Ravens vs. Panthers Player Props | Giovanni Ricci | Week 11

Dan Watson
November 17, 2022 3:06 PM

The Baltimore Ravens welcome the Carolina Panthers at M&T Bank Stadium on Sunday, November 20th. Kickoff is scheduled for 1:00pm EST. The Ravens are favored by 13 points, and the Over/Under is 42.

Welcome to BestOdds betting breakdown where we identify performance trends to analyze teams’ chances in the upcoming game.

Today, we check out at Giovanni Ricci of the Panthers who face the Ravens in National Football League action.

In their most recent game, the Panthers posted a 25-15 win against the Atlanta Falcons. The Ravens’ last game resulted in a win versus the New Orleans Saints by the score of 27-13.

Giovanni Ricci Bets and Odds

Bet Value Betting Odds
Score TD +1700
Score First TD +6000
Score Last TD +5000
Score 1st Half TD +2200
Score 2nd Half TD +2200

Bet $5 Get $250 Instantly
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Giovanni Ricci Notable Teammates

Name GP Pass Yds Carries Rush Yds Rec Rec Yds TDs
Giovanni Ricci 10 7 68 0
Baker Mayfield 6 1117 14 40 7
Chuba Hubbard 8 20 111 3 11 1
D’Onta Foreman 10 91 426 4 25 4
Raheem Blackshear 6 15 41 4 40 1
Stephen Sullivan 7 2 46 0
Tommy Tremble 10 10 99 2
Ian Thomas 10 12 120 0
DJ Moore 10 7 39 39 478 3
Terrace Marshall Jr. 7 14 244 1
Shi Smith 10 10 142 0
Laviska Shenault Jr. 6 5 48 11 141 2
Rashard Higgins 3 0

NFL Computer Pick For Player Props

NFL computer player prop picks are betting predictions made by an AI computer algorithm with a final check by a professional sports bettor.

The AI algorithm takes into account multiple data points to come up with its recommendation.

Betting trends, game venue, line-ups, weather, injury, news updates, and a wide range of statistics are the factors taken into account when picking NFL player props computer prediction.

A seasoned sports bettor performs the final check.

Giovanni’s Most Popular Prop Bet

The most popular prop bet on this particular game for Giovanni is to Score a Touchdown. Currently, the odds are showing a 5.5% probability. (+1700 odds converted into probability)

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