{"pageProps":{"article":{"author":"Kizza Benard","date":"25 Apr 2020","slug":"25-04-2020-investing-in-gold-10-facts-you-need-to-know","title":"Investing in Gold: 10 Facts You Need to Know","subheading":"Gold tends to do well in times of trouble. Well, thanks to the coronavirus pandemic putting the global economy on lockdown, investors have trouble in spades.","views":103,"summary":"With gold prices climbing back toward all-time highs, you might be tempted to add some to your portfolio. Many investors already have. Sales of gold-backed exchange-traded funds have set records this year, with net inflows of $23 billion in the first quarter. And gold has delivered solidly positive returns during this bear market in stocks. But pouring a chunk of your assets into gold isn't always a good idea. In fact, gold has a spotty long-term record as an investment.","thumbnail":"data:image/jpeg;base64,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0h-3l-4-1-2-2h-1v-3c0-2-4-5-8-8a112 112 0 01-18-11c-2-1-2-1 1-1l6 2c4 4 17 10 18 9 2-2-1-4-3-3h-1c1-2 0-2-2-3l-2-1-26-20c-5-2-15-12-24-23l-8-9c-2-3-5-11-4-13 3-4-3-7-6-3' fill='%23aaa' fill-rule='evenodd'/%3E%3C/svg%3E"},"webpSrc":"/_next/static/images/01-weighing-gold-nuggets-on-a-weighing-scale-098270ebcf154295fd71ad9562278610.jpg.webp"},"body":[{"type":"paragraph","content":"With gold prices climbing back toward all-time highs, you might be tempted to add some to your portfolio. Many investors already have. Sales of gold-backed exchange-traded funds have set records this year, with net inflows of $23 billion in the first quarter. And gold has delivered solidly positive returns during this bear market in stocks. But pouring a chunk of your assets into gold isn't always a good idea. In fact, gold has a spotty long-term record as an investment."},{"type":"quote","author":"🥇","content":"Here are some critical nuggets you should know about investing in gold before betting on the precious metal"},{"type":"image","alt":"Stacks of gold coins of different heights","captionColor":"black","fallbackSrc":{"src":"/_next/static/images/02-stacks-of-gold-coins-of-different-heights-4f5db60842d7c2cb8e70ad88fd8d759b.jpg","trace":"data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='768' height='512'%3E%3Cpath d='M477 33c-1 1-6 2-7 1h-6c0-1-2-1-2 1l-3 1c-8 0-9 1-9 7l1 4h8l9 1-3 1h-3l-4 1c-13-2-38 1-35 4l1 7c0 5 1 8 3 7V55l-1-1 19-1h18l-1 7 1 8 2-1 4-4 1 2 2 3c1 1-2 1-10 1l-39 2c-2 2 13 2 43 0l14 1-3 1c-6 0-8 1-9 2h-4c0-2-2-1-2 2l-1 3v-3c0-6-2-3-2 3s0 6 2 5l1-1c0 1 0 2 1 1l1-3v-1l1 3c0 2 0 2 1 1 1-2 2-2 3 0l1 3h-21l-25 1 8 1c23 0 36 1 36 3s0 2-2 1c-1-1-1-1-1 1s0 2-1 0l-2-3v6l-1-3-1-2-1 2-1 3v-3l-1-2-1 2c-1 2-1 2-1 0 0-3 0-3-1-2-1 2-1 2-2 1s-1-1-1 1l-1 2-1-3v-2l-2 2-3 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2h22v-3c-2-6-2-9-1-12l2-13 1-19v-10c-1-2-2-4-1-5l-1-6c-3-7-3-18 0-20 2-1 3-3 1-5-4-2-6-16-4-19 2-1 0-3-2-3-3 0-4-2-3-5h3c5 1 1-12-4-15l-2-2v-2c-1 0-1-1 1-2l1-3v-1l3-2c1-1 1-1 5 1 5 3 5 3 5-1s-3-7-8-7c-4-1-5-2-3-3v-1h-3l-2-2-1-2v2l-1 3c1 1-1 1-4 1s-4 0-3-1c3 0 3 0 3-6-1-8-1-7-13-6' fill='%23aaa' fill-rule='evenodd'/%3E%3C/svg%3E"},"webpSrc":"/_next/static/images/02-stacks-of-gold-coins-of-different-heights-6e9a013481bbba5b92ec0ae56a0f8e79.jpg.webp"},{"type":"paragraph","sectionHeader":"Since 1980, Which Investment Has Generated the Best Returns?","content":"Gold? Nope. Maybe U.S. bonds? Wrong again. Large-cap stocks traded in the U.S. have easily outperformed those asset classes over the past four decades. Let's go to the tape: Through April 9, with dividends reinvested, the S&P 500 has returned an annualized 11.2% since January 1980. As for bonds, the benchmark 10-year Treasury note has gained an annualized 6.6%. But gold hasn't been quite so lustrous by comparison. Since January 1980, the yellow metal has delivered an annualized gain of just 2.8%. Even more recently, gold still has underwhelmed. The S&P 500 has put up annualized returns of 10.9% with dividends reinvested over the past decade, while bonds have returned 3.9% and gold 3.6%."