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    <journal-meta>
      <journal-id journal-id-type="publisher">pes</journal-id><journal-id journal-id-type="ojs">pes</journal-id>
      <journal-title-group>
        <journal-title xml:lang="en">Physical Education and Sports: Studies and Research</journal-title>
      </journal-title-group>
      <issn pub-type="epub">2829-5846</issn>
      <publisher>
        <publisher-name>CV Rezki Media</publisher-name>
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      <article-id pub-id-type="doi">10.56003/pessr.v5i2.777</article-id><article-id pub-id-type="publisher-id">777</article-id>
      <article-categories><subj-group subj-group-type="heading" xml:lang="en"><subject>Original Research</subject></subj-group></article-categories>
      <title-group><article-title xml:lang="en">Association between ADHD symptom severity and motor activity in preschool children: A cross-sectional study</article-title></title-group>
      <contrib-group content-type="author">
        <contrib contrib-type="author">
          <contrib-id contrib-id-type="orcid" authenticated="false">https://orcid.org/0000-0001-9743-550X</contrib-id>
          <name-alternatives>
            <name name-style="western" specific-use="primary">
              <surname>Naufal</surname>
              <given-names>Adnan Faris</given-names>
            </name>
          </name-alternatives>
          <xref ref-type="aff" rid="aff-1"/>
          <email>afn778@ums.ac.id</email>
          <bio xml:lang="en"/>
        </contrib>
        <contrib contrib-type="author">
          <contrib-id contrib-id-type="orcid" authenticated="false">https://orcid.org/0009-0004-5224-0273</contrib-id>
          <name-alternatives>
            <name name-style="western" specific-use="primary">
              <surname>Davinci</surname>
              <given-names>Chevanya Diva Titania</given-names>
            </name>
          </name-alternatives>
          <xref ref-type="aff" rid="aff-1"/>
          <email>chevanyadivatd@gmail.com</email>
          <bio xml:lang="en"/>
        </contrib>
        <contrib contrib-type="author">
          <contrib-id contrib-id-type="orcid" authenticated="false">https://orcid.org/0009-0005-1717-0596</contrib-id>
          <name-alternatives>
            <name name-style="western" specific-use="primary">
              <surname>Fitri</surname>
              <given-names>Anida Azkia</given-names>
            </name>
          </name-alternatives>
          <xref ref-type="aff" rid="aff-1"/>
          <email>aafpt23@gmail.com</email>
          <bio xml:lang="en"/>
        </contrib>
      </contrib-group>
      <aff id="aff-1">
        <institution content-type="orgname">Department of Physiotherapy, Faculty of Health Science, Universitas Muhammadiyah Surakarta</institution>
      </aff>
      <pub-date date-type="collection"><year>2026</year></pub-date><pub-date date-type="pub" publication-format="epub" pub-type="epub"><day>24</day><month>08</month><year>2026</year></pub-date>
      <volume seq="5">5</volume><issue>2</issue><issue-id>38</issue-id><issue-title xml:lang="en">Physical Education and Sports: Studies and Research</issue-title><fpage>220</fpage>
      <lpage>232</lpage>
      <permissions>
        <copyright-statement>Copyright (c) 2026 Adnan Faris Naufal, Chevanya Diva Titania Davinci, Anida Azkia Fitri</copyright-statement>
        <copyright-year>2026</copyright-year>
        <copyright-holder>Adnan Faris Naufal, Chevanya Diva Titania Davinci, Anida Azkia Fitri</copyright-holder>
        <license xlink:href="https://creativecommons.org/licenses/by-sa/4.0">
          <license-p>
            <ext-link ext-link-type="uri" xlink:href="https://creativecommons.org/licenses/by-sa/4.0">This work is licensed under a Creative Commons Attribution-ShareAlike 4.0 International License.</ext-link>
          </license-p>
        </license>
      </permissions>
      
      <self-uri xlink:href="https://journal.rezkimedia.or.id/index.php/pes/article/view/777/275" content-type="application/pdf"/><self-uri xlink:href="https://journal.rezkimedia.or.id/index.php/pes/article/view/777"/><abstract>
        <title>Abstract</title>
        <sec>
          <title>Background</title>
          <p>Attention-deficit/hyperactivity disorder (ADHD) is a neurodevelopmental disorder characterized by inattention, hyperactivity, and impulsivity. Objective measurement of motor activity may complement parent-reported assessment of ADHD symptoms.</p>
        </sec>
        <sec>
          <title>Objectives</title>
          <p>This study aimed to examine the association between ADHD Rating Scale-5 scores and step counts, used as an objective indicator of motor activity, among children aged 4–6 years.</p>
        </sec>
        <sec>
          <title>Methods</title>
          <p>A cross-sectional observational study was conducted among 110 children aged 4–6 years selected through purposive sampling. ADHD symptoms were assessed using the parent-completed ADHD Rating Scale-5, while step counts were measured using a digital pedometer during a 15-minute school recess. Data normality was assessed using the Kolmogorov–Smirnov test. Pearson's product–moment correlation was used to examine the association between total ADHD Rating Scale-5 scores and step counts, whereas Spearman's rank correlation was used for the Inattention and Hyperactivity–Impulsivity domain scores.</p>
