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<art>
	<ui>1479-5868-9-103</ui>
	<ji>1479-5868</ji>
	<fm>
		<dochead>Review</dochead>
		<bibl>
			<title>
				<p>A systematic review of reliability and objective criterion-related validity of physical activity questionnaires</p>
			</title>
			<aug>
				<au id="A1"><snm>Helmerhorst</snm><fnm>Hendrik JF</fnm><insr iid="I1"/><insr iid="I2"/><email>hendrik_j_f@yahoo.com</email></au>
				<au id="A2"><snm>Brage</snm><fnm>S&#248;ren</fnm><insr iid="I1"/><email>soren.brage@mrc-epid.cam.ac.uk</email></au>
				<au id="A3"><snm>Warren</snm><fnm>Janet</fnm><insr iid="I3"/><insr iid="I4"/><email>janetwarren73@yahoo.co.uk</email></au>
				<au id="A4"><snm>Besson</snm><fnm>Herve</fnm><insr iid="I1"/><email>bessonherve@googlemail.com</email></au>
				<au id="A5" ca="yes"><snm>Ekelund</snm><fnm>Ulf</fnm><insr iid="I1"/><insr iid="I5"/><email>ulf.ekelund@nih.no</email></au>
			</aug>
			<insg>
				<ins id="I1"><p>Medical Research Council Epidemiology Unit, Cambridge, UK</p></ins>
				<ins id="I2"><p>Academic Medical Center, University of Amsterdam, Amsterdam, The Netherlands</p></ins>
				<ins id="I3"><p>Medical Research Council Human Nutrition Resource centre, Cambridge, UK</p></ins>
				<ins id="I4"><p>Danone Baby Nutrition (Nutricia Ltd), Trowbridge, UK</p></ins>
				<ins id="I5"><p>Department of Sports Medicine, Norwegian School of Sport Sciences, Oslo, Norway</p></ins>
			</insg>
			<source>International Journal of Behavioral Nutrition and Physical Activity</source>
			<issn>1479-5868</issn>
			<pubdate>2012</pubdate>
			<volume>9</volume>
			<issue>1</issue>
			<fpage>103</fpage>
			<url>http://www.ijbnpa.org/content/9/1/103</url>
			<xrefbib><pubidlist><pubid idtype="doi">10.1186/1479-5868-9-103</pubid><pubid idtype="pmpid">22938557</pubid></pubidlist></xrefbib>
		</bibl>
		<history><rec><date><day>19</day><month>2</month><year>2012</year></date></rec><acc><date><day>15</day><month>8</month><year>2012</year></date></acc><pub><date><day>31</day><month>8</month><year>2012</year></date></pub></history>
		<cpyrt><year>2012</year><collab>Helmerhorst et al.; licensee BioMed Central Ltd.</collab><note>This is an Open Access article distributed under the terms of the Creative Commons Attribution License (<url>http://creativecommons.org/licenses/by/2.0</url>), which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.</note></cpyrt>
		<kwdg>
			<kwd>Systematic review</kwd>
			<kwd>Physical activity</kwd>
			<kwd>Self-report</kwd>
			<kwd>Accelerometry</kwd>
			<kwd>Validity</kwd>
			<kwd>Reliability</kwd>
		</kwdg>
		<abs>
			<sec>
				<st>
					<p>Abstract</p>
				</st><p>Physical inactivity is one of the four leading risk factors for global mortality. Accurate measurement of physical activity (PA) and in particular by physical activity questionnaires (PAQs) remains a challenge. The aim of this paper is to provide an updated systematic review of the reliability and validity characteristics of existing and more recently developed PAQs and to quantitatively compare the performance between existing and newly developed PAQs.</p><p>A literature search of electronic databases was performed for studies assessing reliability and validity data of PAQs using an objective criterion measurement of PA between January 1997 and December 2011. Articles meeting the inclusion criteria were screened and data were extracted to provide a systematic overview of measurement properties. Due to differences in reported outcomes and criterion methods a quantitative meta-analysis was not possible.</p><p>In total, 31 studies testing 34 newly developed PAQs, and 65 studies examining 96 existing PAQs were included. Very few PAQs showed good results on both reliability and validity. Median reliability correlation coefficients were 0.62&#8211;0.71 for existing, and 0.74&#8211;0.76 for new PAQs. Median validity coefficients ranged from 0.30&#8211;0.39 for existing, and from 0.25&#8211;0.41 for new PAQs.</p><p>Although the majority of PAQs appear to have acceptable reliability, the validity is moderate at best. Newly developed PAQs do not appear to perform substantially better than existing PAQs in terms of reliability and validity. Future PAQ studies should include measures of absolute validity and the error structure of the instrument.</p>
			</sec>
		</abs>
	</fm>
	<bdy>
		<sec>
			<st>
				<p>Background</p>
			</st><p>Physical inactivity is considered to be one of the four leading risk factors for global mortality <abbrgrp>
					<abbr bid="B1">1</abbr>
				</abbrgrp>. The measurement of physical activity is a challenging and complex procedure. Valid and reliable measures of physical activity (PA) are required to: document the frequency, duration and distribution of PA in defined populations; evaluate the prevalence of individuals meeting health recommendations; examine the effect of various intensities of physical activity on specific health parameters; make cross-cultural comparisons and evaluate the effects of interventions <abbrgrp>
					<abbr bid="B2">2</abbr>
				</abbrgrp>.</p><p>Physical activity questionnaires (PAQs) are often the most feasible method when assessing PA in large-scale studies, likely because of their low cost and convenience but these instruments have limitations and should be selected and used judiciously. PAQs are prone to measurement error and bias due to misreporting, either deliberate (social desirability bias) or because of cognitive limitations related to recall or comprehension <abbrgrp>
					<abbr bid="B3">3</abbr>
					<abbr bid="B4">4</abbr>
				</abbrgrp>. Cognitive immaturity or degeneration can make self-report of physical activity particularly difficult in the young and elderly <abbrgrp>
					<abbr bid="B5">5</abbr>
					<abbr bid="B6">6</abbr>
				</abbrgrp>. Despite more frequent use of objective assessment methods to measure physical activity, PAQs still provide a practical method for PA assessment in surveillance systems, for risk stratification and when examining etiology of disease in large observational studies. Most PAQs are designed to be able to measure multiple dimensions of PA by reporting type, location, domain and context of the activity, provide estimates of time spent in activities of various levels of intensity, and may be able to rank individuals according to intensity levels of reported activity <abbrgrp>
					<abbr bid="B7">7</abbr>
					<abbr bid="B8">8</abbr>
				</abbrgrp>. However, results from studies aimed at evaluating the validity of PAQs assessed in one population cannot be systematically extrapolated to other populations, ethnic groups, or other geographical regions. Consequently, a great variety of PAQs have been developed and tested for reliability and validity in recent years.</p><p>A comprehensive review of PAQs for use in adults was published in 1997 <abbrgrp>
					<abbr bid="B9">9</abbr>
				</abbrgrp>. Since then, reviews summarizing the validity and reliability of PAQs have been carried out in children <abbrgrp>
					<abbr bid="B10">10</abbr>
					<abbr bid="B11">11</abbr>
					<abbr bid="B12">12</abbr>
				</abbrgrp> and preschoolers <abbrgrp>
					<abbr bid="B13">13</abbr>
				</abbrgrp>. Recently, specific reviews were published assessing the quality of PAQs available for children <abbrgrp>
					<abbr bid="B11">11</abbr>
				</abbrgrp>, adults <abbrgrp>
					<abbr bid="B14">14</abbr>
				</abbrgrp> and the elderly <abbrgrp>
					<abbr bid="B15">15</abbr>
				</abbrgrp>. The aim of the present study was to systematically review the literature on reliability of PAQs as well as their validity evaluated against objective criterion methods, for use in all age groups, published between January 1997 and December 2011 to quantitatively compare the performance between existing and newly developed PAQs.</p>
		</sec>
		<sec>
			<st>
				<p>Methods</p>
			</st>
			<sec>
				<st>
					<p>Inclusion criteria</p>
				</st><p>Studies meeting all of the following inclusion criteria were included: (i) published in the English language between January 1997 and December 2011; (ii) self- or interviewer-administered PAQs or parental proxy reports reporting both reliability and validity results; (iii) PAQs reporting validity results only, when the reliability data has been published previously; (iv) PAQs developed for a healthy general population and for observational surveillance studies; (v) PAQs tested in its original form or in an adapted version if results were reported for validity and reliability or validity only, when reliability results were published before; (vi) validity tested against an objective criterion measure of PA (i.e. accelerometry, heart rate, combined heart rate and accelerometry, doubly labeled water (DLW)); (vii) results on validity obtained by pedometer where the questionnaire was specifically developed to assess walking only.</p>
			</sec>
			<sec>
				<st>
					<p>Exclusion criteria</p>
				</st><p>We excluded studies that reported: (i) reliability and validity results in groups with specific clinical or medical conditions (except pregnancy); (ii) results from PAQs that were designed for specific intervention studies; (iii) results where the validity of the PAQ was tested against another self-report method (i.e. diaries, logs); (iv); results on validity using pedometers (except if walking only was tested) and indirect measures of physical activity (e.g. VO<sub>2max</sub> and body composition); (v) results on essential adaptations of original PAQs, without any published results on both reliability and validity.</p>
			</sec>
			<sec>
				<st>
					<p>Literature search</p>
				</st><p>The PubMed, Medline and Web of Science databases were systematically searched using the following lists and terms:</p><p indent="1">List A: (physical activity AND health survey OR population survey OR question*)</p><p indent="1">List B: List B: measure* (i.e. measures, measurement), assess* (i.e. assessment, assessed), self-report, exercise, valid* (i.e. valid, validation, validity), reliab* (i.e. reliable, reliability), reproducible, accelerometer, heart rate, doubly labelled water, doubly labeled water. The search included titles, abstracts, key words and full texts.</p>
				<p>Key search terms in List A were combined with each of the terms in List B.</p><p>The literature search was undertaken in two stages. The original literature search (1997&#8211;2008) was undertaken by two of the authors (JW, HB) independently and search results were compared and verified. The literature search was then updated to include studies up to December 2011 using exactly the same search criteria (HH). A second search strategy included screening references lists of publications that matched the inclusion criteria and any other publications of which the authors were aware but did not show up during the original literature search. Figure <figr fid="F1">1</figr> displays an overview of the literature search.</p>
				<fig id="F1"><title><p>Figure 1 </p></title><caption><p>Overview of the literature search</p></caption><text>
   <p>
      <b>Overview of the literature search.</b>
   </p>
</text><graphic file="1479-5868-9-103-1"/></fig>
			</sec>
			<sec>
				<st>
					<p>Data collection and extraction</p>
				</st><p>Data were extracted using a standardized pro-forma which included sample characteristics, questionnaire details, methods of validity and reliability testing, test results and authors&#8217; conclusions. We retrieved full text of articles of all abstracts that met our inclusion criteria. Any queries about the inclusion of papers were resolved by one of the authors (UE).</p>
			</sec>
			<sec>
				<st>
					<p>Reliability</p>
				</st><p>Reliability in all studies was tested through a test-retest procedure to measure consistency of the PAQs. Reliability results from included studies were reported as: intraclass correlation coefficients (ICC); Pearson and Spearman correlation coefficients; and agreement measures using Cohen&#8217;s weighted kappa (&#954;) and mean differences. Reliability was considered poor, moderate (acceptable), or strong when correlation coefficients or kappa statistics were &lt;0.4, 0.4&#8211;0.8 or &gt;0.8, respectively <abbrgrp>
						<abbr bid="B16">16</abbr>
					</abbrgrp>. Similarly, an ICC&#8201;&gt;&#8201;0.70 or &gt;0.90 was considered as acceptable and strong, respectively, in those studies reporting this measure <abbrgrp>
						<abbr bid="B17">17</abbr>
					</abbrgrp>.</p><p>Medians of reliability correlation coefficients across studies were calculated and included in the tables when possible.</p>
			</sec>
			<sec>
				<st>
					<p>Validity</p>
				</st><p>Correlation coefficients were the most commonly used measures of validity, although the Bland-Altman technique <abbrgrp>
						<abbr bid="B18">18</abbr>
					</abbrgrp> which determines absolute agreement between two measures expressed in the same units, was also frequently used. The Bland-Altman method estimates the mean bias and the 95&#8201;% limits of agreement (&#177; 2SD of the difference) and is usually plotted as the difference between the methods against the mean of the methods for visual inspection of the error pattern throughout the measurement range; the dependence of error with the underlying level can be summarised in the error correlation coefficient but this was only seldom reported.</p><p>Medians of included validity correlation coefficients were calculated and included in the tables when possible. When calculating the medians, we excluded those studies reporting correlation coefficients for the associations of self-reported sedentary time. The medians for sedentary time are reported separately and associations of sedentary time with measures of total physical activity (i.e. total energy expenditure [TEE], physical activity level [PAL] and total activity from accelerometry [mean counts]) from the criterion method were excluded in these analyses as these measures are expected to be inversely related.</p>
			</sec>
			<sec>
				<st>
					<p>Classification</p>
				</st><p>Questionnaires were classified as new or existing (i.e. previously published test results) PAQ. Existing questionnaires were subdivided into those which reported new reliability and validity results, and those which reported new results on validity only but had previously reported results on reliability. Questionnaires were classified as new, when the concerning study was the first to publish reliability and objective validity data on the PAQ. Hereafter, studies were further stratified for age group of the sample. Study populations with a mean age lower than 18&#8201;years were categorised as youth, 18 &#8211; 65&#8201;years were classified as adults, and elderly above 65&#8201;years.</p>
			</sec>
			<sec>
				<st>
					<p>PAQs included</p>
				</st><p>PAQ abbreviations are listed in Table <tblr tid="T1">1</tblr>, with their respective timeframe. The details of these studies are shown in Tables&#8201;<tblr tid="T2">2</tblr> (new PAQs) and 5 (existing PAQs). A range of tests were used to assess reliability and validity with some studies reporting results for a total questionnaire summary score, and others assessing reliability and validity for various aspects, intensities, or domains of the questionnaire and/or by subgroups within the test population. The total score or index for the PAQ was reported, if available. In the absence of a total score, correlation coefficients by intensity category or group are reported. Where multiple results were reported, a decision was made about the data that constituted the main results based on the stated objectives for the study or questionnaire. Several studies compared results to another questionnaire concurrently but if this was a secondary aim of the specific study, the results were not included.</p>
				<table id="T1">
					<title>
						<p>Table 1</p>
					</title>
					<caption>
						<p>
							<b>List of questionnaire abbreviations and the corresponding definitions</b>
						</p>
					</caption>
					<tgroup align="left" cols="3">
						<colspec align="left" colname="c1" colnum="1" colwidth="1*"/>
						<colspec align="left" colname="c2" colnum="2" colwidth="1*"/>
						<colspec align="left" colname="c3" colnum="3" colwidth="1*"/>
						<thead valign="top">
							<row rowsep="1">
								<entry colname="c1">
									<p>
										<b>Acronym</b>
									</p>
								</entry>
								<entry colname="c2">
									<p>
										<b>Definition</b>
									</p>
								</entry>
								<entry colname="c3">
									<p>
										<b>Timeframe</b>
									</p>
								</entry>
							</row>
						</thead>
						<tfoot>
							<p>Frequently used acronyms also included at the bottom of the table.</p>
						</tfoot>
						<tbody valign="top">
							<row>
								<entry colname="c1">
									<p>1WPAR</p>
								</entry>
								<entry colname="c2">
									<p>One-week Physical Activity Recall</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>7DPAR</p>
								</entry>
								<entry colname="c2">
									<p>7-Day Physical Activity Recall</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>7DR</p>
								</entry>
								<entry colname="c2">
									<p>7-Day Recall</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>7DR-O</p>
								</entry>
								<entry colname="c2">
									<p>7-Day Recall (occupational activity)</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>AAFQ</p>
								</entry>
								<entry colname="c2">
									<p>Arizona Activity Frequency Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Last 28&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>AAS</p>
								</entry>
								<entry colname="c2">
									<p>Active Australian Survey (modified version)</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days, usual week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Activitygram</p>
								</entry>
								<entry colname="c2">
									<p>Activitygram</p>
								</entry>
								<entry colname="c3">
									<p>Last 3&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>AQuAA</p>
								</entry>
								<entry colname="c2">
									<p>Activity Questionnaire for Adolescents and Adults</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>AWAS</p>
								</entry>
								<entry colname="c2">
									<p>Australian Women's Activity Survey</p>
								</entry>
								<entry colname="c3">
									<p>Typical week last month</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>BAD</p>
								</entry>
								<entry colname="c2">
									<p>Bouchard Activity Diary</p>
								</entry>
								<entry colname="c3">
									<p>Last 3&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>BAQ</p>
								</entry>
								<entry colname="c2">
									<p>Baecke Activity Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Usual activity</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>BAQ-mod</p>
								</entry>
								<entry colname="c2">
									<p>Baecke Activity Questionnaire (modified version)</p>
								</entry>
								<entry colname="c3">
									<p>Last year</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>BONES PAS</p>
								</entry>
								<entry colname="c2">
									<p>Beat Osteoporosis: Nourish and Exercise Skeletons Physical Activity Survey</p>
								</entry>
								<entry colname="c3">
									<p>Last 2&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>BRFSS PAQ</p>
								</entry>
								<entry colname="c2">
									<p>Behavioral Risk Factor Surveillance System Physical Activity Questionnaire (2001 version)</p>
								</entry>
								<entry colname="c3">
									<p>Typical week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>CAPS-4WR</p>
								</entry>
								<entry colname="c2">
									<p>Cross-Cultural Activity Participation Study &#8211; 4 Weeks activity Recall</p>
								</entry>
								<entry colname="c3">
									<p>4&#8201;weeks</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>CAPS-TWR</p>
								</entry>
								<entry colname="c2">
									<p>Cross-Cultural Activity Participation Study &#8211; Typical Week activity Recall</p>
								</entry>
								<entry colname="c3">
									<p>Typical week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>CAQ</p>
								</entry>
								<entry colname="c2">
									<p>College Alumnus Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>CAQ-PAI</p>
								</entry>
								<entry colname="c2">
									<p>College Alumnus Questionnaire &#8211; Physical Activity Index</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>CDPAQ</p>
								</entry>
								<entry colname="c2">
									<p>Computer Delivered Physical Activity Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Previous day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>CHAMPS</p>
								</entry>
								<entry colname="c2">
									<p>Community Healthy Activities Model Program for Seniors</p>
								</entry>
								<entry colname="c3">
									<p>Typical week last month</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>CHAMPS-MMSCV</p>
								</entry>
								<entry colname="c2">
									<p>Community Healthy Activities Model Program for Seniors (Modified Mailed Self-Complete Version)</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>CHASE</p>
								</entry>
								<entry colname="c2">
									<p>Child Heart and Health Study in England questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Typical week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>CLASS</p>
								</entry>
								<entry colname="c2">
									<p>Children's Leisure Activity Study Survey questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Typical week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>CPAQ</p>
								</entry>
								<entry colname="c2">
									<p>Children's Physical Activity Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>DQ-mod</p>
								</entry>
								<entry colname="c2">
									<p>Dallosso Questionnaire (modified version)</p>
								</entry>
								<entry colname="c3">
									<p>Typical day last week, typical week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>EPAQ</p>
								</entry>
								<entry colname="c2">
									<p>EPIC Physical Activity Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Last year</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>EPAQ-s</p>
								</entry>
								<entry colname="c2">
									<p>EPIC Physical Activity Questionnaire (short version)</p>
								</entry>
								<entry colname="c3">
									<p>Last year</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>EPAQ2</p>
								</entry>
								<entry colname="c2">
									<p>EPIC Physical Activity Questionnaire (second version)</p>
								</entry>
								<entry colname="c3">
									<p>Last year</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>FCPQ</p>
								</entry>
								<entry colname="c2">
									<p>Five City Project Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Typical week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Fels PAQ</p>
								</entry>
								<entry colname="c2">
									<p>Fels Physical Activity Questionnaire for children</p>
								</entry>
								<entry colname="c3">
									<p>Last year</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>FPACQ</p>
								</entry>
								<entry colname="c2">
									<p>Flemish Physical Activity Computerized Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Typical week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>GAQ</p>
								</entry>
								<entry colname="c2">
									<p>GEMS (Girls Health Enrichment Multi-site Studies) Activity Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Previous day, usual activity</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>GLTEQ</p>
								</entry>
								<entry colname="c2">
									<p>Godin Leisure-Time Exercise Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Typical week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>GPAQ</p>
								</entry>
								<entry colname="c2">
									<p>Global Physical Activity Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Typical week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>GSQ</p>
								</entry>
								<entry colname="c2">
									<p>Godin-Shephard Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Typical week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>HAQ</p>
								</entry>
								<entry colname="c2">
									<p>Harvard Alumni Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Typical week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>HBSC</p>
								</entry>
								<entry colname="c2">
									<p>Health Behaviour in School Children Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Typical week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>HEPA99</p>
								</entry>
								<entry colname="c2">
									<p>Swiss Health Enhancing Physical Activity Survey 1999</p>
								</entry>
								<entry colname="c3">
									<p>Typical week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>HUNT1</p>
								</entry>
								<entry colname="c2">
									<p>Nord-Tr&#248;ndelag Health Study questionnaire (version 1)</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>HUNT2</p>
								</entry>
								<entry colname="c2">
									<p>Nord-Tr&#248;ndelag Health Study questionnaire (version 2)</p>
								</entry>
								<entry colname="c3">
									<p>Last year</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>IPAQ</p>
								</entry>
								<entry colname="c2">
									<p>International Physical Activity Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days, typical week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>IPAQ-A</p>
								</entry>
								<entry colname="c2">
									<p>International Physical Activity Questionnaire (modified for Adolescents)</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>IPAQ-E</p>
								</entry>
								<entry colname="c2">
									<p>International Physical Activity Questionnaire (short version modified for Elderly)</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>IPAQ-LC</p>
								</entry>
								<entry colname="c2">
									<p>International Physical Activity Questionnaire (Long version in Chinese)</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>IPAQ-s</p>
								</entry>
								<entry colname="c2">
									<p>International Physical Activity Questionnaire (short version)</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>IPAQ-SALVCF</p>
								</entry>
								<entry colname="c2">
									<p>International Physical Activity Questionnaire (Self-Administered Long Version in Canadian French)</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>JPAC</p>
								</entry>
								<entry colname="c2">
									<p>Jackson heart Physical Activity Cohort (i.e. modified KPAS)</p>
								</entry>
								<entry colname="c3">
									<p>Last year</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>KPAS</p>
								</entry>
								<entry colname="c2">
									<p>Kaiser Physical Activity Survey</p>
								</entry>
								<entry colname="c3">
									<p>Last year</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>KPAS-mod</p>
								</entry>
								<entry colname="c2">
									<p>Kaiser Physical Activity Survey (modified version)</p>
								</entry>
								<entry colname="c3">
									<p>Current trimester</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>LRC</p>
								</entry>
								<entry colname="c2">
									<p>Lipid Research Clinics questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Usual activity</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>MAQ</p>
								</entry>
								<entry colname="c2">
									<p>Modifiable Activity Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Last year</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>MARCA</p>
								</entry>
								<entry colname="c2">
									<p>Multimedia Activity Recall for Children and Adolescents</p>
								</entry>
								<entry colname="c3">
									<p>Previous day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>MLTPAQ</p>
								</entry>
								<entry colname="c2">
									<p>Minnesota Leisure Time Physical Activity Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Last year</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>MRPARQ</p>
								</entry>
								<entry colname="c2">
									<p>Many Rivers Physical Activity Recall Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Typical week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>NHS-PAQ</p>
								</entry>
								<entry colname="c2">
									<p>Nurses' Health Study II &#8211; Physical Activity Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>OIMQ</p>
								</entry>
								<entry colname="c2">
									<p>Office In Motion Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>OPAQ</p>
								</entry>
								<entry colname="c2">
									<p>Occupational Physical Activity Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Typical week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>PAAT</p>
								</entry>
								<entry colname="c2">
									<p>Physical Activity Assessment Tool</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>PAQ-A</p>
								</entry>
								<entry colname="c2">
									<p>Physical Activity Questionnaire for Adolescents</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>PAQ-C</p>
								</entry>
								<entry colname="c2">
									<p>Physical Activity Questionnaire for older Children</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>PAQ-EJ</p>
								</entry>
								<entry colname="c2">
									<p>Physical Activity Questionnaire for Elderly Japanese</p>
								</entry>
								<entry colname="c3">
									<p>Typical week last month</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>PASE</p>
								</entry>
								<entry colname="c2">
									<p>Physical Activity Scale for the Elderly</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>PDPAR</p>
								</entry>
								<entry colname="c2">
									<p>Previous Day Physical Activity Recall</p>
								</entry>
								<entry colname="c3">
									<p>Previous day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>PMMAQ</p>
								</entry>
								<entry colname="c2">
									<p>Past Month &#8211; Modifiable Activity Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Last month</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>PPAQ</p>
								</entry>
								<entry colname="c2">
									<p>Pregnancy Physical Activity Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Current trimester</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Pre-PAQ</p>
								</entry>
								<entry colname="c2">
									<p>Preschool-age Children's Physical Activity Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Last 3&#8201;days (1&#8201;week, 2 weekend days)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>PWMAQ</p>
								</entry>
								<entry colname="c2">
									<p>Past Week &#8211; Modifiable Activity Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>PYTPAQ</p>
								</entry>
								<entry colname="c2">
									<p>Past Year Total Physical Activity Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Last year</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>QAPSE</p>
								</entry>
								<entry colname="c2">
									<p>Questionnaire d'Activit&#233; Physique Saint-Etienne</p>
								</entry>
								<entry colname="c3">
									<p>Typical week last year</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>RPAQ</p>
								</entry>
								<entry colname="c2">
									<p>Recent Physical Activity Questionnaire (i.e. EPAQ2 redesigned)</p>
								</entry>
								<entry colname="c3">
									<p>Last month</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>RPAR</p>
								</entry>
								<entry colname="c2">
									<p>Recess Physical Activity Recall</p>
								</entry>
								<entry colname="c3">
									<p>Last recess</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>S7DR</p>
								</entry>
								<entry colname="c2">
									<p>Stanford 7-Day Recall</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>SAPAC</p>
								</entry>
								<entry colname="c2">
									<p>Self-Administered Physical Activity Checklist (modified version)</p>
								</entry>
								<entry colname="c3">
									<p>Last 3&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>SBQ</p>
								</entry>
								<entry colname="c2">
									<p>Sedentary Behavior Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Typical week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>SHAPES</p>
								</entry>
								<entry colname="c2">
									<p>School Health Action, Planning Evaluation System</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>SHS97</p>
								</entry>
								<entry colname="c2">
									<p>Swiss Health Survey 1997</p>
								</entry>
								<entry colname="c3">
									<p>Typical week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>SP2PAQ</p>
								</entry>
								<entry colname="c2">
									<p>Singapore Prospective Study Program Physical Activity Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Last 3&#8201;months</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>SPAQ</p>
								</entry>
								<entry colname="c2">
									<p>Scottish Physical Activity Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>SSAAQ</p>
								</entry>
								<entry colname="c2">
									<p>Sub-Saharan Africa Activity Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Last year</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>SUA</p>
								</entry>
								<entry colname="c2">
									<p>Stanford Usual Activity</p>
								</entry>
								<entry colname="c3">
									<p>Usual activity, last 3&#8201;months</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>SWAPAQ</p>
								</entry>
								<entry colname="c2">
									<p>Swedish Adolescent Physical Activity Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>TCQ</p>
								</entry>
								<entry colname="c2">
									<p>Tecumseh Community Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Last year</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>TOQ</p>
								</entry>
								<entry colname="c2">
									<p>Tecumseh Occupational Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>WAC</p>
								</entry>
								<entry colname="c2">
									<p>Weekly Activity Checklist</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>WHI-PAQ</p>
								</entry>
								<entry colname="c2">
									<p>Women's Health Initiative &#8211; Physical Activity Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>YMCLS</p>
								</entry>
								<entry colname="c2">
									<p>Youth Media Campaign Longitudinal Survey</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>YPAQ</p>
								</entry>
								<entry colname="c2">
									<p>Youth Physical Activity Questionnaire</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days, previous day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>YPAS</p>
								</entry>
								<entry colname="c2">
									<p>Yale Physical Activity Scale</p>
								</entry>
								<entry colname="c3">
									<p>Typical week last month</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>YRBS</p>
								</entry>
								<entry colname="c2">
									<p>Youth Risk Behavior Survey</p>
								</entry>
								<entry colname="c3">
									<p>Last 7&#8201;days</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>
										<it>PAEE</it>
									</p>
								</entry>
								<entry colname="c2">
									<p>
										<it>Physical Activity Energy Expenditure</it>
									</p>
								</entry>
								<entry colname="c3"/>
							</row>
							<row>
								<entry colname="c1">
									<p>
										<it>TEE</it>
									</p>
								</entry>
								<entry colname="c2">
									<p>
										<it>Total Energy Expenditure</it>
									</p>
								</entry>
								<entry colname="c3"/>
							</row>
							<row>
								<entry colname="c1">
									<p>
										<it>MPA</it>
									</p>
								</entry>
								<entry colname="c2">
									<p>
										<it>Moderate intensity Physical Activity</it>
									</p>
								</entry>
								<entry colname="c3"/>
							</row>
							<row>
								<entry colname="c1">
									<p>
										<it>VPA</it>
									</p>
								</entry>
								<entry colname="c2">
									<p>
										<it>Vigorous intensity Physical Activity</it>
									</p>
								</entry>
								<entry colname="c3"/>
							</row>
							<row>
								<entry colname="c1">
									<p>
										<it>MVPA</it>
									</p>
								</entry>
								<entry colname="c2">
									<p>
										<it>Moderate and Vigorous intensity Physical Activity</it>
									</p>
								</entry>
								<entry colname="c3"/>
							</row>
							<row>
								<entry colname="c1">
									<p>
										<it>PAL</it>
									</p>
								</entry>
								<entry colname="c2">
									<p>
										<it>Physical Activity Level</it>
									</p>
								</entry>
								<entry colname="c3"/>
							</row>
							<row>
								<entry colname="c1">
									<p>
										<it>MET</it>
									</p>
								</entry>
								<entry colname="c2">
									<p>
										<it>Metabolic Equivalent of Task</it>
									</p>
								</entry>
								<entry colname="c3"/>
							</row>
							<row>
								<entry colname="c1">
									<p>
										<it>Acc</it>
									</p>
								</entry>
								<entry colname="c2">
									<p>
										<it>Accelerometry</it>
									</p>
