also tend to provide stronger resale liquidity and easier verification in the secondary bullion market.</p>
<h2><a id="balance"></a>Best 10 oz Silver Bars: Balance of Value &amp; Flexibility</h2>
<p><a tabindex="-1" href="https://sdbullion.com/silver/silver-bars/10-oz-silver-bars">10 oz silver bars</a> are considered one of the best silver bar sizes for investors because they balance lower premiums with strong resale flexibility. Compared to 1 oz silver bars, 10 oz bars usually offer better value per ounce, while remaining easier to store and liquidate than large 100 oz silver bars.</p>
<p>Many precious metals investors choose 10 oz silver bars as a long-term stacking option because they provide meaningful silver weight without requiring the larger upfront investment associated with bulk bullion products. Most 10-oz bars are struck in .999 fine silver and produced by well-known private mints with strong market recognition.</p>
<p>Premiums on 10-oz silver bars are typically lower than premiums on small silver products, making them especially attractive during periods of high silver demand. Investors looking for a balance between affordability, liquidity, and efficient silver accumulation often consider 10 oz silver bars the “sweet spot” of silver investing.</p>
<h3>Sunshine Mint 10 oz Silver Bar</h3>
<p>The Sunshine Mint 10 oz Silver Bar is one of the most popular low-premium silver bars on the market. Produced in .999 fine silver, these bars are known for their clean design, durable finish, and MintMark SI security feature, which helps investors verify authenticity using a decoder lens.</p>
<p>Sunshine Mint bars are widely recognized throughout the bullion industry and often carry lower premiums than many premium-branded competitors. Their combination of affordability and strong market trust makes them especially appealing to long-term silver stackers.</p>
<p>Because Sunshine Mint products are commonly available from major bullion dealers, investors can usually find competitive pricing and strong secondary-market liquidity.</p>
<h3>SD Bullion 10 oz Silver Bar</h3>
<p>The SD Bullion 10 oz Silver Bar is a popular choice among investors seeking low premiums and straightforward silver exposure. These bars are produced in .999 fine silver and designed specifically for bullion investors focused on maximizing silver weight at competitive prices.</p>
<p>SD Bullion-branded silver bars often appeal to value-oriented buyers because they combine recognizable branding with affordable premium levels. Their simple bullion-focused design helps keep production costs lower than those of heavily detailed collectible products.</p>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/h/m/hm-silver-proclaim-liberty-10oz-silverbar-obverse2-500x500_1_.jpg" alt="10 oz SD Bullion Proclaim Liberty Silver Bar" width="200"><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/h/m/hm-silver-proclaim-liberty-10oz-silverbar-reverse4-500x500_1_.jpg" alt="10 oz SD Bullion Proclaim Liberty Silver Bar" width="200"></p>
<p><a tabindex="-1" href="https://sdbullion.com/10-oz-sd-bullion-proclaim-liberty-silver-bar">10 oz SD Bullion Proclaim Liberty Silver Bar</a></p>
<p>For investors building larger silver positions, SD Bullion 10 oz silver bars can provide an effective balance between liquidity, storage efficiency, and overall cost per ounce.</p>
<h2><a id="serious"></a>Best 100 oz Silver Bars for Serious Stackers</h2>
<p>100 oz silver bars are among the best options for serious silver investors because they typically offer the lowest premiums per ounce in the retail bullion market. Large silver bars allow investors to accumulate substantial silver weight while minimizing fabrication and distribution costs.</p>
<p>Most 100 oz silver bars are produced in .999 fine silver by major private refiners and are widely recognized throughout the precious metals industry. These bars are especially popular with long-term stackers, high-volume investors, and buyers focused on maximizing silver holdings instead of collecting smaller bullion products.</p>
<p>Although 100 oz silver bars require a larger upfront investment, they can significantly reduce overall acquisition costs over time. Investors who prioritize bulk silver ownership and long-term wealth preservation often consider 100 oz bars one of the most efficient ways to buy physical silver in 2026.</p>
<h3>Why Do 100 oz Bars Offer the Lowest Premium?</h3>
<p><a tabindex="-1" href="https://sdbullion.com/silver/silver-bars/100-oz-silver-bars">100 oz silver bars</a> usually carry the lowest premiums because manufacturing and shipping costs are spread across a much larger amount of silver. Producing a single 100 oz bar is more cost-efficient than producing multiple smaller silver products containing the same total silver weight.</p>
<p>Large silver bars also reduce packaging, handling, and transportation expenses on a per-ounce basis. This efficiency allows bullion dealers to offer lower premiums compared to smaller bars, silver rounds, or government-issued silver coins.</p>
<p>Premium differences become especially noticeable during periods of high silver demand. While small silver products may experience sharp premium increases, large silver bars often remain one of the most cost-effective ways to gain exposure to physical silver.</p>
<h3>Top 100 oz Silver Bar Brands</h3>
<p>The best 100 oz silver bar brands in 2026 include Sunshine Mint, Asahi Refining, Engelhard, Johnson Matthey, Valcambi, and SD Bullion.&nbsp;</p>
<p>Sunshine Mint 100 oz silver bars remain popular because of their affordability, reliability, and strong market recognition. Asahi Refining silver bars are also widely traded and known for consistent quality.</p>
<p>Investors frequently seek out 100 oz silver bars from Engelhard and Johnson Matthey because of their historical reputation and collector appeal. Vintage bars from these refiners can sometimes command additional premiums in the secondary market.</p>
<p>Other trusted options include Royal Canadian Mint silver bars, Valcambi silver bars, and SD Bullion-branded silver bars. Most recognized refiners produce bars stamped with weight, purity, serial numbers, and mint hallmarks for easier verification and resale.</p>
<h3>Storage Tips for 100 oz Bars</h3>
<p>100 oz silver bars require secure storage because of their size, weight, and high bullion value. A single 100 oz silver bar weighs nearly seven pounds, making proper handling and storage especially important for long-term investors.</p>
<p>Many silver stackers use home safes, private vault storage, or bank safe deposit boxes to protect large silver holdings. Investors storing silver at home should prioritize fire resistance, moisture control, and discreet security measures.</p>
<p>Because silver can develop surface tarnish over time, investors should also avoid excessive humidity and direct handling when possible. Keeping silver bars in protective packaging or dry storage environments can help preserve their condition and resale appeal.</p>
<h2><a id="kilo"></a>Best Kilo Silver Bars (32.15 oz): European Mint Picks</h2>
<p><a tabindex="-1" href="https://sdbullion.com/silver/silver-bars/kilo-silver-bars">Kilo silver bars</a> are popular among investors seeking lower premiums than small silver bars, without committing to the larger size of a 100 oz silver bar. A standard kilo silver bar contains 32.15 troy ounces of silver, making it a middle-ground option for investors seeking both value and flexibility.</p>
<p>Many kilo silver bars are produced by respected European refiners known for high manufacturing standards, advanced refining techniques, and strong global recognition. Most are struck in .999 or .9999 fine silver and include stamped weight, purity, and mint hallmarks.</p>
<p>Kilo bars have become increasingly popular in the global bullion market because they are easier to store and transport than larger silver bars while still offering relatively low premiums per ounce. Investors looking to build substantial silver positions often view kilo silver bars as an efficient long-term stacking option.</p>
<h3>Valcambi Kilo Silver Bar</h3>
<p><a tabindex="-1" href="https://sdbullion.com/1-kilo-valcambi-silver-bar">The Valcambi Kilo Silver Bar</a> is another leading choice among investors seeking premium European silver bullion. Valcambi, a Swiss precious metals refiner with global recognition, produces silver bars known for their clean appearance and consistent manufacturing quality.</p>
<p>Valcambi kilo silver bars are widely traded throughout the bullion market and are often favored by investors seeking a balance between premium branding and relatively competitive pricing. Most bars include stamped purity, weight, and refinery markings for easy authentication.</p>
<p>Because Valcambi products are recognized internationally, these silver bars generally maintain strong liquidity in both retail and institutional bullion markets.</p>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/1/-/1-kilo-valcambi-silver-bar.png" alt="1 Kilo Valcambi Silver Bar" width="200"></p>
<p><a tabindex="-1" href="https://sdbullion.com/1-kilo-valcambi-silver-bar">1 Kilo Valcambi Silver Bar</a></p>
<h3>Kilo Bar Premiums vs. 100 oz Bars</h3>
<p>Kilo silver bars usually carry slightly higher premiums per ounce than 100 oz silver bars, but they remain significantly cheaper than most small silver products. The smaller size of kilo bars increases manufacturing and distribution costs per ounce compared to larger 100-oz bars.</p>
<p>Many investors accept the slightly higher premium because kilo bars are easier to store, transport, and liquidate. A kilo silver bar also requires a lower upfront investment than a 100 oz silver bar, making it more accessible to mid-level silver investors.</p>
<p>For buyers seeking a balance between affordability, flexibility, and premium efficiency, kilo silver bars remain one of the most practical silver bullion options in 2026.</p>
<table border="1">
<tbody>
<tr>
<td>
<p><strong>Feature</strong></p>
</td>
<td>
<p><strong>Kilo Silver Bars</strong></p>
</td>
<td>
<p><strong>100 oz Silver Bars</strong></p>
</td>
</tr>
<tr>
<td>
<p><strong>Silver Weight</strong></p>
</td>
<td>
<p>32.15 oz</p>
</td>
<td>
<p>100 oz</p>
</td>
</tr>
<tr>
<td>
<p><strong>Typical Premium</strong></p>
</td>
<td>
<p>Low</p>
</td>
<td>
<p>Lowest</p>
</td>
</tr>
<tr>
<td>
<p><strong>Upfront Cost</strong></p>
</td>
<td>
<p>Lower</p>
</td>
<td>
<p>Higher</p>
</td>
</tr>
<tr>
<td>
<p><strong>Storage Convenience</strong></p>
</td>
<td>
<p>Easier</p>
</td>
<td>
<p>More difficult</p>
</td>
</tr>
<tr>
<td>
<p><strong>Liquidity</strong></p>
</td>
<td>
<p>Strong</p>
</td>
<td>
<p>Moderate to strong</p>
</td>
</tr>
<tr>
<td>
<p><strong>Best For</strong></p>
</td>
<td>
<p>Mid-level investors</p>
</td>
<td>
<p>High-volume silver stackers</p>
</td>
</tr>
<tr>
<td>
<p><strong>Flexibility</strong></p>
</td>
<td>
<p>Higher</p>
</td>
<td>
<p>Lower</p>
</td>
</tr>
</tbody>
</table>
<h2><a id="brands"></a>Best Silver Bar Brands in 2026</h2>
<p>The best silver bar brands in 2026 combine strong market recognition, trusted silver purity, consistent manufacturing quality, and reliable resale liquidity. Investors often prefer established refiners because recognizable silver bars are easier to authenticate, trade, and resell in the global bullion market.</p>
<p>Some silver bar brands focus on premium presentation and advanced security features, while others prioritize low premiums and efficient bullion production. Vintage refiners can also attract collector interest, especially when older bars become difficult to find in the secondary market.</p>
<p>The most respected silver bar brands in 2026 include Engelhard, Johnson Matthey, Sunshine Mint, and SD Bullion. Each brand appeals to different types of investors depending on priorities such as collectibility, affordability, liquidity, and long-term stacking goals.</p>
<h3>Engelhard: Vintage &amp; Collector Favorite</h3>
<p>Engelhard silver bars remain highly respected in the precious metals market because of the company’s long-standing reputation and historical significance. Although Engelhard no longer produces silver bullion bars, many investors and collectors continue to seek vintage Engelhard products in the secondary market.</p>
<p>Older Engelhard silver bars often feature poured designs, serial numbers, and distinctive refinery markings that appeal to collectors. Limited availability has also contributed to growing demand for vintage Engelhard bullion.</p>
<p>Because of their collector appeal, some Engelhard silver bars can command premiums above the melt value of comparable modern bullion products.</p>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/1/0/100barEng.jpg" alt="100 oz Engelhard Silver Bar" width="200"></p>
<p><a tabindex="-1" href="https://sdbullion.com/100-oz-engelhard-silver-bar">100 oz Engelhard Silver Bar</a></p>
<h3>Johnson Matthey: Legacy Brand</h3>
<p>Johnson Matthey is another legacy precious metals refiner with strong recognition among bullion investors. The company built a reputation over many decades for producing high-quality gold and silver products for global markets.</p>
<p>Vintage Johnson Matthey silver bars remain popular because of their historical reputation, recognizable branding, and limited availability. Many investors view these bars as both bullion investments and collectible precious metals products.</p>
<p>Although Johnson Matthey no longer dominates the retail bullion market as it once did, its silver bars continue to command strong demand in the secondary market.</p>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/j/o/johnson-matthey-silver-kilo-obverse-tilt-right.jpg" alt="1 Kilo Johnson Matthey Silver Bar" width="200"></p>
<p><a tabindex="-1" href="https://sdbullion.com/1-kilo-johnson-matthey-silver-bar">1 Kilo Johnson Matthey Silver Bar</a></p>
<h3>Sunshine Mint: Modern Reliability</h3>
<p>Sunshine Mint is one of the leading private mints in the modern bullion industry and is widely known for producing reliable, low-premium silver bars. The company manufactures silver products for both private investors and sovereign mints, contributing to its strong reputation in the industry.</p>
<p>Many Sunshine Mint silver bars include the MintMark SI security feature, which helps investors verify authenticity using a specialized decoder lens. This added security measure has made Sunshine Mint products especially popular among long-term silver stackers.</p>
<p>Sunshine Mint silver bars are often competitively priced, making them a common choice for investors focused on affordability and consistent bullion quality.</p>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/1/_/1_oz_sunshine_mint_silver_bar_obverse.jpg" alt="1 oz Sunshine Mint Silver Bar" width="200"></p>
<p><a tabindex="-1" href="https://sdbullion.com/sunshine-mint-1-oz-silver-bar-999-fine">1 oz Sunshine Mint Silver Bar</a></p>
<h3>SD Bullion: Best Value Brand</h3>
<p>SD Bullion-branded silver bars are popular among investors seeking competitive premiums and straightforward silver exposure. These bars are designed primarily for bullion investors who prioritize silver weight and overall value instead of collectible presentation.</p>
<p>Most SD Bullion silver bars are produced in .999 fine silver and feature clean, investment-focused designs. Their lower premium structure makes them especially attractive for investors building larger silver positions over time.</p>
<p>Because SD Bullion products are backed by one of the largest online precious metals dealers in the United States, these silver bars have become increasingly recognized among modern silver stackers and value-focused bullion buyers.</p>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/s/s/ssdsquarebar-1.jpg" alt="1 oz SD Bullion Cross and Flag Square Silver Bar" width="300"></p>
<p><a tabindex="-1" href="https://sdbullion.com/1-oz-sd-bullion-square-silver-bar">1 oz SD Bullion Cross and Flag Square Silver Bar</a></p>
<h2><a id="premiums"></a>Silver Bar Premiums: What to Expect in 2026</h2>
<table border="1">
<tbody>
<tr>
<td>
<p><strong>Bar Size</strong></p>
</td>
<td>
<p><strong>Typical Premium Above Spot</strong></p>
</td>
<td>
<p><strong>Best For</strong></p>
</td>
</tr>
<tr>
<td>
<p>1 oz silver bar</p>
</td>
<td>
<p>~5–10%</p>
</td>
<td>
<p>Beginners, flexible resale</p>
</td>
</tr>
<tr>
<td>
<p>10 oz silver bar</p>
</td>
<td>
<p>~3–6%</p>
</td>
<td>
<p>Most investors, best balance</p>
</td>
</tr>
<tr>
<td>
