The Montreal Impact have made the knockout stage of the MLS Playoffs by finishing 5th in the eastern conference. It was rather difficult for fans to digest, given the tremendous start to the season when the team won their first four games and had aspirations to finishing first, to come crashing down in a downward spiral. Nevertheless, it is still quite an accomplishment given its only their second year in MLS.
I wanted to delve into the game stats to see if there was anything of note to determine what the team has to do in order to win their game against the Houston Dynamo on Halloween night, Oct. 31, 2013 at 8:30PM EST.
From the information I have gathered, this team is definitely Jekyll and Hyde. They win when the dominate possession or when they don't, when they attempt many shots on goal or not, and analysing when they score their goals, it also fluctuates like a roller coaster.
The only thing I can conclude is that soccer is a special game and the statistics don't always tell the story.
Enjoy looking at the stats, and if you can figure something out of this, all the power to you.
TABLE 1: List of Montreal Impact games and when team scored the first goal
| Game # | Home Team | SCORE | Away Team | Time of First Goal |
| 1 | Seattle | 0 - 1 | Montreal | 35 |
| 2 | Portland | 1 - 2 | Montreal | 30 |
| 3 | Montreal | 2 - 1 | Toronto FC | 34 |
| 4 | Montreal | 1 - 0 | New York | 14 |
| 5 | Sporting KC | 2 - 0 | Montreal | 0 |
| 6 | Montreal | 1 - 1 | Columbus | 68 |
| 7 | Montreal | 2 - 0 | Chicago | 57 |
| 8 | San Jose | 2 - 2 | Montreal | 24 |
| 9 | New York | 2 - 1 | Montreal | 91 |
| 10 | Montreal | 3 - 2 | Real Salt Lake | 39 |
| 11 | Montreal | 5 - 3 | Philadelphia | 2 |
| 12 | Sporting KC | 1 - 2 | Montreal | 47 |
| 13 | Columbus | 2 - 0 | Montreal | 0 |
| 14 | Montreal | 2 - 0 | Houston | 14 |
| 15 | Montreal | 3 - 4 | Colorado | 38 |
| 16 | Toronto FC | 3 - 3 | Montreal | 1 |
| 17 | Montreal | 1 - 1 | Chivas USA | 80 |
| 18 | New York | 4 - 0 | Montreal | 0 |
| 19 | Montreal | 0 - 0 | FC Dallas | 0 |
| 20 | Montreal | 1 - 0 | Sporting KC | 96 |
| 21 | D.C. United | 3 - 1 | Montreal | 52 |
| 22 | Chicago | 2 - 1 | Montreal | 57 |
| 23 | Montreal | 2 - 1 | D.C. United | 43 |
| 24 | Montreal | 5 - 0 | Houston | 35 |
| 25 | Philadelphia | 0 - 0 | Montreal | 0 |
| 26 | New England | 2 - 4 | Montreal | 8 |
| 27 | Montreal | 1 - 2 | Columbus | 23 |
| 28 | Montreal | 0 - 3 | Vancouver | 0 |
| 29 | Chicago | 2 - 2 | Montreal | 25 |
| 30 | Houston | 1 - 0 | Montreal | 0 |
| 31 | Montreal | 0 - 1 | New England | 0 |
| 32 | Los Angeles | 1 - 0 | Montreal | 0 |
| 33 | Montreal | 2 - 1 | Philadelphia | 64 |
| 34 | Toronto FC | 1 - 0 | Montreal | 0 |
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" />
TABLE 2: Match statistics
| Game # --> | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | 12 | 13 | 14 | 15 | 16 | 17 | 18 | 19 | 20 | 21 | 22 | 23 | 24 | 25 | 26 | 27 | 28 | 29 | 30 | 31 | 32 | 33 | 34 |
