With only nine points separating second and seventh place, the race to finish in the Premier League's top four is finely poised heading into the final quarter of the season.
So we looked at the remaining fixtures for Tottenham Hotspur, Manchester City, Liverpool, Manchester United, Arsenal and Everton and using the Fixture Difficulty Rankings (FDR) tool from Fantasy Premier League, found out who had the hardest, and easiest, run-ins.
The FDR is based on an algorithm analysing the performance statistics for each team across home and away matches, combining this with form over the past six fixtures to create a perceived difficulty value.
The values are simplified into ratings from 1 to 5, with 5 being the highest difficulty of a match.
Despite playing at least one match more than their direct rivals, Liverpool's run-in presents them with a great chance of qualifying for the UEFA Champions League for the first time since finishing second in 2013/14.
This is because the FDR suggests that Jurgen Klopp's side boast the most favourable schedule of the top-four chasers, with an average FDR rating of 2.22.
Their meeting with Everton is the last time the Reds will face any of the top seven teams this season.
After Liverpool it is Tottenham Hotspur who boast the second-most promising run-in, with an average FDR rating of 2.50.
Of Spurs' 10 remaining fixtures, eight are against teams currently in the bottom half. But, despite appearing favourable on paper, this could work against them as sides fight to avoid relegation.
After an 18-match unbeaten run, Man Utd have to negotiate what is deemed by the FDR to be the toughest schedule should they wish to qualify for the UEFA Champions League through league position.
United are yet to play Everton, Chelsea, Man City, Arsenal and Spurs and are the only side in the top seven whose FDR rating for their remaining matches averages above 3.
|BUR (A)||3||ARS (A)||4||EVE (H)||3|
|SWA (A)||2||CHE (A)||5||BOU (H)||2|
|WAT (H)||2||HUL (H)||2||STK (A)||2|
|BOU (H)||2||SOU (A)||3||WBA (A)||2|
|CRY (A)||2||MUN (H)||4||CRY (H)||2|
|ARS (H)||4||MID (A)||2||WAT (A)||2|
|WHU (A)||2||CRY (H)||2||S0U (H)||3|
|MUN (H)||4||LEI (H)||2||WHU (A)||2|
|HUL (A)||2||WAT (A)||2||MID (H)||2|
|LEI (A)*||2||WBA (H)*||2|
*yet to be rescheduled
|WBA (H)||2||MCI (H)||4||LIV(A)||4|
|EVE (H)||3||WHU (H)||2||MUN (A)||4|
|SUN (A)||2||CRY (A)||2||LEI (H)||2|
|CHE (H)||5||MID (A)||2||BUR (H)||1|
|BUR (A)||3||LEI (H)||2||WHU (A)||2|
|MCI (A)||4||TOT (A)||5||CHE (H)||5|
|SWA (H)||2||MUN (H)||4||SWA (A)||2|
|ARS (A)||4||STK (A)||2||WAT (H)||2|
|TOT (H)||5||EVE (H)||3||ARS (A)||4|
|CRY (H)||2||SOU (A)*||3|
|SOU (A)*||3||SUN (H)*||1|
*yet to be rescheduled