<p>Kilo silver bar (32.15 oz)</p>
</td>
<td>
<p>~2–5%</p>
</td>
<td>
<p>Mid-level stackers</p>
</td>
</tr>
<tr>
<td>
<p>100 oz silver bar</p>
</td>
<td>
<p>~2–4%</p>
</td>
<td>
<p>High-volume, lowest cost per oz</p>
</td>
</tr>
</tbody>
</table>
<p>Silver bar premiums in 2026 are expected to remain heavily influenced by <a tabindex="-1" href="https://sdbullion.com/silver-prices">silver spot prices</a>, retail demand, refinery output, and global economic conditions. Although silver bars usually carry lower premiums than silver coins, premium levels can still fluctuate significantly during periods of market volatility or supply shortages.</p>
<p>Silver bar premiums are also influenced by activity in global bullion pricing benchmarks such as COMEX futures markets and the London Bullion Market Association (LBMA).&nbsp;</p>
<p>During periods of elevated silver spot price volatility or physical supply shortages, retail silver premiums often rise as bullion dealers and refiners struggle to meet demand. Similar premium spikes occurred during the 2020–2022 surge in physical precious metals demand, when many popular silver products were temporarily sold at historically elevated premiums above spot price.</p>
<p>Large silver bars, such as 10 oz, kilo, and 100 oz bars, generally continue to offer the best premium efficiency because manufacturing and distribution costs are spread across a greater weight of silver. Smaller silver products often experience larger premium swings when investor demand rises quickly.</p>
<p>Brand reputation also affects pricing. Premium silver bars from reputable refiners often command higher premiums than generic silver bars because of advanced packaging, stronger recognition, and collector appeal. Investors focused primarily on silver accumulation usually prioritize low-premium bullion products instead of premium-branded bars.</p>
<h3>How Are Premiums Set?</h3>
<p>Several factors beyond the silver spot price determine silver premiums. Refining costs, minting expenses, packaging, dealer operating costs, shipping, and market demand all contribute to the final retail premium investors pay above spot.</p>
<p>Product type also plays an important role. Government-issued silver coins typically carry higher premiums than silver bars due to their legal-tender status, collectible demand, and sovereign mint production costs. Smaller silver products often have higher premiums per ounce because fabrication costs are spread over a smaller amount of silver.</p>
<p>During periods of strong retail demand, premiums can rise even when silver spot prices remain stable. Limited refinery production, supply chain disruptions, and inventory shortages can also increase premiums throughout the bullion market.</p>
<h3>When Do Premiums Spike &amp; How to Respond?</h3>
<p>Silver premiums often spike during periods of economic uncertainty, financial market volatility, or sudden increases in retail bullion demand. Inflation concerns, banking instability, geopolitical tensions, and supply shortages can quickly drive investors toward physical silver products, increasing premiums across the bullion market.</p>
<p>Smaller silver products typically experience the sharpest premium increases, while larger silver bars often remain more stable. During these periods, many investors focus on larger, generic silver bars and gradual dollar-cost-averaging strategies to reduce overall acquisition costs.</p>
<p>Global silver demand trends reported in industry studies such as the World Silver Survey also influence retail bullion availability and long-term premium behavior, particularly during periods of elevated investment demand.</p>
<h2><a id="ira"></a>IRA-Eligible Silver Bars: What Qualifies?</h2>
<p>Silver bars can be held in a Precious Metals IRA if they meet specific IRS requirements related to purity, manufacturing standards, and approved storage. Most IRA-eligible silver bars must contain at least .999 fine silver and be produced by accredited refiners or government-approved manufacturers.</p>
<p>Many popular bullion products qualify for IRAs, including certain silver bars from Valcambi, Sunshine Mint, Royal Canadian Mint, and other recognized refiners. Collectible or numismatic silver products generally do not qualify, even if they contain the required silver purity.</p>
<p>Investors using silver bars in retirement accounts must also follow IRS custody rules. Precious Metals IRA assets typically cannot be stored at home and must be held by an approved IRA custodian or depository.</p>
<h3>IRS Purity Requirements (.999 Fineness)</h3>
<p>The IRS requires most silver bars held in a Precious Metals IRA to contain at least .999 fine silver, meaning the bullion must be composed of 99.9% pure silver or higher to qualify under current IRS precious metals IRA guidelines.</p>
<p>Approved silver bars are typically stamped with their weight, purity, and refinery identification for authentication purposes.&nbsp;</p>
<p>Bars produced by recognized refiners and accredited manufacturers are more likely to meet IRA eligibility standards, while collectible silver products and rare numismatic items are generally excluded under IRS regulations.</p>
<h3>Approved Silver Bar Brands for IRAs</h3>
<p>The most recognized IRA-eligible silver bar brands in 2026 include Valcambi, Sunshine Mint, and the Royal Canadian Mint.</p>
<p>Many IRA custodians also approve silver bars from COMEX- or LBMA-accredited refiners because these organizations maintain recognized standards for bullion purity, refining, and market acceptance.</p>
<p>IRA investors often prioritize bars with strong market recognition because widely accepted bullion products can simplify future liquidation and portfolio management.</p>
<table border="1">
<tbody>
<tr>
<td>
<p><strong>IRA-Eligible Silver Bar Brand</strong></p>
</td>
<td>
<p><strong>Typical Purity</strong></p>
</td>
<td>
<p><strong>Common IRA Acceptance</strong></p>
</td>
</tr>
<tr>
<td>
<p>Valcambi</p>
</td>
<td>
<p>.999 or .9999</p>
</td>
<td>
<p>Widely accepted</p>
</td>
</tr>
<tr>
<td>
<p>Sunshine Mint</p>
</td>
<td>
<p>.999</p>
</td>
<td>
<p>Commonly accepted</p>
</td>
</tr>
<tr>
<td>
<p>Royal Canadian Mint</p>
</td>
<td>
<p>.9999</p>
</td>
<td>
<p>Widely accepted</p>
</td>
</tr>
<tr>
<td>
<p>Asahi Refining</p>
</td>
<td>
<p>.999</p>
</td>
<td>
<p>Commonly accepted</p>
</td>
</tr>
</tbody>
</table>
<h3>How to Add Silver Bars to Your IRA?</h3>
<p>Investors typically add silver bars to a Precious Metals IRA by opening a self-directed IRA with an approved custodian specializing in alternative assets.&nbsp;</p>
<p>After funding the account, investors can purchase IRA-eligible silver bars from authorized precious metals dealers, with the bullion shipped directly to an approved depository for secure storage.&nbsp;</p>
<p>Because IRS regulations generally prohibit personal possession of IRA-held precious metals, many investors compare custodian fees, storage costs, approved bullion products, and dealer pricing before choosing a Precious Metals IRA provider.&nbsp;</p>
<h2><a id="bars-rounds"></a>Silver Bars vs. Silver Rounds: Which Has Better Resale?</h2>
<p>Silver bars and silver rounds both offer strong resale potential, but silver bars generally provide better value retention for investors focused on lower premiums and bulk silver ownership.&nbsp;</p>
<p>Silver rounds, meanwhile, often appeal to buyers seeking smaller denominations, recognizable designs, and greater trading flexibility.&nbsp;</p>
<p>The resale value of either product usually depends on factors such as silver purity, brand recognition, product size, market demand, and dealer buyback policies. Widely recognized bullion products from trusted private mints typically maintain stronger liquidity and more consistent resale demand in the secondary market.</p>
<h3>Liquidity of Silver Bars</h3>
<p>Silver bars are highly liquid in the bullion market, especially when produced by recognized refiners such as Sunshine Mint, Valcambi, and Royal Canadian Mint. Dealers and private buyers typically prefer bars with stamped weights, purities, and serial numbers, as well as strong refinery recognition.</p>
<p>Smaller silver bars, such as 1 oz and 10 oz bars, are usually easier to liquidate quickly because they appeal to a broader range of buyers. Large 100 oz silver bars remain highly tradable but may require larger transactions or institutional buyers because of their higher overall value.</p>
<p>Low-premium silver bars can also improve resale efficiency because investors often recover more of the silver's value than they did relative to their original purchase cost.</p>
<h3>Liquidity of Silver Rounds</h3>
<p>Silver rounds also maintain strong liquidity, particularly generic .999 fine silver rounds produced by reputable private mints. Many investors buy silver rounds because they combine lower premiums than government coins with more visual variety than standard bullion bars.</p>
<p>Rounds featuring popular designs, patriotic themes, or recognizable mint branding may attract stronger retail demand in the secondary market. However, silver rounds can sometimes have slightly wider buy-sell spreads than those of highly recognized silver bars from major refiners.</p>
<p>Generic silver rounds are still widely accepted by bullion dealers and precious metals investors, especially during periods of elevated retail silver demand.</p>
<h3>Which to Choose for Long-Term Holding?</h3>
<p>Silver bars are often the better choice for long-term holding because they typically offer lower premiums and more efficient silver accumulation than silver rounds.&nbsp;</p>
<p>Investors focused on maximizing ounces over time frequently prioritize 10 oz, kilo, and 100 oz silver bars for this reason. Silver rounds may appeal more to buyers who value smaller denominations, varied designs, and flexible resale opportunities.&nbsp;</p>
<p>For many long-term precious metals investors, a balanced strategy that combines silver bars for bulk holdings and silver rounds for smaller transactions can provide both premium efficiency and liquidity flexibility.&nbsp;</p>
<table border="1">
<tbody>
<tr>
<td>
<p><strong>Feature</strong></p>
</td>
<td>
<p><strong>Silver Bars</strong></p>
</td>
<td>
<p><strong>Silver Rounds</strong></p>
</td>
</tr>
<tr>
<td>
<p><strong>Typical Premiums</strong></p>
</td>
<td>
<p>Lower</p>
</td>
<td>
<p>Slightly higher</p>
</td>
</tr>
<tr>
<td>
<p><strong>Best For</strong></p>
</td>
<td>
<p>Bulk silver accumulation</p>
</td>
<td>
<p>Flexible trading and smaller purchases</p>
</td>
</tr>
<tr>
<td>
<p><strong>Resale Liquidity</strong></p>
</td>
<td>
<p>Strong, especially for recognized brands</p>
</td>
<td>
<p>Strong, especially for popular designs</p>
</td>
</tr>
<tr>
<td>
<p><strong>Buy-Sell Spread</strong></p>
</td>
<td>
<p>Usually narrower</p>
</td>
<td>
<p>Sometimes wider</p>
</td>
</tr>
<tr>
<td>
<p><strong>Popular Sizes</strong></p>
</td>
<td>
<p>1 oz, 10 oz, kilo, 100 oz</p>
</td>
<td>
<p>Mostly 1 oz</p>
</td>
</tr>
<tr>
<td>
<p><strong>Design Variety</strong></p>
</td>
<td>
<p>Limited</p>
</td>
<td>
<p>Higher</p>
</td>
</tr>
<tr>
<td>
<p><strong>Storage Efficiency</strong></p>
</td>
<td>
<p>Better for large holdings</p>
</td>
<td>
<p>Better for small individual trades</p>
</td>
</tr>
<tr>
<td>
<p><strong>Long-Term Value Efficiency</strong></p>
</td>
<td>
<p>Higher</p>
</td>
<td>
<p>Moderate</p>
</td>
</tr>
<tr>
<td>
<p><strong>Collector Appeal</strong></p>
</td>
<td>
<p>Lower, except vintage bars</p>
</td>
<td>
<p>Moderate to high</p>
</td>
</tr>
<tr>
<td>
<p><strong>Ideal Investor Type</strong></p>
</td>
<td>
<p>Long-term silver stackers</p>
</td>
<td>
<p>Investors prioritizing flexibility and variety</p>
</td>
</tr>
</tbody>
</table>
<h2><a id="portfolio"></a>Which Silver Bars Are Best for Your Portfolio?</h2>
<p>The best silver bars to buy in 2026 ultimately depend on your investment goals, budget, and preferred balance between liquidity and low premiums.&nbsp;</p>
<p>Many investors consider 10 oz silver bars the best overall option because they combine affordability, strong resale potential, and efficient silver accumulation. Investors seeking the lowest possible cost per ounce often prioritize kilo and 100 oz silver bars, while beginners frequently start with 1 oz silver bars for greater flexibility and lower upfront costs.</p>
<p>Recognized refiners such as Sunshine Mint, Valcambi, Engelhard, Johnson Matthey, and SD Bullion remain popular among precious metals investors for their trusted silver purity, strong market recognition, and consistent resale demand.</p>
<p>Whether you are building a long-term silver stack, diversifying a retirement portfolio, or preparing for economic uncertainty, choosing high-quality silver bars from reputable bullion dealers can help strengthen a long-term precious metals investment strategy.</p>
<h2><a id="faqs"></a>FAQs: Best Silver Bars to Buy</h2>
<h3>What is the best brand of silver bar?</h3>
<p>The best silver bar brand depends on an investor’s goals, but Sunshine Mint, Valcambi, Engelhard, and Johnson Matthey are among the most trusted names in the bullion market. Sunshine Mint and SD Bullion appeal to investors seeking lower premiums. Vintage Engelhard and Johnson Matthey bars also remain highly respected among collectors and long-term silver buyers.</p>
<h3>Are silver bars a good investment?</h3>
<p>Silver bars are considered a strong investment for many precious metals buyers because they provide direct exposure to physical silver at relatively low premiums. Larger silver bars, including 10 oz, kilo, and 100 oz options, often offer better value per ounce than silver coins. Investors frequently buy silver bars for inflation protection, long-term wealth preservation, portfolio diversification, and the security of owning a tangible hard asset with global demand.</p>
<h3>What size silver bar should I buy?</h3>
<p>The best silver bar size depends on your budget, investment strategy, and preferred liquidity. Many beginners start with 1 oz silver bars because they are affordable and easy to resell. However, 10 oz silver bars are often viewed as the best overall choice because they balance lower premiums with flexibility. Investors focused on maximizing silver weight at the lowest cost per ounce often prefer kilo or 100-oz silver bars.</p>
<h3>Can silver bars go in an IRA?</h3>
<p>Certain silver bars can be held in a Precious Metals IRA if they meet IRS purity and manufacturing requirements. Most IRA-eligible silver bars must contain at least .999 fine silver and come from recognized refiners such as Valcambi, Sunshine Mint, or Royal Canadian Mint. Investors typically add silver bars to a self-directed IRA through a specialized custodian that arranges approved depository storage.</p></div></div></div>]]></description>
              <pubDate>Wed, 17 Jun 2026 10:35:00 +0000</pubDate>
              <category><![CDATA[Research]]></category>
           </item>
       <item>
      <title>Was that the Gold Silver Price Bottom?</title>
      <link>https://sdbullion.com/blog/gold-silver-bottom-bullion-market-outlook</link>
      <guid>https://sdbullion.com/blog/gold-silver-bottom-bullion-market-outlook</guid>
      <description><![CDATA[<style>#html-body [data-pb-style=DBHDHI6]{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="DBHDHI6"><div data-content-type="text" data-appearance="default" data-element="main"><h2>Was the Gold and Silver Bottom In? Bullion Market Outlook Discussion</h2>
<ul>
<li>Gold and Silver Show Resilience Amid Volatility: Precious metals experienced a sharp selloff before recovering on renewed Middle East peace-deal speculation. Gold ended the week at approximately $4,219/oz, while silver closed near $68.02/oz.</li>
<li>Market Timing Remains Uncertain: The report cautions investors against trying to identify an exact bottom in silver and <a href="https://sdbullion.com/gold-price">gold prices</a>, arguing that market turning points are only obvious in hindsight.</li>
<li>U.S. Fiscal Deficits Continue to Expand: Federal overspending approached $300 billion for the month, with the U.S. projected to exceed a $2 trillion budget deficit this fiscal year, adding pressure to long-term debt sustainability.</li>
<li>Debt Servicing Costs Are Becoming a Major Concern: Interest payments on U.S. government debt are now approaching military spending levels, highlighting growing fiscal strain and raising questions about future monetary policy flexibility.</li>