        </sec>
        <sec>
          <title>Results</title>
          <p>Total ADHD Rating Scale-5 scores showed a very strong positive correlation with step counts (r = .865, p &lt; .001). At the domain level, Inattention scores showed a strong positive correlation with step counts (ρ = .756, p &lt; .001), while Hyperactivity–Impulsivity scores showed a very strong positive correlation (ρ = .818, p &lt; .001).</p>
        </sec>
        <sec>
          <title>Conclusions</title>
          <p>Higher ADHD symptom scores were strongly associated with higher motor activity, as indicated by step counts, among preschool children. Step-count measurement may provide a simple objective measure that complements parent-reported assessment of ADHD symptoms; however, it should not be interpreted as a diagnostic measure for ADHD.</p>
        </sec>
      </abstract>
      
      <kwd-group xml:lang="en"><title>Keywords</title><kwd>ADHD Rating Scale-5</kwd><kwd>attention-deficit</kwd><kwd>hyperactivity disorder</kwd><kwd>pedometer</kwd><kwd>preschool children</kwd><kwd>step count</kwd></kwd-group><counts>
        <page-count count="13"/>
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  </front>
  <body>
    <!-- PESSR Stage 13B | chart-map-count=0 -->
    <sec id="sec-2">
      <title>Introduction</title>
      <p>Child development is a dynamic and multidimensional process involving physical, motor, cognitive, social, emotional, and behavioral domains. Preschool age, particularly between 4 and 6 years, represents an important developmental period during which children experience substantial changes in cognitive and motor abilities, behavioral regulation, and social functioning (<xref ref-type="bibr" rid="R19">Santrock et al., 2002</xref>). Appropriate stimulation and developmental monitoring during this period are therefore important for supporting children's developmental potential and identifying possible developmental difficulties.</p>
      <p>Early childhood development reflects the interaction between biological maturation and environmental influences. During this period, children undergo rapid changes in cognitive, motor, emotional, and behavioral functioning that require continuous stimulation and monitoring (<xref ref-type="bibr" rid="R13">Mingkala, 2021</xref>; <xref ref-type="bibr" rid="R20">Sarver et al., 2015</xref>). The development of attention regulation, impulse control, and behavioral adaptation is particularly important as children increasingly interact with structured social and learning environments. However, developmental trajectories vary among children, and some may exhibit symptoms associated with neurodevelopmental disorders, including attention-deficit/hyperactivity disorder (ADHD). ADHD is characterized by persistent patterns of inattention and/or hyperactivity–impulsivity that can interfere with functioning and development (<xref ref-type="bibr" rid="R11">Kurniawan et al., 2021</xref>; Rahmani, Kusumawicitra, &amp; Karyani, 2022). These symptoms may affect learning, social interaction, and behavioral regulation during the preschool years.</p>
      <p>ADHD symptoms can be assessed systematically using standardized instruments such as the ADHD Rating Scale-5, which was developed in accordance with the diagnostic criteria of the Diagnostic and Statistical Manual of Mental Disorders, Fifth Edition (DSM-5) (<xref ref-type="bibr" rid="R6">DuPaul et al., 2016</xref>). The instrument consists of 18 items representing two domains: Inattention and Hyperactivity–Impulsivity. Ratings can be completed by parents or teachers based on observations of children's behavior in everyday settings. The ADHD Rating Scale-5 has demonstrated good psychometric properties and provides quantitative scores reflecting the severity of ADHD-related symptoms, supporting its use in clinical and research settings involving children.</p>
      <p>ADHD symptoms are relatively common among children. Globally, the prevalence of ADHD among children aged 3–12 years has been estimated at 7.6% (<xref ref-type="bibr" rid="R18">Salari et al., 2023</xref>). In Indonesia, national epidemiological data remain limited, although local studies have reported indications of ADHD symptoms among preschool-aged children. For example, a study conducted in Gonilan Village reported that 21.9% of children aged 4–6 years exhibited ADHD symptoms (<xref ref-type="bibr" rid="R14">Naufal et al., 2023</xref>), while another study identified 15 children with indications of ADHD symptoms at Saymara Kartasura Kindergarten (<xref ref-type="bibr" rid="R22">Taqfani et al., 2023</xref>). Although these local findings should not be interpreted as estimates of national prevalence, they highlight the relevance of examining ADHD-related symptoms among preschool children in the local context.</p>