},{"type":"image","alt":"A 1KG gold bar labelled at 9999 FINE GOLD","captionColor":"black","fallbackSrc":{"src":"/_next/static/images/03-a-1KG-gold-bar-labelled-at-9999-FINE-GOLD-ab40b266e85008c8a673bad2a971acf1.jpg","trace":"data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='768' height='512'%3E%3Cpath d='M235 36a131 131 0 01-14 8l-4 4a400 400 0 00-15 11 348 348 0 01-24 17 1163 1163 0 0026-23 6467 6467 0 01-81 59c-2 0-8 7-8 8a266 266 0 010 11v2c-2-1-5 4-4 5l1-1 2-1 1 2-1 2c-1 0-2 2-3 7l-3 9-1 3c0 3-3 7-3 5l-1 4 1 4h1l-2 2-2 3-1 3-1 3c0 2-2 3-2 0-1-1-1 0-2 2a404 404 0 01-12 36l-3 10-2 6-1 4c-7 5-1 12 17 19a288 288 0 0138 16l7 3 7 3 6 3a1273 1273 0 0085 36 1095 1095 0 0087 37 7667 7667 0 01128 54 494 494 0 0045 19 542 542 0 0057 24 1171 1171 0 0141 16c8 8 33-4 50-25l19-20a2999 2999 0 0096-109l5-9 3-6v-84l-5-3-18-7-13-4-6-2-4-1c0-2-6-4-8-3h-2c-2-2-4-1-3 1 1 1 2 2 3 1l1 1v3l3 6v4l-1-4c-3-6-6-9-13-11a953 953 0 01-89-31 1449 1449 0 01-80-30 4118 4118 0 00-156-57 210 210 0 01-17-7 912 912 0 01-30-11l-59-22c-31-12-29-11-36-5m111 190l-2 1h-2c-3-2-5 0-6 3 0 2-5 3-5 1l-1-1c-1 0-2 1-2 3 0 4 8 3 10-1s3-4 3-1c0 4 2 9 4 9l1 4 1 4 5-1c1-2 2 0 2 5l1 4 1-4 1-4 1 5c-1 5-1 5 3 7l3 3 2 1 2 1 8 4 5 4 5 4 3 3c1 2 3 3 3 2 2-1 8 3 8 6 0 2 5 4 9 5 2 0 3 2 4 3 1 3 2 3 6 3l5 1 4 1 4-1h2c1 2 3 2 4 2 2-1 3 0 4 1l8 1c5 0 6 0 6 2l4 3c4 1 6 4 7 14l1 5v1h-1c-2-2-3-1-3 2 0 2 0 3 3 3 2 0 3 0 4 2l1 1 2-1 1 4c-1 5 3 8 5 5h2c1 2 6 2 6 1 0-2 1-2 3-1v6c2 2 8 1 8 0 1-2 5-3 5-1 0 1 11 12 13 12 1 0 2 4 1 10v6c0 2 3 1 3 0 0-3 3-2 3 0 0 5 2 7 3 3l1-3v3l1 3 1 2-2 1c-1-1-1 0-2 2l-2 3-2 3c-2 12 0 27 3 20 1-3 3-2 3 0l-2 3c-4 1-1 3 5 3s7 0 8 2-1 9-2 9l-1 1h5c2 2 3 1 3-1l1-2c1 0 2 1 1 4-2 4 4 11 6 7 1-2 2 3 1 6l-1-1h-1c0 2 2 5 3 3 0-2 3-1 5 1l2 2 2 3 5 2 6 2c4 2 5 2 7 0h7l2 5c0 3 2 5 3 3v-54a403 403 0 011-93l-2-2c-3 0-4-3-3-4 1-2 2-2 3-1 3 2 6-2 3-4-2-2-2-2-5-1l-5 1c-2 0-3 1-3 2 0 3 0 3-3 2a1550 1550 0 00-80-31l-9-3-3-2c-2-2-21-8-24-8h-1c2-1 0-2-3-1h-1c2-2 2-2-3-4l-6-1-1-1-2-2-7-2a355 355 0 00-46-17c1-1 0-1-1-1h-3l-2-1v-1l-5-1h-3c1-1 1-1-1-2l-1-1 1-1-3 1h-7l-3-1c-3 0-3 0-2-1 2-2 2-2 0-2-2-1-3-1-2-2h-1c-2 1-3 1-9-1l-5-1' fill='%23aaa' fill-rule='evenodd'/%3E%3C/svg%3E"},"webpSrc":"/_next/static/images/03-a-1KG-gold-bar-labelled-at-9999-FINE-GOLD-432b40fa146864560477fb1015b7258c.jpg.webp"},{"type":"paragraph","sectionHeader":"Since 1990, Which Investment Performed Best?","content":"Once again, U.S. stocks beat both U.S. bonds and gold. The S&P 500 has gained 9.4% on an annualized basis with dividends reinvested since January 1990. The 10-year Treasury note has delivered an annualized return of 5.1%. And gold brings up the rear with an annualized gain of 4.9%. Interestingly, gold is supposed to be bulwark against rising prices, but when adjusted for inflation, the commodity performed even worse. <span></span> Adjusted for inflation, the S&P 500 has returned an annualized 6.9% since January 1990, including dividends. The 10-year Treasury has generated an annualized return of 2.7%. Gold adjusted for inflation has delivered only 2.5% annualized. Note that the price of gold actually dropped about 12% between 1979 and 1989. Gold often loses value in prosperous times, as the 1980s generally were."},{"type":"image","alt":"South Africa Gold coins of 83","captionColor":"black","fallbackSrc":{"src":"/_next/static/images/04-South-Africa-Gold-coins-of-83-72c4ad168a8d0c5a35e1e17157c4b4e0.jpg","trace":"data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='768' height='512'%3E%3Cpath d='M0 16c0 16 0 17 5 12l3-3 4-3c4-4 11-8 11-6l-3 3-12 9-8 9v41l1 42 4-3 4-3-1 2-5 4-3 2v48l3 3 8 9c4 3 5 5 4 7h1c2-3 16 8 17 13 0 3-1 4-3 2-2-1-2-2-1-2v-4l-1 2-3 1-3 1h2l2 1 7 5 2 2 3 1 3 2 3 1 2 1 2 1 3 2 3 1 3 1 2 1c1 0 3 1 3 3 2 2 2 2 3 1 1-2 3 0 3 2 0 1 1 1 3-1h1l1 3c2 1 1 4 0 6h-3l-3-2c-3 0-6-3-6-5s-1-3-2-3c-2 0-2 0-1 1s0 2-1 3c-3 1-4 0-6-3l-3-4c-1-1-1-1 0 0v8l-1-2-3-4-2-3 1-2h-4l-4 6-4 6v1c-3 0-3-2 1-6s5-7 3-7-3-2-2-3c1-2 1-2-1-3l-2-1-4 5-1-1c1-1 0-2-1-3v-5c-1-1-3-2-3 0 1 1-3 9-4 9l-1-1c2-4 2-9 1-9v-2c0-2 0-2-4-2l-6-3c-6-6-7-3-7 18 0 14 0 16 2 18 1 1 1 1 0 0-3-1-2 2 0 4l4 1 1 1 9 5c8 4 8 4 8 8-1 4 1 4 2 0 0-4 2-3 3 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About Since 2000?","content":"The past 20 years have been gold's time to shine. Since January 2000, gold is up 9.3% on an annualized basis. Adjusted for inflation, it has gained 7% annualized. Let's not forget that gold dropped to $208 an ounce in 1999 from $595 in 1980 and $401 in 1989. Once again, gold's price fell during a period of economic prosperity: the 1990s. Stocks are in second, with a return of 5.3% annualized, including dividends. (Or 3.1% after factoring in inflation.) Equities were the victim of the bursting of two bubbles - the tech bubble early in the century and the real estate and credit bubbles starting around 2007. Bonds came in last during this period, with a 4.2% annualized return, or 2.1% in inflation-adjusted terms."