<li>Global Currency Creation Supports the Gold and Silver Bullion Case: Worldwide fiat currency supply expanded by more than $7 trillion between December 2025 and April 2026, reinforcing the report's long-term bullish outlook for precious metals as stores of value.</li>
<li>Gold Bull Market Viewed as Consolidating, Not Ending: Analysts featured in the update compare the current correction to a pause during a broader climb higher, suggesting gold may test lower levels before resuming its long-term uptrend.</li>
<li>Central Banks Remain Key Gold Buyers: Market commentators emphasize that central bank demand continues to underpin gold prices, while investor demand is expected to return as economic and financial risks become more apparent.</li>
<li>Equity Valuations and AI Spending Face Scrutiny: The report highlights concerns that stock market valuations and the AI investment boom may have become excessive, drawing comparisons to previous technology and infrastructure bubbles.</li>
<li>Silver Supply Constraints Are Intensifying: Global silver mine production has stagnated for nearly a decade, while rising sulfur costs and Chinese export restrictions are creating additional challenges for silver refiners and miners worldwide.</li>
<li>Bullion Advocates See Current Prices as a Buying Opportunity: With both gold and silver trading near or below their respective 200-day moving averages, the report argues that the current correction presents an attractive entry point for long-term precious metals investors.</li>
</ul>
<h3>With gold and silver trading near key technical levels, market experts argue that current weakness may represent a buying opportunity rather than the end of the precious metals bull market.</h3>
<p>Last Week's Gold and Silver Market Update:</p>
<ul>
<li>The precious metals market sold off and then rallied back on peace rumor news.</li>
<li>The spot <a href="https://sdbullion.com/silver-prices">silver price</a> slightly up closed at $68.02 oz bid.</li>
<li>The spot gold price fell over all to close the week at $4,219 oz bid.</li>
<li>The spot <a href="https://sdbullion.com/gold-silver-ratio">gold silver ratio</a> fell lower higher to close the week at 62.</li>
</ul>
<p>I entitled this week's update as a reminder to any of you out there. The exact numbers, path and timeline of this price correction's bottoms, only omniscience knows. It's kind of like when is the Trump administration and Iran going to come to terms on a peace deal?&nbsp;</p>
<p>Perhaps we'll only know it once you have fully seen it fully in the rearview.</p>
<p>Meanwhile nominally ramping the US stock market perhaps cynically for rounds of corporate insider IPO bag dumping onto retail.</p>
<p>Since 2006, the largest 20 IPOs by market cap saw drawdowns on average of -61% only one year later.</p>
<p>Ignoring the silly hyperbolic language of bot articles saying things like silver surging over $67 oz.</p>
<p>This week we got nearly the 40th promise of an Iranian peace deal, with another rising gov't inflation print of 4.2%</p>
<p>Anyone trying to stay cool or actually transporting anything in the real world, knows is an insult recent experiences.</p>
<p>Almost $300 billion in Federal gov't overspending for last month.</p>
<p>The feds are well on their way to another over $2 trillion budget deficit this fiscal year.&nbsp;</p>
<p>Happy coming birthday USA, I'm not even going to mention the unfunded liabilities multiple larger than these ballooning debts to come.</p>
<p>Interest on our debt is already at our near military spending which is hard to deduce given new wars we've engaged.</p>
<p>Foreign US bond holders continue selling our debt on net thanks to increases in energy prices the world over ($150 billion or so since the war started).</p>
<p>Perhaps some of that ended up on a the fiat Fed's balance sheet which has gone from light QT to now again expansion since the start of the year 2026.</p>
<p>Heads up next week Thursday for new Fed head Kevin Warsh's policy talking points. It seems both US Banks and stablecoins will have to pick up shrinking foreign US debt buyers.</p>
<p>The good news for now remains that internationally the fiat US dollar is still dominate and it can increasingly afford us more bullion than is did earlier this year. Later this decade into next, I doubt we will be able to make either claim.</p>
<p>Fiat currency creation around the world from December 2025 through the end of April 2026 (5 months) is up over $7 trillion. Annualize that growth, and we're talking low double digit percentage growth what most people misnamed money long ago.</p>
<p>If we stopped creating fiat currency (and you know that won't happen anytime soon), the price of the world's physical gold pile still needs to double to reach the old 40% coverage levels hit in the early 1980s. And yes this fiat M3 pile will undoubtedly grow more along with myriad stable coin gov't debt financing schemes coming.</p>
<p>Here was Ronnie Stoefelle of In Gold We Trust Report talking about the likely road for gold through the end of this decade.</p>
<p>You have seen this chart before, illustrating on a relative basis how much larger gold ETF holdings were in the 2011 bull market top vs where they have been since. Even unsecured gold proxies are hardly owned relative to other ETF bubble asset piles.</p>
<p>This chart made the round this week, highlighting that the last few years of large unsecured gold ETF buying from $2300 oz onward was more than 1/3 done by Asian investors (mainly in China). This bullion bull doesn't end until Western investors also too go ankle deep into precious metals allocations. Most Western investors have near none still, much less any clue that 110 million oz of supposed gold in ETFs is only like 1.5% of all the gold we have ever mined. They are a sentiment indicator, unlike silver ETF flows which can literally through that market into price ramps and declines as we have recently seen over the last year or so.</p>
<p>Finishing this first half with famed Indian gold research analysts at Yardeni Research. As you can see, gold blew outside their red forecast lines to start the year, we're now getting an opportunity to buy on the other side of the climbing pattern.</p>
<p>More Gold Silver related price action charts ahead, plus some recent thought leader insights, from even Mr. 60, 20, 20 gold portfolio allocation bullion bull himself. We'll be right back.</p>
<p>As you likely know, world silver production from miners has been stagnant for the last near decade running. The world is increasingly relying on secondary recycled silver supplies to make ends meet.</p>
<p>A major problem for large silver miners using sulfur in zinc refining for instance is the exploding costs of sulfur if you can secure supplies. Over 1 in 8 ounces of world yearly mined silver comes from Chinese zinc refining which requires heavy loads of sulfer they banned from exporting last month.&nbsp;</p>
<p>We are seeing many reports from some of the largest silver miners in the world that their outputs are not keep up with the last few years. I'm not just talking about China, but also the largest mining market in the world Mexico.</p>
<p>The gold price is now well below its ongoing 200 day moving average now near $4,450 oz. In bullion bull markets, this is buying season. 200 days ago the price of gold was just below $4100 oz and thus in the coming months the 200 day moving average will keep rising given gold's Q1 2026 move. The point is gold is now on sale.</p>
<p>200 days ago silver was still priced near its seemingly ancient resistance of $50 oz. The current 200 day moving average is near $68 oz but that average will be rising into the $70s oz and higher given silver's spectacular move last Dec and Jan. So yes silver at and below its 200 day moving average is also now available for bullion bulls.<br>&nbsp;<br>Moving on to hear from David McAlvany whose coming take is much in line with what we have covered.</p>
<p>Finally Mr. 60, 20, 20 gold portfolio allocation shot caller, Mike Wilson CIO of Morgan Stanley was interviewed this week.</p>
<p>He spoke about hot capital flows injecting unsustainable moves from commodity to commodity sector, gold and silver explicitly mentioned. Have a listen.</p>
<p>That is going to be all for this week's bullion market update.</p>
<p>&nbsp;</p>
<p>Sources:</p>
<p>Why the momentum for gold is shifting (BNN Bloomberg interviewing David McAlvany )<br><a href="https://www.youtube.com/watch?v=hgz0X6fm2pI">https://www.youtube.com/watch?v=hgz0X6fm2pI</a></p>
<p>60 / 20 / 20 Portfolio fame: Mike Wilson CIO at Morgan Stanley<br><a href="https://youtu.be/GkivojhIz2w?si=tyfRc63RWMsB0zbi&amp;t=70">https://youtu.be/GkivojhIz2w?si=tyfRc63RWMsB0zbi&amp;t=70</a></p>
<p>Mike Wilson on unsustainable rates of change &amp; hot momentum traders running from one sector to another<br><a href="https://youtu.be/FohlEakgBR8?si=3K1Nc4hbAZ4GKHmP&amp;t=150">https://youtu.be/FohlEakgBR8?si=3K1Nc4hbAZ4GKHmP&amp;t=150</a></p></div></div></div>]]></description>
              <pubDate>Sun, 14 Jun 2026 09:11:00 +0000</pubDate>
              <category><![CDATA[Gold &amp; Silver News]]></category>
           </item>
       <item>
      <title>Gold Maple Leaf vs American Eagle: Which Coin Is the Best Gold Coin for Your Portfolio?</title>
      <link>https://sdbullion.com/blog/canadian-gold-maple-leaf-vs-american-gold-eagle</link>
      <guid>https://sdbullion.com/blog/canadian-gold-maple-leaf-vs-american-gold-eagle</guid>
      <description><![CDATA[]]></description>
              <pubDate>Wed, 10 Jun 2026 16:11:00 +0000</pubDate>
              <category><![CDATA[Research]]></category>
           </item>
       <item>
      <title>Silver Gold Slammed Toward 200-Day Moving Averages</title>
      <link>https://sdbullion.com/blog/gold-silver-slammed-tumble-200-day-average-levels-support</link>
      <guid>https://sdbullion.com/blog/gold-silver-slammed-tumble-200-day-average-levels-support</guid>
      <description><![CDATA[<style>#html-body [data-pb-style=LADBTTQ]{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="LADBTTQ"><div data-content-type="text" data-appearance="default" data-element="main"><h2>Below Gold 200 Day Moving Average Support Levels Week Over Week</h2>
<ul>
<li data-section-id="wjokdq" data-start="85" data-end="336">Precious metals endured a sharp selloff this week, with gold falling to roughly $4,329 per ounce and silver sliding toward its 200-day moving average, reflecting a broader risk-off move across financial markets.</li>
<li data-section-id="1d5pib5" data-start="338" data-end="571">The market downturn was largely attributed to a stronger-than-expected May jobs report, which reignited speculation that the Federal Reserve could maintain a tighter monetary stance for longer.</li>
<li data-section-id="zk2i7g" data-start="573" data-end="812">Bitcoin suffered the steepest losses among major assets, dropping nearly 20% and falling below the $60,000 level for the first time since September 2024, highlighting the shift away from risk assets.</li>
<li data-section-id="srvatq" data-start="814" data-end="1087">Despite the recent weakness in gold and silver prices, the longer-term bullish case remains centered on growing government debt burdens, persistent deficits, and the potential for inflation-driven debt devaluation in major economies.</li>
<li data-section-id="xic5rz" data-start="1089" data-end="1357">Central banks continue to strengthen their gold positions, with the European Central Bank acknowledging that gold is increasingly replacing U.S. debt securities as a preferred reserve asset amid geopolitical and financial risks.</li>
<li data-section-id="oahxxb" data-start="1359" data-end="1616">Russia reported annual gold production approaching 500 metric tons, reinforcing its status as one of the world's leading gold producers and underscoring the strategic importance many nations place on bullion reserves.</li>
<li data-section-id="13nn82m" data-start="1618" data-end="1875">Historically, pullbacks <strong>below gold's 200-day moving average</strong> have been common during major bull markets, including the 1970s and 2000s, suggesting that periodic corrections are a normal part of long-term upward trends.</li>
<li data-section-id="1ey5838" data-start="1877" data-end="2125">Relative asset valuations continue to favor precious metals over traditional investments, with long-term charts showing gold and silver outperforming housing and equities during previous secular bull markets.</li>
<li data-section-id="1gt572v" data-start="2127" data-end="2406">Strong physical demand remains evident in Asia, where Chinese silver exchanges have reportedly been paying premiums above Western benchmarks, while India has adjusted precious metals policies to manage currency pressures and import demand.</li>
<li data-section-id="12so2uw" data-start="2408" data-end="2747" data-is-last-node="">Veteran precious-metals investor Ned Naylor-Leyland argues that the current gold bull market remains intact, pointing to ongoing monetary debasement, limited institutional participation, and declining silver inventories in Shanghai as factors that could support future gains in both gold and silver.</li>
</ul>
<h3>Gold and Silver tumble toward key technical levels while central banks, Asian demand, and long-term debt concerns continue to support the broader bullish outlook.</h3>
<p><strong>Last Week's Gold and Silver Market Update</strong></p>
<ul>
<li>The precious metals market sold off big to end this week's trading.</li>
<li>The spot <a tabindex="-1" href="https://sdbullion.com/silver-prices">silver price</a> fell to close at $67.84 oz bid, now hover near its 200 day moving average.</li>
<li>The spot gold price fell to close the week at $4,329 oz bid.</li>
<li>The spot <a tabindex="-1" href="https://sdbullion.com/gold-silver-ratio">gold silver ratio</a> popped higher to close the week at 63.</li>
</ul>
<p>Large selloffs in precious metals and financial markets to close this past week.</p>
<p>Much of the selling kicked off with the surprisingly high May jobs report data which will surely be adjusted lower later per usual.</p>
<p>Largest loser on the week was Bitcoin falling nearly -20% and breaking below $60k for the first time since Sep 2024.</p>
<p>Gold bears and bulls were out many making falling knife price call prognostications.&nbsp;</p>
<p>Financial headlines continue pumping the idea that the fiat Federal Reserve is going to go into a rate hike cycle while our current record debt to GDP loads of around 130% are already blowing US budget deficits towards $2 trillion this year, as long term US bond yields track towards 5% of late.</p>
<p>Let me remind you what the largest release valve is for when governments pass the 130% debt to GDP level that last century and a half. In every case, including Japan increasingly now and ahead, they default via high inflation eras where bonds cannot keep up with real inflation and debasement of the underlying national currency units.</p>
<p>Our debt and unfunded liability quagmire in the Western world is no exception.</p>
<p>You might recall late autumn of last year, the Financial Times admitted with this chart that the world central banks are moving back to gold reserves as their bedrock risk free asset of choice. They too, know the math on the US treasury market's future.</p>
<p>This week the European Central Bank admitted that gold reserves are indeed replacing US debts as the top asset holding looking ahead.&nbsp;</p>
<p>Specifically citing the freezing of Russia's $300 billion in US debt assets as the moment this trend increased to another level. It is forecasted to continue.</p>
<p>This week Russia issued an update on their annual gold mining production output stating they are now a world leading miner of newly mined gold producing nearly 500 tons per year now.</p>
<p>This gold production data from 2024, illustrating that Russian gold mining output has substantially grown in the last few years since official output updates.</p>
<h3>Looking in on <strong>Gold's 200 day moving average</strong> history. Closing this week below gold's 200 day moving average should have been expected to occur at some point especially after late last and early this year's breakout move to nominal record price highs.</h3>
<p>You can look back to the 1970s bull and the gold bull market of the 2000s to see how even during secular gold bull markets, an eventual return and fall below the 200 day moving average is a common phenomenon. Bull markets always try and buck the lowest conviction and wrong footed bulls from the trade.</p>
