Charlotte Independence vs Chattanooga Red Wolves Prediction — Model Probabilities
Edge (pp): green = we see more probability than the market · gold = essentially even (±0.5pp) · red = we see less. The Decision above outranks any single row: the engine backs well-supported edges, not merely big ones.
Charlotte Independence v Chattanooga Red Wolves — Team-Based Signals
Charlotte Independence vs Chattanooga Red Wolves Head-to-Head — Last 6 Meetings
3-0
HT 0-0
Chattanooga Red Wolves
USL1
2-2
HT 0-2
Charlotte Independence
USL1
3-0
HT 2-0
Chattanooga Red Wolves
USL1
3-1
HT 1-1
Charlotte Independence
USL1
Charlotte Independence 0-0 Chattanooga Red Wolves — Actual Match Statistics
Charlotte Independence and Chattanooga Red Wolves fought out a 0-0 stalemate. Neither side could find a way through.
Our pre-match lean was Charlotte Independence at 54%, but a lead that slim is closer to a coin-flip than a call — and it fell the other way. The goals read — over 2.5 goals (61%), both teams to score (58%) — went the other way, though.
On the day, Charlotte Independence had 62% of the ball to Chattanooga Red Wolves's 38%, shots finished 8-8, expected goals 1.52 to 0.40.
For context: across their last 6 meetings in our records, Charlotte Independence had the better of it with 4 wins, 1 drawn. Those games averaged 2.50 goals for Charlotte Independence and 1.17 for Chattanooga Red Wolves.
What was the final score of Charlotte Independence vs Chattanooga Red Wolves?
Charlotte Independence 0-0 Chattanooga Red Wolves in the USA - USL League 1 on 29/03/2025. The analysis above shows what our model predicted before kick-off next to what actually happened.
What did the model predict for Charlotte Independence vs Chattanooga Red Wolves?
Before kick-off our model rated a Charlotte Independence win the most likely single outcome at about 54%, with the full match-result split Charlotte Independence 54%, draw 23%, Chattanooga Red Wolves 24%. The final score 0-0 went against our main leads this time — single matches are noisy by nature; our accuracy is measured across thousands of predictions, not one result.