},{"type":"image","alt":"Gold Bars","captionColor":"black","fallbackSrc":{"src":"/_next/static/images/05-Gold-Bars-189d9bbcc1dc2e3b126cb3625ce95f58.jpg","trace":"data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='768' height='512'%3E%3Cpath d='M11 6c0 10-4 17-9 16-2 0-2 3-2 38v38l5 6c4 6 6 8 7 14 1 4 0 3-7-3l-4-4-1 42c0 40 0 41 2 43 3 2 3 3 0 2-2-1-2-1-2 4 0 4 0 5 2 5 2 1 5 6 4 7l-3-3-3-2v3c0 3 0 3 1 2s1-1 1 1l-1 3c-2 0-1 29 1 29l3 1H0v253l4 1 4 1 5 1c4 0 5 0 5 2l4 1c8-2 29-1 31 1h4c-1 1 0 2 1 2 2 1 2 1 2-1-1-3-1-3 1-3l2-1c0-1 6-2 8-1s3 1 7-1c9-4 12 3 4 7-3 2-2 2 18 2h22v-2c0-6 10-6 13-1l1 3h16l16-1c0-1-5-5-8-5-3-2-8-10-7-12 1-3 5-3 6 0l3 2c5 0 10 7 10 14 0 4 16 3 26-1 7-3 12-2 9 2-1 1 2 1 14 1h15l-5-8-5-9a716 716 0 01-32-45l-21-27c-5-4-10-16-7-18 2-1 6 3 13 13a4989 4989 0 0026 36l19 22 25 29c1-1-4-9-12-21l-3-5-2-2-1-3 14 15 11 13 8 10h58v-10c1-9 3-14 6-14 4 0 11-12 10-18 0-4-2-8-16-25a10055 10055 0 01-55-72c-6-7-6-10 1-11 5-2 25 16 56 48a5653 5653 0 0088 93c11 10 17 13 8 3a4448 4448 0 01-72-78 1476 1476 0 00-31-37v-7c3-2 2-3 0-3-2-1-2-1 1-2l5-6c0-2 3-5 6-7 9-8 15-15 15-16l10-15 5-7c4-6 8-9 28-20 17-9 17-9 25 0l18 14a557 557 0 0150 35c-35-29-25-23 17 8a159 159 0 0022 16l1 1 1-1 2-1h1l4-3 4-3 1-2v-12l-2-9-1-3-4-5a709 709 0 01-11-12l-9-18-11-12c-21-16-25-23-20-28 2-2 7-3 11 0a704 704 0 0149 32l35 24a2516 2516 0 0091 63 2023 2023 0 00104 71c3 1 5 21 2 21a480 480 0 01-51-33 349 349 0 01-13-7l6 5 11 10a73 73 0 0113 12l11 10a5874 5874 0 0019 21l1 1v2l3 4c1 7 2-14 2-136V247l-1 105v106l-15-9-6-4a2399 2399 0 01-88-58 4529 4529 0 01-153-107c-8-7-10-11-6-11l6-3 5-2c3-1 20-13 24-18 2-2 6-3 9-4 11-4 31-17 27-19-2-1-1-13 1-16 6-5 9-1 9 12-1 17 1 19 15 19 10 0 14 1 25 6l7 1c0-2 2-1 2 1l1 1c1-1 3 1 5 3 4 3 5 4 19 9 13 6 16 6 11 1l-3-4-6-8c-17-18-27-33-26-40 1-5 4-6 11-7 8 0 8-3 0-7l-9-4c-4-3-10-2-12 1s-20 11-25 11c-11 0-6-12 7-17l7-2 7-1c7 1 9 0 14-6 16-17 37-14 37 6 0 7 1 8 3 6 3-3 21-7 31-7l14-3c11-4 16-4 26-1 7 2 15 3 15 1l-1-6-2-10c-1-7-1-7-10-13-8-6-9-11-4-18 7-8 18-11 25-6l3 2v33l1-56-1-91-6-1-11-2-20-6-13-3-31-1h-30l20 6 32 9c14 4 17 5 29 1 4-1 8 3 4 4l-6 5-3 1-1 1-3 5c-4 4-5 5-4 8 1 2 0 7-1 18l-4 31c-2 28-11 40-15 21l-3-7c-3-2-6-8-8-19a55 55 0 00-9-24c-6-11-13-14-22-8l-37 13c-27 8-31 10-31 12 1 3 0 12-1 31-4 40-5 49-11 55l-2 2-2-5-2-4-6-1c-11-2-18-12-28-42-7-21-9-24-16-22a1403 1403 0 01-102 28c-5 0-5 2-2 6v12l-2 25c-3 39-6 58-10 50-2-4-3-4-4 0l-5 9-5-2c-5-1-5-1-6 1-3 3-11-9-20-29-26-54-21-50-53-41a8329 8329 0 01-86 21h-6l3-1a1287 1287 0 01102-35 396 396 0 00-43-26l-3-4-1-1-1-2c0-3 2-2 22 8 19 10 17-1-1-13-11-8-22-21-27-32-3-7-7-11-19-20-15-10-18-13-15-17a377 377 0 01106 48 5824 5824 0 0071 36c0-2 1-3 13-7l10-4 1-1c1 0 2-1 1-2h1l2 1 3-1 10-2a1409 1409 0 0146-13 110 110 0 00-28-14c-11-5-23-7-20-4v7c0 3 0 3-2 2 0-2-1-2-1-1l-2 1c-3-1-3 1 0 2s9 2 10 0c3-3 13 3 11 7-1 2-5 4-9 4l-2 1c1 1-1 2-4 2l-5 2-9 2-8 2c-6 3-13 1-11-4 0-2 0-3-2-3-3-1-2-9 2-9l1 4v4c2 1 4 0 4-2l2-2c2 0 3-1 3-2l6-1c9 1 11-7 2-12-2-1-5-3-5-5-1-4-6-10-11-14a70 70 0 01-26-30c-2-4-2-5-9-9-7-5-10-8-9-10l-94-1a1698 1698 0 00-108 2c-2-2-2-2-87-2H11v6m49 61c-1 3 2 7 20 26 17 16 20 20 23 26s14 20 23 31c10 9 17 20 17 25l1 4-6-1-8-1c-13-11-31 12-20 28 3 4-3-1-12-10-24-26-39-40-31-28l5 6c8 12 29 36 31 37 1 1 0 1-3 1-14 0-4 8 11 8 3 0 1-4-3-6l-2-2c2 0 7 4 9 7l18 28a1046 1046 0 0030 42l-11-19c-6-12-6-13 2-4l26 25 1-6 3-12 2-40c0-28 1-35 2-36 2-2 2-1 1 20-1 22 0 54 1 54 2-1 4-15 5-44l3-29c1-5 0-7-3-7-4 0-2-3 2-4 8-1 7-3-7-15l-12-10a3564 3564 0 00-90-78c-6-6-26-18-28-16' fill='%23aaa' fill-rule='evenodd'/%3E%3C/svg%3E"},"webpSrc":"/_next/static/images/05-Gold-Bars-ad24a1a6635d22b26bf109a76411d5d0.jpg.webp"},{"type":"paragraph","sectionHeader":"Gold Isn't the Inflation Hedge