								</entry>
								<entry colname="c3"/>
							</row>
							<row>
								<entry colname="c1">
									<p>
										<it>HR</it>
									</p>
								</entry>
								<entry colname="c2">
									<p>
										<it>Heart Rate monitoring</it>
									</p>
								</entry>
								<entry colname="c3"/>
							</row>
							<row>
								<entry colname="c1">
									<p>
										<it>DLW</it>
									</p>
								</entry>
								<entry colname="c2">
									<p>
										<it>Doubly Labeled Water</it>
									</p>
								</entry>
								<entry colname="c3"/>
							</row>
							<row>
								<entry colname="c1">
									<p>
										<it>Ped</it>
									</p>
								</entry>
								<entry colname="c2">
									<p>
										<it>Pedometer</it>
									</p>
								</entry>
								<entry colname="c3"/>
							</row>
							<row rowsep="1">
								<entry colname="c1">
									<p>
										<it>ML</it>
									</p>
								</entry>
								<entry colname="c2">
									<p>
										<it>Mini-Logger</it>
									</p>
								</entry>
								<entry colname="c3"/>
							</row>
						</tbody>
					</tgroup>
				</table>
				<table id="T2">
					<title>
						<p>Table 2</p>
					</title>
					<caption>
						<p>
							<b>Descriptive characteristics of new PAQs</b>
						</p>
					</caption>
					<tgroup align="left" cols="10">
						<colspec align="left" colname="c1" colnum="1" colwidth="1*"/>
						<colspec align="left" colname="c2" colnum="2" colwidth="1*"/>
						<colspec align="left" colname="c3" colnum="3" colwidth="1*"/>
						<colspec align="left" colname="c4" colnum="4" colwidth="1*"/>
						<colspec align="left" colname="c5" colnum="5" colwidth="1*"/>
						<colspec align="left" colname="c6" colnum="6" colwidth="1*"/>
						<colspec align="left" colname="c7" colnum="7" colwidth="1*"/>
						<colspec align="left" colname="c8" colnum="8" colwidth="1*"/>
						<colspec align="left" colname="c9" colnum="9" colwidth="1*"/>
						<colspec align="left" colname="c10" colnum="10" colwidth="1*"/>
						<thead valign="top">
							<row>
								<entry colname="c1">
									<p>
										<b>Age group</b>
									</p>
								</entry>
								<entry colname="c2">
									<p>
										<b>Reference</b>
									</p>
								</entry>
								<entry colname="c3">
									<p>
										<b>Name questionnaire</b>
									</p>
								</entry>
								<entry colname="c4">
									<p>
										<b>Country</b>
									</p>
								</entry>
								<entry colname="c5">
									<p>
										<b>Domains of activity</b>
									</p>
								</entry>
								<entry colname="c6" nameend="c9" namest="c6" rowsep="1">
									<p>
										<b>Population</b>
									</p>
								</entry>
								<entry colname="c10">
									<p>
										<b>Primary outcome</b>
									</p>
								</entry>
							</row>
							<row rowsep="1">
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>
										<b>
											<it>Size</it>
										</b>
									</p>
								</entry>
								<entry colname="c7">
									<p>
										<b>
											<it>Age (years)</it>
										</b>
									</p>
								</entry>
								<entry colname="c8">
									<p>
										<b>
											<it>Sex</it>
										</b>
									</p>
								</entry>
								<entry colname="c9">
									<p>
										<b>
											<it>Ethnicity</it>
										</b>
									</p>
								</entry>
								<entry colname="c10"/>
							</row>
						</thead>
						<tfoot>
							<p>Domains named in paper were reclassified, unless the activities were very different from categories used, according to the following system: Occupation: work, school, labour<it>.</it> Transportation: travel, commuting, employment<it>.</it> Household: home/life, housework, caregiving, domestic life, child/elder/self care, cooking, chores, gardening, stair climbing. Leisure: leisure, recreation time. Sports/exercise: play, sports, exercise, workout. Sedentary: sedentary behaviours, e.g. sitting, TV viewing activities, eating, sleeping, bathing, inactivity. <it>"&#8211; = not stated, M&#8201;=&#8201;Male, F&#8201;=&#8201;Female.</it>
							</p>
						</tfoot>
						<tbody valign="top">
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Dwyer (2011)<abbrgrp>
											<abbr bid="B19">19</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Pre-PAQ</p>
								</entry>
								<entry colname="c4">
									<p>Australia</p>
								</entry>
								<entry colname="c5">
									<p>Habitual and sedentary activities in home environment</p>
								</entry>
								<entry colname="c6">
									<p>103 reliability, 67 validity</p>
								</entry>
								<entry colname="c7">
									<p>3 - 5.9</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Mainly Caucasian</p>
								</entry>
								<entry colname="c10">
									<p>Min/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Economos (2010)<abbrgrp>
											<abbr bid="B20">20</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>BONES PAS</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Common activities for children</p>
								</entry>
								<entry colname="c6">
									<p>41 reliability, 40 validity</p>
								</entry>
								<entry colname="c7">
									<p>6 - 9</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>METs, WBF score</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Martinez-Gomez (2010)<abbrgrp>
											<abbr bid="B21">21</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>RPAR</p>
								</entry>
								<entry colname="c4">
									<p>Spain</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, transportation, sports/exercise</p>
								</entry>
								<entry colname="c6">
									<p>125</p>
								</entry>
								<entry colname="c7">
									<p>12 - 14</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>MET-min, minutes</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Philippaerts (2006)<abbrgrp>
											<abbr bid="B22">22</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>FPACQ</p>
								</entry>
								<entry colname="c4">
									<p>Belgium</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>33</p>
								</entry>
								<entry colname="c7">
									<p>12 - 18</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Mainly Caucasian</p>
								</entry>
								<entry colname="c10">
									<p>Total hr/week, METs</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Ridley (2001)<abbrgrp>
											<abbr bid="B23">23</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>CDPAQ</p>
								</entry>
								<entry colname="c4">
									<p>Australia</p>
								</entry>
								<entry colname="c5">
									<p>Type, duration, intensity, organization of activities before, during and after school</p>
								</entry>
								<entry colname="c6">
									<p>30</p>
								</entry>
								<entry colname="c7">
									<p>11.96&#8201;&#177;&#8201;0.53</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>METs, minutes</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Ridley (2006)<abbrgrp>
											<abbr bid="B24">24</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>MARCA</p>
								</entry>
								<entry colname="c4">
									<p>Australia</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, household, occupation, transportation, sports/exercise during a school day or another day</p>
								</entry>
								<entry colname="c6">
									<p>32 reliability, 66 validity</p>
								</entry>
								<entry colname="c7">
									<p>9 - 15</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>PAL, EE, total time in any activity</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Telford (2004)<abbrgrp>
											<abbr bid="B25">25</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>CLASS</p>
								</entry>
								<entry colname="c4">
									<p>Australia</p>
								</entry>
								<entry colname="c5">
									<p>30 physical activities over weekdays and weekends</p>
								</entry>
								<entry colname="c6">
									<p>280</p>
								</entry>
								<entry colname="c7">
									<p>5 - 6, 10 - 12</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Mainly Australian born</p>
								</entry>
								<entry colname="c10">
									<p>Total min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Treuth (2003)<abbrgrp>
											<abbr bid="B26">26</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>GAQ, Activitygram</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>GAQ: 28 physical, 7 sedentary usual activities. Activitygram: log of all activities in light, moderate, vigorous intensity</p>
								</entry>
								<entry colname="c6">
									<p>68</p>
								</entry>
								<entry colname="c7">
									<p>8 - 9</p>
								</entry>
								<entry colname="c8">
									<p>F</p>
								</entry>
								<entry colname="c9">
									<p>African-American</p>
								</entry>
								<entry colname="c10">
									<p>GAQ score, Activitygram score</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Treuth (2005)<abbrgrp>
											<abbr bid="B27">27</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Fels PAQ</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Leisure, occupation, sports/exercise</p>
								</entry>
								<entry colname="c6">
									<p>229</p>
								</entry>
								<entry colname="c7">
									<p>7 - 19</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>Fels PAQ scores</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Welk (2007)<abbrgrp>
											<abbr bid="B28">28</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>YMCLS</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Free time activity, organized activity, any outside school activity</p>
								</entry>
								<entry colname="c6">
									<p>192</p>
								</entry>
								<entry colname="c7">
									<p>9 - 13</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Mixed</p>
								</entry>
								<entry colname="c10">
									<p>Frequency/week, min/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Wong (2006)<abbrgrp>
											<abbr bid="B29">29</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>SHAPES</p>
								</entry>
								<entry colname="c4">
									<p>Canada</p>
								</entry>
								<entry colname="c5">
									<p>Moderate and vigorous activity and participation in physical, sedentary activities</p>
								</entry>
								<entry colname="c6">
									<p>1636 reliability, 67 validity</p>
								</entry>
								<entry colname="c7">
									<p>Grades 6 - 12</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Mixed</p>
								</entry>
								<entry colname="c10">
									<p>Min/day, EE</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Ainsworth (2000)<abbrgrp>
											<abbr bid="B30">30</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>KPAS</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Household, occupation, sports/exercise, active living habits</p>
								</entry>
								<entry colname="c6">
									<p>50</p>
								</entry>
								<entry colname="c7">
									<p>20 - 60</p>
								</entry>
								<entry colname="c8">
									<p>F</p>
								</entry>
								<entry colname="c9">
									<p>Mainly white</p>
								</entry>
								<entry colname="c10">
									<p>KPAS activity indexes</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Besson (2010)<abbrgrp>
											<abbr bid="B31">31</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>RPAQ</p>
								</entry>
								<entry colname="c4">
									<p>United Kingdom</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, household, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>131 reliability, 50 validity</p>
								</entry>
								<entry colname="c7">
									<p>21 - 55</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>MET-hr/day, PAEE (kJ/day), TEE (kJ/day)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Chasan-Taber (2004)<abbrgrp>
											<abbr bid="B32">32</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>PPAQ</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, household, occupation, transportation, sports/exercise</p>
								</entry>
								<entry colname="c6">
									<p>63</p>
								</entry>
								<entry colname="c7">
									<p>16 - 40</p>
								</entry>
								<entry colname="c8">
									<p>F</p>
								</entry>
								<entry colname="c9">
									<p>Mixed</p>
								</entry>
								<entry colname="c10">
									<p>MET-hr/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Chinapaw (2009)<abbrgrp>
											<abbr bid="B33">33</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>AQuAA</p>
								</entry>
								<entry colname="c4">
									<p>Netherlands</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, household, occupation, transportation, sports/exercise</p>
								</entry>
								<entry colname="c6">
									<p>111 reliability, 89 validity</p>
								</entry>
								<entry colname="c7">
									<p>12 - 38</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>MET-min/week, AQuAA score</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Craig (2003)<abbrgrp>
											<abbr bid="B34">34</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>IPAQ</p>
								</entry>
								<entry colname="c4">
									<p>12 countries</p>
								</entry>
								<entry colname="c5">
									<p>Short form: sitting, walking, moderate and vigorous intensity. Long form: sedentary, leisure, household, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>Long form: 1880 reliability, 744 validityShort form: 1974 reliability, 781 validity.</p>
								</entry>
								<entry colname="c7">
									<p>18 - 65</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Mixed</p>
								</entry>
								<entry colname="c10">
									<p>Weighted MET-min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Fjeldsoe (2009)<abbrgrp>
											<abbr bid="B35">35</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>AWAS</p>
								</entry>
								<entry colname="c4">
									<p>Australia</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, household, occupation, transportation, planned activities</p>
								</entry>
								<entry colname="c6">
									<p>40 reliability, 75 validity</p>
								</entry>
								<entry colname="c7">
									<p>32&#8201;&#177;&#8201;5</p>
								</entry>
								<entry colname="c8">
									<p>F</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>Total min/week for each intensity level</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Friedenreich (2006)<abbrgrp>
											<abbr bid="B36">36</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>PYTPAQ</p>
								</entry>
								<entry colname="c4">
									<p>Canada</p>
								</entry>
								<entry colname="c5">
									<p>Leisure, household, occupation</p>
								</entry>
								<entry colname="c6">
									<p>154</p>
								</entry>
								<entry colname="c7">
									<p>35 - 65</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>MET-hr/week, total hours/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Kurtze (2007)<abbrgrp>
											<abbr bid="B37">37</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>HUNT2</p>
								</entry>
								<entry colname="c4">
									<p>Norway</p>
								</entry>
								<entry colname="c5">
									<p>Leisure, occupation in light and hard intensity</p>
								</entry>
								<entry colname="c6">
									<p>108</p>
								</entry>
								<entry colname="c7">
									<p>20 - 39</p>
								</entry>
								<entry colname="c8">
									<p>M</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>Light, hard PA summary score</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Kurtze (2008)<abbrgrp>
											<abbr bid="B38">38</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>HUNT1</p>
								</entry>
								<entry colname="c4">
									<p>Norway</p>
								</entry>
								<entry colname="c5">
									<p>Leisure</p>
								</entry>
								<entry colname="c6">
									<p>108</p>
								</entry>
								<entry colname="c7">
									<p>20 - 39</p>
								</entry>
								<entry colname="c8">
									<p>M</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>Summary index of weekly PA</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Lowther (1999)<abbrgrp>
											<abbr bid="B39">39</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>SPAQ</p>
								</entry>
								<entry colname="c4">
									<p>Scotland</p>
								</entry>
								<entry colname="c5">
									<p>Leisure, occupation in moderate, hard, very hard intensity</p>
								</entry>
								<entry colname="c6">
									<p>34 reliability, 30 validity</p>
								</entry>
								<entry colname="c7">
									<p>33&#8201;&#177;&#8201;12, 33&#8201;&#177;&#8201;11 (reliability); 37&#8201;&#177;&#8201;11, 35&#8201;&#177;&#8201;14 (validity)</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>Total min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>M&#228;der (2006)<abbrgrp>
											<abbr bid="B40">40</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>SHS97, HEPA99, IPAQ, OIMQ</p>
								</entry>
								<entry colname="c4">
									<p>Switzerland</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, household, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>178 reliability, 35 validity</p>
								</entry>
								<entry colname="c7">
									<p>15 - 75</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Mainly Caucasian</p>
								</entry>
								<entry colname="c10">
									<p>MET-min/week, days/week, combined variable</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Meriwether (2006)<abbrgrp>
											<abbr bid="B41">41</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>PAAT</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Leisure, household, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>68 reliability, 63 validity</p>
								</entry>
								<entry colname="c7">
									<p>20 - 61</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Mainly white</p>
								</entry>
								<entry colname="c10">
									<p>Total min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Reis (2005)<abbrgrp>
											<abbr bid="B42">42</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>OPAQ</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Occupational sitting/standing, walking, heavy labour</p>
								</entry>
								<entry colname="c6">
									<p>41</p>
								</entry>
								<entry colname="c7">
									<p>20 - 63</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>MET-min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Rosenberg (2010)<abbrgrp>
											<abbr bid="B43">43</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>SBQ</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>9 sedentary activities</p>
								</entry>
								<entry colname="c6">
									<p>49 reliability, 842 validity</p>
								</entry>
								<entry colname="c7">
									<p>20.4&#8201;&#177;&#8201;1.3 (reliability); &#9792;41.2&#8201;&#177;&#8201;8.7, &#9794;43.9&#8201;&#177;&#8201;8.0 (validity)</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Mainly white</p>
								</entry>
								<entry colname="c10">
									<p>Total hr/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Sobngwi (2001)<abbrgrp>
											<abbr bid="B44">44</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>SSAAQ</p>
								</entry>
								<entry colname="c4">
									<p>Cameroon</p>
								</entry>
								<entry colname="c5">
									<p>Leisure, occupation, walking/cycling</p>
								</entry>
								<entry colname="c6">
									<p>89 reliability, 54 acc, 89 HR</p>
								</entry>
								<entry colname="c7">
									<p>19 - 68</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>African</p>
								</entry>
								<entry colname="c10">
									<p>Total hr/day, MET-hr/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Timperio (2003)<abbrgrp>
											<abbr bid="B45">45</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>1WPAR</p>
								</entry>
								<entry colname="c4">
									<p>Australia</p>
								</entry>
								<entry colname="c5">
									<p>All activities in walking, moderate, vigorous intensity</p>
								</entry>
								<entry colname="c6">
									<p>118 reliability, 122 validity</p>
								</entry>
								<entry colname="c7">
									<p>25 - 47</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>MET-min/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Wareham (2002)<abbrgrp>
											<abbr bid="B46">46</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>EPAQ2</p>
								</entry>
								<entry colname="c4">
									<p>United Kingdom</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, household, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>399 reliability, 173 validity</p>
								</entry>
								<entry colname="c7">
									<p>40 - 74</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Mixed</p>
								</entry>
								<entry colname="c10">
									<p>MET-hr/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Wareham (2003)<abbrgrp>
											<abbr bid="B47">47</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>EPAQ-s</p>
								</entry>
								<entry colname="c4">
									<p>United Kingdom</p>
								</entry>
								<entry colname="c5">
									<p>Leisure, household, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>2271 reliability, 173 validity</p>
								</entry>
								<entry colname="c7">
									<p>40 - 74</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Mixed</p>
								</entry>
								<entry colname="c10">
									<p>PA index, mean day PAR</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Yore (2007)<abbrgrp>
											<abbr bid="B48">48</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>BRFSS PAQ (2001 version)</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Leisure, household, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>60</p>
								</entry>
								<entry colname="c7">
									<p>44.5&#8201;&#177;&#8201;15.7</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Mixed</p>
								</entry>
								<entry colname="c10">
									<p>MPA and VPA min/week</p>
								</entry>
							</row>
							<row rowsep="1">
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Yasunaga (2007)<abbrgrp>
											<abbr bid="B49">49</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>PAQ-EJ</p>
								</entry>
								<entry colname="c4">
									<p>Japan</p>
								</entry>
								<entry colname="c5">
									<p>Household, occupation, transportation, sports/exercise</p>
								</entry>
								<entry colname="c6">
									<p>147</p>
								</entry>
								<entry colname="c7">
									<p>65 - 85</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Japanese</p>
								</entry>
								<entry colname="c10">
									<p>PAQ-EJ score (MET-hr/week)</p>
								</entry>
							</row>
						</tbody>
					</tgroup>
				</table><p>Results were reported for both total score and other aspects (e.g. domain, intensity) when this substantially added to the information for the specific study, for example when total PA was tested against a different validation method than PA intensities <abbrgrp>
						<abbr bid="B31">31</abbr>
					</abbrgrp>. Some questionnaires assessed sedentary behaviour and these results are specifically reported in the tables or text. Sedentary behaviour has recently been suggested to be considered distinctively from physical activity in associations with health outcomes <abbrgrp>
						<abbr bid="B50">50</abbr>
					</abbrgrp>.</p>
			</sec>
		</sec>
		<sec>
			<st>
				<p>Results</p>
			</st><p>The search string (JW and HH) resulted in a total of 11098 hits. The first literature search resulted in 125 papers being retrieved for data extraction. The update of the literature review to December 2011 resulted in a further 75 papers being retrieved for data extraction (Figure <figr fid="F1">1</figr>). More than half of the papers retrieved were excluded (n&#8201;=&#8201;104). The main reasons for exclusion were inappropriate criterion measures, generally a measure of aerobic fitness (n&#8201;=&#8201;48), and lack of information on reliability (n&#8201;=&#8201;26) or validity (n&#8201;=&#8201;17) (Figure <figr fid="F1">1</figr>).</p>
			<sec>
				<st>
					<p>New PAQs</p>
				</st><p>The description of newly developed PAQs is summarized in Table <tblr tid="T2">2</tblr>. The literature search found 31 articles, reporting results from 34 newly developed PAQs of which 10 were from the United States, 10 from Europe, six from Australia, two from Canada, and one study from Japan and Sub-Saharan Africa, respectively. Of note was a 12&#8211;country international study testing the International Physical Activity Questionnaire (IPAQ) <abbrgrp>
						<abbr bid="B34">34</abbr>
					</abbrgrp>. This questionnaire is available in a short form for surveillance and in a longer form when more detailed physical activity information is collected. Both forms are available in a number of languages. IPAQ has been rigorously tested for reliability and validity and this has been replicated in a number of countries.</p><p>Nineteen studies tested the reliability and validity in adults, an additional 11 studies focused on youth <abbrgrp>
						<abbr bid="B19">19</abbr>
						<abbr bid="B20">20</abbr>
						<abbr bid="B21">21</abbr>
						<abbr bid="B22">22</abbr>
						<abbr bid="B23">23</abbr>
						<abbr bid="B24">24</abbr>
						<abbr bid="B25">25</abbr>
						<abbr bid="B26">26</abbr>
						<abbr bid="B27">27</abbr>
						<abbr bid="B28">28</abbr>
						<abbr bid="B29">29</abbr>
					</abbrgrp> and one study was performed in Japanese elderly (n&#8201;=&#8201;1) <abbrgrp>
						<abbr bid="B49">49</abbr>
					</abbrgrp>. Most studies (n&#8201;=&#8201;25) included men and women, four studies <abbrgrp>
						<abbr bid="B26">26</abbr>
						<abbr bid="B30">30</abbr>
						<abbr bid="B32">32</abbr>
						<abbr bid="B35">35</abbr>
					</abbrgrp> reported data in women and two studies <abbrgrp>
						<abbr bid="B37">37</abbr>
						<abbr bid="B38">38</abbr>
					</abbrgrp> in men only. The number of participants varied from 30 to 2271, and several studies <abbrgrp>
						<abbr bid="B19">19</abbr>
						<abbr bid="B20">20</abbr>
						<abbr bid="B29">29</abbr>
						<abbr bid="B31">31</abbr>
						<abbr bid="B33">33</abbr>
						<abbr bid="B34">34</abbr>
						<abbr bid="B35">35</abbr>
						<abbr bid="B39">39</abbr>
						<abbr bid="B40">40</abbr>
						<abbr bid="B41">41</abbr>
						<abbr bid="B43">43</abbr>
						<abbr bid="B44">44</abbr>
						<abbr bid="B45">45</abbr>
						<abbr bid="B46">46</abbr>
						<abbr bid="B47">47</abbr>
					</abbrgrp> performed reliability testing in a larger sample than their test of criterion validity. The most common response timeframe was the last seven days, with seven studies <abbrgrp>
						<abbr bid="B27">27</abbr>
						<abbr bid="B30">30</abbr>
						<abbr bid="B36">36</abbr>
						<abbr bid="B37">37</abbr>
						<abbr bid="B44">44</abbr>
						<abbr bid="B46">46</abbr>
						<abbr bid="B47">47</abbr>
					</abbrgrp> using a timeframe covering the last year (Table <tblr tid="T1">1</tblr>). All PAQs captured some elements of leisure time and recreational activity, although most questionnaires also addressed multiple domains of activity. Sedentary time is also a commonly captured behaviour from the newly developed questionnaires and has been given some extra attention in recent publications and in the current results. Several recent PAQs, such as the EPIC Physical Activity Questionnaire (EPAQ2) and the Recent Physical Activity Questionnaire (RPAQ), aim to measure the totality of physical activity by domains <abbrgrp>
						<abbr bid="B31">31</abbr>
						<abbr bid="B46">46</abbr>
						<abbr bid="B47">47</abbr>
						<abbr bid="B51">51</abbr>
					</abbrgrp>. The final outcome of the majority of PAQs was reported as time-integrated MET values, e.g. MET-min/week.</p>
			</sec>
			<sec>
				<st>
					<p>Reliability</p>
				</st><p>All reliability results for new PAQs are listed in Table <tblr tid="T3">3</tblr>.</p>
				<table id="T3">
					<title>
						<p>Table 3</p>
					</title>
					<caption>
						<p>
							<b>Reliability results of new PAQs</b>
						</p>
					</caption>
					<tgroup align="left" cols="7">
						<colspec align="left" colname="c1" colnum="1" colwidth="1*"/>
						<colspec align="left" colname="c2" colnum="2" colwidth="1*"/>
						<colspec align="left" colname="c3" colnum="3" colwidth="1*"/>
						<colspec align="left" colname="c4" colnum="4" colwidth="1*"/>
						<colspec align="left" colname="c5" colnum="5" colwidth="1*"/>
						<colspec align="left" colname="c6" colnum="6" colwidth="1*"/>
						<colspec align="left" colname="c7" colnum="7" colwidth="1*"/>
						<thead valign="top">
							<row>
								<entry align="left" colname="c1">
									<p>
										<b>Age Group</b>
									</p>
								</entry>
								<entry align="center" colname="c2">
									<p>
										<b>Reference</b>
									</p>
								</entry>
								<entry align="center" colname="c3">
									<p>
										<b>Test-retest period</b>
									</p>
								</entry>
								<entry align="center" colname="c4">
									<p>
										<b>PAQ</b>
									</p>
								</entry>
								<entry align="center" colname="c5">
									<p>
										<b>Variables tested</b>
									</p>
								</entry>
								<entry align="center" colname="c6" nameend="c7" namest="c6" rowsep="1">
									<p>
										<b>Reliability results</b>
									</p>
								</entry>
							</row>
							<row rowsep="1">
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>
										<b>
											<it>Correlation coefficients</it>
										</b>
									</p>
								</entry>
								<entry colname="c7">
									<p>
										<b>
											<it>Agreement</it>
										</b>
									</p>
								</entry>
							</row>
						</thead>
						<tfoot>
							<p>Q1 =first completed questionnaire, Q2 = second completed questionnaire, Q3 = third completed questionnaire, r&#8201;=&#8201;correlation coefficient (rho), ICC&#8201;=&#8201;Intraclass Correlation Coefficient, CI&#8201;=&#8201;Confidence Interval (lower;upper), %CV&#8201;=&#8201;coefficient of variation (within subjects standard deviation of typical error) as a percentage of the mean score, &#954;&#8201;=&#8201;kappa (i.e. Cohen weighted kappa unless specified otherwise), LoA&#8201;=&#8201;Limits of Agreement, MD&#8201;=&#8201;Mean Difference, &#8211;&#8201;=&#8201;not stated.</p><p>
								<b>NB:</b> No calculation of weighted kappa is specified in the papers. Usually the kappa statistic is used for categorical responses and weighted kappa for ordinal responses. Interpretation of values of kappa and weighted kappa were usually based on the classification system developed by Landis and Koch (1977), where &lt;0.10 indicated poor agreement, 0.10-0.20 slight agreement, 0.21-0.40 fair agreement, 0.41-0.60 moderate agreement, 0.61-0.80 substantial agreement, 0.81-1.00 almost perfect agreement.</p><p>Ainsworth (2000): 3 point summary index&#8201;=&#8201;3 domains: sports/exercise, occupation, active living habits. 4 point summary index&#8201;=&#8201;all 4 domains: sports/exercise, occupation, active living habits, housework/caregiving.</p><p>Chinapaw (2009): AQuAA score: all activities above 2 MET in MET-min/week.</p><p>Craig (2003): Pooled Spearman&#8201;=&#8201;pooled results from data of 22 studies examining the IPAQ long form and 23 studies examining the short form.</p><p>Dwyer (2011): Levels 1&#8211;2&#8201;=&#8201;stationary, level 3&#8201;=&#8201;moving slowly, level 4&#8201;=&#8201;moving at a medium or moderate pace, level 5&#8201;=&#8201;moving at a fast pace.</p><p>Economos (2010): Moderate-high METs&#8201;=&#8201;3&#8211;6 METs. High METs&#8201;=&#8201;&#8805;6 METs. WBF score&#8201;=&#8201;weight-bearing factor score, calculated by adding the weight-bearing factor of the reported weight-bearing activities.</p><p>Fjeldsoe (2009): HEPA&#8201;=&#8201;Health Enhancing Physical Activity: brisk walking and moderate- and vigorous activities from the planned activity and transport domains.</p><p>Kurtze (2007): Light activity&#8201;=&#8201;no sweating or being out of breath. Hard activity&#8201;=&#8201;sweating/out of breath.</p><p>Lowther (1999): Total min&#8201;=&#8201;total minutes measured in the overlapping 4&#8201;days of both questionnaires. Repeatability coefficient (twice the standard deviation of the differences) means that 95&#8201;% of the differences in SPAQ from one measurement to the next (under similar conditions) would be between zero plus or minus 53&#8201;minutes.</p><p>M&#228;der (2006): IPAQ - Total MET-min/week&#8201;=&#8201;MET-min/week for total activity excluding sitting. OIMQ - Total MET-min/week&#8201;=&#8201;MET-min/week for total activity, i.e. moderate and vigorous activities.</p><p>Philippaerts (2006): Total hrs/week&#8201;=&#8201;Total hours per week spent in transport and sports participation, excluding sedentary activities. Total EE&#8201;=&#8201;Total EE spent in transport and sports participation, excluding sedentary activities.</p><p>Reis (2005): Sedentary&#8201;=&#8201;sitting or standing activities.</p><p>Ridley (2001): CDPAQ-HC&#8201;=&#8201;hard copy of CDPAQ.</p><p>Rosenberg (2010): Total score&#8201;=&#8201;all sedentary behaviors in hours per day for each item were summed separately for weekday and weekend days.</p><p>Telford (2004): Reliability results for frequency/duration of overall total PA for 5 to 6 or 10 to 12&#8201;year old children in parental proxy-reports or self-administered questionnaires.</p><p>Timperio (2003): Duration&#8201;=&#8201;duration of total physical activity. Sufficient PA was calculated as 150&#8201;minutes of combined walking, moderate- and vigorous-intensity physical activity, with reported duration of vigorous-intensity physical activity weighted by two.</p><p>Treuth (2003): GAQ score&#8201;=&#8201;MET weighted mean score of 28 activities. Activitygram score&#8201;=&#8201;average intensity/min. Other sedentary&#8201;=&#8201;sedentary activities excluding TV watching.</p><p>Treuth (2005): Fels PAQ score&#8201;=&#8201;total activity score; MET weighted sum of sport, leisure, work index.</p><p>Wareham (2003): Physical activity index is a four-category index of inactive, moderately inactive, moderately active, active. TV time&#8201;=&#8201;hours per week watching television and videos.</p><p>Wong (2006): Combined activity&#8201;=&#8201;combined score of the SHAPES derived variables which contains the variables: VPA, MPA, MVPA, screen time, PAL and BMI.</p><p>Yasunaga (2007): PAQ-EJ score (MET-hr/week)&#8201;=&#8201;number of days*time*intensity weight.</p><p>Yore (2007): MPA &#8805; 30 min/day on 5&#8201;days/week. VPA&#8201;&#8805;&#8201;20&#8201;min/day on 3&#8201;days/week. Recommended PA, i.e. &#8805; subjects who met the criteria for moderate or vigorous PA. Walking&#8201;&#8805;&#8201;30&#8201;min/day. Strengthening PA&#8201;=&#8201;any muscle-strengthening activity on&#8201;&#8805;&#8201;2&#8201;days/week. Kappa's are reported for the subsamples who met the criteria for the physical activity intensities.</p>
						</tfoot>
						<tbody>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Dwyer (2011)<abbrgrp>
											<abbr bid="B19">19</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>1 - 2&#8201;weeks</p>
								</entry>
								<entry colname="c4">
									<p>Pre-PAQ</p>
								</entry>
								<entry colname="c5">
									<p>Level 5&#8201;min/day(Q1) &#8211; level 5</p><p> min/day(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.64</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Level 4&#8201;min/day(Q1) &#8211; level 4&#8201;min/day(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.44</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Level 3&#8201;min/day(Q1) &#8211; level 3&#8201;min/day(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.53</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Levels 1&#8211;2&#8201;min/day(Q1) &#8211; levels 1&#8211;2&#8201;min/day(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.44</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Economos (2010)<abbrgrp>
											<abbr bid="B20">20</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>1 - 2&#8201;hours</p>
								</entry>
								<entry colname="c4">
									<p>BONES PAS</p>
								</entry>
								<entry colname="c5">
									<p>High METs(Q1) &#8211; high METs(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r (95&#8201;% CI)&#8201;=&#8201;0.57 (0.32;0.75), P&#8201;&lt;&#8201;0.001</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Moderate-high METs(Q1) &#8211; moderate-high METs(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r (95&#8201;% CI)&#8201;=&#8201;0.74 (0.56;0.85), P&#8201;&lt;&#8201;0.001</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>WBF score(Q1) &#8211; WBF score(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r (95&#8201;% CI)&#8201;=&#8201;0.71 (0.51;0.83), P&#8201;&lt;&#8201;0.001</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Martinez-Gomez (2010)<abbrgrp>
											<abbr bid="B21">21</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>1&#8201;hour</p>
								</entry>
								<entry colname="c4">
									<p>RPAR</p>
								</entry>
								<entry colname="c5">
									<p>Total MET-min(Q1) &#8211; total MET-min(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.87</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Philippaerts (2006)<abbrgrp>