<p>In terms of past gold price breakout corrections, this chart syncs up this current price drawdown in comparison to the 1973 and 2006 version. Just over $4300 oz now, we are nearing the average historic drawdowns of those prior two gold price breakout pullbacks in relative percentage terms.</p>
<p>This is not new. If you have been a silver bull in the 21st Century you have endured these kinds of large spot price shake offs before. The 2008 GFC correction is the one I cut my teeth on in this industry.</p>
<p>Buying silver or <a tabindex="-1" href="https://sdbullion.com/gold">gold bullion</a> during large price corrections, that is a historical good way to add holdings during secular gold and <a tabindex="-1" href="https://sdbullion.com/silver">silver bullion</a> bull markets.</p>
<p>As well, we'll hear a larger bull market perspective from one of biggest silver bulls in the UK, on the other side of the pond.&nbsp;</p>
<p>In terms of bounces from their early year lows, the median or middle US priced home versus gold and silver are also seeing a bounce from the lows they ticked earlier in the year.</p>
<p>The spot gold silver ratio is currently about twice as large as its 2011 low, still digesting the fall to a low near 46 in late January of this year. My longer term conviction remains as the boomers pass away, median priced US homes are going to continue devaluing versus gold and silver bullion respectively.</p>
<p>Similar story in the US stock market versus silver and gold. The S&amp;P 500 / Silver ratio enjoying a large bounce from its low near 60 oz in late Jan.&nbsp;</p>
<p>When the alleged productivity savior industry is coming to the White House for cash infusions, that has to be bailout bullish. Right? Capitalism, right?</p>
<p>Turning to the S&amp;P 500 / Gold Ratio. The bounce since late Jan 2026 low of 1.27 oz is now near 1.71 oz of gold to buy the nominal S&amp;P 500. You can see how low this ratio got back in 2011, that about $25 trillion in additional US Federal debt ago.</p>
<p>On a long term roadmap of the S&amp;P 500 Gold ratio, given all factors now and coming.&nbsp;</p>
<p>The highest percent chance is our revisiting another 4th trough era lower on this chart into next decade. A world in which bullion and other real assets outperform bonds and stocks.</p>
<p>It won't be a straight line, it will be a wall of worry climb as it always is in a bullion bull market outperforming bonds and stocks in a secular sea change in investing eras.</p>
<p>And so the hot money momentum trade crowd came and left the gold and silver markets earlier this year. They have since moved on to the crowded semiconductor trade now convulsing with Space X IPO hopium to come. Surely there won't be more haircuts with greed piling into triple leveraged ETFs and options galore.</p>
<p>We'll close this week with my long time industry colleague and fellow silver bull, Ned Naylor Leyland.</p>
<p class="isSelectedEnd">Ned Naylor-Leyland of Jupiter Asset Management remains firmly bullish on both gold and silver despite the recent correction in precious metals prices. Speaking with Bloomberg, he argued that the current selloff is primarily the result of speculative traders unwinding leveraged positions rather than any deterioration in the metals' long-term fundamentals. According to Naylor-Leyland, gold has only recently emerged from a 44-year bear market relative to U.S. Treasuries and is reasserting itself as the world's premier risk-free asset amid ongoing currency debasement, rising debt burdens, and structural stagflation risks.</p>
<p class="isSelectedEnd">While acknowledging short-term pressure from changing interest-rate expectations, Naylor-Leyland believes institutional investors remain significantly underallocated to precious metals. He argues that a renewed move higher in gold prices could trigger a much larger wave of investment demand from pension funds, wealth managers, and other long-only investors. On silver, he noted that the metal continues to follow gold's lead for now, but tightening physical inventories in Shanghai, combined with strong demand from China and India, could eventually create supply-driven price gains independent of broader macroeconomic factors.</p>
<ul data-spread="true">
<li>The gold bull market is not over.<br>Naylor-Leyland believes the recent decline is simply a deleveraging event driven by speculative traders rather than a change in the long-term bullish trend.</li>
<li>Gold is reclaiming its role as a risk-free asset.<br>After spending decades underperforming U.S. Treasuries, he argues gold is once again becoming a preferred store of value as confidence in government debt weakens.</li>
<li>Institutional investors have not fully entered the market.<br>Despite gold's strong performance, major pools of capital remain underinvested in bullion, creating potential for significant future demand if prices resume climbing.</li>
<li>Central bank buying is not the primary driver of price action.<br>While central banks continue accumulating gold, Naylor-Leyland contends that futures markets, real interest-rate expectations, and speculative positioning have a much greater impact on short-term prices.</li>
<li>Silver's physical market is tightening.<br>He highlighted rapidly declining inventories on Shanghai exchanges and continued metal flows into China and India as indicators that silver could eventually experience a supply-driven rally once gold regains momentum.</li>
</ul>
<p>Pretty much since that interview in late March of this year 2026, China's silver exchanges have been steadily adding by paying premiums to Western price benchmarks of 10% or more, while India has literally changed precious metal import tax duties and shrink allowable ETF inflows, to try and slow down the further devaluation of their fiat rupee to come.</p>
<p>That is going to be all for this week's bullion market update.</p>
<p>&nbsp;</p>
<p>Source(s):</p>
<p>Ned Naylor-Leyland from March 27, 2026 on Bloomberg:<br><a tabindex="-1" href="https://x.com/jameshenryand/status/2060574882237206861?s=20" target="_blank" rel="noopener">https://x.com/jameshenryand/status/2060574882237206861?s=20</a></p>
<p>&nbsp;</p></div></div></div>]]></description>
              <pubDate>Sun, 07 Jun 2026 09:29:00 +0000</pubDate>
              <category><![CDATA[Gold &amp; Silver News]]></category>
           </item>
       <item>
      <title>Best 1 oz Gold Bars to Buy in 2026 | Top Brands Compared – SD Bullion</title>
      <link>https://sdbullion.com/blog/best-1-oz-gold-bars</link>
      <guid>https://sdbullion.com/blog/best-1-oz-gold-bars</guid>
      <description><![CDATA[<style>#html-body [data-pb-style=N32BHBD]{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="N32BHBD"><div data-content-type="text" data-appearance="default" data-element="main"><p>The best <a href="https://sdbullion.com/gold/gold-bars/1-oz-gold-bars">1 oz gold bars</a> to buy in 2026 are the .9999 fine gold bars from Valcambi Suisse, Argor-Heraeus, The Perth Mint, Royal Canadian Mint, Credit Suisse, Sunshine Minting, and Scottsdale Mint, as they represent the most reputable refiners in the industry.&nbsp;</p>
<p>For most buyers, the best choice depends on premium, liquidity, security features, IRA eligibility, and whether they prefer a new, branded, or secondary-market gold bar.</p>
<h2>Key Takeaways</h2>
<ul>
<li>1 oz gold bars are widely recognized for balancing accessibility, liquidity, and substantial gold content, making them one of the most commonly traded bullion sizes.</li>
<li>Premiums on <a href="https://sdbullion.com/gold/gold-bars">gold bars</a> vary based on size, brand reputation, market demand, and security features, with larger bars generally carrying lower relative premiums.</li>
<li>Reputable refiners such as Valcambi Suisse, Argor-Heraeus, Credit Suisse, and The Perth Mint are recognized for their strong purity standards, security features, and global acceptance in the bullion market.</li>
<li>Generic and secondary-market gold bars can offer lower premiums while still maintaining the same gold purity and bullion value when sourced from reputable dealers.</li>
</ul></div><div data-content-type="text" data-appearance="default" data-element="main"><p>Jump to:&nbsp;<a href="#best">Best 1 oz Gold Bars in 2026</a> | <a href="why">Why Buy 1 oz Gold Bars?</a> | <a href="#brands">Brand Comparsion Table</a> | <a href="#valcambi">Valcambi Suisse</a> | <a href="#credit">Credit Suisse</a> | <a href="#argor">Argor-Heraeus</a> | <a href="#perth">Perth Mint</a> | <a href="#generic">Generic Gold Bars</a> | <a href="#low-premium">Low-Premium Gold Bars</a> | <a href="#compare-premiums">How to Compare Premiums</a> | <a href="#secondary">Secondary Market Gold Bars</a> | <a href="#gold-2026">What to Expect in 2026?</a> | <a href="#security">Best Security Features</a> | <a href="#authenticity">How to Verify Authenticity?</a> | <a href="#where-buy">Where to Buy Gold Bars?</a> | <a href="#iras">IRA Eligible Gold Bars</a> | <a href="#faqs">FAQs</a></p></div><div data-content-type="text" data-appearance="default" data-element="main"><h2>Comparison Best Gold Bar Chart</h2>
<table border="1">
<tbody>
<tr>
<td>
<p><strong>Best For</strong></p>
</td>
<td>
<p><strong>Recommended 1 oz, Gold Bar</strong></p>
</td>
<td>
<p><strong>Why It Stands Out</strong></p>
</td>
</tr>
<tr>
<td>
<p>Best overall</p>
</td>
<td>
<p>Valcambi Suisse 1 oz Gold Bar</p>
</td>
<td>
<p>Strong global recognition, .9999 purity, assay packaging, and broad resale familiarity</p>
</td>
</tr>
<tr>
<td>
<p>Best security feature</p>
</td>
<td>
<p>Argor-Heraeus Kinebar</p>
</td>
<td>
<p>Kinegram hologram technology helps with visual authentication</p>
</td>
</tr>
<tr>
<td>
<p>Best sovereign mint option</p>
</td>
<td>
<p>Perth Mint 1 oz Gold Bar</p>
</td>
<td>
<p>Government-owned mint, international recognition, tamper-evident packaging</p>
</td>
</tr>
<tr>
<td>
<p>Best low-premium option</p>
</td>
<td>
<p>Generic or secondary-market 1 oz gold bar</p>
</td>
<td>
<p>Often lower premiums while retaining the same gold content</p>
</td>
</tr>
<tr>
<td>
<p>Best U.S. private mint option</p>
</td>
<td>
<p>Sunshine Minting 1 oz Gold Bar</p>
</td>
<td>
<p>Recognized U.S. producer with MintMark SI™ security feature</p>
</td>
</tr>
<tr>
<td>
<p>Best legacy brand</p>
</td>
<td>
<p>Credit Suisse 1 oz Gold Bar</p>
</td>
<td>
<p>Long-established Swiss financial and bullion market recognition</p>
</td>
</tr>
</tbody>
</table>
<h2><a id="best"></a>Best Overall 1 oz Gold Bar (updated for the second half of 2026)</h2>
<p>The 1 oz Valcambi Gold Bar earns the "Best Overall" designation because it combines .9999 fine gold purity, worldwide brand recognition, assay-backed authentication, and broad acceptance in the global bullion market.&nbsp;</p>
<p>Produced by one of Switzerland's most established precious metals refiners, it offers a balance of purity, security, and market recognition that few competing bars can match.&nbsp;</p>
<h2><a id="quick"></a>Best 1 oz Gold Bars to Buy in 2026: Quick Ranking&nbsp;</h2>
<ul>
<li>Valcambi Suisse</li>
</ul>
<ul>
<li>Argor-Heraeus Kinebar</li>
</ul>
<ul>
<li>Royal Canadian Mint</li>
</ul>
<ul>
<li>Credit Suisse</li>
</ul>
<ul>
<li>Sunshine Minting</li>
</ul>
<ul>
<li>Johnson Matthey</li>
</ul>
<ul>
<li>Scottsdale Mint</li>
</ul>
<h2><a id="why"></a>Why is 1 oz the Most Popular Gold Bar Size?</h2>
<p>The 1 oz gold bar remains one of the most popular bullion sizes because it offers a substantial amount of gold in a compact and practical format. Its standardized weight (approximately 31.10 grams) and dimensions (approximately 22.00 × 38.00 × 2.30 mm) also make pricing, storage, and authentication more consistent across different refiners.&nbsp;</p>
<p>Note that one-ounce gold bars are among the most widely recognized bullion formats in the market.&nbsp;</p>
<p><strong>Their broad familiarity among dealers and private buyers can make resale, trading, and product comparison more straightforward than with less standardized bar sizes.</strong></p>
<p>SD Bullion offers 1 oz gold bars from recognized private refiners, sovereign mints, and secondary-market sources, allowing buyers to compare premiums, brand recognition, and available inventory in one place.&nbsp;</p>
<h3>1 oz vs. Fractional Gold Bars: Which Is Better?</h3>
<p>Even with all these advantages, the answer depends largely on what the buyer values most: <strong>lower premiums or lower upfront costs</strong>.&nbsp;</p>
<p><a href="https://sdbullion.com/gold/gold-bars/gram-gold-bars">Fractional gold bars</a> provide greater flexibility. Smaller weights, such as 1-gram, 5-gram, or 10-gram bars, allow investors to enter the gold market with a lower initial commitment and gradually build their holdings over time.</p>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/v/a/va-gold-bar-100x1-gram-min_1_.jpg" alt="100 x 1 g Valcambi Gold CombiBar - In Assay" width="300" height="300"></p>
<p><strong>They can also make it easier to purchase smaller gold portions through private transactions or secondary-market sales between individual owners.&nbsp;</strong></p>
<p>Valcambi's CombiBar is one of the most recognized examples of divisible gold bullion.</p>
<h2><a id="brands"></a>Comparison Brand Chart</h2>
<table border="1">
<tbody>
<tr>
<td>
<p><strong>Brand</strong></p>
</td>
<td>
<p><strong>Typical Purity for 1oz</strong></p>
</td>
<td>
<p><strong>Commonly Associated With</strong></p>
</td>
<td>
<p><strong>Security Features</strong></p>
</td>
<td>
<p><strong>Industry Recognition</strong></p>
</td>
</tr>
<tr>
<td>
<p><strong>Valcambi Suisse</strong></p>
</td>
<td>
<p>.9999 fine gold</p>
</td>
<td>
<p>CombiBars and varied bar sizes</p>
</td>
<td>
<p>Assay packaging</p>
</td>
<td>
<p>Widely recognized refinery</p>
</td>
</tr>
<tr>
<td>
<p><strong>Credit Suisse</strong></p>
</td>
<td>
<p>.9999</p>
</td>
<td>
<p>Traditional Swiss gold bars</p>
</td>
<td>
<p>Assay card &amp; serial number</p>
</td>
<td>
<p>Long-established bullion presence</p>
</td>
</tr>
<tr>
<td>
<p><strong>Argor-Heraeus</strong></p>
</td>
<td>
<p>.9999</p>
</td>
<td>
<p>Swiss refining standards</p>
</td>
<td>
<p>Kinegram hologram</p>
</td>
<td>
<p>LBMA-accredited refinery</p>
</td>
</tr>
<tr>
<td>
<p><strong>The Perth Mint</strong></p>
</td>
<td>
<p>.9999</p>
</td>
<td>
<p>Government-owned minting operations</p>
</td>
<td>
<p>Tamper-evident packaging</p>
</td>
<td>
<p>International bullion recognition</p>
</td>
</tr>
<tr>
<td>
<p><strong>Royal Canadian Mint</strong></p>
</td>
<td>
<p>.9999</p>
</td>
<td>
<p>Sovereign mint bullion bars</p>
</td>
<td>
<p>Anti-counterfeit microengravings &amp; Serial number</p>
</td>
<td>
<p>International mint accreditation</p>
</td>
</tr>
<tr>
<td>
<p><strong>Sunshine Minting</strong></p>
</td>
<td>
<p>.9999</p>
</td>
<td>
<p>Private mint bullion products</p>
</td>
<td>
<p>MintMark SI™ &amp; Certicard</p>
</td>
<td>
<p>Recognized U.S. bullion producer</p>
</td>
</tr>
<tr>
<td>
<p><strong>Scottsdale Mint</strong></p>
</td>
<td>
<p>.9999</p>
</td>
<td>
<p>Distinctive bullion designs</p>
</td>
<td>
<p>Certi-Lock assay&nbsp;</p>
</td>
<td>
<p>Known private mint</p>
</td>
</tr>
<tr>
<td>
<p><strong>Johnson Matthey</strong></p>
</td>
<td>
<p>.9999</p>
</td>
<td>
<p>Historic bullion production</p>
</td>
<td>
<p>Serial-numbered bars &amp; assay card&nbsp;</p>
</td>
<td>
<p>Legacy bullion manufacturer</p>
</td>
</tr>
</tbody>
</table>
<h2><strong><a id="valcambi"></a>Valcambi Suisse 1 oz Gold Bar</strong></h2>
<p>While <a href="https://sdbullion.com/valcambi-mint">Valcambi</a> is widely known for its fractional and divisible gold products, the 1 oz gold bar remains one of its most recognized bullion formats.</p>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/v/a/valcambi-gold-bars-front-0201.jpg" alt="1 oz Valcambi Gold Bar - in Assay" width="200"><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/v/a/valcambi-gold-bars-back-0201_1.jpg" alt="1 oz Valcambi Gold Bar - in Assay" width="200"></p>
<h3>Valcambi Quality &amp; Reputation</h3>
<p>Valcambi operates one of the world’s largest and most efficient integrated precious metals plants in Balerna, Switzerland.&nbsp;</p>
<p>With over 60 years in the bullion market, this Swiss company has produced high-quality gold and silver bars in a range of sizes and designs.&nbsp;</p>
<h3>Valcambi CombiBars: Is Divisible Gold Worth It?</h3>
<p>Divisible gold may appeal to buyers who prioritize flexibility. <a href="https://sdbullion.com/100-1-g-valcambi-gold-combibar">Valcambi CombiBars</a> come in a variety of sizes and metals, including silver and gold.&nbsp;</p>