It's Cracked Up to Be","content":"The price of gold doesn't track inflation, as a general rule. Between 1987 and 2001, as inflation fluctuated around 3% a year, the price of gold dropped. But it is true that during periods of extraordinarily high inflation, gold's price may soar. That's what happened from the mid 1970s through the early '80s, when inflation crept from 4.8% in 1976 to 13.3% in 1979 and 12.4% in 1980, before beginning a long descent. The price of gold leapt from less than $150 an ounce to more than $800, then collapsed to $400 by 1981. Want a guaranteed inflation hedge? Try Treasury Inflation-Protected Securities (TIPS)."},{"type":"image","alt":"A golden statue of a man wearing a makeshift facemask made of tissue and a string","captionColor":"white","fallbackSrc":{"src":"/_next/static/images/06-a-golden-statue-of-a-man-wearing-a-makeshift-facemask-made-of-tissue-and-a-string-8fe96fced15425e5955137c322e65a9b.jpg","trace":"data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='768' height='512'%3E%3Cpath d='M0 204l1 204 15-8c1-2 4-4 7-5l5-4h6c1 2 7 5 9 5 1 0 4 2 6 5 5 4 6 4 10 4l5 1 5 1c4 0 4 0 6 4l2 3 1 3-1 5c0 1 0 2-1 1l-2 2 1 2 1-1h4c5 0 6-1 10-6 3-4 3-4 2-6l-2-3-1-2c-6-7-1-20 7-19l7-1c10-3 19 23 9 30v7l9 14 4 7-1 26v33l-1 6h138l1-3 2-6v-4l1-1h8l3 1c3 0 3 1 2 7l-2 6h4c2 0 3 0 3-2-1-1-1-1 1-1 2 1 4-2 4-6h-3c0-2 4-4 6-3l1 3 1 3 2 4c1 3 12 3 16-1l7-6c4-3 4-6 0-4-5 3-10 1-9-4 0-4 2-6 3-4s19 1 20-1c3-3 8 1 6 4-5 6-9 9-11 9-3 1-8 5-8 8l33 1h33v-2c0-4 1-4 3-2v2c-2 1-1 2 3 2 2 0 3 0 2-1l-1-2c0-2 5-1 7 2l6 1h6l-3-2a301 301 0 01-18-18h3l3 3c4 2 12 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0-1-1 0-2 0-3-2-3s-2 1-1 5l-1 4-1 2s-1 2-3 2c-4 2-2 8 4 8 3 1 4 2 2 6-2 3 0 7 3 7 2 0 2 1 1 3 0 2 0 2 2 1s-5 6-11 10l-9 7-5 3-3 1c-2 3-20 2-27-2l-10-3-4-2c-4-3-27-10-30-9-10 1-14 6-16 16l-2 7-2 3-2 4c-3 4-2 5 2 2l3-3c-1-2 0-2 1-1 3 0 5-2 3-3-3-2-2-7 1-7l1-2c-1-2 0-2 2-3l4-3c5-6 16-5 25 0 1 2 5 4 8 5 5 3 7 3 14 5l4 2c2 2 3 2 13 2 10-1 11-1 11 1-1 1 0 2 1 3 2 3 4 2 2 0-1-2 1-4 4-3 1 0 2 0 2-2s7-8 12-11l3-3 11-6 13-7c7-3 22 0 22 5l1 3 1 2 1 4c0 3 3 0 3-3 0-2 1-3 3-2 1 1 1 3-1 5l-1 5v1c-2 1 1 9 4 13l3 4c0 1 6 2 7 1l1-2h3c1 1 2 0 6-3 7-6 7-5 3-11-2-5-2-5 0-5 1-1 3 0 6 5 2 3 2 4 4 2 2-3-2-11-5-11s-3 0-3-3c0-2 0-3 1-2 0 3 2 1 2-2 0-4-3-10-4-8v2c2 3-1 8-4 6l1-1 2-1c0-2-2-2-2-1h-1c0-2-2-3-4-1l2 3 1 2-2-1h-9c-2 1-2-3-1-5 3-3 3-7 1-7-2 1-2 0-2-1 0-4-2-5-11-5-9-1-10-2-4-6 6-5 7-7 2-15l-2-4c-1-2-2-2-4-2-2 1-2 1-1-1 1-3 1-14-1-13l-1-1 3-1c2 0 2 0 1-1l-1-4v-3c-2 1-3-4-2-5 2-2-1-3-4-2l-4-1-4 2' fill='%23aaa' fill-rule='evenodd'/%3E%3C/svg%3E"},"webpSrc":"/_next/static/images/06-a-golden-statue-of-a-man-wearing-a-makeshift-facemask-made-of-tissue-and-a-string-53e8c48e273ebee0e3a70fca6ed48411.jpg.webp"},{"type":"paragraph","sectionHeader":"But Gold Can Indeed Be a Good Hedge in a Crisis","content":"Gold can soar in value during hard times, when investors are fearful and uncertain and seek safety. Just look at the rise in prices amid the spread of COVID-19. Gold has appreciated by roughly 9% from the start of 2020 through April 22, while stocks have delivered a 12.4% loss with dividends included. The 21st century has given gold several opportunities to shine. The turmoil that followed the Sept. 11, 2001, terrorist attacks and continuing through the 2008-09 economic meltdown was bullish for gold investors. <span></span>Concerns about the health of many European economies and soaring budget deficits and political uncertainty in the U.S. pushed gold's price to an all-time closing high of $1,895 in September 2011. It's not unusual to see gold's price rise with bad news (such as the global pandemic or a sovereign debt crisis) and drop with good news (such as better-than-expected economic growth)."