											<abbr bid="B22">22</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>9&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>FPACQ</p>
								</entry>
								<entry colname="c5">
									<p>Total hr/week(Q1) &#8211; total hr/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.68</p>
								</entry>
								<entry colname="c7">
									<p>&#954;&#8201;=&#8201;0.50</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Total EE(Q1) &#8211; total EE(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.80</p>
								</entry>
								<entry colname="c7">
									<p>&#954;&#8201;=&#8201;0.53</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Inactivity(Q1) &#8211; inactivity(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.83</p>
								</entry>
								<entry colname="c7">
									<p>&#954;&#8201;=&#8201;0.61</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Ridley (2001)<abbrgrp>
											<abbr bid="B23">23</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>CDPAQ</p>
								</entry>
								<entry colname="c5">
									<p>Total METs(Q1) &#8211; total METs(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.98 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Total min(Q1) &#8211; total min(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.91 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4">
									<p>CDPAQ-HC</p>
								</entry>
								<entry colname="c5">
									<p>Total METs(Q1) &#8211; total METs(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.98 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Total min(Q1) &#8211; total min(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.96 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Ridley (2006)<abbrgrp>
											<abbr bid="B24">24</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Within 24&#8201;hours</p>
								</entry>
								<entry colname="c4">
									<p>MARCA</p>
								</entry>
								<entry colname="c5">
									<p>PAL(Q1) &#8211; PAL(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.93</p>
								</entry>
								<entry colname="c7">
									<p>95&#8201;% LoA&#8201;=&#8201;&#8722;0.30 &#8211; 0.30</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Telford (2004)<abbrgrp>
											<abbr bid="B25">25</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>&gt; 14&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>CLASS-parental report</p>
								</entry>
								<entry colname="c5">
									<p>5-6&#8201;yrs: frequency(Q1) &#8211; frequency(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.83 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>10-12&#8201;yrs: frequency(Q1) &#8211; frequency(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.69 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>5-6&#8201;yrs: duration(Q1) &#8211; duration(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.76 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>10-12&#8201;yrs: duration(Q1) &#8211; duration(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.74 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4">
									<p>CLASS-self</p>
								</entry>
								<entry colname="c5">
									<p>10-12&#8201;yrs: frequency(Q1) &#8211; frequency(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.36 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>10-12&#8201;yrs: duration(Q1) &#8211; duration(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.24</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Treuth (2003)<abbrgrp>
											<abbr bid="B26">26</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>4&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>GAQ</p>
								</entry>
								<entry colname="c5">
									<p>Yesterday: GAQ score(Q1) &#8211; GAQ score(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Pearson r&#8201;=&#8201;0.7833 (P&#8201;&lt;&#8201;0.0001)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Usual: GAQ score(Q1) &#8211; GAQ score(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Pearson r&#8201;=&#8201;0.8187 (P&#8201;&lt;&#8201;0.0001)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Yesterday: TV watching(Q1) &#8211; TV watching(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Pearson r&#8201;=&#8201;0.3454 (P&#8201;=&#8201;0.0043)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Usual: TV watching(Q1) &#8211; TV watching(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Pearson r&#8201;=&#8201;0.3827 (P&#8201;=&#8201;0.0015)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Yesterday: other sedentary(Q1) &#8211; other sedentary(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Pearson r&#8201;=&#8201;0.4695 (P&#8201;&lt;&#8201;0.0001)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Usual: other sedentary(Q1) &#8211; other sedentary(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Pearson r&#8201;=&#8201;0.4837 (P&#8201;&lt;&#8201;0.0001)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3">
									<p>3&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>Activitygram</p>
								</entry>
								<entry colname="c5">
									<p>Activitygram score(Q1) &#8211; activitygram score(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.24 (P&#8201;=&#8201;0.005)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Treuth (2005)<abbrgrp>
											<abbr bid="B27">27</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>6&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>Fels PAQ</p>
								</entry>
								<entry colname="c5">
									<p>Girls: Fels PAQ score(Q1) &#8211; Fels PAQ score(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.67</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Boys: Fels PAQ score(Q1) &#8211; Fels PAQ score(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.65</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Welk (2007)<abbrgrp>
											<abbr bid="B28">28</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>YMCLS</p>
								</entry>
								<entry colname="c5">
									<p>Total activity(Q1) &#8211; total activity(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.60 (0.47;0.70)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Wong (2006)<abbrgrp>
											<abbr bid="B29">29</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>SHAPES</p>
								</entry>
								<entry colname="c5">
									<p>Combined activity(Q1) &#8211; combined activity(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>&#8211;</p>
								</entry>
								<entry colname="c7">
									<p>&#954; (&#177;SD)&#8201;=&#8201;0.58&#8201;&#177;&#8201;0.17</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Sedentary activity(Q1) &#8211; sedentary activity(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>&#8211;</p>
								</entry>
								<entry colname="c7">
									<p>&#954; (&#177;SD)&#8201;=&#8201;0.55&#8201;&#177;&#8201;0.01</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Ainsworth (2000)<abbrgrp>
											<abbr bid="B30">30</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>1&#8201;month</p>
								</entry>
								<entry colname="c4">
									<p>KPAS</p>
								</entry>
								<entry colname="c5">
									<p>3-point summary index(Q1) &#8211; 3-point summary index(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.82 (P&#8201;&lt;&#8201;0.0001)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>4-point summary index(Q1) &#8211; 4-point summary index(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.83 (P&#8201;&lt;&#8201;0.0001)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Besson (2010)<abbrgrp>
											<abbr bid="B31">31</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>&#177; 2&#8201;weeks</p>
								</entry>
								<entry colname="c4">
									<p>RPAQ</p>
								</entry>
								<entry colname="c5">
									<p>PAEE(Q1) &#8211; PAEE(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.76 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Sedentary time(Q1) &#8211; sedentary time(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.76 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Chasan-Taber (2004)<abbrgrp>
											<abbr bid="B32">32</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>PPAQ</p>
								</entry>
								<entry colname="c5">
									<p>Total activity(Q1) &#8211; total activity(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.78</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Sedentary(Q1) &#8211; sedentary(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.79</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Chinapaw (2009)<abbrgrp>
											<abbr bid="B33">33</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>2&#8201;weeks</p>
								</entry>
								<entry colname="c4">
									<p>AQuAA</p>
								</entry>
								<entry colname="c5">
									<p>Adolescents: AQuAA score(Q1) &#8211; AQuAA score(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.44 (0.16;0.65)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Adults: AQuAA score(Q1) &#8211; AQuAA score(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.22 (&#8722;0.04;0.46)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Adolescents: sedentary(Q1) &#8211; sedentary(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.57 (0.34;0.73)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Adults: sedentary(Q1) &#8211; sedentary(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.60 (0.40;0.74)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Craig (2003)<abbrgrp>
											<abbr bid="B34">34</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>3 - 7&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>IPAQ</p>
								</entry>
								<entry colname="c5">
									<p>Long form: total PA(Q1) &#8211; total PA(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Pooled Spearman r (95&#8201;% CI)&#8201;=&#8201;0.81 (0.79;0.82), range: 0.46 - 0.96</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Short form: total PA(Q1) &#8211; total PA(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Pooled Spearman r (95&#8201;% CI)&#8201;=&#8201;0.76 (0.73;0.77), range: 0.32 - 0.88</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Fjeldsoe (2009)<abbrgrp>
											<abbr bid="B35">35</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>AWAS</p>
								</entry>
								<entry colname="c5">
									<p>Total activity(Q1) &#8211; total activity(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.73 (0.51;0.86)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>HEPA(Q1) &#8211; HEPA(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.80 (0.65;0.89)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Sitting(Q1) &#8211; sitting(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.42 (0.13;0.64)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Friedenreich (2006)<abbrgrp>
											<abbr bid="B36">36</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>9&#8201;weeks (average)</p>
								</entry>
								<entry colname="c4">
									<p>PYTPAQ</p>
								</entry>
								<entry colname="c5">
									<p>Total MET-hr/week(Q1) &#8211; total MET-hr/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.66 (0.56;0.74), Spearman r&#8201;=&#8201;0.64 (P&#8201;&lt;&#8201;0.0001)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Kurtze (2007)<abbrgrp>
											<abbr bid="B37">37</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>HUNT2</p>
								</entry>
								<entry colname="c5">
									<p>Hard activity(Q1) &#8211; hard activity(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.17 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c7">
									<p>&#954;&#8201;=&#8201;0.41 (0.29;0.54)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Occupational activity(Q1) &#8211; occupational activity(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.85 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c7">
									<p>&#954;&#8201;=&#8201;0.80 (0.71;0.89)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Light activity(Q1) &#8211; light activity(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.17</p>
								</entry>
								<entry colname="c7">
									<p>&#954;&#8201;=&#8201;0.20 (0.04;0.35)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Kurtze (2008)<abbrgrp>
											<abbr bid="B38">38</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>HUNT1</p>
								</entry>
								<entry colname="c5">
									<p>Frequency(Q1) &#8211; frequency(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.87 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c7">
									<p>&#954;&#8201;=&#8201;0.80</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Intensity(Q1) &#8211; intensity(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.87 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c7">
									<p>&#954;&#8201;=&#8201;0.82</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Duration(Q1) &#8211; duration(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.76 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c7">
									<p>&#954;&#8201;=&#8201;0.69</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Lowther (1999)<abbrgrp>
											<abbr bid="B39">39</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>2&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>SPAQ</p>
								</entry>
								<entry colname="c5">
									<p>Total min(Q1) &#8211; total min(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Pearson r&#8201;=&#8201;0.998 (P&#8201;&lt;&#8201;0.01), repeatability coefficient R&#8201;=&#8201;53&#8201;min.</p>
								</entry>
								<entry colname="c7">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;3.09&#8201;&#177;&#8201;26.5&#8201;min</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>M&#228;der (2006)<abbrgrp>
											<abbr bid="B40">40</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>14 - 21&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>SHS97</p>
								</entry>
								<entry colname="c5">
									<p>Sweat episodes(Q1) &#8211; sweat episodes(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.63 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4">
									<p>HEPA99</p>
								</entry>
								<entry colname="c5">
									<p>Active/inactive(Q1) &#8211; active/inactive(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>&#8211;</p>
								</entry>
								<entry colname="c7">
									<p>&#954;&#8201;=&#8201;0.46 (P&#8201;&lt;&#8201;005)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4">
									<p>IPAQ</p>
								</entry>
								<entry colname="c5">
									<p>Total MET-min/week(Q1) &#8211; total MET-min/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.54 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Sitting(Q1) &#8211; sitting(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.60 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4">
									<p>OIMQ</p>
								</entry>
								<entry colname="c5">
									<p>Total MET-min/week(Q1) &#8211; total MET-min/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.68 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Meriwether (2006)<abbrgrp>
											<abbr bid="B41">41</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>PAAT</p>
								</entry>
								<entry colname="c5">
									<p>Total min(Q1) &#8211; total min(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.618 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Reis (2005)<abbrgrp>
											<abbr bid="B42">42</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>2&#8201;weeks</p>
								</entry>
								<entry colname="c4">
									<p>OPAQ</p>
								</entry>
								<entry colname="c5">
									<p>Total activity(Q1) &#8211; total activity(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.76 (0.59;0.86)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Sedentary(Q1) &#8211; sedentary(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.78 (0.62;0.87)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Rosenberg (2010)<abbrgrp>
											<abbr bid="B43">43</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>2&#8201;weeks</p>
								</entry>
								<entry colname="c4">
									<p>SBQ</p>
								</entry>
								<entry colname="c5">
									<p>Weekday: total score(Q1) &#8211; total score(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.85 (0.75;0.91), Spearman r (95&#8201;% CI)&#8201;=&#8201;0.79 (0.65;0.88)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Weekend day: total score(Q1) &#8211; total score(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.77 (0.63;0.86), Spearman r (95&#8201;% CI)&#8201;=&#8201;0.74 (0.58;0.85)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Sobngwi (2001)<abbrgrp>
											<abbr bid="B44">44</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>10 - 15&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>SSAAQ</p>
								</entry>
								<entry colname="c5">
									<p>Total min(Q1) &#8211; total min(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.95 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Timperio (2003)<abbrgrp>
											<abbr bid="B45">45</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>3&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>1WPAR</p>
								</entry>
								<entry colname="c5">
									<p>Men: duration(Q1) &#8211; duration(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.45 (0.20;0.64), P&#8201;&lt;&#8201;0.001</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Women: duration(Q1) &#8211; duration(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.80 (0.69;0.87), P&#8201;&lt;&#8201;0.001</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Men: sufficient PA(Q1) &#8211; sufficient PA(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>&#8211;</p>
								</entry>
								<entry colname="c7">
									<p>&#954;&#8201;=&#8201;0.64 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Women: sufficient PA(Q1) &#8211; sufficient PA(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>&#8211;</p>
								</entry>
								<entry colname="c7">
									<p>&#954;&#8201;=&#8201;0.55 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Wareham (2002)<abbrgrp>
											<abbr bid="B46">46</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>3&#8201;months</p>
								</entry>
								<entry colname="c4">
									<p>EPAQ2</p>
								</entry>
								<entry colname="c5">
									<p>Men: total MET-hr/week(Q1) &#8211; total MET-hr/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Pearson r&#8201;=&#8201;0.74 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c7">
									<p>&#954;&#8201;=&#8201;0.64</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Women: total MET-hr/week(Q1) &#8211; total MET-hr/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Pearson r&#8201;=&#8201;0.72 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c7">
									<p>&#954;&#8201;=&#8201;0.70</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Men: TV time(Q1) &#8211; TV time(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Pearson r&#8201;=&#8201;0.75 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c7">
									<p>&#954;&#8201;=&#8201;0.71</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Women: TV time(Q1) &#8211; TV time(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Pearson r&#8201;=&#8201;0.78 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c7">
									<p>&#954;&#8201;=&#8201;0.74</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Wareham (2003)<abbrgrp>
											<abbr bid="B47">47</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>18 - 21&#8201;months</p>
								</entry>
								<entry colname="c4">
									<p>EPAQ</p>
								</entry>
								<entry colname="c5">
									<p>Physical activity index(Q1) &#8211; physical activity index(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>&#8211;</p>
								</entry>
								<entry colname="c7">
									<p>&#954;&#8201;=&#8201;0.60 (P&#8201;&lt;&#8201;0.0001)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Yore (2007)<abbrgrp>
											<abbr bid="B48">48</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>1 - 5&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>BRFSS PAQ</p>
								</entry>
								<entry colname="c5">
									<p>VPA(Q1) &#8211; VPA(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>&#8211;</p>
								</entry>
								<entry colname="c7">
									<p>&#954; (95&#8201;% CI)&#8201;=&#8201;0.86 (0.72;0.99)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>MPA(Q1) &#8211; MPA(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>&#8211;</p>
								</entry>
								<entry colname="c7">
									<p>&#954; (95&#8201;% CI)&#8201;=&#8201;0.53 (0.31;0.75)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Recommended PA(Q1) &#8211; recommended PA(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>&#8211;</p>
								</entry>
								<entry colname="c7">
									<p>&#954; (95&#8201;% CI)&#8201;=&#8201;0.84 (0.69;0.99)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Walking(Q1) &#8211; walking(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>&#8211;</p>
								</entry>
								<entry colname="c7">
									<p>&#954; (95&#8201;% CI)&#8201;=&#8201;0.56 (0.34;0.77)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Strengthening PA(Q1) &#8211; strengthening PA(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>&#8211;</p>
								</entry>
								<entry colname="c7">
									<p>&#954; (95&#8201;% CI)&#8201;=&#8201;0.92 (0.81;1.00)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3">
									<p>10 - 19&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>BRFSS PAQ</p>
								</entry>
								<entry colname="c5">
									<p>VPA(Q1) &#8211; VPA(Q3)</p>
								</entry>
								<entry colname="c6">
									<p>&#8211;</p>
								</entry>
								<entry colname="c7">
									<p>&#954; (95&#8201;% CI)&#8201;=&#8201;0.80 (0.65;0.95)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>MPA(Q1) &#8211; MPA(Q3)</p>
								</entry>
								<entry colname="c6">
									<p>&#8211;</p>
								</entry>
								<entry colname="c7">
									<p>&#954; (95&#8201;% CI)&#8201;=&#8201;0.35 (0.11;0.59)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Recommended PA(Q1) &#8211; recommended PA(Q3)</p>
								</entry>
								<entry colname="c6">
									<p>&#8211;</p>
								</entry>
								<entry colname="c7">
									<p>&#954; (95&#8201;% CI)&#8201;=&#8201;0.67 (0.46;0.88)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Walking(Q1) &#8211; walking(Q3)</p>
								</entry>
								<entry colname="c6">
									<p>&#8211;</p>
								</entry>
								<entry colname="c7">
									<p>&#954; (95&#8201;% CI)&#8201;=&#8201;0.34 (0.10;0.57)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Strengthening PA(Q1) &#8211; strengthening PA(Q3)</p>
								</entry>
								<entry colname="c6">
									<p>&#8211;</p>
								</entry>
								<entry colname="c7">
									<p>&#954; (95&#8201;% CI)&#8201;=&#8201;0.85 (0.71;0.99)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Yasunaga (2007)<abbrgrp>
											<abbr bid="B49">49</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>1&#8201;month</p>
								</entry>
								<entry colname="c4">
									<p>PAQ-EJ</p>
								</entry>
								<entry colname="c5">
									<p>PAQ-EJ score(Q1) &#8211; PAQ-EJ score(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Pearson r&#8201;=&#8201;0.70 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>
										<it>Median ICC&#8201;=&#8201;0.76 (youth: 0.69, adults: 0.765, elderly: &#8211;)</it>
									</p>
								</entry>
								<entry colname="c7"/>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>
										<it>Median Spearman r&#8201;=&#8201;0.74 (youth: 0.71, adults: 0.75, elderly: &#8211;)</it>
									</p>
								</entry>
								<entry colname="c7"/>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>
										<it>Median Pearson r&#8201;=&#8201;0.76 (youth: 0.80, adults: 0.74, elderly: 0.70)</it>
									</p>
								</entry>
								<entry colname="c7"/>
							</row>
							<row rowsep="1">
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6"/>
								<entry colname="c7">
									<p>
										<it>Median &#954;&#8201;=&#8201;0.64 (youth: 0.53, adults: 0.655, elderly: &#8211;)</it>
									</p>
								</entry>
							</row>
						</tbody>
					</tgroup>
				</table><p>Reliability was usually reported as ICC (n&#8201;=&#8201;13), Pearson/Spearman correlation (n&#8201;=&#8201;6), kappa statistic (n&#8201;=&#8201;3) or a combination of these statistics (n&#8201;=&#8201;9). Higher reliability coefficients were more often seen in association with shorter periods between test and retest. Poor correlation (ICC or r &lt;0.4) was found only in subcategories of a few PAQs. Median correlations from reported data for recall of sedentary behaviours across all PAQs were acceptable: ICC&#8201;=&#8201;0.68, Spearman r&#8201;=&#8201;0.60, Pearson r&#8201;=&#8201;0.475, kappa&#8201;=&#8201;0.66.</p>
			</sec>
			<sec>
				<st>
					<p>Youth</p>
				</st><p>Median reliability correlations for the youth were as follows: ICC&#8201;=&#8201;0.69, Spearman r&#8201;=&#8201;0.71, Pearson r&#8201;=&#8201;0.80, kappa&#8201;=&#8201;0.53. The Activitygram (ICC&#8201;=&#8201;0.24) <abbrgrp>
						<abbr bid="B26">26</abbr>
					</abbrgrp> and the self-reported CLASS questionnaire (frequency: ICC&#8201;=&#8201;0.36, duration ICC&#8201;=&#8201;0.24) <abbrgrp>
						<abbr bid="B25">25</abbr>
					</abbrgrp> showed fairly low reliability correlations, whereas the MARCA (ICC&#8201;=&#8201;0.93) <abbrgrp>
						<abbr bid="B52">52</abbr>
					</abbrgrp> and both computer and paper versions of the CDPAQ (ICC&#8201;=&#8201;0.91&#8211;0.98) <abbrgrp>
						<abbr bid="B23">23</abbr>
					</abbrgrp> demonstrated high reliability.</p>
			</sec>
			<sec>
				<st>
					<p>Adults</p>
				</st><p>Median reliability correlations for adults were as follows: ICC&#8201;=&#8201;0.765, Spearman r&#8201;=&#8201;0.75, Pearson r&#8201;=&#8201;0.74, kappa&#8201;=&#8201;0.655. Reliability was poor for the AQuAA score for adults (ICC&#8201;=&#8201;0.22) <abbrgrp>
						<abbr bid="B53">53</abbr>
					</abbrgrp>. Similarly, reliability coefficients were poor for the HUNT2 <abbrgrp>
						<abbr bid="B37">37</abbr>
					</abbrgrp> components of light (r&#8201;=&#8201;0.17, &#954;&#8201;=&#8201;0.20) and hard activity (r&#8201;=&#8201;0.17, &#954;&#8201;=&#8201;0.41). The primary version of this questionnaire (HUNT1), which was designed a decade earlier, however demonstrated high reliability (r&#8201;=&#8201;0.76&#8211;0.87, &#954;&#8201;=&#8201;0.69&#8211;0.82) <abbrgrp>
						<abbr bid="B54">54</abbr>
					</abbrgrp>. The majority of the questionnaires showed acceptable to good reliability: KPAS (ICC&#8201;=&#8201;0.82&#8211;0.83) <abbrgrp>
						<abbr bid="B30">30</abbr>
					</abbrgrp>, RPAQ (ICC&#8201;=&#8201;0.76) <abbrgrp>
						<abbr bid="B31">31</abbr>
					</abbrgrp>, PPAQ (ICC&#8201;=&#8201;0.78) <abbrgrp>
						<abbr bid="B32">32</abbr>
					</abbrgrp>, IPAQ short (r&#8201;=&#8201;0.76) and long version (r&#8201;=&#8201;0.81) <abbrgrp>
						<abbr bid="B34">34</abbr>
					</abbrgrp>, AWAS (ICC&#8201;=&#8201;0.73&#8211;0.80) <abbrgrp>
						<abbr bid="B35">35</abbr>
					</abbrgrp>, FPACQ (ICC&#8201;=&#8201;0.68&#8211;0.80) <abbrgrp>
						<abbr bid="B22">22</abbr>
					</abbrgrp>, OPAQ (ICC&#8201;=&#8201;0.78) <abbrgrp>
						<abbr bid="B42">42</abbr>
					</abbrgrp>, SBQ (ICC&#8201;=&#8201;0.77-0.85, r&#8201;=&#8201;0.74-0.79) <abbrgrp>
						<abbr bid="B43">43</abbr>
					</abbrgrp>, SPAQ (r&#8201;=&#8201;0.998) <abbrgrp>
						<abbr bid="B39">39</abbr>
					</abbrgrp> and SSAAQ (r&#8201;=&#8201;0.95) <abbrgrp>
						<abbr bid="B44">44</abbr>
					</abbrgrp>.</p>
			</sec>
			<sec>
				<st>
					<p>Elderly</p>
				</st><p>Median Pearson reliability correlation for the elderly was r&#8201;=&#8201;0.70. The PAQ-EJ was the only new PAQ designed for (Japanese) elderly that reported reliability results and has acceptable recall properties (r&#8201;=&#8201;0.70) <abbrgrp>
						<abbr bid="B49">49</abbr>
					</abbrgrp>.</p>
			</sec>
			<sec>
				<st>
					<p>Validity</p>
				</st><p>All validity results for new PAQs are listed in Table <tblr tid="T4">4</tblr>.</p>
				<table id="T4">
					<title>
						<p>Table 4</p>
					</title>
					<caption>
						<p>
							<b>Validity results of new PAQs</b>
						</p>
					</caption>
					<tgroup align="left" cols="9">
						<colspec align="left" colname="c1" colnum="1" colwidth="1*"/>
						<colspec align="left" colname="c2" colnum="2" colwidth="1*"/>
						<colspec align="left" colname="c3" colnum="3" colwidth="1*"/>
						<colspec align="left" colname="c4" colnum="4" colwidth="1*"/>
						<colspec align="left" colname="c5" colnum="5" colwidth="1*"/>
						<colspec align="left" colname="c6" colnum="6" colwidth="1*"/>
						<colspec align="left" colname="c7" colnum="7" colwidth="1*"/>
						<colspec align="left" colname="c8" colnum="8" colwidth="1*"/>
						<colspec align="left" colname="c9" colnum="9" colwidth="1*"/>
						<thead valign="top">
							<row>
								<entry align="left" colname="c1">
									<p>
										<b>Age Group</b>
									</p>
								</entry>
								<entry align="center" colname="c2">
									<p>
										<b>Reference</b>
									</p>
								</entry>
								<entry align="center" colname="c3">
									<p>
										<b>Criterion method</b>
									</p>
								</entry>
								<entry align="center" colname="c4">
									<p>
										<b>Duration of validation</b>
									</p>
								</entry>
								<entry align="center" colname="c5">
									<p>
										<b>PAQ</b>
									</p>
								</entry>
								<entry align="center" colname="c6">
									<p>
										<b>Variables tested</b>
									</p>
								</entry>
								<entry align="center" colname="c7">
									<p>
										<b>Criterion intensity thresholds</b>
									</p>
								</entry>
								<entry align="center" colname="c8" nameend="c9" namest="c8" rowsep="1">
									<p>
										<b>Validity results</b>
									</p>
								</entry>
							</row>
							<row rowsep="1">
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6"/>
								<entry colname="c7"/>
								<entry colname="c8">
									<p>
										<b>
											<it>Correlation coefficients</it>
										</b>
									</p>
								</entry>
								<entry colname="c9">
									<p>
										<b>
											<it>Agreement</it>
										</b>
									</p>
								</entry>
							</row>
						</thead>
						<tfoot>
							<p>Q1&#8201;=&#8201;first completed questionnaire, Q2&#8201;=&#8201;second completed questionnaire, Q3&#8201;=&#8201;third completed questionnaire, r&#8201;=&#8201;correlation coefficient (rho), CI&#8201;=&#8201;Confidence Interval (lower;upper), &#954;&#8201;=&#8201;kappa (i.e. Cohen weighted kappa unless specified otherwise), LoA&#8201;=&#8201;Limits of Agreement, MD&#8201;=&#8201;Mean Difference, &#8211;&#8201;=&#8201;not stated.</p><p>Acc&#8201;=&#8201;Accelerometry [NB: ActiGraph (Model 7164) is successor of preceding accelerometer by MTI, formerly CSA]. Accelerometer names as used in the respective papers.</p><p>Ainsworth (2000): 3 point summary index&#8201;=&#8201;3 domains: sports/exercise, occupation, active living habits. 4 point summary index&#8201;=&#8201;all 4 domains: sports/exercise, occupation, active living habits, housework/caregiving.</p><p>Craig (2003): Pooled Spearman&#8201;=&#8201;pooled results from data of 22 studies examining the IPAQ long form and 23 studies examining the short form.</p><p>Dwyer (2011): Levels 1&#8211;2&#8201;=&#8201;stationary, level 3&#8201;=&#8201;moving slowly, level 4&#8201;=&#8201;moving at a medium or moderate pace, level 5&#8201;=&#8201;moving at a fast pace.</p><p>Economos (2010): Moderate-high METs&#8201;=&#8201;3&#8211;6 METs. High METs&#8201;=&#8201;&#8805;6 METs.</p><p>Fjeldsoe (2009): Total activity includes light-, moderate-, and vigorous-intensity activities. HEPA&#8201;=&#8201;Health Enhancing Physical Activity: brisk walking and moderate- and vigorous activities from the planned activity and transport domains.</p><p>Kurtze (2007): EE&#8201;=&#8201;Energy Expenditure in MJ/day. PAL&#8201;=&#8201;total EE divided by basal metabolic rate (BMR). Light activity&#8201;=&#8201;no sweating or being out of breath. Hard activity&#8201;=&#8201;sweating/out of breath.</p><p>Kurtze (2008): EE&#8201;=&#8201;Energy Expenditure in MJ/day. PAL&#8201;=&#8201;total EE divided by basal metabolic rate (BMR).</p><p>Lowther (1999): Initial r&#8201;=&#8201;0.1294, but after correction for less reliable high data (occupational walking data, extreme data for 4 participants) the correlation improved to 0.52.</p><p>M&#228;der (2006): IPAQ - Total MET-min/week&#8201;=&#8201;MET-min/week for total activity excluding sitting. OIMQ - Total MET-min/week&#8201;=&#8201;MET-min/week for total activity, i.e. moderate and vigorous activities.</p><p>Martinez-Gomez (2010): Counts/mov&#8201;=&#8201;counts adjusted by movement time over the recess time. MD&#8201;=&#8201;mean difference between the mean times spent at MVPA by the two instruments. Kappa&#8201;=&#8201;agreement between the two instruments among tertiles of total PA.</p><p>Reis (2005): ActiGraph only worn during occupational hours. Sedentary&#8201;=&#8201;sitting or standing activities.</p><p>Ridley (2001): CDPAQ-HC&#8201;=&#8201;hard copy of CDPAQ. MVPA&#8201;=&#8201;Moderate-to-Vigorous Physical Activity. Total compendium METs&#8201;=&#8201;compendium values to derive total METs due to reported problems associated with children's perception of intensity (Compendium of physical activities: classification of energy costs of human physical activities. Ainsworth BE, Haskell WL, Leon AS, Jacobs DR Jr, Montoye HJ, Sallis JF, Paffenbarger RS Jr. Med Sci Sports Exerc. 1993 Jan;25(1):71&#8211;80).</p><p>Rosenberg (2010): Partial r&#8201;=&#8201;partial correlation, adjusted for age, marital status, white or nonwhite ethnicity, number of children, and highest level of education.</p><p>Sobngwi (2001): Total activity by Heart Rate monitoring is defined as variability in heart rate measured as area under the minute-to-minute heart rate curve and above individual resting heart rate.</p><p>Telford (2004): Validity results for total PA minutes for 5 to 6 or 10 to 12&#8201;year old children in parental proxy-reports or self-administered questionnaires.</p><p>Timperio (2003): Total activity in min/day is specified as &#8805;3 METs.</p><p>Treuth (2003): GAQ score&#8201;=&#8201;MET weighted mean score of 18 more reliable, and more frequently performed, activities. Activitygram score&#8201;=&#8201;average intensity/min over 3&#8201;day period. Other sedentary&#8201;=&#8201;sedentary activities excluding TV watching. The scores are an average of the two days administrations.</p><p>Treuth (2005): Fels PAQ score&#8201;=&#8201;mean Fels PAQ score (total activity) of both administrations of the PAQ. Counts/min&#8201;=&#8201;mean counts/min. Elementary&#8201;=&#8201;elementary school. Middle&#8201;=&#8201;middle school. High&#8201;=&#8201;high school.</p><p>Wareham (2002): Subject wore the HR monitor 4x four days across one year. EE&#8201;=&#8201;Energy Expenditure in kJ/hr. TV time&#8201;=&#8201;hours per week watching television and videos. Partial correlation coefficient is adjusted for age and sex.</p><p>Wareham (2003): Subject wore the HR monitor 4x four days across one year. Physical activity index&#8201;=&#8201;combined index for the four-level classification of self-reported occupational activity and four-level categorisation of time spent in cycling and other physical exercise. DayPAR&#8201;=&#8201;Physical Activity Ratio calculated as the ratio of daytime energy expenditure to resting energy expenditure. P for trend&#8201;=&#8201;P for positive trend of the association between DayPAR (measured by calibrated HR data) over four categories of physical activity (i.e. inactive, moderately inactive, moderately active, active) estimated from the EPAQ.</p><p>Welk (2007): PA bouts&#8201;=&#8201;number of sessions of physical activity performed during the week. Total MVPA mins&#8201;=&#8201;total minutes in moderate to vigorous physical activity performed during the previous day. Cut point used is Freedson age-based cut point, calculated as METs&#8201;=&#8201;2.757&#8201;+&#8201;(0.0015*counts per minute) - (0.0896*age[yr]) - (0.000038*counts per minute*age[yr]). Correlation&#8201;=&#8201;group-level correlation. No correlation coefficient specified.</p><p>Yasunaga (2007): PAQ-EJ score&#8201;=&#8201;MET score in MET-hr/week, calculated as number of days*time*intensity weight.</p>
						</tfoot>
						<tbody valign="top">
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Dwyer (2011)<abbrgrp>
											<abbr bid="B19">19</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>4 - 5&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>Pre-PAQ</p>
								</entry>
								<entry colname="c6">
