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The Harris Poll® #6, January 30, 2004
Widespread Belief that Super Bowl Players Use Steroids
More than130 million Americans expect to watch the Super
Bowl on Sunday
Most Super Bowl viewers like the ads as well as the game
_____________________________________
by Humphrey Taylor
It is widely believed that many of the players in Sunday’s Super Bowl have
taken steroids or other performance-enhancing drugs. A new Harris Poll finds
that a third of public have no opinion; they are not sure whether or not any
Super Bowl players have used performance-enhancing drugs. Virtually everybody
else, 66% of all adults and 72% of those who expect to watch the Super Bowl
believes that at least some of the players have used these drugs.
The 66% of all adults who believe some players have used
performance-enhancing drugs includes 29% who think they have been taken by forty
percent or less of the players, while 25% believe that more than half of the
players have done so. The median response is 50%, which means that half of those
with an opinion one way or the other believes that 50% or more of Super Bowl
players have taken them, while half believes that 50% or less haven not taken
them.
These are some of the results of a survey of 3,778 adults surveyed online by
Harris Interactive between January 19 and 28, 2004.
How many people will watch the Super Bowl?
Almost two-thirds (65%) of all adults say they expect to watch this Sunday’s
Super Bowl. This includes not only most men (73%) but also a substantial
majority of women (57%).
And they love the ads!
There are surely occasions when many viewers dislike the TV commercials which
interrupt their viewing, but the Super Bowl is not one of them. Fully 92% of
those who expect to watch the Super Bowl say they like the ads and half (51%)
say they like them a lot. Only 6% don’t like them.
Humphrey Taylor is the chairman of The Harris Poll®,
Harris Interactive.
TABLE 1
EXPECT TO WATCH SUPER BOWL
"Do you expect to watch the Super Bowl on February 1st?"
Base: All Adults
| |
All Adults |
Gender |
|
Male |
Female |
| |
% |
% |
% |
|
Expect to watch |
65 |
73 |
57 |
|
Do not expect to watch |
35 |
27 |
43 |
TABLE 2
ATTITUDE TO SUPER BOWL TV COMMERCIALS
"How do you feel about the TV ads during the Super
Bowl?"
Base: Expect to watch Super Bowl (65% of all adults)
| |
Expect to Watch |
| |
% |
|
Like (Net) |
92 |
|
I like them a lot |
51 |
|
I like them some |
42 |
|
Do not like (Net) |
6 |
|
I don’t much like them |
4 |
|
I don’t like them at all |
2 |
|
Not sure |
2 |
Percentages may not add up exactly due to rounding.
TABLE 3
WHAT % OF SUPER BOWL PLAYERS YOU THINK HAS USED STEROIDS OR
OTHER PERFORMANCE-ENHANCING DRUGS?
"If you had to guess, what percentage of players in the
Super Bowl do you think take, or have taken, steroids or other
performance-enhancing drugs?"
| |
Total |
Expect to Watch Super Bowl |
|
Yes |
No |
| |
% |
% |
% |
|
0/None |
1 |
1 |
* |
|
1% - 20% |
16 |
19 |
10 |
|
21% - 40% |
13 |
15 |
10 |
|
41% - 50% |
12 |
14 |
9 |
|
51% - 70% |
8 |
9 |
8 |
|
71% - 99% |
16 |
15 |
16 |
|
100% |
1 |
1 |
2 |
|
Not sure |
33 |
27 |
44 |
|
Median Response** |
50% |
45% |
50% |
* Less than 0.5%
** Of those with an opinion.
Percentages may not add up exactly due to rounding.
Methodology
The Harris Poll® was conducted online within the United
States between January 19 and 28, 2004 among a nationwide cross section of 3,378
adults. Figures for age, sex, race, education and number of adults in the
household were weighted where necessary to bring them into line with their
actual proportions in the population. "Propensity score" weighting was
also used to adjust for respondents’ propensity to be online.
In theory, with probability samples of this size, one could say with 95
percent certainty that the results have a statistical precision of plus or minus
three percentage points of what they would be if the entire adult population had
been polled with complete accuracy. Unfortunately, there are several other
possible sources of error in all polls or surveys that are probably more serious
than theoretical calculations of sampling error. They include refusals to be
interviewed (non-response), question wording and question order, and weighting.
It is impossible to quantify the errors that may result from these factors. This
online sample is not a probability sample.
These statements conform to the principles of disclosure of the National
Council on Public Polls.
____________________________________________
W20447
Q1205, Q1210, Q1215
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