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NBA Schedule/Log

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2011–2012 DAYS REST DISTRIBUTION<br />

A<br />

typical <strong>NBA</strong> regular season lasts about 170 days and contains<br />

82 games. This season, however, the regular season will<br />

last only 124 days and contain 66 games. The average days<br />

rest for a team in a normal season is about 1.07. This season, it is<br />

0.89, which is a significant difference. This <strong>NBA</strong> season, a team<br />

will have only about 57 days off. The manner in which a team’s<br />

days off are dispersed among the game days is an important factor<br />

in determining the difficulty of a team’s schedule. For example, it<br />

is a distinct disadvantage if a team has a large number of games in<br />

which they play with no rest. The table below gives the days rest<br />

distribution of each of the 30 <strong>NBA</strong> teams for the 2011-12 <strong>NBA</strong><br />

regular season. The days rest are grouped into three categories; 0,<br />

1, 2, and 3+ days rest.<br />

# Occur of Days Rest 2011-12<br />

TEAm 0 1 2 3+<br />

ATL 19 41 2 4<br />

BOS 21 36 5 4<br />

CBC 23 33 6 4<br />

CHI 19 38 6 3<br />

CLE 22 34 6 4<br />

DAL 22 34 6 4<br />

DEN 18 41 4 3<br />

DET 22 33 8 3<br />

GSW 19 38 6 3<br />

HOU 23 32 7 4<br />

IND 23 34 4 5<br />

LAC 20 36 8 2<br />

LAL 19 38 6 3<br />

MEM 20 39 4 3<br />

MIA 20 37 6 3<br />

MIL 22 34 6 4<br />

MIN 20 37 6 3<br />

NJN 20 37 6 3<br />

NOR 18 41 4 3<br />

NYK 21 34 8 3<br />

OKC 20 37 6 3<br />

ORL 21 34 8 3<br />

PHI 20 37 6 3<br />

PHO 21 38 4 3<br />

POR 20 38 6 2<br />

SAC 17 42 5 2<br />

SAN 21 35 7 3<br />

TOR 20 39 3 4<br />

UTH 22 34 7 3<br />

WAS 20 36 8 2<br />

AVG 20.4 36.6 5.8 3.2<br />

From this table we see that the Bobcats, Rockets and Pacers each<br />

have 23 games this season in which they have no rest. This is tops<br />

in the league. At the other end we have the Sacramento Kings, who<br />

only have to play 17 games this season without rest.<br />

The number of times a team plays with no rest always has a<br />

narrower range than the distribution of each team’s opponent’s<br />

rest. The reason for this is that the number of times a team gets an<br />

unrested opponent is basically unrestricted whereas the number<br />

of times a team plays with no rest is somewhat limited by the fact<br />

that they must have about 57 days of rest over the season. So, the<br />

main difference between one team’s schedule and another’s lies<br />

not so much in their rest distribution but in the rest distribution<br />

of their opponents. The data for the 2011-12 season are shown in<br />

the table below.<br />

# of Occur of Opp Days Rest 2011-12<br />

ATL 25 37 2 2<br />

BOS 17 40 5 4<br />

CBC 28 29 7 2<br />

CHI 24 33 5 4<br />

CLE 12 45 6 3<br />

DAL 21 37 3 5<br />

DEN 20 38 5 3<br />

DET 21 32 8 5<br />

GST 20 36 5 5<br />

HOU 25 34 6 1<br />

IND 23 29 10 4<br />

LAC 23 32 9 2<br />

LAL 15 41 6 4<br />

MEM 20 39 5 2<br />

MIA 11 44 8 3<br />

MIL 24 35 4 3<br />

MIN 21 41 0 4<br />

NJN 18 37 7 4<br />

NOR 22 34 4 6<br />

NYK 23 35 6 2<br />

OKC 15 42 7 2<br />

ORL 23 32 9 2<br />

PHI 21 38 4 3<br />

PHO 17 40 8 1<br />

POR 20 37 5 4<br />

SAC 16 42 3 5<br />

SAS 23 36 5 2<br />

TOR 19 36 8 3<br />

UTH 23 33 8 2<br />

WAS 23 33 6 4<br />

AVG 20.4 36.6 5.8 3.2<br />

Here we find some gross inequities. The Miami Heat get only 11<br />

unrested opponents all season but the Bobcats get 28. This gives the<br />

Bobcats a significant scheduling advantage over the Miami Heat.<br />

A difference of this magnitude can be worth as many as 5-8 wins<br />

over the course of a season – especially if the team has the personnel<br />

to take advantage of the favorable scheduling. This difference<br />

in win total can be enough to turn a six seed into a three seed, and<br />

certainly can turn an <strong>NBA</strong> futures loser into an <strong>NBA</strong> futures winner.<br />

2011–2012 <strong>NBA</strong> <strong>Schedule</strong> <strong>Log</strong> | 11

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