									<p>Level 5&#8201;min/day(Q) &#8211; VPA min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&gt;5016 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.17</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;1.9&#8201;&#177;&#8201;39.4&#8201;min/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Level 4&#8201;min/day(Q) &#8211; MPA min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>3560-5016 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.13</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;48.2&#8201;&#177;&#8201;73.1&#8201;min/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Level 3&#8201;min/day(Q) &#8211; LPA min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>1592-3560 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;&#8722;0.07</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;&#8722;4.8&#8201;&#177;&#8201;100.7&#8201;min/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Levels 1&#8211;2&#8201;min/day(Q) &#8211; sedentary min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&lt;1592 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.19</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;&#8722;235.4&#8201;&#177;&#8201;147.7&#8201;min/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Economos (2010)<abbrgrp>
											<abbr bid="B20">20</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>2&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>BONES PAS</p>
								</entry>
								<entry colname="c6">
									<p>High METs(Q) &#8211; total counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r (95&#8201;% CI)&#8201;=&#8201;0.25 (&#8722;0.07;0.52)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>High METs(Q) &#8211; VPA(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>6-9 METs, 1952&#8211;5724 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r (95&#8201;% CI)&#8201;=&#8201;0.23 (&#8722;0.09;0.51)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Moderate-high METs(Q) &#8211; total counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r (95&#8201;% CI)&#8201;=&#8201;0.27 (&#8722;0.05;0.54)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Martinez-Gomez (2010)<abbrgrp>
											<abbr bid="B21">21</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>1&#8201;day</p>
								</entry>
								<entry colname="c5">
									<p>RPAR</p>
								</entry>
								<entry colname="c6">
									<p>Total MET-min(Q) &#8211; total counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.42 (P&#8201;=&#8201;0.021)</p>
								</entry>
								<entry colname="c9">
									<p>&#954;&#8201;=&#8201;0.16</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>MVPA min(Q) &#8211; MVPA counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;2000 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.52 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;2.15&#8201;&#177;&#8201;7.19&#8201;min</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3">
									<p>Acc (Biotrainer)</p>
								</entry>
								<entry colname="c4">
									<p>1&#8201;day</p>
								</entry>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Total MET-min(Q) &#8211; total counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.40 (P&#8201;=&#8201;0.025)</p>
								</entry>
								<entry colname="c9">
									<p>&#954;&#8201;=&#8201;0.39</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Total MET-min(Q) &#8211; total counts/mov(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.54 (P&#8201;=&#8201;0.004)</p>
								</entry>
								<entry colname="c9">
									<p>&#954;&#8201;=&#8201;0.16</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Philippaerts (2006)<abbrgrp>
											<abbr bid="B22">22</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>FPACQ</p>
								</entry>
								<entry colname="c6">
									<p>Total hr/week(Q) &#8211; total counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.56 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Total hr/week(Q) &#8211; mean counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.43 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>TEE(Q) &#8211; total counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.58 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>TEE(Q) &#8211; mean counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.49 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Inactivity(Q) &#8211; total counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;&#8722;0.13</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Inactivity(Q) &#8211; mean counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;&#8722;0.06</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Ridley (2001)<abbrgrp>
											<abbr bid="B23">23</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (Caltrac)</p>
								</entry>
								<entry colname="c4">
									<p>2x 1&#8201;day</p>
								</entry>
								<entry colname="c5">
									<p>CDPAQ</p>
								</entry>
								<entry colname="c6">
									<p>Total METs(Q) &#8211; total counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.41 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Total compendium METs(Q) &#8211; total counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.54 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Total mins(Q) &#8211; total counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.41 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3">
									<p>HR (Polar)</p>
								</entry>
								<entry colname="c4">
									<p>2x 1&#8201;day</p>
								</entry>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>MVPA mins(Q) &#8211; MVPA mins(HR)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;145&#8201;bpm</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.66 (P&#8201;=&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3">
									<p>Acc (Caltrac)</p>
								</entry>
								<entry colname="c4">
									<p>2x 1&#8201;day</p>
								</entry>
								<entry colname="c5">
									<p>CDPAQ-HC</p>
								</entry>
								<entry colname="c6">
									<p>Total METs(Q) &#8211; total counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.25 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Total compendium METs(Q) &#8211; total counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.22 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Total mins(Q) &#8211; total counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.33 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3">
									<p>HR (Polar)</p>
								</entry>
								<entry colname="c4">
									<p>2x 1&#8201;day</p>
								</entry>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>MVPA mins(Q) &#8211; MVPA mins(HR)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;145&#8201;bpm</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.48 (P&#8201;=&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Ridley (2006)<abbrgrp>
											<abbr bid="B24">24</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>1&#8201;day</p>
								</entry>
								<entry colname="c5">
									<p>MARCA</p>
								</entry>
								<entry colname="c6">
									<p>PAL(Q) &#8211; total counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.45 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Telford (2004)<abbrgrp>
											<abbr bid="B25">25</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>8&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>CLASS-parental report</p>
								</entry>
								<entry colname="c6">
									<p>5-6&#8201;yrs: total min/day(Q) &#8211; total min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;&#8722;0.04</p>
								</entry>
								<entry colname="c9">
									<p>MD (95 % LoA)&#8201;=&#8201;&#8722;140.7 (&#8722;164.9;-116.6) min/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>10-12&#8201;yrs: total min/day(Q) &#8211; total min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.09</p>
								</entry>
								<entry colname="c9">
									<p>MD (95 % LoA)&#8201;=&#8201;11.2 (&#8722;6.9;29.4) min/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>5-6&#8201;yrs: total min/day(Q) &#8211; total raw counts/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.05</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>10-12&#8201;yrs: total min/day(Q) &#8211; total raw counts/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.11</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>CLASS-self</p>
								</entry>
								<entry colname="c6">
									<p>10-12&#8201;yrs: total min/day(Q) &#8211; total min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;&#8722;0.04</p>
								</entry>
								<entry colname="c9">
									<p>MD (95 % LoA)&#8201;=&#8201;1.5 (&#8722;17.2;20.3) min/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>10-12&#8201;yrs: total min/day(Q) &#8211; total raw counts/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.06</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Treuth (2003)<abbrgrp>
											<abbr bid="B26">26</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>4&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>GAQ</p>
								</entry>
								<entry colname="c6">
									<p>Yesterday: GAQ score(Q) &#8211; mean counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.27 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Usual: GAQ score(Q) &#8211; mean counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.29 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Yesterday: TV watching(Q) &#8211; mean counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;&#8722;0.145 (P&#8201;=&#8201;0.24)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Usual: TV watching(Q) &#8211; mean counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;&#8722;0.004 (P&#8201;=&#8201;0.98)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Yesterday: other sedentary(Q) &#8211; mean counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.0227 (P&#8201;=&#8201;0.85)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Usual: other sedentary(Q) &#8211; mean counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;&#8722;0.0916 (P&#8201;=&#8201;0.46)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Activitygram</p>
								</entry>
								<entry colname="c6">
									<p>Activitygram score(Q) &#8211; mean counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.37 (P&#8201;&lt;&#8201;0.002)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Treuth (2005)<abbrgrp>
											<abbr bid="B27">27</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (Actiwatch)</p>
								</entry>
								<entry colname="c4">
									<p>6&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>Fels PAQ</p>
								</entry>
								<entry colname="c6">
									<p>Elementary: Fels PAQ score(Q) &#8211; mean counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.34 (P&#8201;=&#8201;0.004)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Middle: Fels PAQ score(Q) &#8211; mean counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.11 (P&#8201;=&#8201;0.31)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>High: Fels PAQ score(Q) &#8211; mean counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.21 (P&#8201;=&#8201;0.006)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Welk (2007)<abbrgrp>
											<abbr bid="B28">28</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>YMCLS</p>
								</entry>
								<entry colname="c6">
									<p>Weekly PA bouts(Q) &#8211; weekly PA bouts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>r&#8201;=&#8201;0.24 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;&#8722;8.4&#8201;&#177;&#8201;28.4&#8201;min</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Previous day: total MVPA mins(Q) &#8211; total MVPA mins(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>3-6 METs</p>
								</entry>
								<entry colname="c8">
									<p>r&#8201;=&#8201;0.53 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;14.5&#8201;&#177;&#8201;173.9&#8201;min</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Wong (2006)<abbrgrp>
											<abbr bid="B29">29</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>7 - 9&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>SHAPES</p>
								</entry>
								<entry colname="c6">
									<p>VPA min/day(Q) &#8211; VPA min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;8200 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.25 (P&#8201;=&#8201;0.07)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>MVPA min/day(Q) &#8211; MVPA min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;3200 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.44 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>MPA min/day(Q) &#8211; MPA min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>3200-8199 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.31 (P&#8201;=&#8201;0.02)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Ainsworth (2000)<abbrgrp>
											<abbr bid="B30">30</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (Caltrac)</p>
								</entry>
								<entry colname="c4">
									<p>2x 7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>KPAS</p>
								</entry>
								<entry colname="c6">
									<p>3 point summary index(Q) &#8211; MET-min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.53 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>4 point summary index(Q) &#8211; MET-min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.49 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Besson (2010)<abbrgrp>
											<abbr bid="B31">31</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>DLW</p>
								</entry>
								<entry colname="c4">
									<p>14&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>RPAQ</p>
								</entry>
								<entry colname="c6">
									<p>TEE(Q) &#8211; TEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.67 (P&#8201;&lt;&#8201;0.0001)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;&#8722;3451.9&#8201;&#177;&#8201;2025.1&#8201;kJ/day (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>PAEE(Q) &#8211; PAEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.39 (P&#8201;=&#8201;0.0004)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;&#8722;12.9&#8201;&#177;&#8201;23.9&#8201;kJ/day (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3">
									<p>Acc&#8201;+&#8201;HR (Actiheart)</p>
								</entry>
								<entry colname="c4">
									<p>11&#8201;days</p>
								</entry>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>VPA(Q) &#8211; VPA(Acc&#8201;+&#8201;HR)</p>
								</entry>
								<entry colname="c7">
									<p>&gt;6 METs</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.70 (P&#8201;&lt;&#8201;0.0001)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;0.2&#8201;&#177;&#8201;0.4&#8201;h/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>MPA(Q) &#8211; MPA(Acc&#8201;+&#8201;HR)</p>
								</entry>
								<entry colname="c7">
									<p>3.6-6 METs</p>
								</entry>
								<entry colname="c8">
									<p>&#8211;</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;&#8722;0.8&#8201;&#177;&#8201;1.0&#8201;h/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Light PA(Q) &#8211; light PA(Acc&#8201;+&#8201;HR)</p>
								</entry>
								<entry colname="c7">
									<p>2-3.5 METs</p>
								</entry>
								<entry colname="c8">
									<p>&#8211;</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;&#8722;0.1&#8201;&#177;&#8201;2.4&#8201;h/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Sedentary time(Q) &#8211; sedentary time(Acc&#8201;+&#8201;HR)</p>
								</entry>
								<entry colname="c7">
									<p>&lt;2 METs</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.27 (P&#8201;=&#8201;0.06)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;0.7&#8201;&#177;&#8201;2.8&#8201;h/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Chasan-Taber (2004)<abbrgrp>
											<abbr bid="B32">32</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>PPAQ</p>
								</entry>
								<entry colname="c6">
									<p>Total activity(Q) &#8211; Swartz cut point min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;3 METs, &#8805;574 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.32</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Total activity(Q) &#8211; Hendelman cut point min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;3 METs, &#8805;191 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.43</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Total activity(Q) &#8211; Freedson cut point min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;3 METs, &#8805;1952 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.08</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Total activity(Q) &#8211; mean counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.27</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Sedentary(Q) &#8211; Swartz cut point min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&lt;1.5 METs</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;&#8722;0.17</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Sedentary(Q) &#8211; Hendelman cut point min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&lt;1.5 METs</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;&#8722;0.34</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Sedentary(Q) &#8211; Freedson cut point min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&lt;1.5 METs</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.12</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Sedentary(Q) &#8211; mean counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;&#8722;0.10</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Chinapaw (2009)<abbrgrp>
											<abbr bid="B33">33</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>14&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>AQuAA</p>
								</entry>
								<entry colname="c6">
									<p>Adolescents: AQuAA score(Q) &#8211; counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805; 2 METs, &#8805;699 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.13</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Adults: AQuAA score(Q) &#8211; counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805; 2 METs, &#8805;699 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;&#8722;0.16</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Adolescents: sedentary(Q) &#8211; counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&lt; 2 METs, &lt;699 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.23</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Adults: sedentary(Q) &#8211; counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&lt; 2 METs, &lt;699 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.15</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Craig (2003)<abbrgrp>
											<abbr bid="B34">34</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>IPAQ</p>
								</entry>
								<entry colname="c6">
									<p>Long form: total PA(Q) &#8211; total counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pooled Spearman r (95&#8201;% CI)&#8201;=&#8201;0.33 (0.26;0.39), range: -0.27 - 0.61</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Short form: total PA(Q) &#8211; total counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pooled Spearman r (95&#8201;% CI)&#8201;=&#8201;0.30 (0.23;0.36), range: -0.12 - 0.57</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Fjeldsoe (2009)<abbrgrp>
											<abbr bid="B35">35</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>AWAS</p>
								</entry>
								<entry colname="c6">
									<p>Total activity(Q) &#8211; total activity(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;100 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.13 (P&#8201;=&#8201;0.24)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>HEPA(Q) &#8211; Freedson cut point min/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.28 (P&#8201;=&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>HEPA(Q) &#8211; Swartz cut point min/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.06 (P&#8201;=&#8201;0.64)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Sitting(Q) &#8211; sitting(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&lt;100 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.32 (P&#8201;=&#8201;0.006)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Friedenreich (2006)<abbrgrp>
											<abbr bid="B36">36</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>4x 7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>PYTPAQ</p>
								</entry>
								<entry colname="c6">
									<p>Total MET-hr/week(Q) &#8211; total MET-hr/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.26 (P&#8201;&lt;&#8201;0.05), ICC (95&#8201;% CI)&#8201;=&#8201;0.18 (0.03;0.32)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Kurtze (2007)<abbrgrp>
											<abbr bid="B37">37</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiReg)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>HUNT2</p>
								</entry>
								<entry colname="c6">
									<p>Hard activity(Q) &#8211; EE(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.11</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Hard activity(Q) &#8211; PAL(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.16</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Light activity(Q) &#8211; EE(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.21 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Light activity(Q) &#8211; PAL(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.08</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Occupational activity(Q) &#8211; EE(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.39 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Occupational activity(Q) &#8211; PAL(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.38 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Kurtze (2008)<abbrgrp>
											<abbr bid="B38">38</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiReg)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>HUNT1</p>
								</entry>
								<entry colname="c6">
									<p>Summary index(Q) &#8211; EE(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.03</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Summary index(Q) &#8211; PAL(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.07</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Summary index(Q) &#8211; MET-min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.07</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Lowther (1999)<abbrgrp>
											<abbr bid="B39">39</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (Caltrac)</p>
								</entry>
								<entry colname="c4">
									<p>4&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>SPAQ</p>
								</entry>
								<entry colname="c6">
									<p>Total mins(Q) &#8211; total kcal(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>r&#8201;=&#8201;0.1294, corrected for confounding: r&#8201;=&#8201;0.52 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>M&#228;der (2006)<abbrgrp>
											<abbr bid="B40">40</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>SHS97</p>
								</entry>
								<entry colname="c6">
									<p>Sweat episodes/week(Q) &#8211; total counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.23</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>HEPA99</p>
								</entry>
								<entry colname="c6">
									<p>&#8211;</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>&#8211;</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>IPAQ</p>
								</entry>
								<entry colname="c6">
									<p>Total MET-min/week(Q) &#8211; total counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.39 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Sitting(Q) &#8211; sitting(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&lt;100 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.22</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>OIMQ</p>
								</entry>
								<entry colname="c6">
									<p>Total MET-min/week(Q) &#8211; total counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.44 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Meriwether (2006)<abbrgrp>
											<abbr bid="B41">41</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (MTI)</p>
								</entry>
								<entry colname="c4">
									<p>14&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>PAAT</p>
								</entry>
								<entry colname="c6">
									<p>VPA min/week(Q) &#8211; VPA min/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;5 METs, &#8805;5725 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.380 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>MVPA min/week(Q) &#8211; MVPA min/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;5 METs, &#8805;1952 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.392 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>MPA min/week(Q) &#8211; MPA min/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>3-4.9 METs, 1952&#8211;5724 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.392 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Reis (2005)<abbrgrp>
											<abbr bid="B42">42</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>OPAQ</p>
								</entry>
								<entry colname="c6">
									<p>Total hr/week(Q) &#8211; VPA(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;5725 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;&#8722;0.02</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Total hr/week(Q) &#8211; MPA(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>1952-5724 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.12</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry align="right" colname="c3"/>
								<entry align="right" colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Total hr/week(Q) &#8211; light activity(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&lt;1952 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.22</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Sedentary(Q) &#8211; light activity(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&lt;1952 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;&#8722;0.20</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Rosenberg (2010)<abbrgrp>
											<abbr bid="B43">43</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>SBQ</p>
								</entry>
								<entry colname="c6">
									<p>Female: total sedentary hr/week(Q) &#8211; total sedentary counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&lt;100 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Partial r&#8201;=&#8201;0.10 (P&#8201;=&#8201;0.07)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Male: total sedentary hr/week(Q) &#8211; total sedentary counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&lt;100 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Partial r&#8201;=&#8201;&#8722;0.01 (P&#8201;=&#8201;0.81)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Sobngwi (2001)<abbrgrp>
											<abbr bid="B44">44</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (Caltrac)</p>
								</entry>
								<entry colname="c4">
									<p>1&#8201;day</p>
								</entry>
								<entry colname="c5">
									<p>SSAAQ</p>
								</entry>
								<entry colname="c6">
									<p>Female: total METs(Q) &#8211; total METs(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>r&#8201;=&#8201;0.74 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Male: total METs(Q) &#8211; total METs(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>r&#8201;=&#8201;0.60 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3">
									<p>HR (Polar)</p>
								</entry>
								<entry colname="c4">
									<p>1&#8201;day</p>
								</entry>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Urban female: total METs(Q) &#8211; total activity(HR)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>r&#8201;=&#8201;0.63 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Rural female: total METs(Q) &#8211; total activity(HR)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>r&#8201;=&#8201;0.41 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Urban male: total METs(Q) &#8211; total activity(HR)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>r&#8201;=&#8201;0.54 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Rural male: total METs(Q) &#8211; total activity(HR)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>r&#8201;=&#8201;0.59 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Timperio (2003)<abbrgrp>
											<abbr bid="B45">45</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>1WPAR</p>
								</entry>
								<entry colname="c6">
									<p>Men: total min/day(Q) &#8211; total min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;3 METs, &#8805;1952 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.29 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Women: total min/day(Q) &#8211; total min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;3 METs, &#8805;1952 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.25 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Wareham (2002)<abbrgrp>
											<abbr bid="B46">46</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>HR (Polar)</p>
								</entry>
								<entry colname="c4">
									<p>4x 4&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>EPAQ2</p>
								</entry>
								<entry colname="c6">
									<p>Total MET-hr/week(Q) &#8211; EE(HR)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson partial r&#8201;=&#8201;0.28 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>TV time(Q) &#8211; EE(HR)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson partial r&#8201;=&#8201;&#8722;0.07</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Wareham (2003)<abbrgrp>
											<abbr bid="B47">47</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>HR (Polar)</p>
								</entry>
								<entry colname="c4">
									<p>4x 4&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>EPAQ-s</p>
								</entry>
								<entry colname="c6">
									<p>Physical activity index(Q) &#8211; DayPAR(HR)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>P for trend&#8201;=&#8201;0.003</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Total hr/week(Q) &#8211; DayPAR(HR)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>r&#8201;=&#8201;0.04 (P&#8201;=&#8201;0.59)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Yore (2007)<abbrgrp>
											<abbr bid="B48">48</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>BRFSS PAQ</p>
								</entry>
								<entry colname="c6">
									<p>VPA min/week(Q1) &#8211; VPA min/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;5999 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.52</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>VPA min/week(Q2) &#8211; VPA min/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;5999 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.54</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>VPA min/week(Q3) &#8211; VPA min/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;5999 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.63</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>MPA min/week(Q1) &#8211; MPA min/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>2020-5998 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.27</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>MPA min/week(Q2) &#8211; MPA min/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>2020-5998 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.20</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>MPA min/week(Q3) &#8211; MPA min/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>2020-5998 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.16</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Yasunaga (2007)<abbrgrp>
											<abbr bid="B49">49</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (Kenz Lifecorder)</p>
								</entry>
								<entry colname="c4">
									<p>1&#8201;month</p>
								</entry>
								<entry colname="c5">
									<p>PAQ-EJ</p>
								</entry>
								<entry colname="c6">
									<p>PAQ-EJ score(Q) &#8211; MET-min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.41 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry align="right" colname="c1"/>
								<entry align="right" colname="c2"/>
								<entry align="right" colname="c3"/>
								<entry align="right" colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6"/>
								<entry colname="c7"/>
								<entry colname="c8">
									<p>
										<it>Median Spearman r&#8201;=&#8201;0.25 (youth: 0.22, adults: 0.27, elderly: 0.41)</it>
									</p>
								</entry>
								<entry colname="c9"/>
							</row>
							<row rowsep="1">
								<entry align="right" colname="c1"/>
								<entry align="right" colname="c2"/>
								<entry align="right" colname="c3"/>
								<entry align="right" colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6"/>
								<entry colname="c7"/>
								<entry colname="c8">
									<p>
										<it>Median Pearson r&#8201;=&#8201;0.41 (youth: 0.41, adults: 0.28, elderly: &#8211;)</it>
									</p>
								</entry>
								<entry colname="c9"/>
							</row>
						</tbody>
					</tgroup>
				</table><p>Accelerometry and in particular the ActiGraph accelerometer was the most commonly used criterion method (n&#8201;=&#8201;19), followed by the Caltrac accelerometer (n&#8201;=&#8201;4) and the Polar heart rate monitor (n&#8201;=&#8201;4). DLW was used in one study, where absolute validity was moderate to high for PAEE (r&#8201;=&#8201;0.39) and TEE (r&#8201;=&#8201;0.67) <abbrgrp>
						<abbr bid="B31">31</abbr>
					</abbrgrp>. In general, validity coefficients were considerably lower than reliability coefficients. Median correlations across all PAQs between reported sedentary behaviours and calculated inactivity from objective measures were low: Spearman r&#8201;=&#8201;0.12.</p>
			</sec>
			<sec>
				<st>
					<p>Youth</p>
				</st><p>Median validity correlations for the youth were as follows: Spearman r&#8201;=&#8201;0.22, Pearson r&#8201;=&#8201;0.41. CLASS self- and parental reported physical activity (r&#8201;=&#8201;&#8722;0.04&#8211;0.11) <abbrgrp>
						<abbr bid="B25">25</abbr>
					</abbrgrp> was among the least valid questionnaires for children, although several other PAQs also showed low correlations with objective measures: Pre-PAQ (r&#8201;=&#8201;&#8722;0.07&#8211;0.17) <abbrgrp>
						<abbr bid="B19">19</abbr>
					</abbrgrp>, BONES PAS (r&#8201;=&#8201;0.23&#8211;0.27) <abbrgrp>
						<abbr bid="B20">20</abbr>
					</abbrgrp>, GAQ (r&#8201;=&#8201;0.27&#8211;0.29) <abbrgrp>
						<abbr bid="B26">26</abbr>
					</abbrgrp>, Fels PAQ (0.11&#8211;0.34) <abbrgrp>
						<abbr bid="B27">27</abbr>
					</abbrgrp>. None of the newly developed PAQs for children demonstrated high validity.</p>
			</sec>
			<sec>
				<st>
					<p>Adults</p>
				</st><p>Median validity correlations for adults were as follows: Spearman r&#8201;=&#8201;0.27, Pearson r&#8201;=&#8201;0.28. Highest validity in adults was demonstrated for the SSAAQ when tested against the Caltrac accelerometer (r&#8201;=&#8201;0.60-0.74) <abbrgrp>
						<abbr bid="B44">44</abbr>
					</abbrgrp>. Low validity correlations for total activity or for all subcategories were observed for the HUNT1 (r&#8201;=&#8201;0.03&#8211;0.07) <abbrgrp>
						<abbr bid="B54">54</abbr>
					</abbrgrp>, and the short EPIC PAQ (r&#8201;=&#8201;0.04), although the main outcome, a 4 category physical activity index, derived from this instrument was significantly associated with objectively measured physical activity energy expenditure (p for trend&#8201;=&#8201;0.003) <abbrgrp>
						<abbr bid="B47">47</abbr>
					</abbrgrp>. A follow-up study in 1941 adults from 10 European countries suggested moderate validity (r&#8201;=&#8201;0.33) of this instrument using physical activity energy expenditure from combined heart rate and movement sensing as the criterion <abbrgrp>
						<abbr bid="B51">51</abbr>
					</abbrgrp>.</p><p>Rosenberg et al. assessed the validity of sedentary behaviour only, and demonstrated low correlations (partial r&#8201;=&#8201;&#8722;0.01&#8211;0.10) with objectively measured sedentary time (&lt;100 counts/min) by the ActiGraph accelerometer <abbrgrp>
						<abbr bid="B43">43</abbr>
					</abbrgrp>.</p>
			</sec>
			<sec>
				<st>
					<p>Elderly</p>
				</st><p>Median Spearman validity correlation for the elderly was r&#8201;=&#8201;0.41. The PAQ-EJ was tested by correlating a total score with MET-min/day calculated from the Kenz Lifecorder accelerometer-based pedometer (r&#8201;=&#8201;0.41) <abbrgrp>
						<abbr bid="B49">49</abbr>
					</abbrgrp>.</p>
			</sec>
			<sec>
				<st>
					<p>Existing PAQs</p>
				</st><p>New validity and reliability results for existing PAQs were reported in 35 studies, and 30 studies reported new results on validity only (Table <tblr tid="T5">5</tblr>). One study is classified as a study testing an existing PAQs, but also reports both validity and reliability data for a new PAQ (SP2PAQ) <abbrgrp>
						<abbr bid="B55">55</abbr>
					</abbrgrp>. Twenty-six of the 65 studies were undertaken in the US with the remaining coming from Australia (n&#8201;=&#8201;5), Sweden (n&#8201;=&#8201;5), China (n&#8201;=&#8201;4), Belgium (n&#8201;=&#8201;3), Spain (n&#8201;=&#8201;3), Canada (n&#8201;=&#8201;2), France (n&#8201;=&#8201;2), Norway (n&#8201;=&#8201;2), Japan (n&#8201;=&#8201;2), Brazil, Portugal, Singapore, South Africa, Turkey, United Kingdom and Vietnam. There were four multi-country studies; three testing the IPAQ modified for adolescents <abbrgrp>
						<abbr bid="B56">56</abbr>
						<abbr bid="B57">57</abbr>
					</abbrgrp> and the EPAQ-s in 9&#8211;10 European cities <abbrgrp>