      <p>Hyperactivity–impulsivity is one of the core symptom domains of ADHD and may manifest behaviorally as restlessness, excessive movement, difficulty remaining seated, and difficulties with impulse control (Dekkers et al., 2020; <xref ref-type="bibr" rid="R6">DuPaul et al., 2016</xref>). Previous research has indicated that children with ADHD may demonstrate higher levels of objectively measured motor activity than typically developing children (<xref ref-type="bibr" rid="R12">Lin et al., 2013</xref>). Such motor activity represents an observable behavioral characteristic that may provide complementary information to symptom assessments based on parent or teacher reports. Nevertheless, motor activity itself should not be considered equivalent to pathological hyperactivity, particularly in young children for whom movement is a normal component of development and play.</p>
      <p>Objective activity-monitoring devices provide an opportunity to quantify children's movement in natural settings. Pedometers and accelerometers, for example, can provide quantitative indicators of physical movement and have been used to characterize activity patterns in children (Villalba-Heredia et al., 2023). Step count provides a simple measure of locomotor activity and may therefore offer an objective indicator that complements behavioral ratings of ADHD symptoms. However, evidence directly linking standardized ADHD symptom scores with objectively measured step counts remains limited, particularly among preschool-aged children. Evidence is even more limited in the Indonesian context, where studies integrating parent-reported ADHD symptom assessments with objective measures of motor activity are scarce.</p>
      <p>Children aged 4–6 years represent a particularly relevant population for examining this relationship because attention regulation, inhibitory control, and other executive functions continue to develop substantially during the preschool period (<xref ref-type="bibr" rid="R2">Best &amp; Miller, 2010</xref>; <xref ref-type="bibr" rid="R21">Tanoyo, 2013</xref>). Understanding whether variation in ADHD symptom scores is associated with objectively measured motor activity may provide additional insight into the behavioral characteristics accompanying ADHD-related symptoms during early childhood (Figure 1). Therefore, this study aimed to examine the association between ADHD symptom severity, as assessed using the ADHD Rating Scale-5, and motor activity, as represented by step counts measured during school recess, among children aged 4–6 years.</p>
      <fig id="fig1" position="float">
        <label>Figure 1</label>
        <caption>
          <title>Fronto-subcortical dysfunction and neurotransmitter imbalances cause impaired attention, impulse control, and hyperactivity in ADHD.</title>
        </caption>
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      </fig>
      <p>Based on these considerations, this study aimed to examine the association between ADHD symptom severity, as assessed using the ADHD Rating Scale-5, and motor activity, as represented by step counts, among children aged 4–6 years using a cross-sectional design. The findings are expected to provide further evidence on the relationship between parent-reported ADHD symptoms and objectively measured motor activity in preschool children and to inform future research on complementary approaches to developmental assessment and monitoring.</p>
    </sec>
    <sec id="sec-3">
      <title>Methods</title>
      <sec>
        <title>Study Design and Participants</title>
        <p>This study employed a quantitative cross-sectional analytical observational design to examine the association between ADHD Rating Scale-5 scores and step counts among children aged 4–6 years. Data were collected in November 2025 at four kindergartens in the Kartasura area: Kindergarten (TK) Aisyiyah 1 Gumpang, Kindergarten (TK) Aisyiyah Pucangan 1, Kindergarten (TK) Aisyiyah Gonilan, and Kindergarten (TK) Aisyiyah 1 Makamhaji. No intervention was administered, and all measurements were conducted during the study period under the predefined data collection procedures.</p>
        <p>The study population comprised 237 children aged 4–6 years enrolled in the four participating kindergartens, based on administrative records provided by each school. The minimum required sample size was determined using an a priori statistical power analysis in G*Power. For a two-tailed correlation analysis, the calculation assumed a medium effect size (r = .30), a significance level of α = .05, and statistical power of 80%. Based on these parameters, a minimum sample of approximately 84–85 participants was required. The final sample consisted of 110 children, exceeding the minimum sample size required by the power analysis.</p>
        <p>Participants were recruited using purposive sampling according to predefined eligibility criteria. During the data collection period, 110 children met the eligibility criteria, were present during data collection, and had obtained parental or guardian consent to participate. Only participants with the required questionnaire and step-count data were included in the final analysis. Participant selection was conducted based on criteria aligned with the objectives of the study (Table 1).</p>
        <table-wrap id="table1" position="float">