<p>On the other hand, buyers who prioritize lower premiums, simpler storage, or a more traditional bullion format may prefer standard 1 oz gold bars rather than divisible products.&nbsp;</p>
<h3>Valcambi Premium &amp; Availability</h3>
<p>Valcambi bars are available in sizes from 5 grams to 1 kilogram.</p>
<p><strong>Larger gold bars typically carry lower premium percentages because manufacturing and distribution costs are spread across more ounces of gold.&nbsp;</strong></p>
<p><strong>Now, smaller bars, such as 1-gram or 5-gram bars, usually have higher per-unit premiums than larger bars due to production costs and convenience.&nbsp;</strong></p>
<h2><a id="credit"></a>Credit Suisse 1 oz Gold Bar: A Classic Pick</h2>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/c/r/credit-suisse-1oz-gold-obv.jpg" alt="1 oz Credit Suisse Gold Ba" width="200" height="200"><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/c/r/credit-suisse-1oz-gold-rev_1.jpg" alt="1 oz Credit Suisse Gold Bar - in Assay" width="200"></p>
<h3>&nbsp;</h3>
<h3>&nbsp;</h3>
<h3>&nbsp;</h3>
<h3>&nbsp;</h3>
<h3>&nbsp;</h3>
<h3>Credit Suisse History</h3>
<p>Founded in 1856 in Zurich, Switzerland, Credit Suisse began producing gold bars in 1979. Despite entering the bullion market later, Credit Suisse's strong reputation and Swiss backing quickly made its gold bars popular worldwide.&nbsp;</p>
<h3>Assay Card &amp; Authenticity Verification</h3>
<p>An assay card is a tamper-evident certification package used to verify a gold bar’s authenticity and specifications.&nbsp;</p>
<p><strong>It typically includes the refiner’s name, the bar’s purity and weight, a serial number, and details identifying the organization responsible for testing and certifying the gold content.&nbsp;</strong></p>
<h3>Credit Suisse on the Secondary Market: What Buyers Should Know</h3>
<p>Credit Suisse bars remain active in the secondary market, where prices are determined by current gold prices, dealer demand, and the bar's condition.</p>
<p><strong>In practice, it is reflected in the price paid when purchasing from investors or dealers rather than directly from the original issuer.&nbsp;</strong></p>
<h2><a id="argor"></a>Argor-Heraeus 1 oz Gold Bar: Swiss Precision &amp; Security</h2>
<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>
<h3>Argor-Heraeus Minting Standards</h3>
<p>Founded in 1951 as Argor SA, <a href="https://sdbullion.com/argor-heraeus-mint">Argor-Heraeus</a> underwent major structural changes over the decades. UBS acquired the company in 1973, and in 1986, it became a joint venture with the German Heraeus Group, officially forming Argor-Heraeus.</p>
<p>With so much history behind it, Argor-Heraeus is recognized as one of the world’s leading precious metals refineries.&nbsp;</p>
<p>Accredited by the LBMA, it serves as a major supplier for international banks and bullion dealers.&nbsp;</p>
<p><strong>Its most remarkable feature is the Kinegram technology, a fine example of combining security with beauty.</strong></p>
<h3>Kinebar Hologram Technology</h3>
<p>The <a href="https://sdbullion.com/1-oz-argor-heraeus-kinebar-gold-bar">1 oz Kinebar</a> technology was originally developed as both a high-security and visual authentication feature. Since 1993, Union Bank of Switzerland, through Argor-Heraeus SA, has applied the Kinegram to the reverse of its minted gold bars.&nbsp;</p>
<p>The design produces an iridescent, rainbow-colored effect under direct light and can even appear animated in certain angles, making it extremely difficult to replicate.</p>
<p>The reverse features Kinebar holographic technology, creating shifting colors and textures as the bar moves under light.&nbsp;</p>
<h2><a id="perth"></a>Perth Mint 1 oz Gold Bar: Example of Sovereignty</h2>
<h3><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/1/-/1-oz-perth-mint-gold-bar-in-assay-obv.jpg" alt="1 oz Perth Mint Gold Bar - In Assay" width="200"><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/1/-/1-oz-perth-mint-gold-bar-in-assay-rev.jpg" alt="1 oz Perth Mint Gold Bar - In Assay" width="200"></h3>
<h3>Is the Perth Mint Government-Guaranteed?</h3>
<p>Yes. The <a href="https://sdbullion.com/perth-mint">Perth Mint</a> is owned by the Government of Western Australia and operates under the Gold Corporation Act 1987, which guarantees its liabilities through the state government.&nbsp;</p>
<p><strong>Its refinery is also accredited by major global exchanges, including the LBMA and Shanghai Gold Exchange.&nbsp;</strong></p>
<h3>Perth Mint Premium &amp; Liquidity</h3>
<p>The Perth Mint is one of the most respected institutions in the bullion market. Its government backing and international recognition contribute to its strong reputation among bullion buyers.&nbsp;</p>
<h2><a id="generic"></a>Generic 1 oz Gold Bars: Best for Low Premiums</h2>
<p>A <a href="https://sdbullion.com/1-oz-gold-bar-in-assay-our-choice-brand">generic gold bar</a> is a purchasing option, referring to a standard gold bullion bar produced by various private mints or refineries rather than a single widely recognized brand.&nbsp;</p>
<p>These bars typically meet industry standards for weight and purity, such as 1 oz of .9999 fine gold, but often carry lower premiums than branded gold bars.&nbsp;</p>
<h2><a id="low-premium"></a>Best Low-Premium 1 oz Gold Bar</h2>
<p>Valcambi's 1 oz Cast Gold Bar is a popular low-premium option because it offers .9999 pure gold, assay-backed authenticity, and worldwide recognition without the higher markups often associated with collectible or government-issued bullion products. &nbsp;</p>
<p>Cast bars typically cost less per ounce than minted bars. Because of this, they’re often favored for long-term investment strategies.</p>
<p>SD Bullion offers both cast and minted <a href="https://sdbullion.com/gold/gold-bars/valcambi-gold-bars">Valcambi gold bars</a>, making it easier to compare premium differences between the two formats.&nbsp;</p>
<h2><a id="compare-premiums"></a>How to Compare 1 oz Gold Bar Premiums</h2>
<p>When comparing premiums, use bars of the same weight and compare prices from the same dealer whenever possible. Lower premiums generally mean you're paying less above the value of the gold.&nbsp;</p>
<p>Here’s how you calculate the gold value:<br>Gold Value = Spot Price × Weight</p>
<p>Calculate the premium:<br>Premium ($) = Bar Price − Gold Value</p>
<p>Calculate the premium percentage:<br>Premium (%) = (Premium ÷ Gold Value) × 100</p>
<p>Premiums vary based on the live gold spot price, dealer inventory, brand, condition, and market demand.</p>
<p>Check <a href="https://sdbullion.com/gold-price">live gold spot pricing</a> before comparing 1 oz gold bar premiums</p>
<h3>What Are Secondary Market Gold Bars?</h3>
<p>Secondary-market gold bars are previously owned bullion bars resold by dealers.&nbsp;</p>
<p><strong>Although they may show signs of handling or come from different mints, their gold content and purity remain unchanged, and they often trade at lower premiums than newly minted bars.</strong></p>
<h2><a id="secondary"></a>Best Secondary-Market 1 oz Gold Bars</h2>
<p>Among previously owned bullion products, some brands tend to be more sought after in the secondary market than others. A small ranking for secondary-market 1 oz gold bars would be:</p>
<table border="1">
<tbody>
<tr>
<td>
<p><strong>Rank</strong></p>
</td>
<td>
<p><strong>Bar</strong></p>
</td>
<td>
<p><strong>Why It Holds Value</strong></p>
</td>
</tr>
<tr>
<td>
<p>1</p>
</td>
<td>
<p>Older Valcambi Suisse 1 oz</p>
</td>
<td>
<p>Legacy brand, global dealer recognition</p>
</td>
</tr>
<tr>
<td>
<p>2</p>
</td>
<td>
<p>Engelhard 1 oz</p>
</td>
<td>
<p>Discontinued — collector and investor demand</p>
</td>
</tr>
<tr>
<td>
<p>3</p>
</td>
<td>
<p>Johnson Matthey 1 oz</p>
</td>
<td>
<p>Long production history, serialized bars</p>
</td>
</tr>
<tr>
<td>
<p>4</p>
</td>
<td>
<p>Credit Suisse 1 oz</p>
</td>
<td>
<p>Swiss brand recognition, assay card verification</p>
</td>
</tr>
</tbody>
</table>
<h2><a id="gold-2026"></a>1 oz Gold Bar Premiums: What to Expect in 2026</h2>
<p>Gold bars are priced based on the current gold spot price multiplied by their weight, plus a dealer's premium.&nbsp;</p>
<p>For example, with gold trading around $4,500 per troy ounce in mid-2026, a newly minted 1 oz gold bar may cost approximately $4,590 to $4,725, depending on the brand, dealer, and prevailing premium.&nbsp;</p>
<p><a href="https://sdbullion.com/gold/gold-bars/large-oz-gold-bars">Larger bars</a>, such as 10 oz or 100-gram gold bars, often carry lower percentage premiums per ounce, while smaller bars, such as 1-gram gold bars, typically command higher premiums due to manufacturing and distribution costs.&nbsp;</p>
<p>Because gold prices fluctuate throughout the trading day, the exact cost of a gold bar can vary based on market conditions, product availability, and investor demand.&nbsp;</p>
<h3>Typical Premium Range for 1 oz Bars</h3>
<p>While premiums vary with market conditions, newly minted 1 oz gold bars from recognized refiners often trade at approximately 2% to 5% above the gold spot price.&nbsp;</p>
<p>Secondary-market 1 oz gold bars may carry slightly lower premiums, depending on the brand, condition, and dealer inventory.&nbsp;</p>
<p>Premiums can expand during periods of strong demand or limited supply and contract when market conditions stabilize.</p>
<p>SD Bullion displays live gold pricing and product premiums before checkout, and confirmed orders lock in the quoted price at the time of purchase.</p>
<h3>What Causes Premium Spikes?</h3>
<p>Gold entered uncharted territory above $3,000 in early 2024 and continued climbing amid persistent inflation, central bank buying, geopolitical uncertainty, and strong investment demand, eventually surpassing $5,000 by early 2026.&nbsp;</p>
<p><strong>In this environment, understanding gold bar premiums is increasingly important, as factors such as bar size, brand reputation, manufacturing costs, and market demand can influence the premium paid above the live gold spot price.</strong></p>
<h3>How to Find the Lowest Premium?</h3>
<p>Buyers focused on lower premiums often consider generic bars, secondary-market products, and random-year bullion from reputable dealers.&nbsp;</p>
<h2><a id="security"></a>Best 1 oz Gold Bar for Security Features</h2>
<p>The 1 oz Argor-Heraeus Kinebar stands out for its advanced Kinegram® security technology, a holographic feature embedded directly into the reverse of the bar. The shifting colors and patterns are difficult to replicate, enabling quick visual authentication without affecting the bar's gold content.&nbsp;</p>
<p>Combined with .9999 purity, assay certification, and the reputation of a leading Swiss refinery, the Kinebar is widely regarded as one of the most secure gold bars available.&nbsp;</p>
<h2><a id="authenticity"></a>How to Verify the Authenticity of a 1 oz Gold Bar?</h2>
<h3>Visual Inspection Checklist</h3>
<p>A visual inspection can help identify inconsistencies before using more advanced testing methods.&nbsp;</p>
<p><strong>Buyers typically check the bar’s weight markings, purity stamp, serial number, dimensions, logo details, and overall finish for signs of tampering or irregularities.</strong>&nbsp;</p>
<p>Assay packaging, holographic security features (for Kinebars), and mint engravings can also help verify authenticity when purchasing from reputable dealers.&nbsp;</p>
<h3>Electronic &amp; Acid Testing</h3>
<p>The acid test relies on gold’s natural resistance to chemical reactions.&nbsp;</p>
<p>The process involves rubbing the gold item against a touchstone and applying nitric acid to the mark left behind:&nbsp;</p>
<p><strong>I</strong>f the mark remains intact, the gold likely matches the expected purity; if it fades or disappears, the item may contain less gold or not be genuine.&nbsp;</p>
<p>Electronic gold-testing devices, on the other hand, measure how electricity flows through the metal. Since gold has high electrical conductivity and strong corrosion resistance, these devices can help verify authenticity without damaging the bullion.&nbsp;</p>
<p><strong>However, no single testing method is completely foolproof, especially with heavily gold-plated items, which is why multiple verification methods are often used together.&nbsp;</strong></p>
<h2><a id="where-buy"></a>Where to Buy 1 oz Gold Bars Online: Why You Should Only Buy from Verified Dealers?</h2>
<p>Verified bullion dealers typically provide authenticated products, transparent pricing, proper documentation, and established buyback procedures.&nbsp;</p>
<p>Purchasing from reputable sources also helps reduce the risk of counterfeit products, inaccurate purity claims, or issues related to storage, shipping, and resale.&nbsp;</p>
<p><strong>Since 2012, SD Bullion has served hundreds of thousands of customers and processed billions of dollars in precious metals transactions, offering insured shipping, transparent pricing, and a public buyback program.&nbsp;</strong></p>
<h2><a id="iras"></a>Best 1 oz Gold Bar for IRAs</h2>
<p>The Valcambi 1 oz Gold Bar is one of the strongest <a href="https://sdbullion.com/gold/ira-approved-gold">IRA-eligible gold</a> bars available because it combines .9999 purity, LBMA-accredited production, broad acceptance among custodians and dealers, and strong global recognition, making it a straightforward choice for investors seeking a widely trusted gold bar for retirement accounts.&nbsp;</p>
<p>To be eligible for an Individual Retirement Account (IRA), gold bars must meet strict IRS guidelines: they must be at least 99.5% pure and produced by an LBMA (London Bullion Market Association)&nbsp;</p>
<p><strong>Compare live premiums on 1 oz gold bars from Valcambi, Argor-Heraeus, Perth Mint, Sunshine Minting, and secondary-market sources at SD Bullion. All confirmed orders lock in the quoted price at checkout. </strong><a href="https://sdbullion.com/gold/gold-bars/1-oz-gold-bars"><strong>Shop 1 oz Gold Bars</strong></a><strong>.</strong></p>
<p><strong>SD Bullion also offers a selection of IRA-eligible gold bars from LBMA-accredited refiners.&nbsp;</strong></p>
<table border="1">
<tbody>
<tr>
<td>
<p><strong>Buyer Type</strong></p>
</td>
<td>
<p><strong>Recommended Bar</strong></p>
</td>
</tr>
<tr>
<td>
<p><strong>First-Time Buyer</strong></p>
</td>
<td>
<p><strong>Valcambi Suisse</strong></p>
</td>
</tr>
<tr>
<td>
<p><strong>Security-Focused Buyer</strong></p>
</td>
<td>
<p><strong>Argor-Heraeus Kinebar</strong></p>
</td>
</tr>
<tr>
<td>
<p><strong>IRA Investor</strong></p>
</td>
<td>
<p><strong>Valcambi Suisse</strong></p>
</td>
</tr>
<tr>
<td>
<p><strong>Premium-Conscious Buyer</strong></p>
</td>
<td>
<p><strong>Generic Gold Bar</strong></p>
</td>
</tr>
<tr>
<td>
<p><strong>Sovereign Mint Buyer</strong></p>
</td>
<td>
<p><strong>Perth Mint</strong></p>
</td>
</tr>
<tr>
<td>
<p><strong>U.S. Bullion Buyer</strong></p>
</td>
<td>
<p><strong>Sunshine Minting</strong></p>
</td>
</tr>
</tbody>
</table>
<p><strong>DISCLAIMER: This content is for educational purposes only and should not be considered financial or investment advice.&nbsp;</strong></p>
<h2><a id="faqs"></a>FAQs</h2>
<h3>What is the best 1 oz gold bar brand?</h3>
<p>The “best” 1 oz gold bar brand depends on criteria such as global recognition, security features, resale reputation, and premium levels. Refiners like Valcambi Suisse, Argor-Heraeus, and The Perth Mint are widely respected for their purity standards, LBMA accreditation, and strong market acceptance.&nbsp;</p>
<h3>Can I put 1 oz gold bars in my IRA?</h3>
<p>Yes, many 1 oz gold bars are IRA-eligible if they meet IRS purity requirements, typically .995 fine gold or higher, and are produced by approved refiners or sovereign mints. The bars must also be stored through an IRS-approved custodian rather than kept at home.&nbsp;</p>
<h3>Where is the cheapest place to buy 1 oz gold bars?</h3>
<p>Online bullion dealers may offer lower pricing due to larger inventories and lower overhead costs. However, buyers should be cautious of prices listed below the gold spot price, since legitimate dealers still need to cover shipping, insurance, and operational costs.&nbsp;</p></div></div></div>]]></description>
              <pubDate>Thu, 04 Jun 2026 10:44:00 +0000</pubDate>
              <category><![CDATA[Research]]></category>
           </item>
       <item>
      <title>Best Silver Rounds to Buy in 2026</title>