},{"type":"image","alt":"A man holding a gold bar","captionColor":"white","fallbackSrc":{"src":"/_next/static/images/07-a-man-holding-a-gold-bar-ca60e8f68eadc86fb11f85255e5494ac.jpg","trace":"data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='768' height='512'%3E%3Cpath d='M0 26c0 23 0 25 1 23l4-2 3-2 2-1 5-3 5-4 2-1c0-2 7-8 13-12 4-2 5-3 17-3l18-1c11-4 25-5 27-2h2l5-1-3 3-2 3 8-5c7-6 19-14 21-14l5-1c7-2 16 6 16 14l1 4c3 1-3 18-6 18l-1 1c0 2-4 2-6 1-2-3-5-3-3 0 7 6 4 20-7 33l-5 6-2 3a78 78 0 00-9 11c-4 5-12 13-20 19l-7 8c0 2-8 14-9 14l-6 10c0 3-8 12-19 20-5 3-7 5-9 10-3 7-3 9 0 5 5-6 4 0-1 11-5 8-6 11-4 11l2-4 4-7c3-2 3-4 3-7 1-6 3-11 6-11 2 0 3 2 3 5l1 1c2 0 6-3 5-3l-2-2c-3-1-4-5-1-5l3-2h3c1 1 2 2 4 1 2 0 3-3 1-3s-2-1-1-3c2-2 2-2 3 0l2 1 3-9 2-5 2-2 21-26c13-17 18-22 25-22 3 0 10-5 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2-2-3-2-2-5 1-5l4 1-3-2c-3-2-6-3-6 0' fill='%23aaa' fill-rule='evenodd'/%3E%3C/svg%3E"},"webpSrc":"/_next/static/images/07-a-man-holding-a-gold-bar-e525c18bcb6a86ddf14c205343a4f619.jpg.webp"},{"type":"paragraph","sectionHeader":"Don't Believe the Hype: Gold Is Not a Good Store of Value","content":"A longtime argument in favor of investing in gold is that it is a good store of value - that is, its inflation-adjusted price remains relatively stable over long periods. A store of value implies a steady price, and as we have seen, gold prices are anything but steady. Although gold's correlation to stocks is complicated, suffice to say the precious metal can be volatile. In 2012, for example, the price rose almost 6%. In 2013, it tumbled 28%."},{"type":"image","alt":"A diamond bracelet","captionColor":"white","fallbackSrc":{"src":"/_next/static/images/08-a-diamond-bracelet-1d70e4053141ee7fa3591ebde7d565e6.jpg","trace":"data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='768' height='512'%3E%3Cpath d='M160 1l1 1 6 4 9 8a113 113 0 0117 12l5 3 4 3 3 3c5 4 8 7 15 10 6 3 22 14 22 16l2 1 4 3 6 5c2 0 3 4 1 4l-1 2c1 1 0 1-1 1l-2-1-3-3-4-2-5-1-13-4-14-6-10-5-5-3-11-6-12-6-3-2-4-2-4-2-4-2-2-1h-11l-1 1c-4-2-5 1-2 4l1 4 1 4 3 4 2 4 5 5 4 6c3 2 10 16 10 19l1 3 2 4c1 3 6 8 8 9l3 3 1 3 1 2c0 2 1 2 3 2l3 2 3 4c2 1 3 5 1 6l-1 3-2 5h-1c-2 2-7 0-9-2l-2-2c-2 0-6-4-5-5l-7-4-4-1-9-5c-7-3-8-4-8-7l-3-3-3-1-2-2c-2 0-14-5-16-7l-3-1-6-3-6-3-3-1c0-2-8-7-10-8l-3-2-6-3-4-2-2-3-5-4c-3-3-10-2-14 2l-5 2c-2 1-2 1-1 2l1 6v5l1 2 3 2c1 0 5 8 5 11l2 3 2 2c-1 1 2 3 4 4l2 4 3 5 2 3 2 1 3 4 2 2 1 1 2 3 3 6 3 5 2 1 2 4 2 4c0 3 3 7 6 7l2 1 2 2c1 1 2 2 2 5 1 4 3 8 6 9s6 3 7 7l5 10 2 8 1 2 1 2c0 1 1 2 5 3l4 3c0 3 0 3 3 7l3 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00-2-82c2-1 3-15 1-15v-2c4-7 1-14-5-12-2 1-3 1-4-1s-2-2-4-2h-2l-1-1-1 2c0 2-1 3-3 1s-2 0 0 2c1 2 2 3 1 4v2l-3-1-5-2-3-2h-2l-1 1-3 2c-2 2-4 1-5-1-1-3-3-4-3-1 1 3 0 4-2 3h-3c-1 2-4 3-4 1l-1-2-2-3-3-3-3-1c-1-1-1-1-1 1l3 3 2 2v3c0 1-2 1-4-1l-2-1c0 4-10 7-14 3h-6c-4 2-5 4-2 4 2 0 4 2 4 3l-1 1-2 2-2 2-1-1v-3c0-2-4-2-4-1 0 2-2 3-3 2l1-3c2-3 2-4 1-4h-2l-2 1-2 4c-2 4-10 6-11 2l-1-2-1-1c1-1-2-2-3-1v3c2 1 0 4-2 4l-3 2c-3 3-4 0-1-4 2-2 2-3 1-5-2-3-3-4-5-2h-1l-1 1 3 2c4 0 4 3 0 3s-7-3-5-5c1 0 1-1-1-1-2-1-3-3-1-5v-3c-3-1-2-2 1-2 2-1 3 0 5 2 4 5 8 3 5-2-2-2 0-4 3-4l2-1h2l5 1c0-2 2-1 5 1 3 3 4 2 6-1 1-2 1-2 3-1 4 0 4-1 1-3-2-1-2-2-2-5v-3l-3-2-2-1 1 2c1 2 1 2-2 2s-4-1-5-2c0-1-1-2-3-2l-4-2c-5-3-7 0-3 4 4 3 0 12-5 11-2-1-1-3 2-4 3 0 3-2 0-5-2-2-2-3-2-6l-1-3-2 5v2c-1 2-4 1-4-2 0-4-7-8-10-5v3c6 0 9 6 4 7l-6 1-3-1c-1-3 0-5 3-5l-3-1h-6v1c3 0 2 3-2 5l-4 3-1 1-2 2c-1 1-1 1-2-1l-4-2c-3-1-4-2-2-4v-3l-1-2-1 2c-2 4-9 2-7-2l-1-4c-2-1-3-1-2 1 2 2 0 3-5 3l-3 1-1 1h-3c-1 1-1 1-1-1s1-3 3-4l3-2-2-3-4-2c-3 0-5-1-5-3-1-1-2-2-4-1l-2-1-1-1c-1 1-2 0-3-1-1-2 1-2 8-1s7 1 7-3c0-3 0-3 7-2l3 3c3 6 8 4 6-3-1-6 1-7 5-2 2 3 3 3 9 3l8 1c0 2 5 5 8 4l7 3c1 2 5-1 5-3l1 2c1 3 2 3 4 2 3 0 2-2 0-2-2-1-4-4-3-5l2 1c1 2 3 2 4 1l4 1c3 2 7 2 8 0l3-2h1l-1-1-1-1c1-1 0-2-2-1l-3-1 3-1 2-1 2-3c2-1 3-3 2-4 0-3 2-2 7 3l4 4 3-2c2-2 4-2 5-2l3 1-1-4c-1-5 4-5 16-2 6 2 11 1 11-3-1-3 2-3 5 1 3 2 10 2 13 0h12v-3c-1-3 1-4 2-2 2 2 12 0 24-4l4-1V140a958 958 0 00-3-120v-4h-8v4c0 4 0 4-2 4-3 0-3 0-3 4s0 4 2 4c3 0 6 3 3 3-3 2-5 1-7-3l-4-3c-3 0-5-2-5-3 1-2-3-3-5-2l-3-4c-2-4-2-4-8-4-7 1-13-3-13-7l-1-1-1-4-1-4H434C251 0 159 0 160 1' fill='%23aaa' fill-rule='evenodd'/%3E%3C/svg%3E"},"webpSrc":"/_next/static/images/08-a-diamond-bracelet-0f9d4dbd9165d07245e457a1675ecebc.jpg.webp"},{"type":"paragraph","sectionHeader":"Gold Isn't the Most Precious of Precious Metals","content":"Gold is the most popular precious metal for investors, but it's not the most expensive. That title actually belongs to rhodium, which hit an 11-year high of $9,850 per ounce in January before coming back to about $7,400 currently. Indeed, of the major precious metals, gold comes in third by price per ounce, behind rhodium and palladium, but ahead of platinum and silver."