          <label>Table 1</label>
          <caption>
            <title>Inclusion and Exclusion Criteria</title>
          </caption>
          <table>
            <thead>
              <tr>
                <th>Inclusion Criteria</th>
                <th>Exclusion Criteria</th>
              </tr>
            </thead>
            <tbody>
              <tr>
                <td>Children in good physical health and able to move independently.</td>
                <td>Children who were absent during data collection or were ill at the time of measurement.</td>
              </tr>
              <tr>
                <td>Parents provided informed consent and were willing to complete the ADHD Rating Scale-5 questionnaire via Google Forms.</td>
                <td>Children who were unable to use the pedometer according to the procedure or removed the device during the measurement period.</td>
              </tr>
              <tr>
                <td/>
                <td>Children who did not move independently, resulting in recorded steps that did not reflect their actual activity.</td>
              </tr>
              <tr>
                <td/>
                <td>Parents who did not provide consent or were unwilling to complete the questionnaire.</td>
              </tr>
            </tbody>
          </table>
        </table-wrap>
      </sec>
      <sec>
        <title>Ethical approval statement</title>
        <p>The study protocol was reviewed by the Health Research Ethics Committee of the Faculty of Health Sciences, Universitas Muhammadiyah Surakarta, and was granted ethical exemption under Decree No. 1619/KEPK-FIK/X/2025. Prior to participation, informed consent was obtained from the parents or legal guardians of all participating children.</p>
      </sec>
      <sec>
        <title>Research Instruments</title>
        <p>Two primary variables were assessed: ADHD symptom severity, measured using the ADHD Rating Scale-5, and motor activity, represented by step counts. The ADHD Rating Scale-5 consists of 18 items based on DSM-5 criteria and comprises two domains: Inattention and Hyperactivity–Impulsivity. The questionnaire was administered to parents via Google Forms distributed through WhatsApp groups. Parents were instructed to rate their child's behavior in daily activities according to the instrument guidelines.</p>
        <p>The ADHD Rating Scale-5 has demonstrated high internal consistency, with Cronbach's alpha coefficients ranging from .89 to .96, as well as good test–retest reliability. Its construct validity has been supported by confirmatory factor analysis, and evidence of concurrent and predictive validity has also been reported (<xref ref-type="bibr" rid="R6">DuPaul et al., 2016</xref>).</p>
        <p>Motor activity was objectively assessed using step counts recorded with a commercially available unbranded three-dimensional (3-D) digital pedometer (49 × 36 × 20 mm). The same type of pedometer and placement procedure were used for all participants. Before each measurement, the device was checked for proper functioning by confirming that the display was operational and that steps were registered during a brief walking test. The step counter was then reset to zero and placed in the child's trouser pocket.</p>
        <p>Step counts were recorded for 15 minutes during the children's regular school recess. Participants were instructed to engage in their usual recess activities without any prescribed exercise or structured movement task. Step count was used solely as an objective indicator of motor activity and was not intended as a diagnostic measure of ADHD or as a criterion for classifying physical activity levels. Previous research has reported acceptable validity of pedometers for measuring step counts in preschool children (r = .59, p = .04), with good reliability across different placement positions (<xref ref-type="bibr" rid="R15">Oliver et al., 2007</xref>).</p>
      </sec>
      <sec>
        <title>Data Analysis</title>
        <p>Descriptive statistics were used to summarize participant characteristics and study variables, including age, sex, ADHD Rating Scale-5 scores, and step counts. Data were summarized using frequencies and percentages for categorical variables and appropriate measures of central tendency and dispersion for continuous variables.</p>
        <p>The association between ADHD Rating Scale-5 scores and step counts was examined using bivariate correlation analyses. Data normality was assessed using the Kolmogorov–Smirnov test. Pearson's product–moment correlation was used to examine the association between total ADHD Rating Scale-5 scores and step counts because both variables were normally distributed. Spearman's rank correlation was used to examine the associations between the Inattention and Hyperactivity–Impulsivity domain scores and step counts because the domain scores were not normally distributed.</p>
        <p>Statistical significance was set at p &lt; .05. The absolute magnitude of the correlation coefficients was interpreted as follows: .00–.19, very weak; .20–.39, weak; .40–.59, moderate; .60–.79, strong; and .80–1.00, very strong. Positive coefficients indicated that higher ADHD Rating Scale-5 scores were associated with higher step counts, whereas negative coefficients indicated that higher scores were associated with lower step counts.</p>