      <link>https://sdbullion.com/blog/best-silver-rounds-to-buy</link>
      <guid>https://sdbullion.com/blog/best-silver-rounds-to-buy</guid>
      <description><![CDATA[<style>#html-body [data-pb-style=MK3OGT2]{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="MK3OGT2"><div data-content-type="text" data-appearance="default" data-element="main"><p>The best silver rounds to buy in 2026 include Buffalo silver rounds, Morgan-inspired rounds, and SD Bullion 1 oz Silver Rounds because they combine low premiums, strong liquidity, and affordable bullion ownership.&nbsp;</p>
<p>Popular choices such as Buffalo silver rounds, Morgan-inspired rounds, and SD Bullion 1 oz Silver Rounds continue attracting investors because they offer efficient physical silver ownership without the higher costs associated with many sovereign bullion coins.</p>
<h2>Key Takeaways</h2>
<ul>
<li>Silver rounds are privately minted bullion products that usually carry lower premiums than sovereign silver coins.</li>
<li>Buffalo silver rounds remain the most popular generic silver round design because of their affordability and market recognition.</li>
<li>SD Bullion silver rounds are designed for cost-efficient stacking and competitive bulk pricing.</li>
<li>Tubes and monster boxes often provide the lowest per-ounce acquisition costs for long-term investors.</li>
<li>Generic 1 oz silver rounds typically carry premiums of about $2 to $5 above spot price under normal market conditions.</li>
<li>Silver rounds are ideal for dollar-cost averaging and long-term silver accumulation strategies.</li>
<li>Most silver rounds are not IRA eligible because they lack sovereign mint status and approved custodial recognition.</li>
<li>Recognizable silver rounds from trusted private mints usually perform best on the resale market.</li>
</ul></div><div data-content-type="text" data-appearance="default" data-element="main"><p>Jump to: <a href="#silver-rounds">What Are Silver Rounds?</a> | <a href="#rounds-vs-coins">Rounds vs Coins</a> | <a href="#beginners">Best for Beginners</a> | <a href="#popular">Popular Designs in 2026</a> | <a href="#best-picks">Best In-House Picks</a> | <a href="#stacking">Best for Stacking</a> | <a href="#premiums">Silver Round Premiums</a> | <a href="#ira">IRAs</a> | <a href="#sell">Where to Sell?</a> | <a href="#faqs">FAQs</a></p></div><div data-content-type="text" data-appearance="default" data-element="main"><h2><a id="silver-rounds"></a>What Are Silver Rounds and Why Buy Them?</h2>
<p><a tabindex="-1" href="https://sdbullion.com/silver/silver-rounds">Silver rounds</a> are one of the most affordable ways to buy physical silver. Produced by private mints rather than government institutions, these round bullion products are typically struck in .999 fine silver and sold in popular sizes such as 1 troy ounce.&nbsp;</p>
<p>Although they resemble coins, silver rounds do not carry legal tender status or face values. Their worth comes primarily from silver content and market demand.</p>
<p>For many investors, silver rounds offer a strong balance between liquidity, design variety, and cost-efficient silver ownership. Because they usually cost less than sovereign bullion coins, buyers can often acquire more silver for the same budget.</p>
<p>From classic Buffalo rounds to artistic limited-edition releases, silver rounds appeal to both long-term stackers and collectors looking for flexible bullion ownership.</p>
<h3>Silver Rounds vs. Silver Coins: What's the Legal Difference?</h3>
<p><img src="https://sdbullion.com/media/wysiwyg/silver-rounds-vs-silver-coins.png" alt="silver rounds vs. silver coins - what's the difference?"></p>
<p>The legal difference between <a tabindex="-1" href="https://sdbullion.com/blog/silver-coins-vs-rounds">silver rounds and silver coins</a> comes down to government backing. Popular examples include the American Silver Eagle and Canadian Maple Leaf. Even though their silver value is far greater than their denomination, these products are still considered legal tender.</p>
<p>Silver rounds are privately minted bullion products with no face value or legal tender status. Their value is based on silver purity, weight, and market demand rather than government backing. Because private mints avoid many of the production costs associated with sovereign coinage, silver rounds usually sell at lower premiums.</p>
<h3>Why Do Silver Rounds Have the Lowest Premium?</h3>
<p>In the retail bullion market, silver rounds are widely known for their lower acquisition costs compared to sovereign bullion coins. Since they are privately minted, they avoid the expenses associated with legal-tender status, national branding, and government-mint distribution. That efficiency helps keep premiums lower for investors.</p>
<p>Generic designs, such as Buffalo silver rounds, are especially popular among stackers because they offer recognizable bullion at competitive prices. Bulk purchases can reduce costs even further. Tubes, monster boxes, and random-design lots are commonly used by investors focused on maximizing <a tabindex="-1" href="https://sdbullion.com/silver">physical silver</a> holdings.</p>
<h3>Who Should Buy Silver Rounds?</h3>
<p><img src="https://sdbullion.com/media/wysiwyg/Blog/who-should-buy-silver-rounds.png" alt="who should buy silver rounds?"></p>
<p>Silver rounds appeal to a broad range of precious metals buyers, especially investors focused on affordable silver accumulation. Popular options include Buffalo rounds, Morgan-inspired rounds, and SD Bullion silver rounds. Their lower upfront cost makes them ideal for beginners entering the bullion market, while experienced stackers often use them for long-term dollar-cost averaging strategies.</p>
<p>Collectors also gravitate toward silver rounds because private mints offer far more artistic variety than most government coin programs. Whether the goal is low-cost stacking, historical designs, or collectible appeal, silver rounds provide flexible options for different investment styles.</p>
<h2><a id="rounds-vs-coins"></a>Silver Rounds vs. Silver Coins: Key Differences</h2>
<p>Silver rounds differ from <a tabindex="-1" href="https://sdbullion.com/silver/silver-coins">silver coins</a> in legal tender status, mint origin, premiums, and resale dynamics. Silver coins are government-issued legal tender products, while silver rounds are privately minted bullion designed primarily for silver ownership and efficient stacking.</p>
<h3>Government Mint vs. Private Mint</h3>
<p>Government mints such as the United States Mint, the Royal Canadian Mint, and the Royal Mint produce sovereign bullion coins backed by their respective national governments. These products typically carry higher premiums due to their official status, advanced security features, and global recognition.</p>
<p>Private mints like Sunshine Minting, Asahi Refining, Scottsdale Mint, and Golden State Mint focus on lower-cost bullion production and creative designs. Private mint silver rounds often offer a more budget-friendly alternative for investors who prioritize silver weight over government backing.</p>
<h3>Do Silver Rounds Have Legal Tender Status?</h3>
<p>Silver rounds are not legal tender because they are not issued by sovereign governments. Unlike official bullion coins, they do not carry denominations or face values.</p>
<p>Most investors view this as an advantage rather than a drawback. Without the added costs associated with sovereign minting, silver rounds usually provide more affordable exposure to physical silver while remaining widely accepted throughout the bullion market.</p>
<h3>Silver Rounds vs. Silver Coins: Resale Value Comparison</h3>
<p>Government-issued silver coins often command higher resale premiums due to their international recognition and sovereign backing. Products like the American Silver Eagle remain highly liquid among dealers and collectors.</p>
<p>Silver rounds are also easy to resell, especially recognizable products such as Buffalo rounds or Sunshine Mint rounds. Although their resale premiums are typically lower, they also cost less upfront. For many stackers, that tradeoff improves long-term value efficiency.</p>
<h3>In Summary</h3>
<p>The table below highlights the main differences between silver rounds and silver coins, helping investors compare premiums, legal status, resale potential, and overall value before deciding which type of silver bullion best fits their investment strategy.&nbsp;</p>
<table border="1">
<tbody>
<tr>
<td>
<p><strong>Feature</strong></p>
</td>
<td>
<p><strong>Silver Rounds</strong></p>
</td>
<td>
<p><strong>Silver Coins</strong></p>
</td>
</tr>
<tr>
<td>
<p><strong>Issuer</strong></p>
</td>
<td>
<p>Produced by private mints and refiners</p>
</td>
<td>
<p>Issued by sovereign government mints</p>
</td>
</tr>
<tr>
<td>
<p><strong>Legal Tender Status</strong></p>
</td>
<td>
<p>No legal tender status</p>
</td>
<td>
<p>Recognized as legal tender</p>
</td>
</tr>
<tr>
<td>
<p><strong>Face Value</strong></p>
</td>
<td>
<p>No denomination or face value</p>
</td>
<td>
<p>Assigned an official face value</p>
</td>
</tr>
<tr>
<td>
<p><strong>Primary Value Source</strong></p>
</td>
<td>
<p>Silver content and market demand</p>
</td>
<td>
<p>Silver content, government backing, and collector demand</p>
</td>
</tr>
<tr>
<td>
<p><strong>Typical Premiums</strong></p>
</td>
<td>
<p>Usually lower premiums</p>
</td>
<td>
<p>Usually higher premiums</p>
</td>
</tr>
<tr>
<td>
<p><strong>Silver Purity</strong></p>
</td>
<td>
<p>Commonly .999 or .9999 fine silver</p>
</td>
<td>
<p>Commonly, .999 or higher fine silver</p>
</td>
</tr>
<tr>
<td>
<p><strong>Popular Producers</strong></p>
</td>
<td>
<p>Sunshine Mint, Asahi Refining, Scottsdale Mint, Golden State Mint</p>
</td>
<td>
<p>U.S. Mint, Royal Canadian Mint, The Royal Mint</p>
</td>
</tr>
<tr>
<td>
<p><strong>Design Variety</strong></p>
</td>
<td>
<p>Wide range of artistic and generic designs</p>
</td>
<td>
<p>More standardized national designs</p>
</td>
</tr>
<tr>
<td>
<p><strong>Best For</strong></p>
</td>
<td>
<p>Stackers and budget-conscious investors</p>
</td>
<td>
<p>Investors seeking sovereign backing and global recognition</p>
</td>
</tr>
<tr>
<td>
<p><strong>Liquidity</strong></p>
</td>
<td>
<p>Highly liquid, especially recognizable designs</p>
</td>
<td>
<p>Extremely liquid worldwide</p>
</td>
</tr>
<tr>
<td>
<p><strong>Collector Appeal</strong></p>
</td>
<td>
<p>Moderate to high, depending on design and rarity</p>
</td>
<td>
<p>Often strong due to official minting and annual releases</p>
</td>
</tr>
<tr>
<td>
<p><strong>Resale Potential</strong></p>
</td>
<td>
<p>Strong for recognizable private mint products</p>
</td>
<td>
<p>Often retains higher premiums during resale</p>
</td>
</tr>
<tr>
<td>
<p><strong>Lowest-Cost Option</strong></p>
</td>
<td>
<p>Yes, especially generic silver rounds</p>
</td>
<td>
<p>Usually more expensive per ounce</p>
</td>
</tr>
<tr>
<td>
<p><strong>Examples</strong></p>
</td>
<td>
<p>Buffalo rounds, Morgan-inspired rounds, Aztec rounds</p>
</td>
<td>
<p>American Silver Eagle, Canadian Maple Leaf, Britannia</p>
</td>
</tr>
</tbody>
</table>
<h2><a id="beginners"></a>Best 1 oz Silver Rounds for Beginners</h2>
<p>The best <a tabindex="-1" href="https://sdbullion.com/silver/silver-rounds/1-oz-silver-rounds">1 oz silver rounds</a> for beginners are affordable, recognizable, and easy to resell. Their standardized weight, strong market recognition, and affordable pricing make them easy to buy, store, and resell.</p>
<p>Popular beginner options include Buffalo silver rounds, Morgan-inspired rounds, and SD Bullion in-house products. These rounds combine recognizable designs with competitive pricing, helping investors enter the bullion market without paying the higher premiums often associated with sovereign coins.</p>
<h3>Buffalo Silver Rounds: Most Popular Design</h3>
<p>Buffalo silver rounds remain among the best-selling generic bullion products in today’s retail silver market. Inspired by the historic Buffalo Nickel, these rounds feature iconic American imagery and are widely recognized throughout the precious metals market.</p>
<p>Their popularity comes largely from affordability. Because multiple private mints produce Buffalo rounds in large quantities, they often carry some of the lowest premiums available for 1 oz silver bullion.</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>
<h3>Morgan Dollar Design Silver Rounds</h3>
<p>Morgan-inspired silver rounds appeal to investors who appreciate classic American coin designs without paying numismatic premiums. Modeled after the historic Morgan Silver Dollar, these rounds combine vintage aesthetics with investment-grade silver content.</p>
<p>Many buyers view Morgan-style rounds as a balance collectible appeal with affordable bullion pricing. Their recognizable design helps maintain strong demand among both stackers and collectors.</p>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/M/o/MorganSMI.png" alt="1 oz Sunshine Morgan Silver Round" width="200"></p>
<p><a tabindex="-1" href="https://sdbullion.com/1-oz-sunshine-minting-morgan-silver-round">1 oz Sunshine Morgan Silver Round</a></p>
<h3>SD Bullion 1 oz Silver Rounds: Best Value</h3>
<p>SD Bullion 1 oz Silver Rounds are designed for investors focused on affordable bullion ownership and long-term stacking. Each round contains 1 troy oz of .999 fine silver and is structured around competitive pricing and bulk-buying efficiency.</p>
<p>Because SD Bullion emphasizes high-volume inventory and investor-focused pricing, its in-house rounds often provide strong overall value compared to many sovereign bullion products. Tubes and monster boxes help reduce acquisition costs even further.</p>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/2/0/2021-1_oz_-_freedom_silver_eagle-800x800_-_reverse.jpg" alt="1 oz SD Bullion Silver Freedom Round" width="200" height="200"></p>
<p><a tabindex="-1" href="https://sdbullion.com/1-oz-sd-bullion-silver-freedom-round">1 oz SD Bullion Silver Freedom Round</a></p>
<p>The table below compares some of the most popular 1 oz silver rounds for beginners, including their typical premiums, investment appeal, and ideal buyer profile.&nbsp;</p>
<table border="1">
<tbody>
<tr>
<td>
<p><strong>Silver Round Type</strong></p>
</td>
<td>
<p><strong>Best For</strong></p>
</td>
<td>
<p><strong>Main Advantage</strong></p>
</td>
<td>
<p><strong>Typical Premium Level</strong></p>
</td>
<td>
<p><strong>Investor Appeal</strong></p>
</td>
</tr>
<tr>
<td>
<p><strong>Buffalo Silver Rounds</strong></p>
</td>
<td>
<p>Low-premium stacking</p>
</td>
<td>
<p>Most recognized generic design</p>
</td>
<td>
<p>Very Low</p>
</td>
<td>
<p>Budget-focused stackers</p>
</td>
</tr>
<tr>
<td>
<p><strong>Morgan Dollar Design Rounds</strong></p>
</td>
<td>
<p>Historical design fans</p>
</td>
<td>
<p>Vintage American appearance</p>
</td>
<td>
<p>Low to Moderate</p>
</td>
<td>
<p>Investors &amp; collectors</p>
</td>
</tr>
<tr>
<td>
<p><strong>SD Bullion 1 oz Silver Rounds</strong></p>
</td>
<td>
<p>Overall value</p>
</td>
<td>
<p>Competitive pricing and bulk options</p>
</td>
<td>
<p>Low</p>
</td>
<td>
<p>Long-term silver accumulation</p>
</td>
</tr>
</tbody>
</table>
<h2><a id="popular"></a>Most Popular Silver Round Designs in 2026</h2>
<p>The most popular silver round designs in 2026 include Buffalo rounds, Morgan-inspired bullion, wildlife themes, and limited-edition collectible series.&nbsp;</p>
<p>Private mints continue to expand their design variety while maintaining relatively affordable premiums. Investors increasingly favor bullion products that combine silver value with recognizable artwork and strong resale demand.</p>
<p>Trusted private mints such as Sunshine Minting, Asahi Refining, Scottsdale Mint, and Golden State Mint continue to dominate the market with classic American themes, wildlife imagery, and collectible series releases.</p>
<h3>Classic American Designs</h3>
<p>Classic American-themed silver rounds continue to dominate the bullion market because of their familiarity and active resale demand. Buffalo rounds, Morgan-inspired rounds, Walking Liberty designs, and patriotic eagle imagery remain especially popular among long-term stackers.</p>
<p>These products appeal to investors seeking recognizable silver bullion without the higher cost of sovereign coins. Their balance of affordability and market recognition keeps demand consistently strong.</p>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/s/s/ssceaglestacker-1-sc-silver-eagle-stacker-1-oz-round-ftilt.jpg" alt="1 oz Scottsdale Silver Eagle Stacker Round" width="200"></p>
