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. 2022 Jun 19;78(10):3116–3140. doi: 10.1111/jan.15327

TABLE 3.

Quantitative results

Strategy Study Comparators Results
Numerical formats
Percentages Powers et al. (2011) Risk factor education
  • Agreed information presented more clearly than risk factor education only (57% vs. 29% p = 0.008*1).
  • More helpful in making decisions (47% vs. 31% p = 0.1*1).
  • Less decisional conflict over risk reduction methods (p = 0.003)*2.
  • No differences in health behaviours, blood pressure, medication adherence or smoking.
  • Perceived risk declined at 3 months (p = 0.053)*1.

*1 conditional logistic regression (Fisher exact test when data sparse)

*2 t test

Risk ratios Fair et al. (2008) Percentages
  • Increased risk perceptions (p < 0.001)*1.
  • Increased intentions to make lifestyle changes (p = 0.047)*2.
  • Increased levels of worry (p = 0.0004)*2 and disturbance (p = 0.001)*2.

*1 logistic regression

*2 ANOVA

Heart age Bonner et al. (2015) Percentages
  • Viewed results as less credible (p < 0.001*) and had less of a positive emotional response (p < 0.001*).
  • No difference in intentions to change lifestyle (reduce smoking p = 0.67, improve diet p = 0.47, improve physical activity p = 0.72, improve diet p = 0.72 or see a GP for further assessment p = 0.35).
  • At 2 weeks, 32% of participants could recall heart age versus 16% for risk percentage.
  • Heart age recall decreased at 2 weeks (32%) compared with immediately postintervention (65%).
  • Participants with a younger heart age are more likely to recall risk (80% heart age vs. 63% percentage p = 0.009*) than those with an older heart age (both 61%; p > 0.999*).
  • No difference in format and risk perceptions (p = 0.071*).

*Mann‐Whitney test

Lopez‐Gonzalez et al. (2015) Percentages and control (no risk score)
  • Reduction in smoking (1.8% heart age vs. 0.4% percentage) and weight (−0.8 kg heart age vs. −0.2 kg percentages) at 12 weeks.

  • At 12 months Framingham risk scores increased in the control group (+0.24%) and decreased in the risk percentage group (−0.2%) and the heart age group (−0.4%).

Damman et al. (2018) Percentages and risk ratios
  • Heart age increased intentions to be more physically active (F = 6.29; p = 0.13*) and to visit a GP for further screening (F = 5.23; p = 0.023*).
  • Improved recall of verbal labels (F = 7.1; p = 0.008*).

*ANOVA

Graphical displays
Icon arrays Ruiz et al. (2013) Percentages
  • Risk recall lower in the icon array group (p < 0.001*1).

  • No difference in long‐term risk recall (p = 0.10*1).

  • No difference in risk understanding (p = 0.31*1).

  • No differences in perceptions of seriousness (p = 0.85*2), intention to change lifestyle (p = 0.15*2), intentions to follow medical treatment (p = 0.65*2) or overall satisfaction (p = 0.09*2)

  • No differences in clarity (p = 0.13*2) or helpfulness of information (p = 0.43*2)

    *1 Chi‐squared test.

    *2 ANOVA

Zikmund‐Fisher et al.  (2014) Comparison of icons
  • Risk recall highest in restroom icons and photographs (both 81%).

  • Risk recall lowest in blocks and faces (both 71%).

Witteman et al. (2014) Random sequencing
  • Animated randomness associated with better alignment between risk estimates and risk perceptions (F1,3576 = 6.12, p = 0.01*) but reduced lifestyle intention scores (F1,3572 = 11.1, p = 0.01*).
  • Improved risk recall in low‐risk participants (F1,3544 = 7.06, p = 0.01*).

*ANOVA

Icon arrays and bar graphs French et al. (2004) Numbers
  • Participants who received bar graph or icon array had lower levels of worry (F1,313–8.74; p < 0.01*) but were not more reassured.

*ANOVA

Adarkwah et al. (2019) N/A each other
  • No difference in recall of interventions agreed upon with general practitioners at 3 months between the icon array group (1.04 ± 0.44) and the bar graph group (1.05 ± 0.39).
  • Risk perception highest in bar graph group at 3 months (p = 0.032)*.
  • Between baseline and 3 months, risk perceptions decreased in the bar graph group (p = 0.02)*. There was no change in the icon array group.