| Opponent --> | SEA | POR | TOR | NY | SKC | CLB | CHI | SJ | NY | RSL | PHI | SKC | CLB | HOU | COL | TOR | CHV | NY | DAL | SKC | DC | CHI | DC | HOU | PHI | NE | CLB | VAN | CHI | HOU | NE | LA | PHI | TOR |
| Attempts on Goal | 9 | 9 | 9 | 14 | 6 | 14 | 16 | 6 | 18 | 17 | 20 | 7 | 11 | 21 | 16 | 16 | 18 | 8 | 15 | 7 | 8 | 14 | 12 | 14 | 4 | 8 | 16 | 18 | 6 | 10 | 8 | 9 | 18 | 15 |
| Shots on Target | 5 | 6 | 7 | 6 | 1 | 5 | 6 | 5 | 4 | 5 | 9 | 2 | 3 | 10 | 6 | 5 | 8 | 4 | 4 | 4 | 5 | 5 | 8 | 8 | 1 | 5 | 9 | 6 | 2 | 5 | 1 | 2 | 3 | 3 |
| Shots off Target | 3 | 2 | 2 | 7 | 3 | 4 | 7 | 0 | 10 | 6 | 6 | 3 | 5 | 6 | 6 | 3 | 7 | 3 | 5 | 0 | 2 | 7 | 3 | 4 | 2 | 3 | 3 | 5 | 2 | 3 | 6 | 7 | 9 | 10 |
| Blocked Shots | 1 | 1 | 0 | 1 | 2 | 5 | 3 | 1 | 4 | 6 | 5 | 2 | 3 | 5 | 4 | 8 | 3 | 1 | 6 | 3 | 1 | 2 | 1 | 2 | 1 | 0 | 4 | 7 | 2 | 2 | 1 | 0 | 6 | 2 |
| Corner Kicks | 3 | 2 | 1 | 5 | 5 | 2 | 4 | 1 | 6 | 9 | 10 | 3 | 2 | 4 | 6 | 3 | 6 | 4 | 5 | 4 | 1 | 4 | 3 | 7 | 1 | 0 | 9 | 4 | 2 | 5 | 5 | 2 | 7 | 7 |
| Fouls | 11 | 16 | 13 | 13 | 11 | 6 | 12 | 12 | 5 | 7 | 8 | 12 | 7 | 10 | 8 | 9 | 5 | 9 | 15 | 17 | 14 | 8 | 15 | 8 | 8 | 11 | 10 | 10 | 12 | 14 | 14 | 11 | 18 | 11 |
| Open Play Crosses | 6 | 4 | 9 | 4 | 9 | 14 | 12 | 7 | 15 | 17 | 9 | 6 | 16 | 9 | 12 | 14 | 24 | 7 | 21 | 6 | 16 | 24 | 13 | 7 | 3 | 8 | 9 | 22 | 8 | 10 | 23 | 6 | 24 | 18 |
| Offsides | 4 | 5 | 3 | 8 | 4 | 5 | 3 | 3 | 3 | 3 | 2 | 6 | 2 | 5 | 4 | 2 | 3 | 4 | 3 | 1 | 2 | 1 | 2 | 6 | 4 | 14 | 5 | 3 | 2 | 2 | 1 | 6 | 3 | 1 |
| First Yellow Cards | 1 | 1 | 2 | 1 | 1 | 1 | 3 | 2 | 0 | 4 | 3 | 2 | 1 | 2 | 1 | 1 | 1 | 2 | 2 | 1 | 1 | 2 | 3 | 0 | 0 | 1 | 1 | 2 | 1 | 3 | 5 | 3 | 4 | 4 |
| Red Cards | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 1 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 |
| Duels Won | 61 | 52 | 47 | 57 | 66 | 48 | 48 | 45 | 42 | 59 | 56 | 48 | 35 | 48 | 53 | 67 | 46 | 45 | 52 | 61 | 44 | 54 | 48 | 41 | 37 | 45 | 66 | 54 | 53 | 39 | 40 | 40 | 51 | 55 |
| Duels Won % | 49% | 45% | 51% | 53% | 46% | 50% | 48% | 43% | 45% | 58% | 57% | 50% | 51% | 42% | 56% | 65% | 55% | 49% | 52% | 50% | 49% | 58% | 49% | 51% | 50% | 58% | 60% | 53% | 51% | 44% | 40% | 49% | 50% | 55% |
| Total Pass | 384 | 341 | 424 | 387 | 417 | 528 | 464 | 323 | 444 | 296 | 423 | 287 | 485 | 332 | 400 | 383 | 462 | 460 | 421 | 324 | 402 | 584 | 358 | 443 | 530 | 606 | 461 | 514 | 346 | 339 | 404 | 316 | 457 | 291 |
| Passing Accuracy % | 76% | 74% | 79% | 81% | 77% | 82% | 82% | 70% | 83% | 72% | 79% | 66% | 79% | 77% | 81% | 75% | 83% | 82% | 84% | 66% | 81% | 85% | 77% | 85% | 84% | 89% | 76% | 78% | 72% | 79% | 78% | 72% | 82% | 67% |
| Possession | 41% | 37% | 50% | 42% | 52% | 59% | 62% | 44% | 51% | 47% | 54% | 42% | 57% | 44% | 48% | 52% | 60% | 51% | 61% | 46% | 47% | 66% | 43% | 48% | 57% | 59% | 56% | 63% | 46% | 49% | 57% | 37% | 60% | 41% |
| Result | W | W | W | W | L | T | W | T | L | W | W | W | L | W | L | T | T | L | T | W | L | L | W | W | T | W | L | L | T | L | L | L | W | L |