},{"type":"image","alt":"A road spiraling around a gold mine","captionColor":"white","fallbackSrc":{"src":"/_next/static/images/09-a-road-spiraling-around-a-gold-mine-5ac2c6ff2650b1ef95eb1c8f7144b46e.jpg","trace":"data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='768' height='512'%3E%3Cpath d='M743 14h-17c-5 0-6 0-6 2h-2l-2-2 1 2 1 2 2 1 2 1c0 1-1 2-3 1-2 0-3 0-2 2l-1 2c-1 1-5-1-4-2l-2-1c-1 1-3 0-4-2l-3-1-1 1h-3l-3 1c-2-1-4 0-5 1h-3c-1-2-7 1-7 2h13c3-1 5 0 4 1h-2l-1 2-2 2-2 2c0 1 1 1 4-1l3-2c0 1-1 4-3 4-1 1-1 1 1 1 3 1 9-1 8-2-1-2 2-5 5-4 5 1 9 3 9 4-1 1 1 2 6 1 6 0 8 1 11 2 3 2 3 2 5 0 1-1 2-2 3-1l-1 2c-2 2 1 8 4 9l1 1 3 2c2 1 2 1 1 2v3c2 1 1 2-14 4l-6-1h-10c0-1 0-2-2-1l-3 3c0 1 0 2-1 1s-1-1-3 1l-3 3h3c2 1 2 1 1 2l-1 2 2-1 5-1a602 602 0 0117-3c-1-2 0-2 2-1h4l1 1h1l1-2 1 1h3c3-2 10-2 11 0l1-1h2c3 1 1 2-7 2a144 144 0 00-20 3l-9 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3-1 5-2 3-2l1-1c4-2 3-4-1-4-4 1-4 1-5-3l-4-10c-8-1-9-1-10 1m-77 59l-1 2c-1 2-1 2-3 1-3-2-3-2-4 0 0 2 0 2-1 1l-1-1c-2 1 0 3 2 3 3 0 3 3 2 4v2l1 1h-2l-4-1-1-1c1-2-1-5-4-6h-2l2 2 2 3h-2l-1 2-1 2c-2 1-2 1-1-1l-1-2c-1 1-1 1-1-2 1-4 1-4-2-5l-4-2-2-2v2c1 1 0 3-1 4-2 3-1 4 2 4 2 0 2 0 2 2l2 2 1 1-2 1-2 1h2l4 1 4 1h3c1 2-2 6-6 6l-3 1c0 1-4 2-5 1l-1-2c1-2 1-2-1-1l-2 3c1 1-1 3-4 3h-2l-1 1-1-3h-1c-1 2-9 2-9-1 1-2 2-4 3-3l2 1-1-3-1-1-1-1-2-3c0-3-3-1-4 1l-2 2-1 1-1 2v3c1 3 1 3-2 5h-2v-3h1l2 1 1-1c0-2-3-2-6-1h-3c-1 1 0 2 1 2v3c2 2-1 3-4 1l-1-2 2 1 2 1-1-2-1-3c0-2-2-1-3 1-1 1-1 1-1-1l-2-2h-2 1l1 1c0 2-1 2-3 0l-3-1h-1l1-2v-2h-2c1 2 0 4-3 5-2 1-2 1-1 2s1 1-1 1c-3 0-3 0-2-2l1-2-1 1h-1v-1h-1c-1 1-2 2-1 3l-1 1h-1c1 2 1 2-1 1h-2c-1 1 2 3 3 3l-1 1v1l-2 2-4 2v1c1-1 3 0 3 1 2 2 3 1 3-1-1-2 1-3 3-1 1 2 2-1 1-4-2-4 1-6 3-2 2 2 9 5 9 4l1-1h3l-1-1c-2 0-3-2-1-3 5-2 16 6 13 10h-5l-3-1c-3-2-4-3-5-2-5 3-5 10 0 8h5l2-1 3-1c2 1 3 0 2-1l1-1c1 1 2 0 2-1h2l3 1 3 1h1l-1-1c-2 0-1-3 3-4 3-2 3-2 4-1s0 2-1 2c-3 2-3 3 0 3h3c0 2 2 0 1-2l2-2 1-1c-3 0-2-1 0-3 3-1 9 0 8 2l1 1 1 2c0 1 0 2 1 1l3-1c3 0 3 0 2 2l-3 1h-2v1h3l4-1c2-2 3 0 0 2v4c2 1 2 1 0 1l-2 2 2 1h2c0 1-1 2-2 1l-1 2-1 4v4c2 1 1 4-1 3-2 0-2 0-1 3l-1 4c-2 2-2 2-1 6l3 2 1 1h3l4 1c0 2-1 2-3 2-3-1-4 0-1 2h3c1-1 1-1 1 1l-1 3c-1 1 0 4 1 4 4 0 6-9 2-9v-1l-1-1c-2 0 0-4 2-4l2-1 4-3 3 1-2 1-3 1 2 1h3c1 3 4-2 3-4l1-3 1-2v-2c2 0 2 1 1 3v3l3-2c4-2 5-5 2-4-1 0-2 0-1-1l2-1v-2l-1-1h-3l-3-1h-1l3-1c4-1 4-1 1-5-2-4-3-5-4-4l-1-1 1-2c2 0 1-4-1-4l1-2c2-2 4-7 2-6-1 1-2-3-1-5s3 0 3 4l3 3c1-1 0-6-2-8-2-3 4-6 11-6l2-1h3c1 0 2 0 2-2 1-1 0-2-1-2h-2c1 1-3 2-4 1s-1-1 0 0h-2c-2-2-2-2-3-1l-2 1c-1-1 2-4 4-4s3-1 3-3 1-2 4-1c2 1 3 2 2 3l4-1v-2c-2-1-2-3 0-3l1 1v1l1-2-2-1-2-1-1-1c-5 0-5 0-2-2 2-1 3-1 3-3l-1-3h-6c-3 1-3 1-2-1h-2c-3 2-3 2-4 0l-1-2v3l-2 1-2 1v-2c2-1 1-4-1-2m-63 49l-3 3c-2 0-3 1-4 3l-2 2c-1-1-2 0-3 1h-3v3c1 2 2 2 2 1s1-2 4-2c4-1 5 0 3 1l-1 1v2c-3 3-11 3-11 0l1-13v-1c-1 0-4 5-3 6 1 4 1 15-1 15-1-1-2 0-1 1 0 2 0 2 3 0h3l-2 2 1 1c2 1 2 1 0 1l-3-1 1 3 1 5-2-1-1-1-1-1 1-1v-1l-1-2-1-2-1-1c0-1-1-2-3-2h-4l2 2 1 1 2 2 1 1c1-1 1 5-1 6-2 2-1 3 1 3h1v1l1 3 1 2 1-1 1-1-1 2v3c1 0 2 1 1 2 0 2-1 2-2 1v2c1 1 2 3 1 4 0 3 3 5 4 3l2-1c1 0 2 0 1-2l1-2c1-1 2 4 2 6-2 2 0 7 2 6h1c0 2-1 4-3 4l-2 1c1 1 10 0 21-1l9-1h4a292 292 0 0110-3c-4 0-7-4-6-6v-1l-4-16c0-2-1-3-2-3v-1l2-1-1-1h-2c0-4-2-7-3-6v-2c0-3 0-4-4-8s-5-5-3-7c1-1 0-4-2-4l-1-2c1-1-2-7-4-9l-1 2m-171 10l-3 2-1 3 1 1v1h-1l-2-1-1 1c2 1-4 4-6 3h-2c-2 1-2 1-5-1-2-2-2-2-6 0-3 1-4 2-2 2v1h-4c0-2-5-2-9-1-2 1-2 1-1-1h-1c-1 1-2 2-3 1s-2 0-3 1l-3 1v1h2c2 0 2 0 1 2s-1 2-3 0c-3-4-6-4-4 0v4l-1 1h-3c-8-2-9-1-5 3 2 2 2 2 1 3h-1l-1-2-2-1-3-3v1c3 3 2 7-2 7-1-1-2 0-1 1l1 2 1 2c2 0 2 0 1-2l1-1h1c0-2 0-2 1-1l1 2v1l2-1 2-1-1 3-1 2 1-1h3l2-1c1-1 1-1 0 0-2 2-1 3 2 1 2-1 2-2 2-5l1-4c1-1 1-1 1 1-1 3 1 7 3 6v2h1c2-3 1-5-1-4-2 0-2 0 0-1l4-3c0-2 1-2 3-2l3-1c0-1 4-2 5-1h3l1 1 1-2v-3l1 1 1 2v1c-1 1-1 1 1 1l2 1c0 1-3 2-6 1-2-1-2-1-2 3 0 3 0 4 1 3v-3l1-2c1 0 2 6 1 8s-1 2 2 3c4 1 5 3 2 5l-2 1h1c1-1 5 4 4 7h5l-1-1h-2l2-3c2 0 2-1 1-4 0-3 0-3 3-3s3 0 3 3l-1 2-1 1-2 3c-6 8-7 9-7 11 1 1 0 3-1 4-2 2-2 11 0 11l1 1c0 2 2 3 4 3s5-5 4-7-1-2-2 1l-1 4-1 1c-1 0-2-1-2-4-1-5 0-8 1-8l1 3c-1 2-1 2 1 1l1-2-1-2 1-2v-5l1-4c2 1 2 1 1-2v-2c1-1 2 3 3 7l3 13v4l-2-4-4-13c-1-2-1 