      </sec>
    </sec>
    <sec id="sec-8">
      <title>Results</title>
      <table-wrap id="table2" position="float">
        <label>Table 2</label>
        <caption>
          <title>Characteristics of the Study Participants</title>
        </caption>
        <table>
          <thead>
            <tr>
              <th>Characteristics</th>
              <th>n</th>
              <th>%</th>
              <th>Min</th>
              <th>Median</th>
              <th>Max</th>
              <th>Mean</th>
              <th>SD</th>
            </tr>
          </thead>
          <tbody>
            <tr>
              <td>Sex</td>
            </tr>
            <tr>
              <td>Male</td>
              <td>60</td>
              <td>54.5</td>
              <td>-</td>
              <td>-</td>
              <td>-</td>
              <td>-</td>
              <td>-</td>
            </tr>
            <tr>
              <td>Females</td>
              <td>50</td>
              <td>45.5</td>
              <td>-</td>
              <td>-</td>
              <td>-</td>
              <td>-</td>
              <td>-</td>
            </tr>
            <tr>
              <td>Aged</td>
            </tr>
            <tr>
              <td>4-Year-Old</td>
              <td>31</td>
              <td>28.2</td>
              <td>4</td>
              <td>5</td>
              <td>6</td>
              <td>5.06</td>
              <td>0.793</td>
            </tr>
            <tr>
              <td>5-Year-Old</td>
              <td>41</td>
              <td>37.3</td>
              <td/>
              <td/>
              <td/>
              <td/>
              <td/>
            </tr>
            <tr>
              <td>6-Year-Old</td>
              <td>38</td>
              <td>34.5</td>
              <td/>
              <td/>
              <td/>
              <td/>
              <td/>
            </tr>
          </tbody>
        </table>
      </table-wrap>
      <p>A total of 110 children aged 4–6 years were included in the analysis. Of these, 60 (54.5%) were male and 50 (45.5%) were female. The mean age was 5.06 years (SD = 0.79), with the largest proportion of participants aged 5 years (37.3%)</p>
      <table-wrap id="table3" position="float">
        <label>Table 3</label>
        <caption>
          <title>Descriptive Statistics for the Main Study Variables</title>
        </caption>
        <table>
          <thead>
            <tr>
              <th>Variable</th>
              <th>n</th>
              <th>Min</th>
              <th>Median</th>
              <th>Max</th>
              <th>Mean</th>
              <th>SD</th>
            </tr>
          </thead>
          <tbody>
            <tr>
              <td>Total ADHD Rating Scale-5 score</td>
              <td>110</td>
              <td>0</td>
              <td>11</td>
              <td>33</td>
              <td>12.42</td>
              <td>8.92</td>
            </tr>
            <tr>
              <td>Step Count</td>
              <td>110</td>
              <td>120</td>
              <td>315</td>
              <td>700</td>
              <td>325.54</td>
              <td>116.73</td>
            </tr>
          </tbody>
        </table>
      </table-wrap>
      <p>Based on Table 3, the ADHD Rating Scale-5 scores among the 110 respondents ranged from 0 to 33. The mean score was 12.42, with a median of 11. The standard deviation was 8.92, indicating variability in ADHD symptom scores among participants. The mean step count was 325.54 (SD = 116.73), with a median of 315 and values ranging from 120 to 700 steps, indicating substantial variability in step counts among participants.</p>
      <table-wrap id="table4" position="float">
        <label>Table 4</label>
        <caption>
          <title>Normality Test Results for Study Variables</title>
        </caption>
        <table>
          <thead>
            <tr>
              <th>Variable</th>
              <th>p-value</th>
              <th>Distribution</th>
            </tr>
          </thead>
          <tbody>
            <tr>
              <td>Total ADHD Rating Scale-5 score</td>
              <td>0.055</td>
              <td>Normally distributed</td>
            </tr>
            <tr>
              <td>Inattention domain score</td>
              <td>&lt; .001</td>
              <td>Not normally distributed</td>
            </tr>
            <tr>
              <td>Hyperactivity–Impulsivity domain score</td>
              <td>0.001</td>
              <td>Not normally distributed</td>
            </tr>
            <tr>
              <td>Step Count</td>
              <td>0.693</td>
              <td>Normally distributed</td>
            </tr>
          </tbody>
        </table>
      </table-wrap>
      <p>Note. Normality was assessed using the Kolmogorov–Smirnov test.</p>
