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From Olympic gold to government approval?: Limited evidence of attribution error from the 2024 Paris games

Published online by Cambridge University Press:  19 June 2026

Hanako Ohmura*
Affiliation:
Graduate School of Government , Kyoto University: Kyoto Daigaku, Kyoto-shi, Japan
Masahiro Zenkyo
Affiliation:
School of Law and Politics, Kwansei Gakuin University: Kansei Gakuin Daigaku, Japan
Masaki Hata
Affiliation:
Faculty of Social Informatics, Osaka University of Economics: Osaka Keizai Daigaku, Japan
Tetsuya Matsubayashi
Affiliation:
Osaka School of International Public Policy, Osaka University: Osaka Daigaku, Japan
*
Corresponding author: Hanako Ohmura; Email: ohmura.hanako.8v@kyoto-u.ac.jp
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Abstract

The impact of politically irrelevant events on government responsibility attribution and political support has long intrigued political science scholars. This study examines whether non-political events cause attribution errors, focusing on the dramatic victories of Japanese athletes winning their first and second gold medals in judo, a key Olympic sport for Japan. Using data from 1,347 Japanese participants surveyed before and after these victories, we estimate the sharp average treatment effect and conduct extensive robustness checks, including unexpected events during survey design (UESD). Our findings indicate that these medal victories had no measurable effect on political support, suggesting that voters can differentiate between external sporting successes and political accountability. These results underscore the context-specific nature of how such events influence political attitudes.

Information

Type
Research Note
Creative Commons
Creative Common License - CCCreative Common License - BYCreative Common License - NCCreative Common License - ND
This is an Open Access article, distributed under the terms of the Creative Commons Attribution-NonCommercial-NoDerivatives licence (https://creativecommons.org/licenses/by-nc-nd/4.0/), which permits non-commercial re-use, distribution, and reproduction in any medium, provided that no alterations are made and the original article is properly cited. The written permission of Cambridge University Press or the rights holder(s) must be obtained prior to any commercial use and/or adaptation of the article.
Copyright
© The Author(s), 2026. Published by Cambridge University Press
Figure 0

Figure 1. Volleyball and judo attract more interest among Japanese respondents.

Figure 1

Figure 2. Declining cabinet approval and rising disapproval under the Kishida administration.Note: This figure shows cabinet approval and disapproval for the Fumio Kishida administration from its inception through the July 2024 Olympics, based on NHK polling. The blue line represents cabinet approval, the red line represents cabinet disapproval, and the labels report the corresponding percentages.

Figure 2

Figure 3. Survey timelines and cutoff points for two judo events during the 2024 Paris Olympics.Note: This figure presents the data collection timeline and cutoff points. n without parentheses represents the sample size collected during each period, while n in parentheses indicates the final sample sizes used for various analyses after excluding missing values for the relevant variables.

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Table 1. Even the first gold medal (Women’s Judo 48 kg) does not increase cabinet approval or the feeling thermometer toward the government

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Table 2. At most a negligible, specification-sensitive uptick near the cutoff: the second gold medal (Men’s Judo 66 kg)

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Figure 4. Across bin widths, the first gold medal satisfies cross-sectional equivalence at ± 0.2 SD, while time-bin equivalence emerges only with larger k and narrow bins, indicating a practically negligible effect on cabinet approval.Note: This figure displays a heatmap of equivalence-test results for cabinet approval in response to the first gold medal during the observation window. Columns indicate the width of the time bins (10, 20, 30, …, 120 minutes), and rows indicate the equivalence-margin multiplier k (0.2, 0.3, 0.5, and 1.0). For each specification, equivalence is assessed by comparing the 90% confidence interval (CI) of the treatment effect (treated minus control) with two symmetric equivalence bounds centred at zero: the time-bin bounds EBTB = [−ϵTB,+ϵTB] and the cross-sectional bounds EBCS = [−ϵCS,+ϵCS]. The time-bin margin is defined as ϵTB = k × SD(bin means), where SD(bin means) is computed across the mean outcomes of the time bins under a given bin width. The cross-sectional margin is defined as ϵCS = k × SDpooled, where SDpooled is the pooled standard deviation of cabinet approval across the treatment and control groups. The panel header reports the 90% CI for the treatment effect, which for this outcome is [−0.046,0.075]. Cell shading indicates whether the 90% CI lies entirely within both sets of bounds (‘Both’), only within the cross-sectional bounds (‘CS only’), or within neither. For interpretation, cabinet approval is scaled from 0 to 1, so an equivalence bound of 0.085 corresponds to an 8.5 percentage-point margin. All figures that show the full set of equivalence boundaries are available in the ReplicationCodes_JJPS2026.html file provided with the replication codes in JJPS Dataverse (https://x.gd/DOKvK).

Figure 6

Figure 5. For the second gold medal, cross-sectional equivalence is missed at k = 0.2 but holds from k = 0.3 upward, and time-bin equivalence appears mainly at k = 1.0 with narrow bins, implying at most a small effect on cabinet approval.Note: This figure presents the results of equivalence tests for cabinet approval in response to the second gold medal during the observation window. The panel header reports the 90% confidence interval for the treatment effect (treated minus control), which for this outcome is [0.001, 0.108]. Shading indicates whether the 90% CI falls within both equivalence bounds (‘Both’), only within the cross-sectional bound (‘CS only’), or within neither, where EBTB = [−ϵTB,+ϵTB] and EBCS = [−ϵCS,+ϵCS] are defined as in Figure 4. See also note in Figure 4.

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Table 3. Tests and robustness checks to assess and address violations of assumptions

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Figure 6. The specification curve shows the statistical insignificance of the cutoff (the first gold medal) in all covariate combinations.Note: This figure presents a specification curve analysis for the first gold medal, visualising the sensitivity of coefficient estimates to different model specifications. The x-axis represents the specification number, corresponding to various combinations of covariates included in the model. Each specification is a unique combination of covariates from the set listed in the lower panel of the figure, including variables such as ruling party support, income, education, female, age, and patriotism. The upper panel of the figure displays the coefficient estimates for the cutoff (first gold medal) across these different specifications. Each vertical line represents the 95% confidence interval for the coefficient estimate of the cutoff for a particular specification. The solid horizontal black line indicates the coefficient estimate, while the vertical bars extend to the limits of the confidence intervals. The red dashed line at 0 on the y-axis represents the null hypothesis where the coefficient is zero, meaning there is no effect. In the lower panel, the grey and white rectangles indicate which covariates are included in each specification. A grey bar indicates that the corresponding covariate is included in that specification, while a white bar indicates it is not included. The combination of these rectangles directly corresponds to the coefficient estimates and confidence intervals shown in the upper panel.

Figure 9

Figure 7. The specification curve shows the cutoff estimate for the second gold medal is small and sensitive to covariate combinations.Note: This figure presents a specification curve analysis for the second gold medal, visualising the sensitivity of coefficient estimates to different model specifications. See also note in Figure 6.

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Table 4. Rolling RDD estimates around the first gold medal: shifting the cutoff before and after the threshold does not alter the null results for cabinet approval and feeling thermometer

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Table 5. Rolling RDD estimates around the second gold medal: shifting the cutoff before and after the threshold does not alter the null results for cabinet approval and feeling thermometer

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Table 6. The t-test results show a statistically significant difference in information exposure between the treatment and control groups

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Table 7. The treatment has a statistically significant effect on awareness of the first gold medal result

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Table 8. The treatment has a statistically significant effect on awareness of the second gold medal result

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