*Student’s t test

Navar et al. (2018) N/A each other
  • 22% of participants shown icon array reported a 10‐year risk of 15% to be high compared with 36% shown no icon and 35% shown a bar graph (p < 0.001)*.
  • 5%–6% more participants were willing to take preventive treatment when shown bar graph compared with icon array

*Two‐tailed test

Avatars Witteman et al. (2014) Icons and frequencies
  • Improved risk perceptions overall (F1,13,576 = 4.61, p = 0.03).
  • Improved alignment between risk estimates and intentions to see a doctor (F1,356 = 6.38, p = 0.01)

*nested factorial ANOVA

Ruiz et al. (2016) Voice and text
  • Improved intentions to change lifestyle (p = 0.3).
  • No differences in risk recall or understanding (χ2 = 1.1. p = 0.57*).

*ANOVA

Qualitative information Damman et al. (2018) Infographics
  • More correct answers for the recall of risk causes when the text was used.

Infographics Damman et al. (2018) Qualitative information
  • Infographics negatively influenced recall of risk causes (F = 7.73; p = 0.006*).

  • Information evaluated more negatively with infographics (F = 8.83; p = 0.003*).

  • Infographics negatively influenced subjective risk comprehension (F = 10.14; p = 0.002*).

  • 67% of participants with adequate health literacy considered infographic information useable versus 54% with inadequate health literacy. Figures rose to 73% and 76% respectively when no graphics were used.

    *ANOVA

Timeframes
Lifetime risk Fair et al. (2008) 10 year risk
  • Lifetime risk led to higher incidences of worry (p = 0.23)*, disturbance (p = 0.17)* and less reassurance (p = 0.16)*.

*ANOVA

5, 10, 15 & 20 year risk Frileux et al. (2004) N/A each other
  • Shorter timeframes led to higher intentions to adopt preventive behaviours (F3,414 = 229.33: p < 0.00001).

*ANOVA with repeated measures

Genetic Risk Scores Domenech et al. (2016) No risk score
  • 18 (58.1%) participants in the genetic risk score group had hypertension control compared with 14 (38.9%) in the control group (p = 0.008)* at 16 weeks

*Pearson chi‐square test

Knowles et al. (2017) Framingham risk score
  • No difference in low‐density lipoprotein cholesterol at 3 months (p = 0.59)* or at 6 months (p = 0.75)*.
  • The genetic risk score group reported moderate weight loss in high‐risk participants (−2.3 kg ± 3 vs. 0.0 kg ± 3, p = 0.002*).

*Hodges‐Lehmann statistic

Cardiovascular imaging
Coronary artery calcium scores Johnson et al. (2015) No comparison
  • 68% of participants could accurately identify their risk score based on their coronary artery calcium score.
  • 24% of high‐risk participants identified that they were in the high‐risk group.
  • There were improvements in health‐promoting behaviour (p < 0.001*).

*ANOVA

Orakzai et al. (2008) No comparison
  • Initiating aspirin therapy, increasing exercise and modifying diet increased with increasing coronary artery calcium scores (all p < 0.001* for trends).
  • 56% high‐risk participants modified their diet and 67% increased exercise.

*t test and Mann‐Whitney rank‐sum test

Kalia et al. (2006) No comparison
  • Statin compliance at 3 (±2) years was highest in the group with the highest coronary artery calcium scores (91%) and lowest in the low‐risk group (44%).

  • Dietary modifications increased from 41% to 64%.

  • 71% stopped smoking.

  • 65% increased exercise.

Carotid ultrasounds Näslund et al. (2019) Percentages
  • Largest decrease in Framingham risk scores in the carotid visualization group (−0∙58 [95% CI –0∙86 to −0∙30] vs. 0∙35 [0∙08–0∙63]).

  • Larger reduction in low‐density lipoprotein cholesterol in the carotid visualization group (0.3 mmol/L vs. 0.12 mmol/L).

  • Larger decrease in smoking in carotid visualization group (1.25% vs. 1.01%).

Korcarz et al. (2008) No comparison
  • Higher levels of plaque led to increased intentions to take cholesterol‐lowering medication (p = 0.02*) and an increased likelihood of having heart disease (p = 0.004*) and developing heart disease (p < 0.001*).
  • Normal scans also lead to increased motivation to exercise (p = 0.003*).

*multiple linear regression model