      <p>The Kolmogorov-Smirnov test was used to assess the normality of the data at a significance level of 0.05 (Table 4). The ADHD Rating Scale-5 total score had a p-value of 0.055, while the step count variable had a p-value of 0.693; both values were greater than 0.05, indicating normal distributions. In contrast, the Inattention and Hyperactivity-Impulsivity scores were not normally distributed, with p-values of &lt; .001 and 0.001, respectively. Therefore, the Pearson product-moment correlation test was used to examine the relationship between the total ADHD Rating Scale-5 score and step count. In contrast, Spearman's rank correlation test was used for the domain-level analyses.</p>
      <table-wrap id="table5" position="float">
        <label>Table 5</label>
        <caption>
          <title>Correlations Between ADHD Rating Scale-5 Scores and Step Counts</title>
        </caption>
        <table>
          <thead>
            <tr>
              <th>Variable</th>
              <th>Correlation coefficient</th>
              <th>p-value</th>
            </tr>
          </thead>
          <tbody>
            <tr>
              <td>Total ADHD Rating Scale-5 score</td>
              <td>r = 0.865</td>
              <td>&lt; .001</td>
            </tr>
            <tr>
              <td>Inattention domain score</td>
              <td>ρ = 0.756</td>
              <td>&lt; .001</td>
            </tr>
            <tr>
              <td>Hyperactivity–Impulsivity domain score</td>
              <td>ρ = 0.818</td>
              <td>&lt; .001</td>
            </tr>
          </tbody>
        </table>
      </table-wrap>
      <p>Note. r = Pearson's correlation coefficient; ρ = Spearman's rank correlation coefficient. All correlations were calculated with step counts.</p>
      <p>Pearson's correlation analysis showed a very strong positive correlation between the total ADHD Rating Scale-5 score and step counts (r = .865, p &lt; .001; Table 5). At the domain level, Spearman's rank correlation analysis showed a strong positive correlation between the Inattention domain score and step counts (ρ = .756, p &lt; .001), whereas the Hyperactivity–Impulsivity domain score showed a very strong positive correlation with step counts (ρ = .818, p &lt; .001). All analyses included 110 participants.</p>
      <fig id="fig2" position="float">
        <label>Figure 2</label>
        <caption>
          <title>Relationship between total ADHD Rating Scale-5 scores and step counts among children aged 4–6 years, showing a very strong positive correlation (r = .865, p &lt; .001).</title>
        </caption>
        <graphic 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"/>
      </fig>
      <p>As illustrated in Figure 2, the scatterplot shows a clear positive linear pattern between total ADHD Rating Scale-5 scores and step counts. Children with higher ADHD symptom scores generally recorded higher numbers of steps during the 15-minute school recess. The relatively close distribution of observations around the fitted regression line is consistent with the very strong positive correlation observed between the two variables (r = .865, p &lt; .001). The coefficient of determination (R² = .748) further indicates that approximately 74.8% of the variation in step counts was statistically associated with variation in total ADHD Rating Scale-5 scores within this sample. These findings indicate a strong statistical association but should not be interpreted as evidence of a causal relationship.</p>
    </sec>
    <sec id="sec-9">
      <title>Discussion</title>
      <p>This study demonstrated a very strong positive association between total ADHD symptom scores and objectively measured step counts in preschool children. Domain-level analyses also showed significant positive associations between step counts and both Inattention and Hyperactivity–Impulsivity scores. The association was strong for Inattention (ρ = .756, p &lt; .001) and very strong for Hyperactivity–Impulsivity (ρ = .818, p &lt; .001), while the total ADHD Rating Scale-5 score showed a very strong positive association with step counts (r = .865, p &lt; .001). These findings indicate that higher ADHD symptom scores were associated with greater ambulatory activity during the measurement period. The numerically higher correlation coefficient for Hyperactivity–Impulsivity may reflect a closer relationship between step counts and the motor-behavioral characteristics represented by this symptom domain. However, because the correlations between the two domains were not formally compared, this difference should be interpreted cautiously.</p>
      <p>The association between Hyperactivity–Impulsivity and step counts is consistent with the behavioral characteristics represented by this domain, including excessive movement, restlessness, difficulty remaining seated, and frequent changes in activity or position (<xref ref-type="bibr" rid="R8">Feng et al., 2025</xref>). Such behavioral characteristics could contribute to a greater number of steps during periods of unrestricted activity. Previous studies have similarly reported elevated motor activity among children with ADHD symptoms. <xref ref-type="bibr" rid="R20">Sarver et al. (2015)</xref> described motor behaviors associated with hyperactive symptoms, including frequent movement and changes in position, while <xref ref-type="bibr" rid="R17">Reetzke et al. (2022)</xref> reported higher levels of motor activity among young children at risk for ADHD. <xref ref-type="bibr" rid="R9">Fitriyani et al. (2023)</xref> also described motor and behavioral characteristics among children with ADHD symptoms, whereas <xref ref-type="bibr" rid="R16">Rahmani et al. (2022)</xref> reported associations between manifestations of hyperactivity–impulsivity and difficulties in behavioral regulation. Collectively, these findings provide a plausible behavioral context for the positive association observed between Hyperactivity–Impulsivity scores and step counts in the present study.</p>