						<abbr bid="B51">51</abbr>
					</abbrgrp>. The GPAQ was tested in diverse sample of nine global countries <abbrgrp>
						<abbr bid="B58">58</abbr>
					</abbrgrp>. Eighteen studies were undertaken in youth <abbrgrp>
						<abbr bid="B57">57</abbr>
						<abbr bid="B59">59</abbr>
						<abbr bid="B60">60</abbr>
						<abbr bid="B61">61</abbr>
						<abbr bid="B62">62</abbr>
						<abbr bid="B63">63</abbr>
						<abbr bid="B64">64</abbr>
						<abbr bid="B65">65</abbr>
						<abbr bid="B66">66</abbr>
						<abbr bid="B67">67</abbr>
						<abbr bid="B68">68</abbr>
						<abbr bid="B69">69</abbr>
						<abbr bid="B70">70</abbr>
						<abbr bid="B71">71</abbr>
						<abbr bid="B72">72</abbr>
						<abbr bid="B73">73</abbr>
						<abbr bid="B74">74</abbr>
					</abbrgrp>, 12 in elderly <abbrgrp>
						<abbr bid="B75">75</abbr>
						<abbr bid="B76">76</abbr>
						<abbr bid="B77">77</abbr>
						<abbr bid="B78">78</abbr>
						<abbr bid="B79">79</abbr>
						<abbr bid="B80">80</abbr>
						<abbr bid="B81">81</abbr>
						<abbr bid="B82">82</abbr>
						<abbr bid="B83">83</abbr>
						<abbr bid="B84">84</abbr>
						<abbr bid="B85">85</abbr>
						<abbr bid="B86">86</abbr>
					</abbrgrp>; and 35 in adults with a few studies including both older adolescents and adults. In 48 studies men and women were combined, 10 studies examined women only <abbrgrp>
						<abbr bid="B70">70</abbr>
						<abbr bid="B72">72</abbr>
						<abbr bid="B87">87</abbr>
						<abbr bid="B88">88</abbr>
						<abbr bid="B89">89</abbr>
						<abbr bid="B90">90</abbr>
						<abbr bid="B91">91</abbr>
						<abbr bid="B92">92</abbr>
						<abbr bid="B93">93</abbr>
					</abbrgrp>, and seven studies included only men <abbrgrp>
						<abbr bid="B54">54</abbr>
						<abbr bid="B75">75</abbr>
						<abbr bid="B78">78</abbr>
						<abbr bid="B94">94</abbr>
						<abbr bid="B95">95</abbr>
						<abbr bid="B96">96</abbr>
						<abbr bid="B97">97</abbr>
					</abbrgrp>. All authors concluded that the questionnaires had shown at least satisfactory results for reliability and validity (see results below); seven studies noted considerable limitations in aspects of their questionnaires <abbrgrp>
						<abbr bid="B56">56</abbr>
						<abbr bid="B59">59</abbr>
						<abbr bid="B63">63</abbr>
						<abbr bid="B90">90</abbr>
						<abbr bid="B98">98</abbr>
						<abbr bid="B99">99</abbr>
						<abbr bid="B100">100</abbr>
					</abbrgrp>. </p>
				<table id="T5">
					<title>
						<p>Table 5</p>
					</title>
					<caption>
						<p>
							<b>Descriptive characteristics of existing PAQs</b>
						</p>
					</caption>
					<tgroup align="left" cols="10">
						<colspec align="left" colname="c1" colnum="1" colwidth="1*"/>
						<colspec align="left" colname="c2" colnum="2" colwidth="1*"/>
						<colspec align="left" colname="c3" colnum="3" colwidth="1*"/>
						<colspec align="left" colname="c4" colnum="4" colwidth="1*"/>
						<colspec align="left" colname="c5" colnum="5" colwidth="1*"/>
						<colspec align="left" colname="c6" colnum="6" colwidth="1*"/>
						<colspec align="left" colname="c7" colnum="7" colwidth="1*"/>
						<colspec align="left" colname="c8" colnum="8" colwidth="1*"/>
						<colspec align="left" colname="c9" colnum="9" colwidth="1*"/>
						<colspec align="left" colname="c10" colnum="10" colwidth="1*"/>
						<thead valign="top">
							<row>
								<entry colname="c1">
									<p>
										<b>Age Group</b>
									</p>
								</entry>
								<entry colname="c2">
									<p>
										<b>Reference</b>
									</p>
								</entry>
								<entry colname="c3">
									<p>
										<b>Name questionnaire</b>
									</p>
								</entry>
								<entry colname="c4">
									<p>
										<b>Country</b>
									</p>
								</entry>
								<entry colname="c5">
									<p>
										<b>Domains of activity</b>
									</p>
								</entry>
								<entry align="center" colname="c6" nameend="c9" namest="c6" rowsep="1">
									<p>
										<b>Population</b>
									</p>
								</entry>
								<entry colname="c10">
									<p>
										<b>Primary outcome</b>
									</p>
								</entry>
							</row>
							<row rowsep="1">
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>
										<b>
											<it>Size</it>
										</b>
									</p>
								</entry>
								<entry colname="c7">
									<p>
										<b>
											<it>Age (years)</it>
										</b>
									</p>
								</entry>
								<entry colname="c8">
									<p>
										<b>
											<it>Sex</it>
										</b>
									</p>
								</entry>
								<entry colname="c9">
									<p>
										<b>
											<it>Ethnicity</it>
										</b>
									</p>
								</entry>
								<entry colname="c10"/>
							</row>
						</thead>
						<tfoot>
							<p>Domains named in paper were reclassified, unless the activities were very different from categories used, according to the following system: Occupation: work, school, labour<it>.</it> Transportation: travel, commuting, employment<it>.</it> Household: home/life, housework, caregiving, domestic life, child/elder/self care, cooking, chores, gardening, stair climbing. Leisure: leisure, recreation time. Sports/exercise: play, sports, exercise, workout. Sedentary: sedentary behaviours, e.g. sitting, TV viewing activities, eating, sleeping, bathing, inactivity.</p><p>
								<it>&#8211; = not stated, M&#8201;=&#8201;Male, F&#8201;=&#8201;Female.</it>
							</p>
						</tfoot>
						<tbody valign="top">
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Affuso (2011)<abbrgrp>
											<abbr bid="B59">59</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>SAPAC (modified)</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary</p>
								</entry>
								<entry colname="c6">
									<p>201</p>
								</entry>
								<entry colname="c7">
									<p>11 - 15</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Mixed</p>
								</entry>
								<entry colname="c10">
									<p>Total min/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Allor (2001)<abbrgrp>
											<abbr bid="B60">60</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>PDPAR</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Moderate, hard, very hard activity</p>
								</entry>
								<entry colname="c6">
									<p>46</p>
								</entry>
								<entry colname="c7">
									<p>12&#8201;&#177;&#8201;0.6</p>
								</entry>
								<entry colname="c8">
									<p>F</p>
								</entry>
								<entry colname="c9">
									<p>Mixed, urban</p>
								</entry>
								<entry colname="c10">
									<p>METs (kcal/hr)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Corder (2009)<abbrgrp>
											<abbr bid="B61">61</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>YPAQ, CPAQ, CHASE, SWAPAQ</p>
								</entry>
								<entry colname="c4">
									<p>United Kingdom</p>
								</entry>
								<entry colname="c5">
									<p>All domains, including school and leisure time</p>
								</entry>
								<entry colname="c6">
									<p>62 reliability, 76 validity</p>
								</entry>
								<entry colname="c7">
									<p>4 - 17</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Mainly white</p>
								</entry>
								<entry colname="c10">
									<p>PAEE, lifestyle scores, MET-min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Eisenmann (2002)<abbrgrp>
											<abbr bid="B62">62</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>GLTEQ</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Mild, moderate and strenuous activity in leisure time</p>
								</entry>
								<entry colname="c6">
									<p>31</p>
								</entry>
								<entry colname="c7">
									<p>10.6&#8201;&#177;&#8201;0.2</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Mixed</p>
								</entry>
								<entry colname="c10">
									<p>METs</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Gwynn (2010)<abbrgrp>
											<abbr bid="B63">63</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>MRPARQ</p>
								</entry>
								<entry colname="c4">
									<p>Australia</p>
								</entry>
								<entry colname="c5">
									<p>All organised and non-organised physical activities</p>
								</entry>
								<entry colname="c6">
									<p>86</p>
								</entry>
								<entry colname="c7">
									<p>10 - 12</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Aboriginal, Torres Strait Islander, non-Indigenous</p>
								</entry>
								<entry colname="c10">
									<p>MET-min/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Hagstr&#246;mer (2008)<abbrgrp>
											<abbr bid="B56">56</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>IPAQ-A</p>
								</entry>
								<entry colname="c4">
									<p>9 countries</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, household, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>248</p>
								</entry>
								<entry colname="c7">
									<p>12 - 14, 15 -17</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>European</p>
								</entry>
								<entry colname="c10">
									<p>MET-min/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Huang (2009)<abbrgrp>
											<abbr bid="B64">64</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>CLASS (Chinese version)</p>
								</entry>
								<entry colname="c4">
									<p>China</p>
								</entry>
								<entry colname="c5">
									<p>31 physical activities and 14 sedentary activities over weekday and weekends</p>
								</entry>
								<entry colname="c6">
									<p>216 reliability, 99 validity</p>
								</entry>
								<entry colname="c7">
									<p>9 - 12</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Chinese</p>
								</entry>
								<entry colname="c10">
									<p>Total min/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Kowalski (1997)<abbrgrp>
											<abbr bid="B65">65</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>PAQ-C</p>
								</entry>
								<entry colname="c4">
									<p>Canada</p>
								</entry>
								<entry colname="c5">
									<p>Moderate and vigorous PA during school, including sports/exercise</p>
								</entry>
								<entry colname="c6">
									<p>73</p>
								</entry>
								<entry colname="c7">
									<p>8 - 13</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>5-point scale of activity</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Martinez-Gomez (2010)<abbrgrp>
											<abbr bid="B66">66</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>BAD</p>
								</entry>
								<entry colname="c4">
									<p>Spain</p>
								</entry>
								<entry colname="c5">
									<p>Leisure, occupation</p>
								</entry>
								<entry colname="c6">
									<p>37</p>
								</entry>
								<entry colname="c7">
									<p>12 - 16</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>MET-min/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Martinez-Gomez (2011)<abbrgrp>
											<abbr bid="B67">67</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>PAQ-A</p>
								</entry>
								<entry colname="c4">
									<p>Spain</p>
								</entry>
								<entry colname="c5">
									<p>Usual moderate and vigorous PA during schooldays and weekend days</p>
								</entry>
								<entry colname="c6">
									<p>203</p>
								</entry>
								<entry colname="c7">
									<p>13 - 17</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>PAQ-A score</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Mota (2002)<abbrgrp>
											<abbr bid="B68">68</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>WAC (modified)</p>
								</entry>
								<entry colname="c4">
									<p>Portugal</p>
								</entry>
								<entry colname="c5">
									<p>Activities outside school</p>
								</entry>
								<entry colname="c6">
									<p>30 reliability, 109 validity</p>
								</entry>
								<entry colname="c7">
									<p>8 - 16</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Hispanic</p>
								</entry>
								<entry colname="c10">
									<p>METs/15&#8201;min</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Ottevaere (2011)<abbrgrp>
											<abbr bid="B57">57</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>IPAQ-A</p>
								</entry>
								<entry colname="c4">
									<p>10 countries</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, household, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>2018</p>
								</entry>
								<entry colname="c7">
									<p>12.5 - 17</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>European</p>
								</entry>
								<entry colname="c10">
									<p>Total min/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Rangul (2008)<abbrgrp>
											<abbr bid="B69">69</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>HBSC, IPAQ-s</p>
								</entry>
								<entry colname="c4">
									<p>Norway</p>
								</entry>
								<entry colname="c5">
									<p>HBSC: sports/exercise (outside school hours). IPAQ-s: sedentary, leisure, household, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>71</p>
								</entry>
								<entry colname="c7">
									<p>13 - 18</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>TEE, PAL</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Scerpella (2002)<abbrgrp>
											<abbr bid="B70">70</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>GSQ</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Habitual activity in strenuous, moderate and light intensity</p>
								</entry>
								<entry colname="c6">
									<p>61</p>
								</entry>
								<entry colname="c7">
									<p>7 - 11</p>
								</entry>
								<entry colname="c8">
									<p>F</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>Godin-Shephard scores</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Slinde (2003)<abbrgrp>
											<abbr bid="B71">71</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>MLTPAQ</p>
								</entry>
								<entry colname="c4">
									<p>Sweden</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, household</p>
								</entry>
								<entry colname="c6">
									<p>35</p>
								</entry>
								<entry colname="c7">
									<p>15</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>TEE</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Treuth (2004)<abbrgrp>
											<abbr bid="B72">72</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>GAQ</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>28 physical, 7 sedentary usual activities</p>
								</entry>
								<entry colname="c6">
									<p>90 reliability, 76 comparison validity, 86 intervention validity</p>
								</entry>
								<entry colname="c7">
									<p>8 - 10</p>
								</entry>
								<entry colname="c8">
									<p>F</p>
								</entry>
								<entry colname="c9">
									<p>African-American</p>
								</entry>
								<entry colname="c10">
									<p>GAQ score</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Troped (2007)<abbrgrp>
											<abbr bid="B73">73</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>YRBS</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Leisure, occupation</p>
								</entry>
								<entry colname="c6">
									<p>128 reliability, 125 validity</p>
								</entry>
								<entry colname="c7">
									<p>12.7&#8201;&#177;&#8201;0.6</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Mixed</p>
								</entry>
								<entry colname="c10">
									<p>Minutes and bouts of MPA and VPA</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Weston (1997)<abbrgrp>
											<abbr bid="B74">74</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>PDPAR</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, occupation, transportation, sports/exercise</p>
								</entry>
								<entry colname="c6">
									<p>90 reliability, 48 validity</p>
								</entry>
								<entry colname="c7">
									<p>Grades 7 - 12</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Mainly white</p>
								</entry>
								<entry colname="c10">
									<p>METs</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Ainsworth (1999)<abbrgrp>
											<abbr bid="B87">87</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>TOQ, 7DR-O (modified)</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Occupation</p>
								</entry>
								<entry colname="c6">
									<p>46</p>
								</entry>
								<entry colname="c7">
									<p>18 - 60</p>
								</entry>
								<entry colname="c8">
									<p>F</p>
								</entry>
								<entry colname="c9">
									<p>Mainly white</p>
								</entry>
								<entry colname="c10">
									<p>MET-min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Bassett (2000)<abbrgrp>
											<abbr bid="B101">101</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>CAQ</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Stair climbing, walking, sports/exercise, leisure</p>
								</entry>
								<entry colname="c6">
									<p>96</p>
								</entry>
								<entry colname="c7">
									<p>25 - 70</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Mainly Caucasian</p>
								</entry>
								<entry colname="c10">
									<p>MET-min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Brown (2008)<abbrgrp>
											<abbr bid="B88">88</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>AAS (modified)</p>
								</entry>
								<entry colname="c4">
									<p>Australia</p>
								</entry>
								<entry colname="c5">
									<p>Walking briskly, moderate leisure activity, vigorous leisure activity</p>
								</entry>
								<entry colname="c6">
									<p>44</p>
								</entry>
								<entry colname="c7">
									<p>54 - 59</p>
								</entry>
								<entry colname="c8">
									<p>F</p>
								</entry>
								<entry colname="c9">
									<p>Mainly white</p>
								</entry>
								<entry colname="c10">
									<p>MET-min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Bull (2009)<abbrgrp>
											<abbr bid="B58">58</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>GPAQ</p>
								</entry>
								<entry colname="c4">
									<p>9 countries</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>2221 reliability, 298 validity</p>
								</entry>
								<entry colname="c7">
									<p>18-75</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Mixed</p>
								</entry>
								<entry colname="c10">
									<p>Total min/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Conway (2002)<abbrgrp>
											<abbr bid="B94">94</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>7DPAR, S7DR</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Household, occupation, walking, light, moderate, vigorous activities</p>
								</entry>
								<entry colname="c6">
									<p>24</p>
								</entry>
								<entry colname="c7">
									<p>27 - 65</p>
								</entry>
								<entry colname="c8">
									<p>M</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>MET-min/day, EE</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Cust (2008)<abbrgrp>
											<abbr bid="B102">102</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>EPAQ</p>
								</entry>
								<entry colname="c4">
									<p>Australia</p>
								</entry>
								<entry colname="c5">
									<p>Leisure, household, occupation</p>
								</entry>
								<entry colname="c6">
									<p>182</p>
								</entry>
								<entry colname="c7">
									<p>50 - 65</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Mainly white</p>
								</entry>
								<entry colname="c10">
									<p>Total PA index, Cambridge PA index</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Cust (2009)<abbrgrp>
											<abbr bid="B103">103</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>EPAQ, IPAQ-s</p>
								</entry>
								<entry colname="c4">
									<p>Australia</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, household, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>177</p>
								</entry>
								<entry colname="c7">
									<p>50 - 65</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Mainly white</p>
								</entry>
								<entry colname="c10">
									<p>MET-hr/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Duncan (2001)<abbrgrp>
											<abbr bid="B104">104</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>7DPAR</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, household, occupation, sports/exercise</p>
								</entry>
								<entry colname="c6">
									<p>94 reliability, 66 validity</p>
								</entry>
								<entry colname="c7">
									<p>30 - 69</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Mainly Caucasian</p>
								</entry>
								<entry colname="c10">
									<p>TEE, METs</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Ekelund (2006)<abbrgrp>
											<abbr bid="B95">95</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>IPAQ-s</p>
								</entry>
								<entry colname="c4">
									<p>Sweden</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, household, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>87</p>
								</entry>
								<entry colname="c7">
									<p>20 - 69</p>
								</entry>
								<entry colname="c8">
									<p>M</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>MET-min/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Gauthier (2009)<abbrgrp>
											<abbr bid="B105">105</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>IPAQ-SALVCF</p>
								</entry>
								<entry colname="c4">
									<p>Canada</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, household, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>31</p>
								</entry>
								<entry colname="c7">
									<p>20 - 63</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>French Canadians</p>
								</entry>
								<entry colname="c10">
									<p>MET-min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Hagstr&#246;mer (2006)<abbrgrp>
											<abbr bid="B106">106</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>IPAQ</p>
								</entry>
								<entry colname="c4">
									<p>Sweden</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, household, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>46</p>
								</entry>
								<entry colname="c7">
									<p>40.7&#8201;&#177;&#8201;10.3</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>MET-hr/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Hagstr&#246;mer (2010)<abbrgrp>
											<abbr bid="B107">107</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>IPAQ</p>
								</entry>
								<entry colname="c4">
									<p>Sweden</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, household, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>980</p>
								</entry>
								<entry colname="c7">
									<p>18 - 65</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>MET-min/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Hallal (2010)<abbrgrp>
											<abbr bid="B108">108</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>IPAQ (modified)</p>
								</entry>
								<entry colname="c4">
									<p>Brazil</p>
								</entry>
								<entry colname="c5">
									<p>Leisure, transportation</p>
								</entry>
								<entry colname="c6">
									<p>156</p>
								</entry>
								<entry colname="c7">
									<p>&#8805; 20</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>Total min/week, total score</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>InterAct Consortium (2011)<abbrgrp>
											<abbr bid="B51">51</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>EPAQ-s</p>
								</entry>
								<entry colname="c4">
									<p>10 countries</p>
								</entry>
								<entry colname="c5">
									<p>Leisure, household, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>1941</p>
								</entry>
								<entry colname="c7">
									<p>53.8&#8201;&#177;&#8201;9.4</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>European</p>
								</entry>
								<entry colname="c10">
									<p>MET-hr/week, total PA index, Cambridge index, recreational index</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Jacobi (2009)<abbrgrp>
											<abbr bid="B109">109</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>MAQ</p>
								</entry>
								<entry colname="c4">
									<p>France</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, occupation</p>
								</entry>
								<entry colname="c6">
									<p>160</p>
								</entry>
								<entry colname="c7">
									<p>18 - 74</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>MET-hr/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Kurtze (2008)<abbrgrp>
											<abbr bid="B54">54</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>IPAQ-s</p>
								</entry>
								<entry colname="c4">
									<p>Norway</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, household, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>108</p>
								</entry>
								<entry colname="c7">
									<p>20 - 39</p>
								</entry>
								<entry colname="c8">
									<p>M</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>MET-hr/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Lee (2011)<abbrgrp>
											<abbr bid="B98">98</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>IPAQ-s (Chinese version)</p>
								</entry>
								<entry colname="c4">
									<p>China</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, household, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>1270</p>
								</entry>
								<entry colname="c7">
									<p>42.9&#8201;&#177;&#8201;14.4</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Asian</p>
								</entry>
								<entry colname="c10">
									<p>MET-min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>MacFarlane (2007)<abbrgrp>
											<abbr bid="B99">99</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>IPAQ-s (Chinese version)</p>
								</entry>
								<entry colname="c4">
									<p>China</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, household, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>49</p>
								</entry>
								<entry colname="c7">
									<p>15 - 55</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Asian</p>
								</entry>
								<entry colname="c10">
									<p>MET-min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>MacFarlane (2010)<abbrgrp>
											<abbr bid="B110">110</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>IPAQ-LC</p>
								</entry>
								<entry colname="c4">
									<p>China</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, household, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>28 reliability, 83 validity</p>
								</entry>
								<entry colname="c7">
									<p>26.2&#8201;&#177;&#8201;9.9 (reliability), 40.9&#8201;&#177;&#8201;11.1 (validity)</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Asian</p>
								</entry>
								<entry colname="c10">
									<p>MET-min/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Mahabir (2006)<abbrgrp>
											<abbr bid="B89">89</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>HAQ, FCPQ, CAPS-4WR, CAPS-TWR</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Leisure, household</p>
								</entry>
								<entry colname="c6">
									<p>65</p>
								</entry>
								<entry colname="c7">
									<p>49 - 78</p>
								</entry>
								<entry colname="c8">
									<p>F</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>EE, METs</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Matton (2007)<abbrgrp>
											<abbr bid="B111">111</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>FPACQ</p>
								</entry>
								<entry colname="c4">
									<p>Belgium</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, household, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>102 reliability, 111 validity</p>
								</entry>
								<entry colname="c7">
									<p>22 - 78</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>Hr/week, EE, PAL (METs)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Nang (2011)<abbrgrp>
											<abbr bid="B55">55</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>IPAQ, SP2PAQ</p>
								</entry>
								<entry colname="c4">
									<p>Singapore</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, household, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>152</p>
								</entry>
								<entry colname="c7">
									<p>&gt; 21</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Asian</p>
								</entry>
								<entry colname="c10">
									<p>EE (kcal/day), METs</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Nicaise (2011)<abbrgrp>
											<abbr bid="B90">90</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>IPAQ</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, household, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>105</p>
								</entry>
								<entry colname="c7">
									<p>35.9&#8201;&#177;&#8201;9.0</p>
								</entry>
								<entry colname="c8">
									<p>F</p>
								</entry>
								<entry colname="c9">
									<p>Latino</p>
								</entry>
								<entry colname="c10">
									<p>MET-min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Pettee-Gabriel (2009)<abbrgrp>
											<abbr bid="B91">91</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>PMMAQ, PWMAQ, NHS-PAQ, AAS, WHI-PAQ</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, sports/exercise</p>
								</entry>
								<entry colname="c6">
									<p>66</p>
								</entry>
								<entry colname="c7">
									<p>45 - 65</p>
								</entry>
								<entry colname="c8">
									<p>F</p>
								</entry>
								<entry colname="c9">
									<p>Mainly white</p>
								</entry>
								<entry colname="c10">
									<p>MET-hr/week, total min/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Philippaerts (1999)<abbrgrp>
											<abbr bid="B96">96</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>BAQ, FCPQ, TCQ</p>
								</entry>
								<entry colname="c4">
									<p>Belgium</p>
								</entry>
								<entry colname="c5">
									<p>Leisure, occupation, sports/exercise</p>
								</entry>
								<entry colname="c6">
									<p>19</p>
								</entry>
								<entry colname="c7">
									<p>40</p>
								</entry>
								<entry colname="c8">
									<p>M</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>PAL scores</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Philippaerts (2001)<abbrgrp>
											<abbr bid="B97">97</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>BAQ, TCQ</p>
								</entry>
								<entry colname="c4">
									<p>Belgium</p>
								</entry>
								<entry colname="c5">
									<p>Leisure, occupation, sports/exercise</p>
								</entry>
								<entry colname="c6">
									<p>66</p>
								</entry>
								<entry colname="c7">
									<p>40</p>
								</entry>
								<entry colname="c8">
									<p>M</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>Activity indices, EE</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Richardson (2001)<abbrgrp>
											<abbr bid="B100">100</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>S7DR</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Leisure, occupation</p>
								</entry>
								<entry colname="c6">
									<p>77</p>
								</entry>
								<entry colname="c7">
									<p>20 - 59</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Mainly white</p>
								</entry>
								<entry colname="c10">
									<p>MET-min/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Saglam (2010)<abbrgrp>
											<abbr bid="B112">112</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>IPAQ (short and long version)</p>
								</entry>
								<entry colname="c4">
									<p>Turkey</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, household, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>330 reliability, 80 validity</p>
								</entry>
								<entry colname="c7">
									<p>18 - 32</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>MET-min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Schmidt (2006)<abbrgrp>
											<abbr bid="B92">92</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>KPAS-mod</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Household, occupation, active living, sports/exercise</p>
								</entry>
								<entry colname="c6">
									<p>63</p>
								</entry>
								<entry colname="c7">
									<p>18 - 47</p>
								</entry>
								<entry colname="c8">
									<p>F</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>KPAS activity indexes</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Smitherman (2009)<abbrgrp>
											<abbr bid="B113">113</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>JPAC</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Leisure, household, occupation, sports/exercise</p>
								</entry>
								<entry colname="c6">
									<p>40 reliability, 404 validity</p>
								</entry>
								<entry colname="c7">
									<p>54.4&#8201;&#177;&#8201;15.7 (reliability), 57.1&#8201;&#177;&#8201;11.54 (validity)</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>African American</p>
								</entry>
								<entry colname="c10">
									<p>JPAC index scores</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Staten (2001)<abbrgrp>
											<abbr bid="B93">93</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>AAFQ</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Leisure, household, occupation</p>
								</entry>
								<entry colname="c6">
									<p>35</p>
								</entry>
								<entry colname="c7">
									<p>31 - 60</p>
								</entry>
								<entry colname="c8">
									<p>F</p>
								</entry>
								<entry colname="c9">
									<p>Mixed</p>
								</entry>
								<entry colname="c10">
									<p>TEE, PAEE, RMR, MET-hr/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Strath (2004)<abbrgrp>
											<abbr bid="B114">114</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>CAQ-PAI</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Leisure</p>
								</entry>
								<entry colname="c6">
									<p>25</p>
								</entry>
								<entry colname="c7">
									<p>20 - 56</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Mainly Caucasian</p>
								</entry>
								<entry colname="c10">
									<p>MET-min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Trinh (2009)<abbrgrp>
											<abbr bid="B115">115</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>GPAQ</p>
								</entry>
								<entry colname="c4">
									<p>Vietnam</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>169 dry season, 162 wet season</p>
								</entry>
								<entry colname="c7">
									<p>25 - 64</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Asian</p>
								</entry>
								<entry colname="c10">
									<p>Total min/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Washburn (2003)<abbrgrp>
											<abbr bid="B116">116</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>S7DR</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Sleep, moderate, hard and very hard physical activities</p>
								</entry>
								<entry colname="c6">
									<p>46</p>
								</entry>
								<entry colname="c7">
									<p>17 - 35</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Mixed</p>
								</entry>
								<entry colname="c10">
									<p>TEE, PAEE</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Wolin (2008)<abbrgrp>
											<abbr bid="B117">117</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>IPAQ-s</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, household, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>142</p>
								</entry>
								<entry colname="c7">
									<p>24 - 67</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Black or African American</p>
								</entry>
								<entry colname="c10">
									<p>MET-min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Bonnefoy (2001)<abbrgrp>
											<abbr bid="B75">75</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>MLTPAQ, YPAS, BAQ-mod, CAQ, 7DR, DQ-mod, LRC, SUA, PASE, QAPSE</p>
								</entry>
								<entry colname="c4">
									<p>France</p>
								</entry>
								<entry colname="c5">
									<p>Light, moderate, vigorous intensity PA, walking, specific activities</p>
								</entry>
								<entry colname="c6">
									<p>19</p>
								</entry>
								<entry colname="c7">
									<p>73.46&#8201;&#177;&#8201;4.1</p>
								</entry>
								<entry colname="c8">
									<p>M</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>TEE, PAL, PAEE</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>De Abajo (2001)<abbrgrp>
											<abbr bid="B76">76</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>YPAS (Spanish version)</p>
								</entry>
								<entry colname="c4">
									<p>Spain</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, occupation, sports/exercise</p>
								</entry>
								<entry colname="c6">
									<p>108</p>
								</entry>
								<entry colname="c7">
									<p>61 - 80</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Hispanic</p>
								</entry>
								<entry colname="c10">
									<p>Total time, EE</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Dinger (2004)<abbrgrp>
											<abbr bid="B77">77</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>PASE</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Leisure, household, occupation</p>
