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Mojo Spotlight: Players with Week 18 Motivation

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Finally, you can turn your sports knowledge into real cash by investing in an athlete’s entire career. Prices rise and fall with every hit, huddle, and headline — and you can buy and sell instantly or hold for as long as you want. Three times a week, FTN will feature a player and his Mojo value — is it time to buy, sell, hold or short? Click here to get in on the Mojo action.

People are motivated by three things: Fear, love, or greed. 

When it comes to NFL player production, all three can provide powerful motivation. 

Last season, a clip circulated throughout social media of former Tampa Bay tight end Rob Gronkowski openly celebrating his financial bonuses for reaching 55 receptions and 750 receiving yards. 

Week 18 provides tremendous motivation for NFL teams looking to make the playoffs or reach a certain playoff seed. It also, however, provides incredible motivation for individual performance bonuses that are common in player contracts. 

These unique situations provide the perfect opportunity to end the NFL regular season with a nice profit on Mojo. 

Mojo is a whole new pure sports investment — on the entire career of an athlete. The share price is the public’s expectations for a player’s career based on six objective stats. A player’s value can also be affected by the result of a single game.

Here are my favorite buys at Mojo for the last week of the NFL regular season. 

 

Mojo Player Week 18 Buys

Christian Kirk, WR, Jacksonville Jaguars

I already mentioned how much I love Christian Kirk as a Mojo investment this week, but it’s worth mentioning that Kirk needs two receptions to reach 80 for a $500,000 bonus, 12 receptions to reach 90 for a $1,000,000 bonus and 91 receiving yards to reach 1,200 to make an additional $500,000. He now faces a Tennessee team that ranks 28th in pass defense DVOA per FootballOutsiders. Over the last five weeks, the Titans have allowed the seventh-most fantasy points to opposing wide receivers including the most (84) receptions and second-most receiving yards during that time. 

Kirk’s stock price hit a career high of $17.27 Sept. 26. This was after Jacksonville’s third game of the season, when Kirk caught his third touchdown in just three games. Investors sold quickly after that point, leaving Kirk’s price to oscillate around $15 for the remainder of the season. Even when you look at his price over the past month, there is still a downward trend, dropping about $0.50. 

There is plenty of motivation for Kirk to have a huge Week 18, and investors should take notice of a great opportunity for return on investment opportunity. 

Gerald Everett, TE, Los Angeles Chargers

Despite inconsistent performances from the Chargers offense, Gerald Everett has reached career-highs in targets (82), receptions (55) and receiving yards (547). He now needs just five receptions to hit 60 for the season, triggering a $250K bonus. 

Everything sets up for a huge game in Week 18 for Everett. The Chargers travel to Denver to face a Broncos team that has allowed the eighth-most fantasy points to opposing tight ends this season. Over the last five weeks? Denver ranks third in most FPPG allowed to the position. 

The best part about investing in Everett? His stock price on Mojo remains extremely affordable. He is currently trading around $6.77 per share, down from a one-month high of $7.77. 

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alt="The only caveat to this investment? The Chargers can clinch the 5-seed with a win and a Baltimore loss. They will fall to the 6 seed with a loss and a Baltimore win. If Baltimore loses, the Chargers will likely rest starters, which would be unfortunate for Everett and potential investors. He could still have a big game in just the first half, so this investment is very gameflow dependent. However, if the Ravens win in the 1:00 pm time slot, I will be grabbing Everett shares at Mojo. 

Isaiah McKenzie, WR, Buffalo Bills

We saw Isaiah McKenzie flash his big game potential this year on Thanksgiving. He roasted Detroit for six receptions, 96 receiving yards and a touchdown en route to the overall WR7 performance. 

This week, Buffalo hosts New England in a game the Bills need to win to stay in contention for the overall No. 1 seed. Buffalo is laser-focused on the Super Bowl, especially after last year’s last-minute collapse at Kansas City. While the Bills will compete against their AFC East rival, I don’t expect a regular workload from players such as wide receivers Stefon Diggs and Gabe Davis

McKenzie needs 46 receiving yards for a $100K bonus and 10 receptions for 50 total, and another $100K bonus. While the latter is far-fetched, I could certainly see McKenzie cresting his receiving yardage bonus along with a touchdown. 

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alt="

McKenzie is not a main part of the weekly Buffalo passing attack, so his price at Mojo is understandable volatile. There is about a $1.70 gap between his high and low value in the past year, with his current share price of $4.51 sitting right in the middle. 

McKenzie presents a perfect buy-low opportunity in Week 18, with the upside for a nice 11% return on just a $0.50 increase if he can just reach 50 receiving yards and a touchdown against New England. 

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