This Penny In Circulation is Worth $85,000 – Here’s How To Spot It

Do you know how to spot this penny? Coins are one of those things that are hiding everywhere, and sometimes they can be worth much more than their actual coin value. And most recently, news sources have been reporting that this coin is worth a pretty penny!

According to Coin Trackers, the New York Post, KHOU, and Daily Mail UK, a mint condition 1943 copper wheat penny could earn you more than $85,000! According to KHOU (who consulted with Royal Coin and Jewelry, a Houston dealer specializing in rare coins), in 1943, pennies were made of steel and were additionally zinc-plated to prevent rust. Coin Week explains, “Because copper was needed for purposes relating to World War II, all 1943 cents were planned to be struck on zinc-coated steel planchets.” WATCH THE VIDEO BELOW

At some point during that year, however, a few copper blanks made it into the minting process— and it is these “mistake” coins that are now being sold for amounts somewhere in the 5 and 6 figures. As mentioned, these 1943 copper wheat pennies must be in mint condition to net values in the $85,000 range. But even in lesser conditions, they have still been selling at an average price of $60,000 (according to Coin Tracker). Saul Teichman, an expert in U.S. Mint errors explains (via Coin Week) that collectors drive up the value of the coin, explaining:

“1943 copper cents have a special cachet with collectors. As for market value, the 1943 cents sell for much more than other errors struck around the same time. ” “Many other World War II errors are rarer than 1943 copper or 1944 steel cents but bring a fraction of a price as they lack that special cachet.”

SOURCE: STEVE LOVEGROVE/DAILYMAIL
SOURCE: STEVE LOVEGROVE/DAILYMAIL

According to media sources, coin collectors must be cautious about 1943 copper wheat penny dupes.

Now that these pennies have been getting a lot of attention, the market is rife with counterfeit copies. Coin Trackers said that many fraudsters will file down the left side of the number 8 on a 1948 copper penny to make it look like a genuine from 1943. Others will take a regular steel penny and coat it with a copper covering in order to make it appear like the real deal. If you’re concerned about a counterfeit, Coin Trackers advises using a magnet to test the coin.

As Daily Mail UK explains, “A solid copper penny will not stick to a magnet, while a steel penny with copper plating will.” So, what are you waiting for? Go take a look at your collection, because you may just have one of the luckiest pennies around! Please SHARE this with your friends and family.

Can You Spot the Mistake in This Puzzle?

Over the years, many people have made solving puzzles their favorite leisure time. They range in difficulty from ones that appear to take an eternity to ones that can be finished in a matter of seconds. The mystery and attractiveness of certain puzzles are increased by their unsolved nature


Views on puzzles are divided; some people adore them, while others don’t. Regardless of your enjoyment level, solving puzzles is an excellent mental workout. They inspire us to think creatively and unconventionally in order to solve issues.

A certain conundrum that has been circulating on the internet lately has many people perplexed. It doesn’t even appear to be a puzzle at first glance. The image consists only of the digits 1 through 15 arranged side by side, along with a statement requesting that viewers repost the image if they discover any errors.

At first glance, everything appears to be in order. There are no errors in the sequence of numbers one through fifteen; they are all present and accounted for. You could go over the figures a few times to make sure there are no discrepancies, but everything seems to be in order.

You might think beyond the box as a result of this. Is the missing zero the cause of the error? Or should the number sixteen be a part of the puzzle? Perhaps there’s a problem with the spacing? It’s flawless when you inspect the spacing. Is it possible that a 1 is misinterpreted for an I? No, they’re all unmistakably 1. Is the six not quite right? No, it’s also flawless. Where is the mistake, then?

You may eventually notice that they’re asking you to locate the “mitsake” rather than the error and turn your attention from the numbers to the instructions. That’s correct: the term

.

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