								</entry>
								<entry colname="c6">
									<p>56</p>
								</entry>
								<entry colname="c7">
									<p>75.7&#8201;&#177;&#8201;7.9</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Mainly Caucasian</p>
								</entry>
								<entry colname="c10">
									<p>Subscale and total PASE scores</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Dubbert (2004)<abbrgrp>
											<abbr bid="B78">78</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>7DPAR</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Shopping, household, occupation, sports/exercise</p>
								</entry>
								<entry colname="c6">
									<p>220 reliability, 42 validity</p>
								</entry>
								<entry colname="c7">
									<p>60 - 80</p>
								</entry>
								<entry colname="c8">
									<p>M</p>
								</entry>
								<entry colname="c9">
									<p>Mixed</p>
								</entry>
								<entry colname="c10">
									<p>TEE, METs</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Giles (2009)<abbrgrp>
											<abbr bid="B79">79</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>CHAMPS-MMSCV</p>
								</entry>
								<entry colname="c4">
									<p>Australia</p>
								</entry>
								<entry colname="c5">
									<p>Leisure, household</p>
								</entry>
								<entry colname="c6">
									<p>47</p>
								</entry>
								<entry colname="c7">
									<p>&#8805; 65</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Mainly non-Indigenous Australian</p>
								</entry>
								<entry colname="c10">
									<p>MET-min/week (volume), times/week (frequency), min/week (duration)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Hagiwara (2008)<abbrgrp>
											<abbr bid="B80">80</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>PASE</p>
								</entry>
								<entry colname="c4">
									<p>Japan</p>
								</entry>
								<entry colname="c5">
									<p>Leisure, household, occupation</p>
								</entry>
								<entry colname="c6">
									<p>257 reliability, 200 validity</p>
								</entry>
								<entry colname="c7">
									<p>72.6&#8201;&#177;&#8201;4.9</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Japanese</p>
								</entry>
								<entry colname="c10">
									<p>Total PASE score, hr/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Harada (2001)<abbrgrp>
											<abbr bid="B81">81</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>CHAMPS, PASE, YPAS</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Leisure, household</p>
								</entry>
								<entry colname="c6">
									<p>87</p>
								</entry>
								<entry colname="c7">
									<p>65 - 89</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Mixed</p>
								</entry>
								<entry colname="c10">
									<p>EE, total PASE score</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Hurtig-Wennl&#246;f (2010)<abbrgrp>
											<abbr bid="B82">82</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>IPAQ-E</p>
								</entry>
								<entry colname="c4">
									<p>Sweden</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, household, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>54</p>
								</entry>
								<entry colname="c7">
									<p>66 - 85</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>Total min/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Kolbe-Alexander (2006)<abbrgrp>
											<abbr bid="B83">83</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>IPAQ-s, YPAS</p>
								</entry>
								<entry colname="c4">
									<p>South Africa</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, household, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>122</p>
								</entry>
								<entry colname="c7">
									<p>&gt; 60</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Mixed</p>
								</entry>
								<entry colname="c10">
									<p>MET-min/week, EE</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Starling (1999)<abbrgrp>
											<abbr bid="B84">84</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>MLTPAQ, YPAS</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>MLTPAQ: Leisure, household. YPAS: leisure, household, sports/exercise</p>
								</entry>
								<entry colname="c6">
									<p>67</p>
								</entry>
								<entry colname="c7">
									<p>45 - 84</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Caucasian</p>
								</entry>
								<entry colname="c10">
									<p>TEE</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Tomioka (2011)<abbrgrp>
											<abbr bid="B85">85</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>IPAQ-s (Japanese version)</p>
								</entry>
								<entry colname="c4">
									<p>Japan</p>
								</entry>
								<entry colname="c5">
									<p>Sedentary, leisure, household, occupation, transportation</p>
								</entry>
								<entry colname="c6">
									<p>325</p>
								</entry>
								<entry colname="c7">
									<p>65 - 89</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>Japanese</p>
								</entry>
								<entry colname="c10">
									<p>MET-min/week</p>
								</entry>
							</row>
							<row rowsep="1">
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Washburn (1999)<abbrgrp>
											<abbr bid="B86">86</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>PASE</p>
								</entry>
								<entry colname="c4">
									<p>United States</p>
								</entry>
								<entry colname="c5">
									<p>Leisure, household, occupation</p>
								</entry>
								<entry colname="c6">
									<p>20</p>
								</entry>
								<entry colname="c7">
									<p>67 - 80</p>
								</entry>
								<entry colname="c8">
									<p>M/F</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
								<entry colname="c10">
									<p>Total PASE scores</p>
								</entry>
							</row>
						</tbody>
					</tgroup>
				</table>
			</sec>
			<sec>
				<st>
					<p>Reliability</p>
				</st><p>All reliability results for existing PAQs are listed in Table <tblr tid="T6">6</tblr>.</p>
				<table id="T6">
					<title>
						<p>Table 6</p>
					</title>
					<caption>
						<p>
							<b>Reliability results of existing PAQs</b>
						</p>
					</caption>
					<tgroup align="left" cols="7">
						<colspec align="left" colname="c1" colnum="1" colwidth="1*"/>
						<colspec align="left" colname="c2" colnum="2" colwidth="1*"/>
						<colspec align="left" colname="c3" colnum="3" colwidth="1*"/>
						<colspec align="left" colname="c4" colnum="4" colwidth="1*"/>
						<colspec align="left" colname="c5" colnum="5" colwidth="1*"/>
						<colspec align="left" colname="c6" colnum="6" colwidth="1*"/>
						<colspec align="left" colname="c7" colnum="7" colwidth="1*"/>
						<thead valign="top">
							<row>
								<entry align="left" colname="c1">
									<p>
										<b>Age Group</b>
									</p>
								</entry>
								<entry align="center" colname="c2">
									<p>
										<b>Reference</b>
									</p>
								</entry>
								<entry align="center" colname="c3">
									<p>
										<b>Test-retest period</b>
									</p>
								</entry>
								<entry align="center" colname="c4">
									<p>
										<b>PAQ</b>
									</p>
								</entry>
								<entry colname="c5">
									<p>
										<b>Variables tested</b>
									</p>
								</entry>
								<entry align="center" colname="c6" nameend="c7" namest="c6" rowsep="1">
									<p>
										<b>Reliability results</b>
									</p>
								</entry>
							</row>
							<row rowsep="1">
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>
										<b>
											<it>Correlation coefficients</it>
										</b>
									</p>
								</entry>
								<entry colname="c7">
									<p>
										<b>
											<it>Agreement</it>
										</b>
									</p>
								</entry>
							</row>
						</thead>
						<tfoot>
							<p>Q1&#8201;=&#8201;first completed questionnaire, Q2&#8201;=&#8201;second completed questionnaire, r&#8201;=&#8201;correlation coefficient (rho), ICC&#8201;=&#8201;Intraclass Correlation Coefficient, CI&#8201;=&#8201;Confidence Interval (lower;upper), %CV&#8201;=&#8201;coefficient of variation (within subjects standard deviation of typical error) as a percentage of the mean score, &#954;&#8201;=&#8201;kappa (i.e. Cohen weighted kappa unless specified otherwise), LoA&#8201;=&#8201;Limits of Agreement, MD&#8201;=&#8201;Mean Difference, &#8211;&#8201;=&#8201;not stated.</p><p>Bull (2009): Total min&#8201;=&#8201;total time per domain of the pooled data (n&#8201;=&#8201;2221) of 7 countries (Bangladesh, China, Ethiopia, Indonesia, South Africa, Japan, Taiwan). Leisure&#8201;=&#8201;discretionary domain, occupation&#8201;=&#8201;work domain, transportation&#8201;=&#8201;transport domain. Sedentary&#8201;=&#8201;categorical variable of pooled data (n&#8201;=&#8201;1524) for no physical activity in the discretionary or work domain.</p><p>Corder (2009): PAEE in kJ/kg/day for total group, or for 12 &#8211; 13 or 16 &#8211; 17&#8201;year old children. Lifestyle score&#8201;=&#8201;summed score of four multiple choice questions regarding active transport, school break activities, activity outside school, and the amount of "exercise that makes you out of breath".</p><p>Cust (2008): Total MET-hr/week&#8201;=&#8201;total MET hours per week of non-occupational activity. Total PA index&#8201;=&#8201;cross-tabulation of level of occupational activity with combined recreational and household activities - inactive, moderately inactive, moderately active, active. Cambridge PA index&#8201;=&#8201;index based on occupational, cycling and sports activity (generally more intense activities).</p><p>Cust (2009): Results are stratified according to the group of participants reporting high or low confidence in recall of PA. High confidence&#8201;=&#8201;group of participants reporting high self-reported confidence in recall of physical activity. Low confidence&#8201;=&#8201;group of participants reporting low self-reported confidence in recall of physical activity.</p><p>De Abajo (2001): EE in kJ/day. YPAS summary index&#8201;=&#8201;summed time for each activity, expressed in hours per week for each subject. Individual indices were created by multiplying a frequency score by a duration score and multiplying again by a weighting factor.</p><p>Dinger (2004): Total PASE score&#8201;=&#8201;weighted and summed score of individual items using the PASE scoring algorithm.</p><p>Eisenmann (2002): Same day&#8201;=&#8201;beginning and end of the day. Total leisure activity score was calculated by multiplying the frequency of each category by the MET value and summing the score.</p><p>Gauthier (2009): Total MET-min/week&#8201;=&#8201;total activity excluding sitting.</p><p>Hagiwara (2008): PASE score was calculated by adding the score for each component determined on the basis of the time spent on each activity or the presence or absence of activity over the past 7&#8201;days. In the paper more details (&#954; or weighted &#954; and the proportion of consistency) are reported for each separate activity component.</p><p>Hallal (2010): Total score&#8201;=&#8201;sum of minutes spent on MPA (including walking) per week, and twice the number of minutes spent on VPA. T1&#8201;=&#8201;telephone interview on day 1. T2&#8201;=&#8201;telephone interview on day 6. FTF&#8201;=&#8201;face-to-face interview on day 1.</p><p>Harada (2001): EE in kcal/week.</p><p>Huang (2009): Activity intensities classified according to a compendium of physical activities.</p><p>Kolbe-Alexander (2006): sitting&#8201;=&#8201;time spent sitting during a week and weekend day.</p><p>Kurtze (2008): VPA&#8201;=&#8201;8 METs, MPA&#8201;=&#8201;4 METs, Walking&#8201;=&#8201;3.3 METs on average.</p><p>MacFarlane (2007/2010): Total MET-min/week&#8201;=&#8201;total activity excluding sitting (1 MET).</p><p>Matton (2007): EE in kcal/week. PAL is calculated as total EE divided by 168 (number of hours per week) and the reported body weight. TV hr/week&#8201;=&#8201;time per week spent watching television or videos or playing computer games during weekdays and weekends.</p><p>Nang (2011): VPA(Q)&#8201;=&#8201;3&#8211;6 METs kcal/day, MPA(Q) = &gt;6 METs kcal/day.</p><p>Pettee-Gabriel (2009): Test-retest period&#8201;=&#8201;1&#8201;week for PWMAQ (n&#8201;=&#8201;65), NHS-PAQ (n&#8201;=&#8201;62), AAS (n&#8201;=&#8201;65), WHI-PAQ (n&#8201;=&#8201;63) and 1&#8201;month for PMMAQ (n&#8201;=&#8201;65).</p><p>Schmidt (2006): Total activity score&#8201;=&#8201;activity score of all four domains, calculated as: (household/caregiving index*0.25&#8201;+&#8201;occupational index*0.25&#8201;+&#8201;active living index*0.25&#8201;+&#8201;sports/exercise index*0.25)*4. Weighted activity score&#8201;=&#8201;activity score of all four domains, calculated as: (household/caregiving index*0.50&#8201;+&#8201;occupational index*0.20&#8201;+&#8201;active living index*0.25&#8201;+&#8201;sports/exercise index*0.05)*4.</p><p>Smitherman (2009): JPAC total score&#8201;=&#8201;total score calculated by summing the 4 index scores (active living, work, home/family/yard/garden, sport/exercise index) and can range from 3 to 20.</p><p>Tomioka (2011): Young old&#8201;=&#8201;age 65&#8211;74, old old&#8201;=&#8201;age 75&#8211;89.</p><p>Treuth (2004): GAQ score yesterday&#8201;=&#8201;summary score estimated from 28 physical activities performed on the previous day (yesterday), applying the code 0 for the response "none", 1 for the response "less than 15&#8201;min", and 10 for the response "15&#8201;min or more". GAQ score usual&#8201;=&#8201;summary score estimated from usual activities, based on frequency of physical activities performed, applying the code 0 for the response "none", 1 for the response "a little", and 10 for the response "a lot". The GAQ summary scores were computed as the total MET-weighted score divided by the number of nonmissing items. TV watching&#8201;=&#8201;time spent watching TV or video. Other sedentary&#8201;=&#8201;time spent performing computer or video games, arts and crafts, board games, homework or reading, talking on phone or hanging out.</p><p>Trinh (2009): GPAQ total score&#8201;=&#8201;score of 19 items following the GPAQ analysis protocol. Sedentary time&#8201;=&#8201;time spent sitting or reclining. MD (95&#8201;% LoA)&#8201;=&#8201;log-transformed average difference with 95&#8201;% limits of agreement. Compared with the baseline assessment, the GPAQ score was on average not different and 12&#8201;% higher, respectively, 2&#8201;weeks later.</p><p>Troped (2007): MPA&#8201;=&#8201;number of days participating in&#8201;&#8805;&#8201;30&#8201;min of moderate PA during past 7&#8201;days. VPA&#8201;=&#8201;number of days participating in&#8201;&#8805;&#8201;20&#8201;min of vigorous PA during past 7&#8201;days.</p><p>Weston (1997): TEE in kcal/kg/day.</p>
						</tfoot>
						<tbody valign="top">
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Allor (2001)<abbrgrp>
											<abbr bid="B60">60</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Within 1&#8201;week</p>
								</entry>
								<entry colname="c4">
									<p>PDPAR</p>
								</entry>
								<entry colname="c5">
									<p>METs(Q1) &#8211; METs(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.98</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Corder (2009)<abbrgrp>
											<abbr bid="B61">61</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>1&#8201;week</p>
								</entry>
								<entry colname="c4">
									<p>YPAQ</p>
								</entry>
								<entry colname="c5">
									<p>12-13&#8201;yrs: PAEE(Q1) &#8211; PAEE(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.86 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>16-17&#8201;yrs: PAEE(Q1) &#8211; PAEE(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.79 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4">
									<p>CPAQ</p>
								</entry>
								<entry colname="c5">
									<p>PAEE(Q1) &#8211; PAEE(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.25</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4">
									<p>CHASE</p>
								</entry>
								<entry colname="c5">
									<p>Lifestyle score(Q1) &#8211; lifestyle score(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.02</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4">
									<p>SWAPAQ</p>
								</entry>
								<entry colname="c5">
									<p>PAEE(Q1) &#8211; PAEE(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.64 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Eisenmann (2002)<abbrgrp>
											<abbr bid="B62">62</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Same day</p>
								</entry>
								<entry colname="c4">
									<p>GLTEQ</p>
								</entry>
								<entry colname="c5">
									<p>Total leisure activity score(Q1) &#8211; total leisure activity score(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Pearson r&#8201;=&#8201;0.62 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c7">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;&#8722;33.4&#8201;&#177;&#8201;10.28</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Huang (2009)<abbrgrp>
											<abbr bid="B64">64</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>1&#8201;week</p>
								</entry>
								<entry colname="c4">
									<p>CLASS</p>
								</entry>
								<entry colname="c5">
									<p>VPA min/week(Q1) &#8211; VPA min/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.73 (0.64;0.79), P&#8201;&lt;&#8201;0.05</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>MVPA min/week(Q1) &#8211; MVPA min/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.71 (0.61;0.77), P&#8201;&lt;&#8201;0.05</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>MPA min/week(Q1) &#8211; MPA min/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.61 (0.49;0.70), P&#8201;&lt;&#8201;0.05</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Sedentary min/week(Q1) &#8211; sedentary min/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.69 (0.59;0.77), P&#8201;&lt;&#8201;0.05</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Mota (2002)<abbrgrp>
											<abbr bid="B68">68</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>WAC</p>
								</entry>
								<entry colname="c5">
									<p>Total activity(Q1) &#8211; total activity(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.71</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Rangul (2008)<abbrgrp>
											<abbr bid="B69">69</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>8 - 12&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>HBSC</p>
								</entry>
								<entry colname="c5">
									<p>Frequency: sessions/week(Q1) &#8211; sessions/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.73 (0.60;0.82)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Duration: hr/week(Q1) &#8211; hr/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.71 (0.57;0.81)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4">
									<p>IPAQ-s</p>
								</entry>
								<entry colname="c5">
									<p>VPA min/day(Q1) &#8211; VPA min/day(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.30 (&#8722;0.07;0.56)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>MPA min/day(Q1) &#8211; MPA min/day(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.34 (0.22;0.60)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Walking min/day(Q1) &#8211; walking min/day(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.10 (&#8722;0.10;0.39)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Sitting min/day(Q1) &#8211; sitting min/day(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.27 (&#8722;0.50;0.54)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Treuth (2004)<abbrgrp>
											<abbr bid="B72">72</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>12&#8201;weeks</p>
								</entry>
								<entry colname="c4">
									<p>GAQ</p>
								</entry>
								<entry colname="c5">
									<p>Yesterday: GAQ score(Q1) &#8211; GAQ score(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Pearson r&#8201;=&#8201;0.59 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Usual: GAQ score(Q1) &#8211; GAQ score(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Pearson r&#8201;=&#8201;0.59 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Yesterday: TV watching(Q1) &#8211; TV watching(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Pearson r&#8201;=&#8201;0.13 (P&#8201;&lt;&#8201;0.373)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Usual: TV watching(Q1) &#8211; TV watching(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Pearson r&#8201;=&#8201;0.31 (P&#8201;&lt;&#8201;0.024)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Yesterday: other sedentary(Q1) &#8211; other sedentary(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Pearson r&#8201;=&#8201;0.32 (P&#8201;&lt;&#8201;0.019)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Usual: other sedentary(Q1) &#8211; other sedentary(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Pearson r&#8201;=&#8201;0.30 (P&#8201;&lt;&#8201;0.032)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Troped (2007)<abbrgrp>
											<abbr bid="B73">73</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>5 - 40&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>YRBS</p>
								</entry>
								<entry colname="c5">
									<p>VPA(Q1) &#8211; VPA(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.46</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>MPA(Q1) &#8211; MPA(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.51</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Weston (1997)<abbrgrp>
											<abbr bid="B74">74</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Within 1&#8201;hour</p>
								</entry>
								<entry colname="c4">
									<p>PDPAR</p>
								</entry>
								<entry colname="c5">
									<p>TEE(Q1) &#8211; TEE(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Pearson r&#8201;=&#8201;0.98 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Brown (2008)<abbrgrp>
											<abbr bid="B88">88</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>7 - 28&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>AAS</p>
								</entry>
								<entry colname="c5">
									<p>Frequency/week(Q1) &#8211; frequency/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.58</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Total min/week(Q1) &#8211; total min/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.64</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Bull (2009)<abbrgrp>
											<abbr bid="B58">58</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>3 - 7&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>GPAQ</p>
								</entry>
								<entry colname="c5">
									<p>Leisure: total min(Q1) &#8211; total min(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.78 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Occupation: total min(Q1) &#8211; total min(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.77 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Transportation: total min(Q1) &#8211; total min(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.81 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Leisure: sedentary(Q1) &#8211; sedentary(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>&#8211;</p>
								</entry>
								<entry colname="c7">
									<p>&#954; (% agreement)&#8201;=&#8201;0.68 (85.6)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Occupation: sedentary(Q1) &#8211; sedentary(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>&#8211;</p>
								</entry>
								<entry colname="c7">
									<p>&#954; (% agreement)&#8201;=&#8201;0.73 (86.9)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Cust (2008)<abbrgrp>
											<abbr bid="B102">102</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>10&#8201;months</p>
								</entry>
								<entry colname="c4">
									<p>EPAQ</p>
								</entry>
								<entry colname="c5">
									<p>Total MET-hr/week(Q1) &#8211; total MET-hr/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r (95&#8201;% CI)&#8201;=&#8201;0.65 (0.55;0.72), P&#8201;&lt;&#8201;0.0001</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Total PA index(Q1) &#8211; total PA index(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>&#8211;</p>
								</entry>
								<entry colname="c7">
									<p>&#954; (95&#8201;% CI)&#8201;=&#8201;0.62 (0.53;0.71), P&#8201;&lt;&#8201;0.0001</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Cambridge PA index(Q1) &#8211; Cambridge PA index(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>&#8211;</p>
								</entry>
								<entry colname="c7">
									<p>&#954; (95&#8201;% CI)&#8201;=&#8201;0.66 (0.58;0.74), P&#8201;&lt;&#8201;0.0001</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Cust (2009)<abbrgrp>
											<abbr bid="B103">103</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>10&#8201;months</p>
								</entry>
								<entry colname="c4">
									<p>EPAQ</p>
								</entry>
								<entry colname="c5">
									<p>High confidence: total PA index(Q1) &#8211; total PA index(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>&#8211;</p>
								</entry>
								<entry colname="c7">
									<p>&#954; (95&#8201;% CI)&#8201;=&#8201;0.65 (0.53;0.76)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Low confidence: total PA index(Q1) &#8211; total PA index(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>&#8211;</p>
								</entry>
								<entry colname="c7">
									<p>&#954; (95&#8201;% CI)&#8201;=&#8201;0.58 (0.45;0.71)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>High confidence: Cambridge PA index(Q1) &#8211; Cambridge PA index(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>&#8211;</p>
								</entry>
								<entry colname="c7">
									<p>&#954; (95&#8201;% CI)&#8201;=&#8201;0.73 (0.61;0.84)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Low confidence: Cambridge PA index(Q1) &#8211; Cambridge PA index(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>&#8211;</p>
								</entry>
								<entry colname="c7">
									<p>&#954; (95&#8201;% CI)&#8201;=&#8201;0.59 (0.47;0.71)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4">
									<p>IPAQ-s</p>
								</entry>
								<entry colname="c5">
									<p>High confidence: total MET-hr/week(Q1) &#8211; total MET-hr/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r (95&#8201;% CI)&#8201;=&#8201;0.53 (0.36;0.67)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Low confidence: total MET-hr/week(Q1) &#8211; total MET-hr/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r (95&#8201;% CI)&#8201;=&#8201;0.33 (0.11;0.52)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>High confidence: sitting hr/day(Q1) &#8211; sitting hr/day(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r (95&#8201;% CI)&#8201;=&#8201;0.50 (0.32;0.65)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Low confidence: sitting hr/day(Q1) &#8211; sitting hr/day(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r (95&#8201;% CI)&#8201;=&#8201;0.65 (0.51;0.75)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Duncan (2001)<abbrgrp>
											<abbr bid="B104">104</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>7DPAR</p>
								</entry>
								<entry colname="c5">
									<p>TEE(Q1) &#8211; TEE(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.44 (0.26;0.59)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Gauthier (2009)<abbrgrp>
											<abbr bid="B105">105</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>1&#8201;day</p>
								</entry>
								<entry colname="c4">
									<p>IPAQ-SALVCF</p>
								</entry>
								<entry colname="c5">
									<p>Total MET-min/week(Q1) &#8211; total MET-min/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.929 (0.860;0.965), P&#8201;&lt;&#8201;0.01</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Sitting(Q1) &#8211; sitting(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.899 (0.800;0.950), P&#8201;&lt;&#8201;0.01</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Hallal (2010)<abbrgrp>
											<abbr bid="B108">108</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>5&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>IPAQ</p>
								</entry>
								<entry colname="c5">
									<p>Total score(T1) &#8211; total score(T2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.90</p>
								</entry>
								<entry colname="c7">
									<p>MD&#8201;=&#8201;3&#8201;min, &#954; (% agreement)&#8201;=&#8201;0.78 (90.0)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Total score(T1T2) &#8211; total score(FTF)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.87</p>
								</entry>
								<entry colname="c7">
									<p>MD&#8201;=&#8201;30&#8201;min, &#954; (% agreement)&#8201;=&#8201;0.69 (85.5)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Kurtze (2008)<abbrgrp>
											<abbr bid="B54">54</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>1&#8201;week</p>
								</entry>
								<entry colname="c4">
									<p>IPAQ-s</p>
								</entry>
								<entry colname="c5">
									<p>VPA hr/day(Q1) &#8211; VPA hr/day(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.62 (0.47;0.73)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>MPA hr/day(Q1) &#8211; MPA hr/day(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.30 (0.09;0.49)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Walking hr/day(Q1) &#8211; walking hr/day(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.42 (0.23;0.59)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Sitting hr/day(Q1) &#8211; sitting hr/day(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.80 (0.70;0.87)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>MacFarlane (2007)<abbrgrp>
											<abbr bid="B99">99</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>3&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>IPAQ-s</p>
								</entry>
								<entry colname="c5">
									<p>Total MET-min/week(Q1) &#8211; total MET-min/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.79 (0.66;0.88), %CV (95 % CI)&#8201;=&#8201;26 (22;33)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Sitting MET-min/week(Q1) &#8211; sitting MET-min/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.97 (0.95;0.98), %CV (95 % CI)&#8201;=&#8201;15 (12;18)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>MacFarlane (2010)<abbrgrp>
											<abbr bid="B110">110</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>3&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>IPAQ-LC</p>
								</entry>
								<entry colname="c5">
									<p>Total MET-min/week(Q1) &#8211; total MET-min/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.93, %CV&#8201;=&#8201;22.8</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Sitting MET-min/week(Q1) &#8211; sitting MET-min/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.71, %CV&#8201;=&#8201;15.0</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Matton (2007)<abbrgrp>
											<abbr bid="B111">111</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>2&#8201;weeks</p>
								</entry>
								<entry colname="c4">
									<p>FPACQ</p>
								</entry>
								<entry colname="c5">
									<p>Employed/unemployed men: total EE(Q1) &#8211; total EE(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.95 (0.89;0.97)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Employed/unemployed women: total EE(Q1) &#8211; total EE(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.92 (0.85;0.96)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Retired men: total EE(Q1) &#8211; total EE(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.90 (0.76;0.96)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Retired women: total EE(Q1) &#8211; total EE(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.96 (0.90;0.99)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Employed/unemployed men: PAL(Q1) &#8211; PAL(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.92 (0.84;0.96)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Employed/unemployed women: PAL(Q1) &#8211; PAL(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.78 (0.61;0.88)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Retired men: PAL(Q1) &#8211; PAL(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.89 (0.76;0.96)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Retired women: PAL(Q1) &#8211; PAL(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.77 (0.47;0.91)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Employed/unemployed men: TV hr/week(Q1) &#8211; TV hr/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.93 (0.86;0.97)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Employed/unemployed women: TV hr/week(Q1) &#8211; TV hr/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.92 (0.84;0.96)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Retired men: TV hr/week(Q1) &#8211; TV hr/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.76 (0.49;0.89)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Retired women: TV hr/week(Q1) &#8211; TV hr/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.89 (0.72;0.96)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Nang (2011)<abbrgrp>
											<abbr bid="B55">55</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>2 - 10&#8201;months</p>
								</entry>
								<entry colname="c4">
									<p>IPAQ</p>
								</entry>
								<entry colname="c5">
									<p>VPA(Q1) &#8211; VPA(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.38 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>MPA(Q1) &#8211; MPA(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.58 (P&#8201;&lt;&#8201;0.0001)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4">
									<p>SP2PAQ</p>
								</entry>
								<entry colname="c5">
									<p>VPA(Q1) &#8211; VPA(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.75 (P&#8201;&lt;&#8201;0.0001)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>MPA(Q1) &#8211; MPA(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.55 (P&#8201;&lt;&#8201;0.0001)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Pettee-Gabriel (2009)<abbrgrp>
											<abbr bid="B91">91</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>1 - 4&#8201;weeks</p>
								</entry>
								<entry colname="c4">
									<p>PMMAQ</p>
								</entry>
								<entry colname="c5">
									<p>MET-hr/week(Q1) &#8211; MET-hr/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.64 (0.48;0.77), P&#8201;&lt;&#8201;0.0001</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4">
									<p>PWMAQ</p>
								</entry>
								<entry colname="c5">
									<p>MET-hr/week(Q1) &#8211; MET-hr/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.74 (0.60;0.83), P&#8201;&lt;&#8201;0.0001</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4">
									<p>NHS-PAQ</p>
								</entry>
								<entry colname="c5">
									<p>MET-hr/week(Q1) &#8211; MET-hr/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.48 (0.26;0.65), P&#8201;&lt;&#8201;0.0001</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4">
									<p>AAS</p>
								</entry>
								<entry colname="c5">
									<p>Min/day(Q1) &#8211; min/day(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.32 (0.09;0.52), P&#8201;&lt;&#8201;0.01</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4">
									<p>WHI-PAQ</p>
								</entry>
								<entry colname="c5">
									<p>MET-hr/week(Q1) &#8211; MET-hr/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.91 (0.86;0.95), P&#8201;&lt;&#8201;0.0001</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Richardson (2001)<abbrgrp>
											<abbr bid="B100">100</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>1&#8201;month</p>
								</entry>
								<entry colname="c4">
									<p>S7DR</p>
								</entry>
								<entry colname="c5">
									<p>Men: total MET-min/day(Q1) &#8211; total MET-min/day(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.60 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Women: total MET-min/day(Q1) &#8211; total MET-min/day(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.36 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Saglam (2010)<abbrgrp>
											<abbr bid="B112">112</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>3 - 7&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>IPAQ</p>
								</entry>
								<entry colname="c5">
									<p>Total MET-min/week(Q1) &#8211; total MET-min/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r (95&#8201;% CI)&#8201;=&#8201;0.64 (0.56;0.72), P&#8201;&lt;&#8201;0.001</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Sitting min(Q1) &#8211; sitting min(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r (95&#8201;% CI)&#8201;=&#8201;0.83 (0.77;0.89), P&#8201;&lt;&#8201;0.001</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4">
									<p>IPAQ-s</p>
								</entry>
								<entry colname="c5">
									<p>Total MET-min/week(Q1) &#8211; total MET-min/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r (95&#8201;% CI)&#8201;=&#8201;0.69 (0.61;0.77), P&#8201;&lt;&#8201;0.001</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Sitting min(Q1) &#8211; sitting min(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r (95&#8201;% CI)&#8201;=&#8201;0.78 (0.71;0.85), P&#8201;&lt;&#8201;0.001</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Schmidt (2006)<abbrgrp>