<p><a tabindex="-1" href="https://sdbullion.com/1-oz-scottsdale-silver-eagle-stacker-round">1 oz Scottsdale Silver Eagle Stacker Round</a></p>
<h3>Wildlife &amp; Nature Rounds</h3>
<p>Wildlife-themed silver rounds have gained popularity among buyers looking for visually distinctive bullion. Eagles, wolves, bears, bison, and other nature-inspired designs are common across modern private mint releases.</p>
<p>Many wildlife rounds combine artistic detail with reasonable premiums, making them attractive to bullion buyers. Their crossover appeal continues to drive demand throughout the silver market.</p>
<p><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-silver-round-cowboy-series">1 oz The Rifleman Silver Round - Cowboy Series</a></p>
<h3>Limited Edition &amp; Series Rounds</h3>
<p>Limited-edition silver rounds attract collectors seeking rarity and specialized artwork. Popular examples include Aztec Calendar rounds, mythology-themed collections, and historical series releases.</p>
<p>Although these products usually carry higher premiums than generic bullion, some can develop additional collector demand on the secondary market. Private mints such as Scottsdale Mint and Golden State Mint continue expanding this category with visually detailed releases.</p>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/1/-/1-oz-aztec-calendar-silver-round-obverse-min.jpg" alt="1 oz Aztec Calendar Silver Round" width="200"></p>
<p><a tabindex="-1" href="https://sdbullion.com/1-oz-aztec-calendar-silver-round">1 oz Aztec Calendar Silver Round</a></p>
<h2><a id="best-picks"></a>Silver Rounds from SD Bullion: Best In-House Picks</h2>
<p>SD Bullion silver rounds are designed for investors seeking affordable silver accumulation and bulk-buying efficiency. Their standardized silver content and competitive pricing make them attractive to both beginner investors and experienced stackers.</p>
<p>For buyers focused on long-term accumulation, SD Bullion’s in-house products provide a cost-efficient alternative to higher-premium sovereign bullion coins.</p>
<p><img src="https://sdbullion.com/media/catalog/product/cache/7210201ab1ce52030165d205aa451b65/s/d/sd_bullion_silver_divisible_1_oz_round-obverse_2_500x500-edit_1.jpg" alt="1 oz SD Bullion Divisible Silver Round" width="200"></p>
<p><a tabindex="-1" href="https://sdbullion.com/1-oz-sd-bullion-divisible-silver-round">1 oz SD Bullion Divisible Silver Round</a></p>
<h3>SD Bullion 1 oz Silver Round Specs</h3>
<p>SD Bullion 1 oz Silver Rounds are designed to provide investors with a simple and cost-effective way to accumulate physical silver. Like most modern bullion rounds, they are struck in investment-grade silver and follow standardized specifications that make them easy to store, trade, and verify in the precious metals market.</p>
<p>Most SD Bullion 1 oz silver rounds contain:</p>
<ul>
<li>1 troy ounce of silver</li>
<li>.999 fine silver purity or higher</li>
<li>Round bullion format</li>
<li>Privately minted production</li>
<li>Brilliant Uncirculated (BU) condition</li>
</ul>
<p>SD Bullion also offers flexible purchasing options, including individual rounds, tubes, and monster boxes designed for larger stacking strategies.</p>
<p>Another important feature is packaging flexibility. SD Bullion commonly offers:</p>
<ul>
<li>Individual rounds</li>
<li>Tubes of 20 rounds</li>
<li>Monster boxes containing 500 rounds</li>
</ul>
<p>This allows investors to scale purchases according to their budget and stacking strategy while reducing premiums through bulk-buying opportunities.</p>
<h3>Why Do SD Bullion Rounds Have the Lowest Premium?</h3>
<p>SD Bullion keeps premiums competitive by emphasizing high-volume bullion sales and streamlined sourcing, and investor-oriented inventory management. Since privately minted rounds avoid many of the sovereign mint's costs, they often provide more affordable silver exposure.</p>
<p>Bulk purchasing further reduces acquisition costs. Tubes and monster boxes remain especially popular among stackers seeking efficient long-term silver accumulation.</p>
<h3>Buying in Bulk: Tube &amp; Monster Box Options</h3>
<p>Buying silver rounds in bulk is one of the most effective ways to reduce per-ounce costs. Tubes are popular among newer investors because they lower premiums while remaining easy to store and transport.</p>
<p>Monster boxes are geared toward larger-scale stacking strategies. Their bulk packaging helps investors maximize silver ownership while improving storage efficiency and long-term cost control.</p>
<p>The table below compares silver round tubes and monster boxes to help investors determine which bulk-buying option best fits their stacking strategy and budget.&nbsp;</p>
<table border="1">
<tbody>
<tr>
<td>
<p><strong>Feature</strong></p>
</td>
<td>
<p><strong>Silver Round Tubes</strong></p>
</td>
<td>
<p><strong>Silver Round Monster Boxes</strong></p>
</td>
</tr>
<tr>
<td>
<p><strong>Typical Quantity</strong></p>
</td>
<td>
<p>20 rounds</p>
</td>
<td>
<p>500 rounds</p>
</td>
</tr>
<tr>
<td>
<p><strong>Total Silver Weight</strong></p>
</td>
<td>
<p>20 troy ounces</p>
</td>
<td>
<p>500 troy ounces</p>
</td>
</tr>
<tr>
<td>
<p><strong>Best For</strong></p>
</td>
<td>
<p>Beginner and mid-level stackers</p>
</td>
<td>
<p>High-volume and long-term investors</p>
</td>
</tr>
<tr>
<td>
<p><strong>Premium Per Ounce</strong></p>
</td>
<td>
<p>Lower than individual rounds</p>
</td>
<td>
<p>Usually, the lowest available</p>
</td>
</tr>
<tr>
<td>
<p><strong>Upfront Cost</strong></p>
</td>
<td>
<p>More affordable entry point</p>
</td>
<td>
<p>Higher initial investment</p>
</td>
</tr>
<tr>
<td>
<p><strong>Storage Convenience</strong></p>
</td>
<td>
<p>Easy to organize and transport</p>
</td>
<td>
<p>Efficient for large-scale storage</p>
</td>
</tr>
<tr>
<td>
<p><strong>Liquidity &amp; Resale</strong></p>
</td>
<td>
<p>Flexible partial selling</p>
</td>
<td>
<p>Better suited for long-term holding</p>
</td>
</tr>
<tr>
<td>
<p><strong>Dollar-Cost Averaging</strong></p>
</td>
<td>
<p>Ideal for recurring purchases</p>
</td>
<td>
<p>Better for large lump-sum buying</p>
</td>
</tr>
<tr>
<td>
<p><strong>Common Packaging</strong></p>
</td>
<td>
<p>Plastic tube</p>
</td>
<td>
<p>Sealed box containing multiple tubes</p>
</td>
</tr>
<tr>
<td>
<p><strong>Investor Goal</strong></p>
</td>
<td>
<p>Build silver gradually</p>
</td>
<td>
<p>Maximize ounces at the lowest cost</p>
</td>
</tr>
</tbody>
</table>
<h2><a id="stacking"></a>Silver Rounds for Stacking: How to Maximize Value</h2>
<p><img src="https://sdbullion.com/media/blog/stacking-silver-rounds-maximize-value.png" alt="how to maximize value with silver rounds"></p>
<p>Silver rounds maximize stacking value by combining lower premiums, flexible buying options, and strong resale demand. Their lower premiums allow investors to accumulate more physical silver over time compared to many sovereign coins.</p>
<p>Successful stacking strategies usually focus on three areas: controlling premiums, buying consistently, and selecting recognizable bullion products with strong resale demand.</p>
<h3>Dollar-Cost Averaging with Silver Rounds</h3>
<p>Dollar-cost averaging involves buying silver at regular intervals instead of trying to predict short-term market movements. This strategy helps smooth out silver-market volatility while gradually building long-term silver positions.</p>
<p>Silver rounds work especially well for recurring purchases because they typically provide more silver per dollar than higher-premium bullion coins.</p>
<h3>Should You Buy Tubes or Individual Rounds?</h3>
<p>Individual silver rounds offer flexibility and lower upfront costs, making them attractive to beginners and casual stackers. Tubes generally provide better long-term value because they reduce the per-ounce premium.</p>
<p>Many investors combine both strategies by buying tubes for efficiency while keeping smaller quantities of individual rounds available for trading or resale.</p>
<p>The table below compares individual silver rounds and tube purchases to help investors decide which option better matches their stacking strategy, budget, and long-term silver goals.&nbsp;</p>
<table border="1">
<tbody>
<tr>
<td>
<p><strong>Feature</strong></p>
</td>
<td>
<p><strong>Individual Silver Rounds</strong></p>
</td>
<td>
<p><strong>Silver Round Tubes</strong></p>
</td>
</tr>
<tr>
<td>
<p><strong>Typical Quantity</strong></p>
</td>
<td>
<p>1 round</p>
</td>
<td>
<p>Usually 20 rounds</p>
</td>
</tr>
<tr>
<td>
<p><strong>Best For</strong></p>
</td>
<td>
<p>Beginners and smaller purchases</p>
</td>
<td>
<p>Long-term stackers and bulk buyers</p>
</td>
</tr>
<tr>
<td>
<p><strong>Upfront Cost</strong></p>
</td>
<td>
<p>Lower initial investment</p>
</td>
<td>
<p>Higher upfront purchase</p>
</td>
</tr>
<tr>
<td>
<p><strong>Premium Per Ounce</strong></p>
</td>
<td>
<p>Higher</p>
</td>
<td>
<p>Lower</p>
</td>
</tr>
<tr>
<td>
<p><strong>Flexibility</strong></p>
</td>
<td>
<p>Easier to mix designs and quantities</p>
</td>
<td>
<p>Better for consistent stacking</p>
</td>
</tr>
<tr>
<td>
<p><strong>Storage Convenience</strong></p>
</td>
<td>
<p>Requires separate storage solutions</p>
</td>
<td>
<p>Organized and protected packaging</p>
</td>
</tr>
<tr>
<td>
<p><strong>Liquidity</strong></p>
</td>
<td>
<p>Easier for partial selling</p>
</td>
<td>
<p>Better for holding larger positions</p>
</td>
</tr>
<tr>
<td>
<p><strong>Dollar-Cost Averaging</strong></p>
</td>
<td>
<p>Ideal for small recurring purchases</p>
</td>
<td>
<p>Better for larger recurring buys</p>
</td>
</tr>
<tr>
<td>
<p><strong>Handling &amp; Protection</strong></p>
</td>
<td>
<p>More handling exposure</p>
</td>
<td>
<p>Better protection from excessive handling</p>
</td>
</tr>
<tr>
<td>
<p><strong>Overall Value Efficiency</strong></p>
</td>
<td>
<p>Moderate</p>
</td>
<td>
<p>Higher long-term value efficiency</p>
</td>
</tr>
</tbody>
</table>
<h3>Monster Box Stacking Strategy</h3>
<p>Monster boxes are one of the lowest-cost ways to buy large quantities of silver rounds. Because dealers process these orders more efficiently, monster boxes often carry the lowest premiums available for 1 oz silver rounds.</p>
<p>This strategy is especially popular among experienced stackers focused on maximizing silver weight while simplifying long-term storage and inventory management.</p>
<h2><a id="premiums"></a>Silver Round Premiums: What's Normal in 2026?</h2>
<p>In 2026, most generic silver rounds carry lower premiums than sovereign silver bullion coins. While the silver spot price reflects raw metal value, premiums cover manufacturing, distribution, and dealer operations.</p>
<p>Generic silver rounds continue to provide some of the best value in the bullion market, especially when purchased in bulk quantities.</p>
<h3>Typical Premium Range for Silver Rounds</h3>
<p>Under normal market conditions, generic 1 oz silver rounds typically carry premiums, based on current retail bullion market conditions, ranging from roughly $2 to $5 above spot price. Buffalo rounds and random-design bullion products often sit near the lower end of that range.</p>
<p>Specialty rounds, limited-edition releases, and branded products from major private mints may command slightly higher premiums because of stronger demand and collector appeal.</p>
<h3>How Do Premiums Compare to Coins &amp; Bars?</h3>
<p>Sovereign silver coins usually carry the highest premiums because of government backing and global recognition. Silver bars often provide the lowest per-ounce costs, especially in larger sizes.</p>
<p>Silver rounds occupy a practical middle ground. They remain more affordable than sovereign coins while offering greater flexibility than large silver bars&nbsp;</p>
<table border="1">
<tbody>
<tr>
<td>
<p><strong>Silver Product Type</strong></p>
</td>
<td>
<p><strong>Typical Premium Level</strong></p>
</td>
<td>
<p><strong>Main Advantage</strong></p>
</td>
<td>
<p><strong>Best For</strong></p>
</td>
</tr>
<tr>
<td>
<p><strong>Silver Coins</strong></p>
</td>
<td>
<p>Highest</p>
</td>
<td>
<p>Government backing and global recognition</p>
</td>
<td>
<p>Investors seeking liquidity and premium retention</p>
</td>
</tr>
<tr>
<td>
<p><strong>Silver Rounds</strong></p>
</td>
<td>
<p>Moderate to Low</p>
</td>
<td>
<p>Affordable and flexible bullion ownership</p>
</td>
<td>
<p>Stackers focused on value and silver weight</p>
</td>
</tr>
<tr>
<td>
<p><strong>Silver Bars</strong></p>
</td>
<td>
<p>Lowest</p>
</td>
<td>
<p>Maximum silver per dollar</p>
</td>
<td>
<p>High-volume investors prioritizing low premiums</p>
</td>
</tr>
</tbody>
</table>
<h3>When Is the Best Time to Buy Silver Rounds?</h3>
<p>The best time to buy silver rounds is usually during periods of lower spot prices or falling retail premiums.</p>
<p>For long-term stackers, consistency often matters more than perfect timing. Dollar-cost averaging and bulk-buying strategies can help reduce average acquisition costs over time.</p>
<h2><a id="ira"></a>Can Silver Rounds Be Used in an IRA?</h2>
<p>Most silver rounds are not IRA eligible, even when they contain .999 fine silver. IRS rules require products approved by recognized manufacturers and custodians.</p>
<p>Because of these restrictions, investors usually reserve silver rounds for direct personal ownership rather than retirement-account storage.</p>
<h3>What are the IRS Rules on Private Mint Silver, according to current IRS guidelines?</h3>
<p>The IRS allows certain forms of physical silver to be held in a self-directed Precious Metals IRA, but strict rules apply. In most cases, silver bullion must contain at least 0.999 fine silver and be produced by approved government mints or accredited manufacturers recognized by IRA custodians.</p>
<p>However, purity alone does not automatically make a product IRA eligible. Custodians also consider factors such as refinery accreditation, market recognition, and long-term liquidity before approving bullion for retirement storage.</p>
<p>Some privately minted silver products may qualify, particularly bars produced by refiners affiliated with organizations such as COMEX or the LBMA. Silver rounds, though, fall into a more complicated category. Even when they meet purity standards, many generic or collectible-style rounds are excluded because they lack sovereign backing and are not included on approved product lists.</p>
<p>Storage rules are another important consideration. IRA-approved silver cannot be stored at home and must remain in an authorized depository to preserve the account’s tax advantages. Investors considering precious metals IRAs should always confirm eligibility with their custodian before purchasing bullion, especially when buying privately minted products.</p>
<h3>Why Most Rounds Don't Qualify for IRAs?</h3>
<p>Most silver rounds fail to qualify for an IRA because they are privately minted and lack sovereign status. Custodians often prefer globally recognized bullion products that are easier to standardize and liquidate.</p>
<p>Collectible-style rounds and specialty releases may also face additional scrutiny because of elevated numismatic premiums.</p>
<h3>What Are the IRA Alternatives If You Like Rounds?</h3>
<p>IRA-approved silver bars provide a lower-premium alternative for investors who prefer efficient bullion ownership. Sovereign coins, such as the American Silver Eagle and the Canadian Maple Leaf, are also widely accepted in Precious Metals IRAs.</p>
<p>Many investors use IRA-approved silver bars for retirement accounts while continuing to stack lower-premium silver rounds through dealers such as SD Bullion.</p>
<h2><a id="sell"></a>Where to Sell Silver Rounds for the Best Price?</h2>
<p>The best places to sell silver rounds include bullion dealers, secondary marketplaces, and peer-to-peer platforms. Market demand, timing, and the chosen sales method all influence final pricing.</p>
<p>Bullion dealers, secondary marketplaces, auctions, and peer-to-peer transactions each offer different advantages depending on the seller’s priorities.</p>
<h3>Dealer Buyback Rates for Rounds</h3>
<p>Most bullion dealers base <a tabindex="-1" href="https://sdbullion.com/sell">buyback</a> offers on silver spot prices, adjusted for product popularity and current demand. Well-known products such as Buffalo rounds and Sunshine Mint rounds usually receive stronger offers than obscure generic bullion.</p>
<p>Bulk quantities, original packaging, and strong retail demand can all improve dealer pricing.</p>