1 1 8 2 8 1 13-3 15-2 0-2 1-2 3 1 3-1 4-4 1h-1c0 3 2 4 6 3h4l1-3c0-2 0-2 1-1v2l2 1c2 0 3-1 1-2l-1-3h1l2 2c0 1 1 2 3 2s3 0 3-2l1-2-1-4v-7c1-2 1-2 5 1h-2c-2-1-2 5 0 8l-1 3c-1 2-1 3 1 3l1-1h4c1-1 1-1 2 1h1c0-2 6-4 8-3 1 0 4-4 4-7 0-2-5-3-7-1h-1l-2 1c-2 1-3 3-2 3l-1 1-3-1v-1l1-1 2-1v-1c-2 0-2 0 0-2 1-1 2-2 3-1s7-1 7-3c1-1 1-1 0 0-2 1-3 0-2-2v-2l-3-2h-2c0 2-2 1-2 0l-1-2v-1c1-2-1-3-2-2s-1 1-1-1v-9l-1-6 2 6 2 6 1 3c0 3 0 3 3 3 2-1 3-1 4 1 0 2 2 3 2 1l-2-8-2-8v-1l-1-3v-2l-2 2v3l1 2v4l1 2v3l1 2c-1 1-3-1-3-5l-3-7-2-2h2l2-3c0-4 8-8 8-5h7l2-1 2-1h2c0 1 4 2 5 0h3c1 2 1 6-1 6-1 0-2 0-2 2h1c2-2 5-1 2 1-2 3-1 4 2 1 2-1 2-2 2-6l1-5 2-1c-1-1-1-2-5-2v-3c-2 1-2 1-1-2l-1-2-1 2v2c-1 2-6 3-6 2h-1c-1 1-4 0-3-1h-1l-4 1-4 1-4 2h-7c-2 1-2 1-2-2l-2-3v3l-1 2-1-3-2-3v4l-1 2-1-3h-1c-2 1-3 4-1 3h1c0 2-4 2-4 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1l2 1c1-1 4 0 4 1l-1 1-3 4c-2 5-3 6-3 3l-2-3-1-2-1-2-2-3-2-2h-2c-1-1-1-1 1-1l2-1-5-1-6 1h-19c-2 0-2 0-1 1v2c-2 1-3 0-2-1 0-2-1-2-7-2l-6 1-6 1c-4 0-6 0-5 1l-9 1-6 2-2 1-1-2-1-1-1-2-1 1c1 1 0 2-1 2h-3l-1-2-1 1v1h-1c-2-2-6-1-7 1l-2 2v-2c0-2 0-2-1-1l-4 1h-1c0 2-1 3-2 1l-6-1c-3 0-5 0-4 1 2 1 1 1-3 2-3 0-4-1-2-2h-8c-2 0-3 0-2 2 0 2 0 2-1 1-2-1-4 1-3 4h-1c-1-1-2-2-3-1l-1-1 2-1c5 0 1-1-4-1-4-1-5 0-4 1l-1 1-1-2h-3c0-2-7-3-12-3l-9 1-3 1-2 1c-1 0-2 0-1 2h-1l-2-3c1-1 1-1 0 0h-16a398 398 0 00-63 1l-13 1h-2c-2-2-14-2-15 0-1 1-4 2-4 0 1-1-4-2-5-1-1 0 1 2 5 3h3l-3 3c-4 2-5 2-3-1l1-2-2 2c-2 2-9 4-9 2l2-2h1c0 1 3 1 5-1v-2c-1 0-2-1-1-2h-3l-4 1-1-1c-3-3-30-2-29 1 1 2-4 2-5 0h1c1 1 2 0 3-1s0-2-3-2l-4 2h-3l-5-1h-5l-1 1v-1c1-2-10-1-11 1-3 3-5 2-6 0-2-2-11-4-11-2l-6 7-1-1-2-3v-2a898 898 0 01-10-1c0-1-15-2-16-1s-6 0-6-1h-7l-4 1h2c2 0 2 0 1 1-1 2-2 2-5 2h-2v2c-1 2 0 3 2 1l-1 1c-1 1-4 0-4-2 1-2-2-1-4 1v1c1-1 2 0 1 1l-3 1-9 2h-1l-1-1h-2l-1-2-2 1-1 3-1-1c1-1 0-2-1-2-2-1-2-1-2 1 1 1 0 2-1 2l-1-1c0-1-1-4-3-4l-1 1c1 1 0 1 0 0l-1-1-10-1h-9l-1 3-2 4-2-1c1-2 0-2-2 0l-4 4-2 2c-3 0-3-2 0-3l2-3c0-3 3-8 5-8l3-1 3-1-4-1-3-1c1-1 0-2-1-3v2c0 3-1 4-5 5-1 0-2 0-1-1l-1-3-1 1-1 3-3 4-2 2h-1l-1 1-2 1 1 1 1 3c0 3 0 3-3 3l-3-1-2-1v2l-2-1-1-2v-1l-1-2v-1l-1-1-1 3-1 1-1 1 2 1 1 1-2 1-3-1h-14v-1l1-1 1-2 1-1-2 1-2 3 1-3v-5c-2 3-3-1 0-4l2-5 1-3v-2h-1l-1 2-1 2-1 1-2 2v3h-1v2c1 2 1 2-1 4s-2 3-1 5v3h-9c-7 0-9 0-8-1v-2c-1-1-1-3 2-4 3 0 5-2 2-2-4 0-5-1-3-2l2-3h-1l-3 1-1 1h-1c-1-1-2-2-4-1l1-2c2-2 4-7 2-7l-1 1-4 5-4 4-1-2c-1-4-3-5-3-2l-2 5c-3 3-4 8-2 8l3 1c1 2 0 2-7 2s-8-1-7-2c0-3-2-2-3 0-2 3-3 2-2 0l1-1 1-1 1-2h1l-2-1c-2-1-3 0-3 1 1 1 0 3-1 4l-2 3v-3l1-6c0-1 1-2 3-1 1 0 2 0 1-1l1-3c1-3 2-5 1-10 0-9 0-9-2-6-3 3-4 3-5 0l-2-1c-2 1-1-2 1-3 1-2 3 0 2 2-1 1 0 1 1 1s2 0 1-1l1-1h1l2-1h1l1-3v-1l-2-1c0-2-2-1-4 1l-2 1c-1-1-2-1-3 1s-3 3-4 2c-2 0-3-2-1-2l3-6-2-1c-2 0-3 1-2 2 1 3 1 3-1 2h-3l2 1 1 2h-4l-1-2c1-3 0-5-2-5l-2 1h-2l-1 1v3h3l-4 2c-4 0-7 3-8 8 0 4-1 6-2 4v2c0 2 0 2-1 1h-1l-1 4c0 2 4 3 9 3l2 1-1 1-2 3-2 2-3 2c0 1-3 2-3 0h-2v-9l-1-2c-2 0-2 0 0-2l4-7c1-4 2-5 3-5v-3c2-1 6-8 5-8l-2 2-2 2c-1-2 2-6 4-6s3-2 1-2c-1-1-1-1 1-1v-1c-2-1-5 1-5 3l-1 1c-1 0-3 6-3 10 0 1 0 2-1 1 0-3-2-2-4 1-1 2-2 3-1 4 2 3 2 6 0 8-2 1-2 1-2-1 0-3 0-6-1-5l-1 2-1 3c-2 1-3-1-1-1l1-3 5-8 4-6-3 1-2-1h-1l-1 1h-1l-1-1-1 1c1 1 0 2-1 3l-1 3-4 8v-3l-1-4-1-1c0-2 2-3 2-1v-1l2-3v-1c-1 1-1 0-1-2s1-3 2-3l2-2 1-1 4-3c3-3 3-4 1-4-4-1-4-1-8 1' fill='%23aaa' fill-rule='evenodd'/%3E%3C/svg%3E"},"webpSrc":"/_next/static/images/09-a-road-spiraling-around-a-gold-mine-bd51ba634b3752bd17040ac7ae653967.jpg.webp"},{"type":"paragraph","sectionHeader":"Gold Funds Beat Physical Gold","content":"As attractive as coins and bullion may be, funds are the easiest way for retail investors to get exposure to gold. They're becoming increasingly popular too. In 2019, demand for gold from gold-backed ETFs rose more than 400%, vs. a decline of 20% for bars and coins. No wonder: It's much easier to get gold exposure by holding a gold fund electronically in a brokerage account rather than receiving, storing and insuring the physical metal. <span></span> The SPDR Gold Shares (GLD), the world's largest gold-backed exchange-traded fund, has about $57.3 billion in assets. The ETF tracks the price of gold bullion. If you choose to invest this way, Kiplinger prefers the lower-cost iShares Gold Trust (IAU), which has annual expenses of 0.25%, compared with 0.40% for GLD. You also can invest in numerous mutual funds and ETFs that invest in the stocks of gold-mining companies."