											<abbr bid="B92">92</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>KPAS-mod</p>
								</entry>
								<entry colname="c5">
									<p>Total activity score(Q1) &#8211; total activity score(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.84</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Weighted activity score(Q1) &#8211; weighted activity score(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.76</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Smitherman (2009)<abbrgrp>
											<abbr bid="B113">113</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>2&#8201;weeks</p>
								</entry>
								<entry colname="c4">
									<p>JPAC</p>
								</entry>
								<entry colname="c5">
									<p>JPAC total score(Q1) &#8211; JPAC total score(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.99</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Trinh (2009)<abbrgrp>
											<abbr bid="B115">115</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>2&#8201;weeks (dry season)</p>
								</entry>
								<entry colname="c4">
									<p>GPAQ</p>
								</entry>
								<entry colname="c5">
									<p>GPAQ total score(Q1) &#8211; GPAQ total score(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.69 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c7">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;1.00 (0.03;31.82), &#954; (95&#8201;% CI)&#8201;=&#8201;0.66 (0.53;0.79)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3">
									<p>2&#8201;months (wet season)</p>
								</entry>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>GPAQ total score(Q1) &#8211; GPAQ total score(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.55 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c7">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;1.12 (0.02;71.09), &#954; (95&#8201;% CI)&#8201;=&#8201;0.57 (0.46;0.65)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3">
									<p>2&#8201;weeks (dry season)</p>
								</entry>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Sedentary time(Q1) &#8211; sedentary time(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.69 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c7">
									<p>&#954; (95&#8201;% CI)&#8201;=&#8201;0.61 (0.58;0.70)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3">
									<p>2&#8201;months (wet season)</p>
								</entry>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Sedentary time(Q1) &#8211; sedentary time(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.50 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c7">
									<p>&#954; (95&#8201;% CI)&#8201;=&#8201;0.45 (0.36;0.54)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>De Abajo (2001)<abbrgrp>
											<abbr bid="B76">76</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>2&#8201;weeks</p>
								</entry>
								<entry colname="c4">
									<p>YPAS</p>
								</entry>
								<entry colname="c5">
									<p>Total time(Q1) &#8211; total time(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.66 (P&#8201;=&#8201;0.001)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Total EE(Q1) &#8211; total EE(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.65 (P&#8201;=&#8201;0.001)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>YPAS summary index(Q1) &#8211; YPAS summary index(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.31 (P&#8201;=&#8201;0.002)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Sitting(Q1) &#8211; sitting(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.29 (P&#8201;=&#8201;0.003)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Dinger (2004)<abbrgrp>
											<abbr bid="B77">77</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>3&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>PASE</p>
								</entry>
								<entry colname="c5">
									<p>Total PASE score(Q1) &#8211; total PASE score(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.91 (0.83;0.94)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Dubbert (2004)<abbrgrp>
											<abbr bid="B78">78</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>2 - 4&#8201;weeks</p>
								</entry>
								<entry colname="c4">
									<p>7DPAR</p>
								</entry>
								<entry colname="c5">
									<p>TEE(Q1) &#8211; TEE(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.89 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Giles (2009)<abbrgrp>
											<abbr bid="B79">79</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>1 - 2&#8201;weeks</p>
								</entry>
								<entry colname="c4">
									<p>CHAMPS-MMSCV</p>
								</entry>
								<entry colname="c5">
									<p>Volume: MET-min/week(Q1) &#8211; MET-min/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.84 (0.69;0.91), Spearman r&#8201;=&#8201;0.62</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Frequency: sessions/week(Q1) &#8211; sessions/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.89 (0.77;0.95), Spearman r&#8201;=&#8201;0.79</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Duration: min/week(Q1) &#8211; min/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.81 (0.63;0.90), Spearman r&#8201;=&#8201;0.57</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Hagiwara (2008)<abbrgrp>
											<abbr bid="B80">80</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>3 - 4&#8201;weeks</p>
								</entry>
								<entry colname="c4">
									<p>PASE</p>
								</entry>
								<entry colname="c5">
									<p>Total PASE score(Q1) &#8211; total PASE score(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.65 (0.58;0.72)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Harada (2001)<abbrgrp>
											<abbr bid="B82">82</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>2&#8201;weeks</p>
								</entry>
								<entry colname="c4">
									<p>CHAMPS</p>
								</entry>
								<entry colname="c5">
									<p>EE(Q1) &#8211; EE(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC&#8201;=&#8201;0.62, Pearson r&#8201;=&#8201;0.62</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Kolbe-Alexander (2006)<abbrgrp>
											<abbr bid="B83">83</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>3 - 5&#8201;days</p>
								</entry>
								<entry colname="c4">
									<p>IPAQ-s</p>
								</entry>
								<entry colname="c5">
									<p>Men: total MET-min/week(Q1) &#8211; total MET-min/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.54 (P&#8201;=&#8201;0.0001)</p>
								</entry>
								<entry colname="c7">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;324.58&#8201;&#177;&#8201;7534.85 MET-min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Women: total MET-min/week(Q1) &#8211; total MET-min/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.60 (P&#8201;=&#8201;0.0000)</p>
								</entry>
								<entry colname="c7">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;347.14&#8201;&#177;&#8201;4016.88 MET-min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Men: sitting MET-hr/week(Q1) &#8211; sitting MET-hr/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.76 (P&#8201;=&#8201;0.0000)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Women: sitting MET-hr/week(Q1) &#8211; sitting MET-hr/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.77 (P&#8201;=&#8201;0.0000)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4">
									<p>YPAS</p>
								</entry>
								<entry colname="c5">
									<p>Men: total MET-min/week(Q1) &#8211; total MET-min/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.57 (P&#8201;=&#8201;0.00001)</p>
								</entry>
								<entry colname="c7">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;&#8722;582.17&#8201;&#177;&#8201;4867.14 MET-min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Women: total MET-min/week(Q1) &#8211; total MET-min/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>Spearman r&#8201;=&#8201;0.62 (P&#8201;=&#8201;0.0000)</p>
								</entry>
								<entry colname="c7">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;26.77&#8201;&#177;&#8201;4474.64 MET-min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Tomioka (2011)<abbrgrp>
											<abbr bid="B85">85</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>2&#8201;weeks</p>
								</entry>
								<entry colname="c4">
									<p>IPAQ-s</p>
								</entry>
								<entry colname="c5">
									<p>Young old men: MET-min/week(Q1) &#8211; MET-min/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.65 (0.46;0.78)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Young old women: MET-min/week(Q1) &#8211; MET-min/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.57 (0.34;0.72)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Old old men: MET-min/week(Q1) &#8211; MET-min/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.50 (0.22;0.68)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Old old women: MET-min/week(Q1) &#8211; MET-min/week(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.56 (0.30;0.72)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Young old men: sitting hr/day(Q1) &#8211; sitting hr/day(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.82 (0.71;0.88)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Young old women: sitting hr/day(Q1) &#8211; sitting hr/day(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.70 (0.54;0.80)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Old old men: sitting hr/day(Q1) &#8211; sitting hr/day(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.66 (0.48;0.78)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>Old old women: sitting hr/day(Q1) &#8211; sitting hr/day(Q2)</p>
								</entry>
								<entry colname="c6">
									<p>ICC (95&#8201;% CI)&#8201;=&#8201;0.67 (0.48;0.80)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>
										<it>Median ICC&#8201;=&#8201;0.71 (youth: 0.64, adults: 0.79, elderly: 0.65)</it>
									</p>
								</entry>
								<entry colname="c7"/>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>
										<it>Median Spearman r&#8201;=&#8201;0.62 (youth: &#8211;, adults: 0.64, elderly: 0.60)</it>
									</p>
								</entry>
								<entry colname="c7"/>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>
										<it>Median Pearson r&#8201;=&#8201;0.62 (youth: 0.605, adults: &#8211;, elderly: 0.62)</it>
									</p>
								</entry>
								<entry colname="c7"/>
							</row>
							<row rowsep="1">
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6"/>
								<entry colname="c7">
									<p>
										<it>Median &#954;&#8201;=&#8201;0.655 (youth: &#8211;, adults: 0.655, elderly: &#8211;)</it>
									</p>
								</entry>
							</row>
						</tbody>
					</tgroup>
				</table><p>Most studies examining the reliability of existing PAQs reported reliability as ICC (n&#8201;=&#8201;20), Pearson/Spearman correlation coefficients (n&#8201;=&#8201;8); some studies also used a combination of correlation statistics (n&#8201;=&#8201;7). Similar to the new PAQs, the existing PAQs demonstrated moderate correlations for reliability. Median correlations from reported data for recall of sedentary behaviours were divergent: ICC&#8201;=&#8201;0.76, Spearman r&#8201;=&#8201;0.725, Pearson r&#8201;=&#8201;0.305, kappa&#8201;=&#8201;0.645.</p>
			</sec>
			<sec>
				<st>
					<p>Youth</p>
				</st><p>Median reliability correlations for the youth were as follows: ICC&#8201;=&#8201;0.64, Pearson r&#8201;=&#8201;0.605. The CHASE (ICC&#8201;=&#8201;0.02) and the CPAQ (ICC&#8201;=&#8201;0.25) showed poor test-retest reliability, whereas the reliability was strong for YPAQ (ICC&#8201;=&#8201;0.79&#8211;0.86) in the same study <abbrgrp>
						<abbr bid="B61">61</abbr>
					</abbrgrp>. Previous day physical activity recall instruments proved to be highly reliable in children (ICC&#8201;=&#8201;0.98 <abbrgrp>
						<abbr bid="B60">60</abbr>
					</abbrgrp>, r&#8201;=&#8201;0.98 <abbrgrp>
						<abbr bid="B74">74</abbr>
					</abbrgrp>).</p>
			</sec>
			<sec>
				<st>
					<p>Adults</p>
				</st><p>Median reliability correlations for adults were as follows: ICC&#8201;=&#8201;0.79, Spearman r&#8201;=&#8201;0.64, kappa&#8201;=&#8201;0.655. The IPAQ-SALVCF (ICC&#8201;=&#8201;0.929) <abbrgrp>
						<abbr bid="B105">105</abbr>
					</abbrgrp>, IPAQ long version (r&#8201;=&#8201;0.87&#8211;0.90 <abbrgrp>
						<abbr bid="B108">108</abbr>
					</abbrgrp>, ICC&#8201;=&#8201;0.93 <abbrgrp>
						<abbr bid="B110">110</abbr>
					</abbrgrp>), IPAQ short version (ICC&#8201;=&#8201;0.79) <abbrgrp>
						<abbr bid="B99">99</abbr>
					</abbrgrp>, FPACQ (ICC&#8201;=&#8201;0.77&#8211;0.96) <abbrgrp>
						<abbr bid="B111">111</abbr>
					</abbrgrp>, KPAS-mod (ICC&#8201;=&#8201;0.76&#8211;0.84) <abbrgrp>
						<abbr bid="B92">92</abbr>
					</abbrgrp> and the JPAC (ICC&#8201;=&#8201;0.99) <abbrgrp>
						<abbr bid="B113">113</abbr>
					</abbrgrp> showed acceptable or strong reliability. Notably, the IPAQ-s showed a wide range of results for reliability, with ICCs ranging from 0.27&#8211;0.97 for sitting <abbrgrp>
						<abbr bid="B54">54</abbr>
						<abbr bid="B69">69</abbr>
						<abbr bid="B83">83</abbr>
						<abbr bid="B85">85</abbr>
						<abbr bid="B99">99</abbr>
						<abbr bid="B103">103</abbr>
						<abbr bid="B112">112</abbr>
					</abbrgrp>, 0.10&#8211;0.42 for walking <abbrgrp>
						<abbr bid="B54">54</abbr>
						<abbr bid="B69">69</abbr>
					</abbrgrp>, 0.30&#8211;0.34 for MPA <abbrgrp>
						<abbr bid="B54">54</abbr>
						<abbr bid="B69">69</abbr>
					</abbrgrp>, 0.30&#8211;0.62 for VPA <abbrgrp>
						<abbr bid="B54">54</abbr>
						<abbr bid="B69">69</abbr>
					</abbrgrp>, and 0.33&#8211;0.79 for total PA <abbrgrp>
						<abbr bid="B83">83</abbr>
						<abbr bid="B85">85</abbr>
						<abbr bid="B99">99</abbr>
						<abbr bid="B103">103</abbr>
						<abbr bid="B112">112</abbr>
					</abbrgrp>. For sedentary time the short IPAQ appeared to be the most reliable questionnaire when the test retest duration was short (i.e. 3&#8201;days, [ICC&#8201;=&#8201;0.97]) <abbrgrp>
						<abbr bid="B99">99</abbr>
					</abbrgrp>. All existing PAQs for adults reported acceptable to high reliability properties, overall.</p>
			</sec>
			<sec>
				<st>
					<p>Elderly</p>
				</st><p>Median reliability correlations for the elderly were as follows: ICC&#8201;=&#8201;0.65, Spearman r&#8201;=&#8201;0.60, Pearson r&#8201;=&#8201;0.62. Similarly, all existing PAQs for elderly also showed overall acceptable to high reliability, with the PASE (ICC&#8201;=&#8201;0.91) <abbrgrp>
						<abbr bid="B77">77</abbr>
					</abbrgrp>, 7DPAR (ICC&#8201;=&#8201;0.89) <abbrgrp>
						<abbr bid="B78">78</abbr>
					</abbrgrp> and CHAMPS-MMSCV (ICC&#8201;=&#8201;0.81&#8211;0.89) <abbrgrp>
						<abbr bid="B79">79</abbr>
					</abbrgrp> performing best.</p>
			</sec>
			<sec>
				<st>
					<p>Validity</p>
				</st><p>All validity results for existing PAQs are listed in Table <tblr tid="T7">7</tblr>.</p>
				<table id="T7">
					<title>
						<p>Table 7</p>
					</title>
					<caption>
						<p>
							<b>Validity results of existing PAQs</b>
						</p>
					</caption>
					<tgroup align="left" cols="9">
						<colspec align="left" colname="c1" colnum="1" colwidth="1*"/>
						<colspec align="left" colname="c2" colnum="2" colwidth="1*"/>
						<colspec align="left" colname="c3" colnum="3" colwidth="1*"/>
						<colspec align="left" colname="c4" colnum="4" colwidth="1*"/>
						<colspec align="left" colname="c5" colnum="5" colwidth="1*"/>
						<colspec align="left" colname="c6" colnum="6" colwidth="1*"/>
						<colspec align="left" colname="c7" colnum="7" colwidth="1*"/>
						<colspec align="left" colname="c8" colnum="8" colwidth="1*"/>
						<colspec align="left" colname="c9" colnum="9" colwidth="1*"/>
						<thead valign="top">
							<row>
								<entry colname="c1">
									<p>
										<b>Age Group</b>
									</p>
								</entry>
								<entry colname="c2">
									<p>
										<b>Reference</b>
									</p>
								</entry>
								<entry colname="c3">
									<p>
										<b>Criterion method</b>
									</p>
								</entry>
								<entry align="center" colname="c4">
									<p>
										<b>Duration of validation</b>
									</p>
								</entry>
								<entry colname="c5">
									<p>
										<b>PAQ</b>
									</p>
								</entry>
								<entry colname="c6">
									<p>
										<b>Variables tested</b>
									</p>
								</entry>
								<entry colname="c7">
									<p>
										<b>Criterion intensity thresholds</b>
									</p>
								</entry>
								<entry align="center" colname="c8" nameend="c9" namest="c8" rowsep="1">
									<p>
										<b>Validity results</b>
									</p>
								</entry>
							</row>
							<row rowsep="1">
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6"/>
								<entry colname="c7"/>
								<entry colname="c8">
									<p>
										<b>
											<it>Correlation coefficients</it>
										</b>
									</p>
								</entry>
								<entry colname="c9">
									<p>
										<b>
											<it>Agreement</it>
										</b>
									</p>
								</entry>
							</row>
						</thead>
						<tfoot>
							<p>Q1&#8201;=&#8201;first completed questionnaire, Q2&#8201;=&#8201;second completed questionnaire, Q3&#8201;=&#8201;third completed questionnaire, r&#8201;=&#8201;correlation coefficient (rho), CI&#8201;=&#8201;Confidence Interval (lower;upper), &#954;&#8201;=&#8201;kappa (i.e. Cohen weighted kappa unless specified otherwise), LoA&#8201;=&#8201;Limits of Agreement, MD&#8201;=&#8201;Mean Difference, &#8211;&#8201;=&#8201;not stated.</p><p>Acc&#8201;=&#8201;Accelerometry [NB: ActiGraph (Model 7164) is successor of preceding accelerometer by MTI, formerly CSA]. Accelerometer names as used in the respective papers.</p><p>Affuso (2011): Sedentary mins&#8201;=&#8201;total minutes TV/video watching, computer/internet use, talking on phone, playing video/computer games.</p><p>Ainsworth (1999): MPA MET-min/week&#8201;=&#8201;energy expended in moderate-intensity occupational standing activities. 7DR-scores&#8201;=&#8201;scores of occupational activity only. EE&#8201;=&#8201;Energy Expenditure in kcal/day. All other associations between the TOQ and Caltrac scores were low and non significant.</p><p>Allor (2001): HR monitor brand not specified. EE&#8201;=&#8201;Energy Expenditure in kcal/hr.</p><p>Bonnefoy (2001): MLTPAQ total activity&#8201;=&#8201;light, moderate, heavy, household activity. YPAS summary index&#8201;=&#8201;sum of vigorous, walking, moving, standing, sitting scores. BAQ-mod questionnaire score&#8201;=&#8201;sum of household, sports, leisure activity scores. CAQ total activity&#8201;=&#8201;sum of walking, stairs, sports. 7DR total activity&#8201;=&#8201;weighted sum of sleep, light, moderate, hard, very hard activity. Dallosso-mod total score&#8201;=&#8201;weighted sum of walking standing, productive, leisure, muscle-loading activity. Enhanced LRC score&#8201;=&#8201;self report of usual activity. SUA MPA&#8201;=&#8201;six habitual moderate activities. SUA VPA&#8201;=&#8201;five habitual vigorous activites. PASE total score&#8201;=&#8201;activity weight*frequency across work-related leisure, household activities. QAPSE mean habitual DEE&#8201;=&#8201;activity weight*duration as daily energy expenditure.</p><p>Brown (2008): Frequency/week&#8201;=&#8201;frequency of total activity per week. Total min/week&#8201;=&#8201;minutes per week of total activity &#8805;3 METs. Total counts&#8201;=&#8201;all accelerometer recorded minutes.</p><p>Bull (2009): VPA/MPA&#8201;=&#8201;total vigorous/moderate intensity activity across all domains. Sedentary min/day&#8201;=&#8201;time spent sitting per day in minutes. Data categorized for studies in China (n&#8201;=&#8201;215) and South Africa (n&#8201;=&#8201;83).</p><p>Conway (2002): R<sup>2</sup>&#8201;=&#8201;regression against PAR; explained variance is 10&#8201;% for 7DPAR and 14&#8201;% for S7DR. MD&#8201;=&#8201;mean differences&#8201;&#177;&#8201;SEM (percentages in parentheses) between each method and EE(DLW).</p><p>Cust (2008): Total MET-hr/week&#8201;=&#8201;total MET hours per week of non-occupational activity. Total PA index&#8201;=&#8201;cross-tabulation of level of occupational activity with combined recreational and household activities - inactive, moderately inactive, moderately active, active. Cambridge PA index&#8201;=&#8201;index based on occupational, cycling and sports activity (generally more intense activities).</p><p>Cust (2009): Results are stratified according to the group of participants reporting high or low confidence in recall of PA. High confidence&#8201;=&#8201;group of participants reporting high self-reported confidence in recall of physical activity. Low confidence&#8201;=&#8201;group of participants reporting low self-reported confidence in recall of physical activity. Remarkably, the correlation for the Cambridge index is slightly higher compared to the total PA index (MET-hrs) comparing accelerometry with the EPAQ. Total MET-hr/week(Acc)&#8201;=&#8201;total physical activity in MET-hr/week, calculated as light&#8201;+&#8201;moderate&#8201;+&#8201;vigorous activity (no sedentary time). Data are averages of three 7-day accelerometer periods.</p><p>De Abajo (2001): Total hr/week&#8201;=&#8201;total activity time. Activity units&#8201;=&#8201;kilocalorie score divided by resting metabolic rate. TEE&#8201;=&#8201;Total Energy Expenditure in kJ/day. YPAS summary index&#8201;=&#8201;summed time for each activity, expressed in hours per week for each subject. Individual indices were created by multiplying a frequency score by a duration score and multiplying again by a weighting factor.</p><p>Dinger (2004): Total PASE score&#8201;=&#8201;weighted and summed score of individual items using the PASE scoring algorithm.</p><p>Duncan (2001): HRR&#8201;=&#8201;each subject's individual heart rate reserve (individual maximal MET capacity), where HRmax was determined from the graded exercise test and HRrest from the average of three measures after a 10-min seated test. Mean difference&#8201;=&#8201;0.21, i.e. 0.21&#8201;hours overreported in PAR.</p><p>Eisenmann (2002): Total leisure activity score was calculated by multiplying the frequency of each category by the MET value and summing the score.</p><p>Ekelund (2005): MD&#8201;=&#8201;mean difference between objectively measured accelerometry time in MVPA and self-reported time in MVPA and walking.</p><p>Giles (2009): Volume T1/T2&#8201;=&#8201;walking MET-min per week at first/second administration (T1/T2) of the CHAMPS. Frequency T1/T2&#8201;=&#8201;walking sessions per week at first/second administration (T1/T2) of the CHAMPS.</p><p>Hagiwara (2008): PASE score was calculated by adding the score for each component determined on the basis of the time spent on each activity or the presence or absence of activity over the past 7&#8201;days. EE&#8201;=&#8201;Energy Expenditure divided by bodyweight in kcal/day/wt. Walking steps&#8201;=&#8201;daily number of walking steps measured by the Lifecorder accelerometer.</p><p>Hagstr&#246;mer (2008): Data shown is data from the average intensity measured by the accelerometer.</p><p>Hagstr&#246;mer (2006): Bland-Altman results from analysis for time spent in at least moderate physical activity (hr/week) as assessed by the IPAQ and measured using an activity monitor.</p><p>Hallal (2010): Total score(Q)&#8201;=&#8201;sum of minutes spent on MPA (including walking) per week, and twice the number of minutes spent on VPA, calculated from the IPAQ data. Total score(Acc)&#8201;=&#8201;accelerometer-based total score: moderate&#8201;+&#8201;vigorous-intensity counts.</p><p>Harada (2001): MiniLogger measures activity by counting the number of mercure switch closures, resulting in a 'count' of activity, over a predetermined time interval. EE&#8201;=&#8201;Energy Expenditure in kcal/week. Total PASE score&#8201;=&#8201;total score computed by 1) multiplying an activity frequency value from a conversion of hours per day in six categories of activity (e.g., moderate sports) by the respective weight and summing over these activities and 2) adding a weight to this summated score for each six other household activities if the activity was reported over the past 7&#8201;days.</p><p>Huang (2009): Results from Bland-Altman analysis are combined results for boys and girls (no results for sedentary time). Cut points used are Freedson age-based cut point, calculated as METs&#8201;=&#8201;2.757&#8201;+&#8201;(0.0015*counts per minute) - (0.0896*age[yr]) - (0.000038*counts per minute*age[yr]).</p><p>Hurtig-Wennl&#246;f (2010): Agreement (&#954;)&#8201;=&#8201;Cohen's kappa for testing total agreement between the IPAQ-E and accelerometry.</p><p>InterAct Consortium (2011): Total PA index&#8201;=&#8201;cross-tabulation of level of occupational activity with combined recreational and household activities (MET-hr/week) - inactive, moderately inactive, moderately active, active. Cambridge index&#8201;=&#8201;index based on occupational, cycling and sports activity (h/week). Recreational index&#8201;=&#8201;index based on quartiles of the sum of walking, cycling, and sports (MET-hr/week). Fisher-transformed correlations were estimated for each country, and random effect meta-analysis methods were used to calculate the overall combined correlation of PAEE (kJ/kg/day) measured by the combined HR and movement sensor with the three PA indices from the EPAQ-s.</p><p>Jacobi (2009): Sedentary time&#8201;=&#8201;time spent watching TV/video or playing video games and time spent using a computer.</p><p>Kolbe-Alexander (2006): High counts&#8201;=&#8201;counts in high-intensity physical activity. Moderate min&#8201;=&#8201;time spent in moderate-intensity activity. Total counts&#8201;=&#8201;total counts for physical activity. Sitting&#8201;=&#8201;time spent sitting during a weekend day.</p><p>Kowalski (1997): PAQ-C score&#8201;=&#8201;calculated as the mean of the nine items, ranging from 1 to 5. Total counts&#8201;=&#8201;total counts measured by the Caltrac that reflect vertical acceleration of the body.</p><p>Kurtze (2008): EE&#8201;=&#8201;Energy Expenditure in MJ/day. PAL&#8201;=&#8201;average Physical Activity Level in 7&#8201;days, calculated as total EE divided by basal metabolic rate (BMR). Results from Bland-Altman analysis are combined results for total moderate, vigorous and walking activity.</p><p>MacFarlane (2007): Total MVPA min/week(Q)&#8201;=&#8201;total weighted minutes, calculated as moderate&#8201;+&#8201;(2*vigorous). R<sup>2</sup>, slope&#8201;=&#8201;result from regression analysis between the Bland-Altman differences and averages. %Bias, LoA&#8201;=&#8201;bias and limits of agreement expressed as percentage of the mean score.</p><p>Mahabir (2006): Duration of validation not stated, likely to be 14&#8201;days. EE&#8201;=&#8201;Energy Expenditure in kcal/day.</p><p>Martinez-Gomez (2010): Correlation coefficient&#8201;=&#8201;correlation between the two instruments for the 3&#8201;day mean.</p><p>Martinez-Gomez (2011): PAQ-A score&#8201;=&#8201;mean score of 8 activity items scored on a 5-point scale.</p><p>Matton (2007): EE&#8201;=&#8201;Energy Expenditure in kcal/week. PAL&#8201;=&#8201;Physical Activity Level, calculated as total EE divided by 168 (number of hours per week) and the reported body weight. TV hr/week&#8201;=&#8201;time per week spent watching television or videos or playing computer games; this time was recalled in the FPACQ and also directly coded in the written activity log of the accelerometer reflecting the same activity domain. T-test&#8201;=&#8201;paired t-test to compare the magnitude of activity variables calculated from the RT3 and FPACQ (absolute validity).</p><p>Nang (2011): VPA(Q)&#8201;=&#8201;3&#8211;6 METs kcal/day, MPA(Q) = &gt;6 METs kcal/day. VPA(Acc), MPA(Acc)&#8201;=&#8201;moderate and vigorous physical activity using cutoff points of 3 METs between light and moderate activity, and 6 METs between moderate and vigorous activity.</p><p>Nicaise (2011): PA variables from questionnaire assessed in MET-min/week. Steps(Acc)&#8201;=&#8201;number of steps taken per day (from the dual mode function).</p><p>Pettee-Gabriel (2009): Participants wore the accelerometer on average 6.3&#8201;&#177;&#8201;0.7&#8201;days/week or 30.7&#8201;&#177;&#8201;4.8&#8201;days during 35&#8201;days of observation and 14.4&#8201;&#177;&#8201;1.1&#8201;hours/day.</p><p>Philippaerts (1999): Total activity index&#8201;=&#8201;index calculated from the work, sport and leisure time index. ADMR&#8201;=&#8201;Average Daily Metabolic Rate in MJ/day. PAL&#8201;=&#8201;Physical Activity Level, determined as the ratio of ADMR (Average Daily Metabolic Rate) over SMR (Sleeping Metabolic Rate). 7&#8201;day index&#8201;=&#8201;index in kcal/day calculated from hours spent on vigorous (8 times resting metabolic rate) and moderate (4 times resting metabolic rate) activities and including sleeping time and the time spent on light activities (remaining time) during the last seven days. TEE&#8201;=&#8201;Total Energy Expenditure in kcal/day.</p><p>Philippaerts (2001): Total activity index&#8201;=&#8201;index calculated from the work, sport and leisure time index. TEE&#8201;=&#8201;Total Energy Expenditure in kcal/day.</p><p>Rangul (2008): Frequency&#8201;=&#8201;out of breath or sweat sessions per week. Duration&#8201;=&#8201;out of breath or sweat hours per week. TEE&#8201;=&#8201;Total Energy Expenditure in MJ/week. PAL&#8201;=&#8201;Average Physical Activity Level for 7&#8201;days, calculated as total energy expenditure divided by basal metabolic rate.</p><p>Richardson (2001): Visit 10/11&#8201;=&#8201;comparison for direct validation at study visit 10/11. Caltrac MET-min/day are obtained by dividing average 24-hour Caltrac readings (kcal/day) by the Caltrac's estimate of 24-hour resting energy expenditure and multiplying by 1440&#8201;min/day.</p><p>Scerpella (2002): 2x 3 Days&#8201;=&#8201;two measurement periods of 2 weekdays and 1 weekend day. Score calculations not specifically reported.</p><p>Schmidt (2006): Total activity score&#8201;=&#8201;activity score of all four domains, calculated as: (household/caregiving index*0.25&#8201;+&#8201;occupational index*0.25&#8201;+&#8201;active living index*0.25&#8201;+&#8201;sports/exercise index*0.25)*4. Counts/min&#8201;=&#8201;mean accelerometer output per 1-min epoch, reflecting raw accelerometer output without any categorization according to activity intensity. Weighted activity score&#8201;=&#8201;activity score of all four domains, calculated as: (household/caregiving index*0.50&#8201;+&#8201;occupational index*0.20&#8201;+&#8201;active living index*0.25&#8201;+&#8201;sports/exercise index*0.05)*4.</p><p>Slinde (2003): eMLTPAQ&#8201;=&#8201;extended MLTPAQ with additional questions about inactivity during leisure time. TEE&#8201;=&#8201;Total Energy Expenditure in MJ/day. Sedentary min/day&#8201;=&#8201;time spent watching TV, videos and computer time.</p><p>Smitherman (2009): JPAC total score&#8201;=&#8201;total score calculated by summing the 4 index scores (active living, work, home/family/yard/garden, sport/exercise index) and can range from 3 to 20.</p><p>Starling (1999): TEE&#8201;=&#8201;Total Energy Expenditure in kcal/day.</p><p>Staten (2001): TEE&#8201;=&#8201;Total Energy Expenditure in kJ/day, -ic&#8201;=&#8201;average total energy expenditure with RMR measured by indirect calorimetry, -mif&#8201;=&#8201;average total energy expenditure with RMR calculated using the Mifflin et al. Equation, -met&#8201;=&#8201;average total energy expenditure with RMR calculated using the MET conversion.</p><p>Tomioka (2011): Young old&#8201;=&#8201;age 65&#8211;74, old old&#8201;=&#8201;age 75&#8211;89.</p><p>Treuth (2004): GAQ score yesterday&#8201;=&#8201;summary score estimated from 18 physical activities reliably recalled and frequently performed on the previous day (yesterday) or usually. The GAQ summary scores were computed as the total MET-weighted score divided by the number of nonmissing items. Average counts/min: all counts measured between 6&#8201;AM to 12 midnight averaged per minute. Baseline: n&#8201;=&#8201;197, follow-up: n&#8201;=&#8201;168.</p><p>Trinh (2009): Dry season is baseline (n&#8201;=&#8201;135). Measurements in wet season (n&#8201;=&#8201;116) were performed 2&#8201;months after baseline during dry season. Sedentary time&#8201;=&#8201;time spent sitting or reclining. Mean (95&#8201;% LoA)&#8201;=&#8201;log-transformed average difference between the time spent in MVPA measured with GPAQ (averaged over dry and wet season) and accelerometer with 95&#8201;% limits of agreement.</p><p>Troped (2007): MPA&#8201;=&#8201;number of days participating in&#8201;&#8805;&#8201;30&#8201;min of moderate PA during past 7&#8201;days. VPA&#8201;=&#8201;number of days participating in&#8201;&#8805;&#8201;20&#8201;min of vigorous PA during past 7&#8201;days. Sensitivity&#8201;=&#8201;probability of the YRBS items correctly classifying students as meeting recommendations. Specificity&#8201;=&#8201;probability of YRBS items correctly classifying students as not meeting the recommended level of PA. Kappa range&#8201;=&#8201;range of kappa coefficients between Actigraph measures (accumulated minutes, minutes in bouts&#8201;&#8805;&#8201;5&#8201;min, minutes in bouts&#8201;&#8805;&#8201;10&#8201;min, sustained minutes of PA) and the YRBS measure. Cut points used are based on the Freedson age-dependent equation; METs&#8201;=&#8201;2.757&#8201;+&#8201;(0.0015*counts per minute) - (0.0896*age[yr]) - (0.000038*counts per minute*age[yr]).</p><p>Washburn (1999): Total PASE score was computed by multiplying the amount of time spent in each activity (hours/week) or participation (yes/no) in an activity by the empirically derived item weights and summing over all activities. Accelerometer readings are averaged over five-minute epoch periods.</p><p>Washburn (2003): Interviewer reliability tested: ICC&#8201;=&#8201;0.85. TEE&#8201;=&#8201;Total Energy Expenditure, including sleep, in kJ/day. PAEE&#8201;=&#8201;Physical Activity Energy Expenditure, i.e. light, moderate, hard and very hard activities, excluding sleep.</p><p>Weston (1997): 1 Day&#8201;=&#8201;1&#8201;day after school hours. TEE&#8201;=&#8201;Total relative Energy Expenditure in kcal/kg/day. EE&#8201;=&#8201;mean estimated rate of Energy Expenditure in kcal/kg/hr for the entire after school period, derived from both mode and intensity. %HRR&#8201;=&#8201;mean percent of heart rate range. HRR was calculated as HRmax - HRrest, where HRmax was estimated from the formula 220 - age, and HRrest was taken from the mean of the five lowest 1-min heart rates recorded during the measurement period. All heart rates (HRraw) were converted to a %HRR using the formula HRraw/HRR*100 and averaged to produce mean %HRR.</p><p>Wolin (2008): 1-Min bout&#8201;=&#8201;accelerometer bout lasting at least 1&#8201;minute. 10-Min bout&#8201;=&#8201;accelerometer bout lasting at least 10&#8201;minutes.</p>
						</tfoot>
						<tbody>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Affuso (2011)<abbrgrp>
											<abbr bid="B59">59</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>3&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>SAPAC</p>
								</entry>
								<entry colname="c6">
									<p>Sedentary mins(Q) &#8211; sedentary mins(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&lt;100 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r (95&#8201;% CI)&#8201;=&#8201;0.18 (0.07;0.28), Spearman r (95&#8201;% CI)&#8201;=&#8201;0.14 (0.05;0.23)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Allor (2001)<abbrgrp>
											<abbr bid="B60">60</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (Caltrac)</p>
								</entry>
								<entry colname="c4">
									<p>2&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>PDPAR</p>
								</entry>
								<entry colname="c6">
									<p>EE(Q) &#8211; EE(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.76 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>MD&#8201;=&#8201;~100&#8201;kcal/hr (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3">
									<p>HR</p>
								</entry>
								<entry colname="c4">
									<p>2&#8201;days</p>
								</entry>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>EE(Q) &#8211; EE(HR)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.50 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>MD&#8201;=&#8201;~100&#8201;kcal/hr</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Corder (2009)<abbrgrp>
											<abbr bid="B61">61</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>DLW</p>
								</entry>
								<entry colname="c4">
									<p>11&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>YPAQ</p>
								</entry>
								<entry colname="c6">
									<p>12-13&#8201;yrs: PAEE(Q) &#8211; PAEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.09 (P&#8201;=&#8201;0.67)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;0.59&#8201;&#177;&#8201;6.3&#8201;kJ/kg/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>16-17&#8201;yrs: PAEE(Q) &#8211; PAEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.46 (P&#8201;=&#8201;0.03)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;0.32&#8201;&#177;&#8201;4.6&#8201;kJ/kg/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>11&#8201;days</p>