      <p>The significant association between Inattention scores and step counts is also noteworthy. Although inattention is not primarily characterized by excessive motor behavior, children with higher levels of inattentive symptoms may experience difficulties sustaining attention, maintaining engagement with tasks, and regulating their behavior during structured activities (<xref ref-type="bibr" rid="R1">Adamou et al., 2025</xref>). One possible explanation is that difficulties in sustained engagement may coincide with more frequent transitions between activities or locations, potentially contributing to greater ambulatory activity. Previous studies have also described relationships among ADHD symptoms, behavioral regulation, and activity patterns in children (<xref ref-type="bibr" rid="R9">Fitriyani et al., 2023</xref>; <xref ref-type="bibr" rid="R16">Rahmani et al., 2022</xref>). Nevertheless, step count should not be interpreted as a direct measure of inattention. The observed association may instead reflect the complex relationship between attention regulation and patterns of activity during early childhood. Accordingly, the present findings do not indicate that inattention causes greater step counts but rather that higher inattentive symptom scores were associated with greater ambulatory activity within the context examined.</p>
      <p>The present findings are broadly consistent with previous research using objective measures of physical activity. Villalba-Heredia et al. (2023), using accelerometry to assess physical activity among school-aged children with ADHD, reported differences in step counts and physical activity according to ADHD characteristics. Similarly, <xref ref-type="bibr" rid="R10">Kofler et al. (2025)</xref> reported associations between objectively measured activity and ADHD symptom ratings, including hyperactivity–impulsivity symptoms. <xref ref-type="bibr" rid="R4">Curzon et al. (2024)</xref>, studying children aged 4–7 years, also reported differences in daily step counts between children with and without ADHD and variation in activity associated with hyperactive symptoms. Taken together, these studies support the use of objective activity monitoring to characterize movement patterns associated with ADHD symptoms. However, because the present study identified significant associations for both ADHD symptom domains, step counts should not be interpreted as a specific indicator of Hyperactivity–Impulsivity.</p>
      <p>The findings also suggest that step counts may provide a simple objective measure that complements behavioral assessments in preschool children (<xref ref-type="bibr" rid="R7">Fang et al., 2020</xref>). Pedometers offer a relatively simple method for quantifying ambulatory activity without relying exclusively on subjective observation. In the context of ADHD symptom assessment, such measurements may provide additional information about children's movement patterns in natural settings. However, step counts represent only one dimension of motor activity and primarily capture locomotor or ambulatory movement (<xref ref-type="bibr" rid="R3">Blanco-Martínez et al., 2025</xref>). They do not capture other manifestations of motor behavior, such as fidgeting, upper-limb movements, postural changes without locomotion, or the qualitative characteristics of movement. Therefore, the associations observed in this study should be interpreted specifically as relationships between ADHD symptom scores and ambulatory activity rather than as evidence that step counts comprehensively measure hyperactivity.</p>
      <p>Overall, this study demonstrated that higher Inattention and Hyperactivity–Impulsivity scores were positively associated with greater step counts among preschool children, with a numerically higher correlation coefficient observed for the Hyperactivity–Impulsivity domain. These findings indicate that step counts may provide complementary information about ambulatory activity associated with ADHD symptom severity, particularly behaviors related to hyperactivity–impulsivity. Nevertheless, step counts should not be considered a diagnostic measure of ADHD or a stand-alone indicator of hyperactivity. Rather, objective measures of ambulatory activity may complement standardized behavioral assessments when characterizing activity patterns associated with ADHD symptoms.</p>
      <sec>
        <title>Limitations of the study</title>