<h3>Selling Rounds on Secondary Markets</h3>
<p>Secondary marketplaces sometimes allow investors to receive higher prices than standard dealer buybacks, particularly for collectible or limited-edition rounds.</p>
<p>However, private sales also involve additional risks, such as fraud, shipping costs, delayed payments, and authentication disputes.</p>
<h3>How to Get Spot Price or Better?</h3>
<p>Investors can sometimes receive spot price or better for silver rounds during periods of strong retail demand. Dealers may pay stronger prices during periods of tight inventory or elevated silver demand.</p>
<p>Investors often improve resale outcomes by selling recognizable bullion products, maintaining original packaging, comparing dealer quotes, and offering bulk quantities.</p>
<h2><a id="faqs"></a>FAQs</h2>
<h3>What is the best design for silver rounds?</h3>
<p>Buffalo silver rounds are widely considered the best overall design because they combine strong market recognition, low premiums, and broad dealer acceptance. Investors appreciate their classic American imagery inspired by the historic Buffalo Nickel, while stackers value their affordability and liquidity. Buyers seeking greater artistic appeal may prefer Morgan-inspired rounds, Aztec Calendar rounds, or limited-edition series from respected private mints.</p>
<h3>Are silver rounds a good investment?</h3>
<p>Silver rounds can be a good investment for buyers focused on accumulating physical silver at lower premiums than most sovereign coins. Because they are privately minted, rounds usually allow investors to purchase more silver for the same budget. Popular designs such as Buffalo rounds and Morgan-inspired rounds also maintain strong liquidity in the bullion market in 2026, making them practical choices for long-term silver stacking strategies.</p>
<h3>What's the difference between a silver round and a coin?</h3>
<p>The main difference between a silver round and a silver coin is legal tender status. Silver coins are issued by government mints and carry a face value backed by a sovereign nation. Silver rounds are produced by private mints and do not have legal tender status or denominations. Both products often contain .999 fine silver, but rounds typically sell at lower premiums than sovereign coins.</p>
<h3>Where can I buy silver rounds at the lowest premium?</h3>
<p>Investors can often buy silver rounds at the lowest premium from major online bullion dealers that specialize in high-volume precious-metals sales. Generic 1 oz silver rounds, Buffalo rounds, and bulk tube purchases usually provide the best value above spot price. Dealers such as SD Bullion frequently offer competitive pricing on in-house silver rounds, especially for investors purchasing larger quantities, such as tubes or monster boxes.</p></div></div></div>]]></description>
              <pubDate>Sat, 30 May 2026 09:20:00 +0000</pubDate>
              <category><![CDATA[Research]]></category>
           </item>
       <item>
      <title>Gold&#039;s AI Boom Accelerates as India&#039;s Silver Shortages Deepen and FBI Seizes $40 Million Gold Cache</title>
      <link>https://sdbullion.com/blog/india-silver-shortages-40-million-cia-gold-bars-seizure-ai-boom</link>
      <guid>https://sdbullion.com/blog/india-silver-shortages-40-million-cia-gold-bars-seizure-ai-boom</guid>
      <description><![CDATA[<style>#html-body [data-pb-style=Q5KFSFU]{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="Q5KFSFU"><div data-content-type="text" data-appearance="default" data-element="main"><h2>Gold Demand Surges in AI Era as India's Silver Shortages Deepen and FBI Seizes $40 Million CIA Gold Hoard</h2>
<ul>
<li data-section-id="29tn05" data-start="129" data-end="462">Gold outperformed silver this week, with spot gold rising approximately $30 to close at $4,538/oz bid, while spot silver slipped $0.25 week-over-week to $75.27/oz bid, though silver still posted a positive monthly candle for May 2026. The <a href="https://sdbullion.com/gold-silver-ratio">gold-to-silver ratio</a> finished near 60.</li>
<li data-section-id="1vez6rz" data-start="464" data-end="783">India's silver market is experiencing significant supply distortions, as recent import licensing changes and higher duties have pushed local silver premiums as high as 18.75% above Western benchmark prices, highlighting growing regional shortages and regulatory friction.</li>
<li data-section-id="13pol2g" data-start="785" data-end="1039">China and India are both paying elevated premiums for physical silver, creating a widening disconnect between international benchmark pricing and physical market demand, particularly during COMEX trading hours.</li>
<li data-section-id="vsljhr" data-start="1041" data-end="1304">The report argues that the global silver market remains structurally undersupplied, citing a cumulative deficit of roughly 1.323 billion ounces between mined and recycled supply versus demand from 2019 through 2025.</li>
<li data-section-id="2cerfy" data-start="1306" data-end="1566">Silver's supply tightness was evident in London's leasing market, where silver lease rates surged toward 40% annually in late 2025, although rates have since moderated following ETF-related selling earlier this year.</li>
<li data-section-id="1w17ik4" data-start="1568" data-end="1866">The analysis suggests that <strong>silver's long-term price discovery process remains intact</strong> despite recent volatility, pointing to an estimated world market rebalancing price near $388.65/oz based on discrepancies between physical and paper market pricing data.</li>
<li data-section-id="1swp673" data-start="1868" data-end="2171">On the gold side, industrial demand remains remarkably resilient despite record nominal prices, with consultancy Metals Focus forecasting approximately 275 metric tonnes of annual gold demand from high-end electronics and advanced technology applications.</li>
<li data-section-id="mmo2xv" data-start="2173" data-end="2481">Growth sectors including AI server infrastructure, automotive electronics, advanced optical communications, and next-generation memory chips are increasing gold usage because of its unmatched reliability, corrosion resistance, and signal integrity characteristics.</li>
<li data-section-id="nq9rdj" data-start="2483" data-end="2801">The transition to HBM4 (High Bandwidth Memory) technology is reportedly driving thicker gold plating requirements—from roughly 2–3 microns to 5–8 microns—underscoring gold's critical role in high-performance computing systems where failure risks outweigh material costs.</li>
<li data-section-id="15ucfxx" data-start="2803" data-end="3144" data-is-last-node="">The analysts remain bullish on precious metals relative to equities, arguing that the U.S. stock market's valuation excesses and the prospect of a commodity supercycle-driven capital rotation into real assets could drive the gold and silver bull market substantially higher in the years ahead.</li>
</ul>
<h3>India's soaring silver premiums point to growing global supply strains, advanced AI technologies drive resilient industrial gold demand, and a stunning FBI seizure of more than 300 gold bars from a former CIA senior officer's home adds an unexpected twist to an already eventful week in precious metals markets.</h3>
<p><strong>Last Week's Gold and Silver Market Update</strong></p>
<ul>
<li>Roller-coaster for Silver up and down this past week. It ended week over week down $0.25.</li>
<li>The spot <a href="https://sdbullion.com/silver-prices">silver price</a> fell by $0.25, to close at $75.27 oz bid achieving a green candle for the month of May 2026.</li>
<li>The <a href="https://sdbullion.com/gold-price">spot gold price</a> gained about thirty dollars closing at $4,538 oz bid this week.</li>
<li>The spot gold silver ratio ended coiling at 60.</li>
</ul>
<h2>FBI Seizes $40 Million in Gold Bars From Former CIA Executive's Home</h2>
<p id="JS6AY8B" class="isSelectedEnd">One of the week's most unusual precious metals stories emerged from Northern Virginia, where the FBI says it seized more than 300 <a href="https://sdbullion.com/gold/gold-bars">gold bars</a> worth over $40 million and approximately $2 million in cash from the home of a former CIA officer.</p>
<p class="isSelectedEnd">According to federal court filings cited by NBC4 Washington, former CIA senior officer David Rush was arrested following an investigation into alleged misconduct involving agency assets and false statements made during his employment. Authorities claim Rush received large amounts of cash and <a href="https://sdbullion.com/gold">gold bullion</a> bars tied to work-related activities between November 2025 and March 2026. A subsequent review reportedly found that much of the gold and cash could not be accounted for.</p>
<p class="isSelectedEnd">When FBI agents searched Rush's Ashburn, Virginia residence, investigators allegedly recovered 303 gold bars, an amount valued at more than $40 million at current gold prices. Agents also seized approximately $2 million in U.S. currency and reportedly discovered 35 luxury watches, many identified in court documents as Rolex timepieces.</p>
<p class="isSelectedEnd">The case has generated widespread attention not only because of the massive gold hoard involved, but also because federal investigators allege Rush falsified credentials throughout his career. Court documents claim he falsely represented that he held degrees from Clemson University and Rensselaer Polytechnic Institute and also falsely claimed to have served as a Navy pilot.</p>
<p class="isSelectedEnd">The allegations have raised questions about how an individual could allegedly pass the CIA's extensive vetting procedures. According to the agency's public hiring standards, applicants undergo background investigations, interviews with acquaintances, polygraph examinations, and other screening processes designed to identify deception and disqualifying conduct.</p>
<p>The case remains ongoing, with a detention hearing scheduled for early June. For precious metals investors, the story serves as a <strong>reminder of gold's enduring role as a store of wealth</strong>—whether held by central banks, private investors, or, in this extraordinary case, allegedly hidden inside a suburban Virginia home.</p>
<h2>Gold Climbs Above $4,500 as Silver Supply Pressures Intensify Worldwide</h2>
<p class="isSelectedEnd">Gold and silver markets delivered mixed performance this week, with gold continuing its march higher while silver experienced another bout of volatility amid growing signs of tightness in the global physical market. Gold closed the week near $4,538 per ounce, gaining roughly $30, while silver slipped $0.25 to finish at $75.27 per ounce despite posting a positive monthly close for May.</p>
<p class="isSelectedEnd">Beneath the headline price action, several major developments continue to shape the outlook for precious metals investors.</p>
<h2>India's Silver Premiums Signal Growing Global Supply Strains</h2>
<p class="isSelectedEnd">One of the most significant developments this week came from India, where recent changes to import licensing regulations and higher import duties have dramatically altered the local silver market.</p>
<p class="isSelectedEnd">Physical silver premiums in India have surged to as much as 18.75% above Western benchmark prices, reflecting growing supply constraints and rising costs associated with importing <a href="https://sdbullion.com/silver">silver bullion</a>. The policy changes were reportedly implemented to help address trade deficits and support the weakening rupee amid elevated energy and import expenses.</p>
<p class="isSelectedEnd">Meanwhile, China is also paying elevated premiums for physical silver, creating a widening divergence between physical demand centers in Asia and futures-driven pricing in Western markets. The growing disparity highlights persistent stress within the global silver supply chain and reinforces concerns that available physical inventories remain tight despite recent price corrections.</p>
<h2>Structural Silver Deficit Continues to Support Long-Term Bullish Outlook</h2>
<p class="isSelectedEnd">Beyond regional premium spikes, the broader silver market continues to exhibit characteristics of a prolonged supply deficit.</p>
<p class="isSelectedEnd">Market data cited in the report indicates that global silver demand exceeded combined mining and recycling supply by approximately 1.323 billion ounces between 2019 and 2025. Industrial demand, investment demand, and expanding ETF holdings have all contributed to the shortfall.</p>
<p class="isSelectedEnd">Evidence of these supply pressures emerged dramatically last year when London silver lease rates briefly surged toward 40% annually, reflecting extraordinary demand for available metal. Although lease rates have since moderated following ETF liquidation earlier this year, they remain elevated compared to historical norms.</p>
<p class="isSelectedEnd">For long-term silver investors, the ongoing imbalance between supply and demand remains one of the strongest fundamental arguments supporting higher prices over time.</p>
<h2>Gold's Critical Role in AI and Advanced Electronics Expands</h2>
<p class="isSelectedEnd">While gold is often viewed primarily as a monetary asset, growing industrial demand continues to reinforce its strategic importance.</p>
<p class="isSelectedEnd">According to precious metals consultancy Metals Focus, global industrial gold demand is expected to reach approximately 275 metric tonnes annually, driven largely by advanced electronics and high-reliability applications.</p>
<p class="isSelectedEnd">Sectors including artificial intelligence infrastructure, advanced optical communications, automotive electronics, and next-generation semiconductor manufacturing increasingly rely on gold because of its unmatched conductivity, corrosion resistance, and long-term reliability.</p>
<p class="isSelectedEnd">A notable example is the transition toward High Bandwidth Memory 4 (HBM4) technology used in advanced AI systems. As chip densities increase, manufacturers are reportedly requiring thicker gold plating and higher purity standards to ensure system reliability. In mission-critical applications where failure is unacceptable, engineers continue to prioritize performance over material cost savings.</p>
<p class="isSelectedEnd">The trend suggests that despite historically high gold prices, industrial consumers remain unwilling to substitute away from the metal in applications where reliability is paramount.</p>
<h2>Investors Position for a Commodity Supercycle</h2>
<p class="isSelectedEnd">The precious metals sector continues to attract attention from investors who believe financial markets are approaching a major rotation away from traditional equities and toward tangible assets.</p>
<p class="isSelectedEnd">The report highlighted the extraordinary size of the U.S. stock market relative to global peers, arguing that current valuations exhibit characteristics commonly associated with late-stage market bubbles. Against this backdrop, bullion advocates continue to favor gold and silver as portfolio hedges against financial market instability.</p>
<p class="isSelectedEnd">The gold-to-silver ratio closed the week near 60, while proponents of a commodity supercycle argue that silver remains significantly undervalued relative to both gold and broader financial assets.</p>
<p>Although short-term volatility remains a defining feature of the precious metals market, growing industrial demand, ongoing central bank purchases, and persistent physical supply constraints continue to provide a strong fundamental backdrop for both gold and silver moving forward.</p>
<p>&nbsp;</p>
<p>Sources:</p>
<p>$40M in gold bars, $2M cash found in ex-CIA executive's Ashburn home, FBI says | NBC4 Washington<br><a href="https://www.youtube.com/watch?v=TJUdE8d6MQo" target="_blank" rel="noopener">https://www.youtube.com/watch?v=TJUdE8d6MQo</a></p>
<p>&nbsp;</p></div></div></div>]]></description>
              <pubDate>Sat, 30 May 2026 08:34:00 +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=XMU2RGU]{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="XMU2RGU"><div data-content-type="text" data-appearance="default" data-element="main"><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>Thu, 28 May 2026 15:07:00 +0000</pubDate>
              <category><![CDATA[Research]]></category>
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