},{"type":"image","alt":"A man wearing cowboy attire on a horse","captionColor":"black","fallbackSrc":{"src":"/_next/static/images/10-a-man-wearing-cowboy-attire-on-a-horse-89a7571d94fbbf1c65f14a32d8f56ab4.jpg","trace":"data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='768' height='512'%3E%3Cpath d='M319 1l-2 17a2377 2377 0 01-4 52c-2 1-2 5-1 8 2 3 2 5 0 6s0 3 2 2l1 1-3 1-1 1h2l1 1-2 2-2 2c0 2 0 2 2 2a816 816 0 001 26c1 6 0 10-2 8h-2l2 4c2 1 3 10 1 10l-1 2 1 1 1 3c0 2 0 2-2 2-4-1-4 5-1 9l2 4c-2 2 1 4 6 3l10 1 8 1 1-2 1 1 1 1 2 2c1 2 1 2 2 1l1-5 1-7c0-4 0-4 1-2 2 1 2 1 2-1l-1-2v-1l1-2h-3l1-2 3-2c1-4 3-4 3-1 0 2 1 2 4 0l4-2-6-2c-8-1-8-1-7 3l-1 3v-8l1-1c2 0 3-5 3-10l1-3c1 0 2 2 2 7 0 6 1 8 4 8 2 0 2-1 2-5 0-6 1-8 3-5 2 1 2 1 2-3 1-4 2-4-7-6-9-1-10-1-10 3v2l-1-7c0-4 0-4 2-4 4 0 7-2 7-4s3-1 4 2l5 5c5 1 5 1 5 6 0 6 3 7 6 2 0-2 2-3 3-3 2 0 3-2 3-5l1-2c1 0 2-4 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fill-rule='evenodd'/%3E%3C/svg%3E"},"webpSrc":"/_next/static/images/10-a-man-wearing-cowboy-attire-on-a-horse-6688c9f2da90fd510952119adf41de7b.jpg.webp"},{"type":"paragraph","sectionHeader":"Hi Ho Silver?","content":"Gold prices can be volatile, but they're nothing compared to silver. The market for silver is smaller than for gold. Plus, silver has more industrial uses than gold, making the former's price more sensitive to the ups and downs of the economy. These two factors combine to make silver's price jumpier than gold's. If you want a good night's sleep, go with gold investing, not silver."},{"type":"paragraph","sectionHeader":"The Biggest Gold Coin in History Is the Size of a Manhole Cover","content":"The largest legal tender gold coin ever produced was struck by the Perth Mint in Western Australia in 2012. The 2012 \"Australian Kangaroo One Tonne Gold Coin\" contains one metric tonne of 99.99% pure gold, and is approximately 80 centimeters in diameter by 12 centimeters thick. The massive coin has a face value of $1 million Australian dollars but is estimated to be worth more than $50 million AUD."},{"type":"credit","author":"Dan Burrows, Contributing Writer, Kiplinger.com","source":{"path":"https://finance.yahoo.com/news/investing-gold-10-facts-know-201503368.html","title":"Originally posted on Yahoo Finance"}}],"backgroundColor":"white","tags":["Investment","Gold Facts"]},"adjacentPosts":{"previous":{"author":"Ivan Musiime","date":"26 Jan 2020","thumbnail":"data:image/jpeg;base64,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","title":"A beginner's guide to investing in gold","slug":"26-01-2020-a-beginner-guide-to-investing-i-gold","views":7972},"next":{"author":"Kizza Benard","date":"06 Sept 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","title":"How To Identify Gold","slug":"06-09-2020-how-to-identify-gold","views":508}},"mostRecentPosts":[{"author":"Kizza Benard","date":"09 Sept 2020","thumbnail":"data:image/jpeg;base64,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","title":"What is Raw Gold?","slug":"09-09-2020-what-is-raw-gold","views":2513},{"author":"Kizza Benard","date":"06 Sept 2020","thumbnail":"data:image/jpeg;base64,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","title":"How To Identify Gold","slug":"06-09-2020-how-to-identify-gold","views":508},{"author":"Kizza Benard","date":"25 Apr 2020","thumbnail":"data:image/jpeg;base64,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","title":"Investing in Gold: 10 Facts You Need to Know","slug":"25-04-2020-investing-in-gold-10-facts-you-need-to-know","views":103},{"author":"Ivan Musiime","date":"26 Jan 2020","thumbnail":"data:image/jpeg;base64,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","title":"A beginner's guide to investing in gold","slug":"26-01-2020-a-beginner-guide-to-investing-i-gold","views":7972},{"author":"Kisangye Ibrahim","date":"19 Oct 2019","thumbnail":"data:image/jpeg;base64,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","title":"Buhweju artisanal miners demand licenses from government","slug":"19-10-2019-buhweju-artisanal-miners-demand-licenses-from-government","views":9811}]},"__N_SSG":true}