        <p>Several limitations should be considered when interpreting these findings. First, the cross-sectional design precludes causal inference; therefore, the observed associations do not demonstrate that higher ADHD symptom severity causes greater motor activity. Second, ADHD symptoms were assessed through parental reports and may therefore have been influenced by subjective perceptions or reporting bias. Third, step counts were recorded during only a 15-minute school recess period and may not represent children's habitual motor activity across different times, settings, or days. Activity during recess may also be influenced by contextual factors, including the physical environment, peer interactions, opportunities for movement, and activities available during the measurement period (<xref ref-type="bibr" rid="R24">Xu et al., 2022</xref>). Fourth, the use of an unbranded digital pedometer may limit measurement precision and reproducibility, particularly because device-specific validity was not established in the present study. Fifth, potentially relevant child-level or contextual factors that could influence motor activity were not fully controlled. Finally, although the correlation coefficient was numerically higher for Hyperactivity–Impulsivity than for Inattention, no formal statistical test was conducted to determine whether these two correlation coefficients differed significantly. Future studies should consider longitudinal designs, repeated or longer monitoring periods, validated accelerometry-based measures, and adjustment for potential confounding factors to provide a more comprehensive understanding of the relationships between ADHD symptom domains and motor activity.</p>
      </sec>
    </sec>
    <sec id="sec-11">
      <title>Conclusions</title>
      <p>Higher ADHD symptom severity was significantly associated with greater motor activity, as represented by step counts, among preschool children aged 4–6 years. Significant positive associations were observed for both the Inattention and Hyperactivity–Impulsivity domains, with a numerically stronger correlation observed for Hyperactivity–Impulsivity. These findings indicate that objectively measured step counts may provide complementary information about ambulatory activity associated with ADHD symptoms in preschool children. However, step counts reflect only one aspect of motor activity and should not be interpreted as a diagnostic measure of ADHD or a stand-alone indicator of hyperactivity.</p>
      <p>Future studies should employ longer or repeated monitoring periods across different daily settings to better characterize children's habitual motor activity. The use of validated objective measures, such as accelerometers, together with behavioral assessments and direct observation, may provide a more comprehensive assessment of activity patterns. Future research should also consider potential contributing or confounding factors, including sleep patterns, habitual physical activity, play environments, and family or contextual characteristics.</p>
    </sec>
    <sec id="sec-12">
      <title>Acknowledgments</title>
      <p>The authors would like to thank Universitas Muhammadiyah Surakarta, the Faculty of Health Sciences, and the Physiotherapy Study Program for their institutional support and for facilitating the conduct of this study. The authors also sincerely appreciate the administrators and teachers of the participating schools for their assistance during data collection, as well as the parents and children who participated in the study. The authors extend their appreciation to all individuals who contributed to the successful completion of this research.</p>
      <sec>
        <title>AI DISCLOSURE STATEMENT</title>
        <p>During the preparation of this manuscript, the authors used Grammarly to improve language clarity, readability, grammar, and overall linguistic quality. These tools were used solely for language refinement and did not contribute to the study design, data collection, data analysis, interpretation of the results, or formulation of the scientific conclusions. All AI-assisted revisions were carefully reviewed, edited, and verified by the authors. The authors take full responsibility for the accuracy, originality, integrity, and final content of the manuscript.</p>
      </sec>
    </sec>
    <sec id="sec-14">
      <title>Data availability</title>
      <p>The data supporting the findings of this study are available from the corresponding author upon reasonable request. The data are not publicly available due to participant privacy and confidentiality considerations.</p>
    </sec>
    <sec id="sec-15">
      <title>Funding</title>
      <p>This research does not receive external funding.</p>
    </sec>
    <sec id="sec-16">
      <title>Conflict of interest</title>
      <p>The authors declare no conflict of interest.</p>
      <sec>
        <title>PUBLISHER’S NOTE</title>
        <p>All claims expressed in this article are solely those of the authors and do not necessarily represent those of their affiliated organizations, or those of the publisher, the editors, and the reviewers. Any product that may be evaluated in this article, or a claim its manufacturer may make, is not guaranteed or endorsed by the publisher.</p>
      </sec>
    </sec>
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