								</entry>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>12-13&#8201;yrs: MVPA(Q) &#8211; MVPA(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;1952 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.42 (P&#8201;=&#8201;0.04)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;2.01&#8201;&#177;&#8201;2.25&#8201;min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>16-17&#8201;yrs: MVPA(Q) &#8211; MVPA(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;1952 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.11 (P&#8201;=&#8201;0.61)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;1.38&#8201;&#177;&#8201;2.97&#8201;min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3">
									<p>DLW</p>
								</entry>
								<entry colname="c4">
									<p>11&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>CPAQ</p>
								</entry>
								<entry colname="c6">
									<p>PAEE(Q) &#8211; PAEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.22 (P&#8201;=&#8201;0.28)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;0.76&#8201;&#177;&#8201;3.1&#8201;kJ/kg/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>11&#8201;days</p>
								</entry>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>MVPA(Q) &#8211; MVPA(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;1952 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.42 (P&#8201;=&#8201;0.04)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;1.63&#8201;&#177;&#8201;2.24&#8201;min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3">
									<p>DLW</p>
								</entry>
								<entry colname="c4">
									<p>11&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>CHASE</p>
								</entry>
								<entry colname="c6">
									<p>Lifestyle score(Q) &#8211; PAEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.45 (P&#8201;=&#8201;0.02)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>11&#8201;days</p>
								</entry>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Lifestyle score(Q) &#8211; MVPA(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;1952 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.12 (P&#8201;=&#8201;0.57)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3">
									<p>DLW</p>
								</entry>
								<entry colname="c4">
									<p>11&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>SWAPAQ</p>
								</entry>
								<entry colname="c6">
									<p>PAEE(Q) &#8211; PAEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.40 (P&#8201;=&#8201;0.04)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;0.46&#8201;&#177;&#8201;8.5&#8201;kJ/kg/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>11&#8201;days</p>
								</entry>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>MVPA(Q) &#8211; MVPA(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;1952 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.23 (P&#8201;=&#8201;0.27)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;1.03&#8201;&#177;&#8201;2.58&#8201;min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Eisenmann (2002)<abbrgrp>
											<abbr bid="B62">62</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (Caltrac)</p>
								</entry>
								<entry colname="c4">
									<p>1&#8201;day</p>
								</entry>
								<entry colname="c5">
									<p>GLTEQ</p>
								</entry>
								<entry colname="c6">
									<p>Total leisure activity score(Q) &#8211; counts/hr(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.50</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Gwynn (2010)<abbrgrp>
											<abbr bid="B63">63</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>MRPARQ</p>
								</entry>
								<entry colname="c6">
									<p>MVPA min/day(Q) &#8211; MVPA min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;1952 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.37 (P&#8201;&lt;&#8201;0.05), ICC&#8201;=&#8201;0.25 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Hagstr&#246;mer (2008)<abbrgrp>
											<abbr bid="B56">56</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>IPAQ-A</p>
								</entry>
								<entry colname="c6">
									<p>Total MET-min/day(Q) &#8211; total counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.20 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Huang (2009)<abbrgrp>
											<abbr bid="B64">64</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>CLASS</p>
								</entry>
								<entry colname="c6">
									<p>Boys: VPA min/week(Q) &#8211; VPA min/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;6 METs</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.29</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;12.6&#8201;&#177;&#8201;47.4&#8201;min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Girls: VPA min/week(Q) &#8211; VPA min/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;6 METs</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.43 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;12.6&#8201;&#177;&#8201;47.4&#8201;min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Boys: MVPA min/week(Q) &#8211; MVPA min/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;3 METs</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.27</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;&#8722;6.2&#8201;&#177;&#8201;95.3&#8201;min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Girls: MVPA min/week(Q) &#8211; MVPA min/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;3 METs</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.48 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;&#8722;6.2&#8201;&#177;&#8201;95.3&#8201;min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Boys: MPA min/week(Q) &#8211; MPA min/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>3-5.9 METs</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.33</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;&#8722;18.9&#8201;&#177;&#8201;70.4&#8201;min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Girls: MPA min/week(Q) &#8211; MPA min/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>3-5.9 METs</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.29 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;&#8722;18.9&#8201;&#177;&#8201;70.4&#8201;min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Boys: sedentary min/week(Q) &#8211; sedentary min/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&lt;100 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.06</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Girls: sedentary min/week(Q) &#8211; sedentary min/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&lt;100 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.25 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Kowalski (1997)<abbrgrp>
											<abbr bid="B65">65</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (Caltrac)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>PAQ-C</p>
								</entry>
								<entry colname="c6">
									<p>PAQ-C score(Q) &#8211; total counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.39 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Martinez-Gomez (2010)<abbrgrp>
											<abbr bid="B66">66</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>3&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>BAD</p>
								</entry>
								<entry colname="c6">
									<p>Total MET-min/day(Q) &#8211; total counts/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.29</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Total MET-min/day(Q) &#8211; total counts/min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.33</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Martinez-Gomez (2011)<abbrgrp>
											<abbr bid="B67">67</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>PAQ-A</p>
								</entry>
								<entry colname="c6">
									<p>PAQ-A score(Q) &#8211; total counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.39 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>PAQ-A score(Q) &#8211; MVPA mins(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;1952 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.31 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Mota (2002)<abbrgrp>
											<abbr bid="B68">68</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>3&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>WAC</p>
								</entry>
								<entry colname="c6">
									<p>METs/15&#8201;min(Q) &#8211; counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.30 (P&#8201;=&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Ottevaere (2011)<abbrgrp>
											<abbr bid="B57">57</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>IPAQ-A</p>
								</entry>
								<entry colname="c6">
									<p>VPA min/day(Q) &#8211; VPA min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;4000 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.25 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;13.2&#8201;&#177;&#8201;78.2&#8201;min/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>MVPA min/day(Q) &#8211; MVPA min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;2000 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.21 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>MPA min/day(Q) &#8211; MPA min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>2000-3999 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.15 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;31.6&#8201;&#177;&#8201;105.6&#8201;min/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Rangul (2008)<abbrgrp>
											<abbr bid="B69">69</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiReg)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>HBSC</p>
								</entry>
								<entry colname="c6">
									<p>Frequency(Q) &#8211; TEE(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.20</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Frequency(Q) &#8211; PAL(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.02</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Duration(Q) &#8211; TEE(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.23</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Duration(Q) &#8211; PAL(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.01</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>IPAQ-s</p>
								</entry>
								<entry colname="c6">
									<p>VPA min/day(Q) &#8211; TEE(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;&#8722;0.14</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>VPA min/day(Q) &#8211; PAL(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;&#8722;0.08</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>MPA min/day(Q) &#8211; TEE(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.01</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>MPA min/day(Q) &#8211; PAL(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.01</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Walking min/day(Q) &#8211; TEE(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.24</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Walking min/day(Q) &#8211; PAL(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.43 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Sitting min/day(Q) &#8211; TEE(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;&#8722;0.04</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Sitting min/day(Q) &#8211; PAL(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;&#8722;0.29</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Scerpella (2002)<abbrgrp>
											<abbr bid="B70">70</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (Caltrac)</p>
								</entry>
								<entry colname="c4">
									<p>2x 3&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>GSQ</p>
								</entry>
								<entry colname="c6">
									<p>Godin-Shephard score(Q) &#8211; Caltrac score(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.102 (P&#8201;=&#8201;0.422)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Slinde (2003)<abbrgrp>
											<abbr bid="B71">71</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>DLW</p>
								</entry>
								<entry colname="c4">
									<p>14&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>MLTPAQ</p>
								</entry>
								<entry colname="c6">
									<p>TEE(Q) &#8211; TEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.49 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>eMLTPAQ</p>
								</entry>
								<entry colname="c6">
									<p>TEE(Q) &#8211; TEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.65 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;2.8&#8201;&#177;&#8201;2.8&#8201;MJ/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Sedentary min/day(Q) &#8211; TEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.030 (P&#8201;=&#8201;0.86)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Treuth (2004)<abbrgrp>
											<abbr bid="B72">72</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>3&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>GAQ</p>
								</entry>
								<entry colname="c6">
									<p>Baseline: yesterday GAQ score(Q) &#8211; mean counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.06 (P&#8201;=&#8201;0.42)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Follow-up: yesterday GAQ score(Q) &#8211; mean counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.08 (P&#8201;=&#8201;0.28)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Baseline: usual GAQ score(Q) &#8211; mean counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.12 (P&#8201;=&#8201;0.10)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Follow-up: usual GAQ score(Q) &#8211; mean counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.07 (P&#8201;=&#8201;0.36)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Troped (2007)<abbrgrp>
											<abbr bid="B73">73</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>YRBS</p>
								</entry>
								<entry colname="c6">
									<p>Total VPA min/day(Q) &#8211; total VPA min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&gt;6 METs</p>
								</entry>
								<entry colname="c8">
									<p>Sensitivity&#8201;=&#8201;0.86, specificity: 0.26</p>
								</entry>
								<entry colname="c9">
									<p>&#954;&#8201;=&#8201;&#8722;0.002 &#8211; 0.06</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Total MPA min/day(Q) &#8211; total MPA min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>3-6 METs</p>
								</entry>
								<entry colname="c8">
									<p>Sensitivity&#8201;=&#8201;0.23, specificity: 0.92</p>
								</entry>
								<entry colname="c9">
									<p>&#954;&#8201;=&#8201;&#8722;0.05 &#8211; 0.03</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Youth</p>
								</entry>
								<entry colname="c2">
									<p>Weston (1997)<abbrgrp>
											<abbr bid="B74">74</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (Caltrac)</p>
								</entry>
								<entry colname="c4">
									<p>1&#8201;day (after school)</p>
								</entry>
								<entry colname="c5">
									<p>PDPAR</p>
								</entry>
								<entry colname="c6">
									<p>TEE(Q) &#8211; total counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.77 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3">
									<p>HR (Polar)</p>
								</entry>
								<entry colname="c4">
									<p>1&#8201;day (after school)</p>
								</entry>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>EE(Q) &#8211; %HRR(HR)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.53 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Ainsworth (1999)<abbrgrp>
											<abbr bid="B87">87</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (Caltrac)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>TOQ</p>
								</entry>
								<entry colname="c6">
									<p>MPA MET-min/week(Q) &#8211; EE(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.34 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>7DR-O</p>
								</entry>
								<entry colname="c6">
									<p>7DR scores(Q) &#8211; EE(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Low correlations (P&#8201;&gt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Bassett (2000)<abbrgrp>
											<abbr bid="B101">101</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Ped (Yamax)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>CAQ</p>
								</entry>
								<entry colname="c6">
									<p>Men: distance(Q) &#8211; distance(Ped)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>r&#8201;=&#8201;0.346 (P&#8201;=&#8201;0.02)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Women: distance(Q) &#8211; distance(Ped)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>r&#8201;=&#8201;0.481 (P&#8201;=&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Brown (2008)<abbrgrp>
											<abbr bid="B88">88</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>AAS</p>
								</entry>
								<entry colname="c6">
									<p>Frequency/week(Q) &#8211; frequency(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;3 METs, &#8805;1952 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.48 (P&#8201;=&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Total min/week(Q) &#8211; MVPA(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;3 METs, &#8805;1952 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.52 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Total min/week(Q) &#8211; total counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.23 (P&#8201;=&#8201;0.14)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Bull (2009)<abbrgrp>
											<abbr bid="B58">58</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (MTI)</p>
								</entry>
								<entry colname="c4">
									<p>&gt; 7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>GPAQ</p>
								</entry>
								<entry colname="c6">
									<p>China: VPA(Q) &#8211; mean VPA counts/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.23 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>South Africa: VPA(Q) &#8211; mean VPA counts/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.26 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>China: MPA(Q) &#8211; mean MPA counts/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.23 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>South Africa: MPA(Q) &#8211; mean MPA counts/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;&#8722;0.03</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>China: sedentary min/day(Q) &#8211; mean sedentary counts/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&lt;100 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.40 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>South Africa: sedentary min/day(Q) &#8211; mean sedentary counts/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&lt;100 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;&#8722;0.02</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Conway (2002)<abbrgrp>
											<abbr bid="B94">94</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>DLW</p>
								</entry>
								<entry colname="c4">
									<p>14&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>7DPAR</p>
								</entry>
								<entry colname="c6">
									<p>TEE(Q) &#8211; TEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>R<sup>2</sup>&#8201;=&#8201;0.10</p>
								</entry>
								<entry colname="c9">
									<p>MD (&#177;SEM)&#8201;=&#8201;0.91&#8201;&#177;&#8201;0.42 (7.9&#8201;&#177;&#8201;3.2&#8201;%) MJ/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>S7DR</p>
								</entry>
								<entry colname="c6">
									<p>TEE(Q) &#8211; TEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>R<sup>2</sup>&#8201;=&#8201;0.14</p>
								</entry>
								<entry colname="c9">
									<p>MD (&#177;SEM)&#8201;=&#8201;4.14&#8201;&#177;&#8201;1.36 (30.6&#8201;&#177;&#8201;9.9&#8201;%) MJ/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Cust (2008)<abbrgrp>
											<abbr bid="B102">102</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>3x 7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>EPAQ</p>
								</entry>
								<entry colname="c6">
									<p>Total MET-hr/week(Q) &#8211; total MET-hr/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;574 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r (95&#8201;% CI)&#8201;=&#8201;0.21 (0.07;0.35), P&#8201;&lt;&#8201;0.01</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Total PA index(Q) &#8211; total MET-hr/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;574 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r (95&#8201;% CI)&#8201;=&#8201;0.29 (0.15;0.42), P&#8201;&lt;&#8201;0.0001</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Cambridge PA index(Q) &#8211; total MET-hr/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;574 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r (95&#8201;% CI)&#8201;=&#8201;0.32 (0.19;0.45), P&#8201;&lt;&#8201;0.0001</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Cust (2009)<abbrgrp>
											<abbr bid="B103">103</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>3x 7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>EPAQ</p>
								</entry>
								<entry colname="c6">
									<p>High confidence: total PA index(Q) &#8211; total MET-hr/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;574 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r (95&#8201;% CI)&#8201;=&#8201;0.37 (0.17;0.54)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Low confidence: total PA index(Q) &#8211; total MET-hr/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;574 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r (95&#8201;% CI)&#8201;=&#8201;0.22 (0.02;0.41)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>High confidence: Cambridge PA index(Q) &#8211; total MET-hr/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;574 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r (95&#8201;% CI)&#8201;=&#8201;0.30 (0.10;0.48)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Low confidence: Cambridge PA index(Q) &#8211; total MET-hr/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;574 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r (95&#8201;% CI)&#8201;=&#8201;0.35 (0.15;0.52)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>IPAQ-s</p>
								</entry>
								<entry colname="c6">
									<p>High confidence: total MET-hr/week(Q) &#8211; total MET-hr/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;574 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r (95&#8201;% CI)&#8201;=&#8201;0.26 (0.04;0.45)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Low confidence: total MET-hr/week(Q) &#8211; total MET-hr/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;574 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r (95&#8201;% CI)&#8201;=&#8201;0.27 (0.07;0.46)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>High confidence: sitting hr/day(Q) &#8211; sedentary(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&lt;100 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r (95&#8201;% CI)&#8201;=&#8201;0.36 (0.18;0.52)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Low confidence: sitting hr/day(Q) &#8211; sedentary(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&lt;100 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r (95&#8201;% CI)&#8201;=&#8201;0.45 (0.25;0.62)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Duncan (2001)<abbrgrp>
											<abbr bid="B104">104</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>HR (Polar)</p>
								</entry>
								<entry colname="c4">
									<p>1 weekday</p>
								</entry>
								<entry colname="c5">
									<p>7DPAR</p>
								</entry>
								<entry colname="c6">
									<p>Very hard activity(Q) &#8211; very hard activity(HR)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805; 85&#8201;% HRR</p>
								</entry>
								<entry colname="c8">
									<p>&#8211;</p>
								</entry>
								<entry colname="c9">
									<p>MD&#8201;=&#8201;0.00&#8201;hours</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Hard activity(Q) &#8211; hard activity(HR)</p>
								</entry>
								<entry colname="c7">
									<p>60-84&#8201;% HRR</p>
								</entry>
								<entry colname="c8">
									<p>&#8211;</p>
								</entry>
								<entry colname="c9">
									<p>MD&#8201;=&#8201;0.02&#8201;hours</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Moderate activity(Q) &#8211; moderate activity(HR)</p>
								</entry>
								<entry colname="c7">
									<p>45-59&#8201;% HRR</p>
								</entry>
								<entry colname="c8">
									<p>&#8211;</p>
								</entry>
								<entry colname="c9">
									<p>MD&#8201;=&#8201;0.21&#8201;hours</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Ekelund (2006)<abbrgrp>
											<abbr bid="B95">95</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>IPAQ-s</p>
								</entry>
								<entry colname="c6">
									<p>Total MET-min/day(Q) &#8211; mean counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.34 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% CI)&#8201;=&#8201;&#8722;25.9 (&#8722;172;120) min/day, P&#8201;&lt;&#8201;0.001</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Sitting(Q) &#8211; sedentary min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&lt;100 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.16 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Gauthier (2009)<abbrgrp>
											<abbr bid="B105">105</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Ped (Yamax)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>IPAQ-SALVCF</p>
								</entry>
								<entry colname="c6">
									<p>Walking(Q) &#8211; step counts(Ped)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.493 (P&#8201;&lt;&#8201;0.005)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Hagstr&#246;mer (2006)<abbrgrp>
											<abbr bid="B106">106</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>IPAQ</p>
								</entry>
								<entry colname="c6">
									<p>Total MET-hr/week(Q) &#8211; total counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.55 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;1.0&#8201;&#177;&#8201;16.7&#8201;hr/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Sitting hr/week(Q) &#8211; inactivity hr/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&lt;101 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.17</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Hagstr&#246;mer (2010)<abbrgrp>
											<abbr bid="B107">107</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>IPAQ</p>
								</entry>
								<entry colname="c6">
									<p>Total min/day(Q) &#8211; total min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.28 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Total MET-min/day(Q) &#8211; total counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.30 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Sitting min/day(Q) &#8211; sitting min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&lt;100 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.23 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>MD (&#177;SD)&#8201;=&#8201;130&#8201;&#8201;&#177;&#8201;&#8201;207 min/day, P&#8201;&lt;&#8201;0.001, R<sup>2</sup>&#8201;=&#8201;0.50</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Hallal (2010)<abbrgrp>
											<abbr bid="B108">108</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>4&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>IPAQ</p>
								</entry>
								<entry colname="c6">
									<p>Total score(Q) &#8211; total score(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;1952 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.22</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>InterAct Consortium (2011)<abbrgrp>
											<abbr bid="B51">51</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc&#8201;+&#8201;HR (Actiheart)</p>
								</entry>
								<entry colname="c4">
									<p>&#8805; 4&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>EPAQ-s</p>
								</entry>
								<entry colname="c6">
									<p>Total PA index(Q) &#8211; PAEE(Acc&#8201;+&#8201;HR)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r (95 % CI)&#8201;=&#8201;0.14 (0.04;0.24), P&#8201;=&#8201;0.000</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Cambridge index(Q) &#8211; PAEE(Acc&#8201;+&#8201;HR)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r (95 % CI)&#8201;=&#8201;0.33 (0.28;0.38), P&#8201;=&#8201;0.118</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Recreational index(Q) &#8211; PAEE(Acc&#8201;+&#8201;HR)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r (95 % CI)&#8201;=&#8201;0.22 (0.16;0.28), P&#8201;=&#8201;0.042</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Jacobi (2009)<abbrgrp>
											<abbr bid="B109">109</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>MAQ</p>
								</entry>
								<entry colname="c6">
									<p>Total MET-hr/week(Q) &#8211; total counts/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.18 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Sedentary hr/week(Q) &#8211; sedentary hr/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&lt;100 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.14 (P&#8201;&lt;&#8201;0.1)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Kurtze (2008)<abbrgrp>
											<abbr bid="B54">54</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiReg)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>IPAQ-s</p>
								</entry>
								<entry colname="c6">
									<p>Total MET-min/week(Q) &#8211; EE(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.26 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;&#8722;433&#8201;&#177;&#8201;2038&#8201;min/week</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Total MET-min/week(Q) &#8211; PAL(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.29 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Sitting hr/day(Q) &#8211; EE(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;&#8722;0.25 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Sitting hr/day(Q) &#8211; PAL(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;&#8722;0.35 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Lee (2011)<abbrgrp>
											<abbr bid="B98">98</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>4&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>IPAQ-s</p>
								</entry>
								<entry colname="c6">
									<p>Total MET-min/week(Q) &#8211; total MET-min/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r (&#177;SE)&#8201;=&#8201;0.11&#8201;&#177;&#8201;0.03, P&#8201;&lt;&#8201;0.001</p>
								</entry>
								<entry colname="c9">
									<p>MD (&#177;SE)&#8201;=&#8201;2966.3&#8201;&#177;&#8201;140.1 MET-min/week, P&#8201;&lt;&#8201;0.001</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Total MET-min/week(Q) &#8211; total counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r (&#177;SE)&#8201;=&#8201;0.16 &#177; 0.03, P&#8201;&lt;&#8201;0.001</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>MacFarlane (2007)<abbrgrp>
											<abbr bid="B99">99</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>IPAQ-s</p>
								</entry>
								<entry colname="c6">
									<p>Total min/week(Q) &#8211; total MVPA min/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;1952 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.09 (P&#8201;=&#8201;0.52)</p>
								</entry>
								<entry colname="c9">
									<p>R<sup>2</sup>&#8201;=&#8201;0.78, slope&#8201;=&#8201;1.59 (P&#8201;&lt;&#8201;0.01); %bias&#8201;=&#8201;&#8722;102, %LoA&#8201;=&#8201;176</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>MacFarlane (2010)<abbrgrp>
											<abbr bid="B110">110</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiTrainer)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>IPAQ-LC</p>
								</entry>
								<entry colname="c6">
									<p>Total MET-min/day(Q) &#8211; total MET-min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.35 (P&#8201;=&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;&#8722;21.6&#8201;&#177;&#8201;575.5 MET-min/day, P&#8201;=&#8201;0.643</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Mahabir (2006)<abbrgrp>
											<abbr bid="B89">89</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>DLW</p>
								</entry>
								<entry colname="c4">
									<p>&#8211;</p>
								</entry>
								<entry colname="c5">
									<p>HAQ</p>
								</entry>
								<entry colname="c6">
									<p>EE(Q) &#8211; EE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.36 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;1782.5&#8201;&#177;&#8201;2237.4&#8201;kcal/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>FCPQ</p>
								</entry>
								<entry colname="c6">
									<p>EE(Q) &#8211; EE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.47 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;732.8&#8201;&#177;&#8201;2126.7&#8201;kcal/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>CAPS-4WR</p>
								</entry>
								<entry colname="c6">
									<p>EE(Q) &#8211; EE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.16</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;1765.8&#8201;&#177;&#8201;8973.7&#8201;kcal/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>CAPS-TWR</p>
								</entry>
								<entry colname="c6">
									<p>EE(Q) &#8211; EE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.15</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;&#8722;413.4&#8201;&#177;&#8201;2958.6&#8201;kcal/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Matton (2007)<abbrgrp>
											<abbr bid="B111">111</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (RT3)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>FPACQ</p>
								</entry>
								<entry colname="c6">
									<p>Employed/unemployed men: total EE(Q) &#8211; total EE(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.80 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>
										<it>t</it>-test&#8201;=&#8201;9.02 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Employed/unemployed women: total EE(Q) &#8211; total EE(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.65 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>
										<it>t</it>-test&#8201;=&#8201;10.18 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Retired men: total EE(Q) &#8211; total EE(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.55 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>
										<it>t</it>-test&#8201;=&#8201;11.48 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Retired women: total EE(Q) &#8211; total EE(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.85 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>
										<it>t</it>-test&#8201;=&#8201;10.79 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Employed/unemployed men: PAL(Q) &#8211; PAL(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.56 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>
										<it>t</it>-test&#8201;=&#8201;9.87 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Employed/unemployed women: PAL(Q) &#8211; PAL(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.44 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>
										<it>t</it>-test&#8201;=&#8201;11.68 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Retired men: PAL(Q) &#8211; PAL(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.39 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>
										<it>t</it>-test&#8201;=&#8201;11.91 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Retired women: PAL(Q) &#8211; PAL(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.50 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>
										<it>t</it>-test&#8201;=&#8201;13.93 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Employed/unemployed men: TV hr/week(Q) &#8211; TV hr/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.69 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>
										<it>t</it>-test&#8201;=&#8201;&#8722;0.75</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Employed/unemployed women: TV hr/week(Q) &#8211; TV hr/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.83 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>
										<it>t</it>-test&#8201;=&#8201;&#8722;3.32 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Retired men: TV hr/week(Q) &#8211; TV hr/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.78 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>
										<it>t</it>-test&#8201;=&#8201;&#8722;3.98 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Retired women: TV hr/week(Q) &#8211; TV hr/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.80 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>
										<it>t</it>-test&#8201;=&#8201;&#8722;2.41 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Nang (2011)<abbrgrp>
											<abbr bid="B55">55</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (Actical)</p>
								</entry>
								<entry colname="c4">
									<p>5&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>IPAQ</p>
								</entry>
								<entry colname="c6">
									<p>VPA(Q) &#8211; VPA(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.18 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% CI)&#8201;=&#8201;139 (82;196) kcal/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>MPA(Q) &#8211; MPA(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.13</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% CI)&#8201;=&#8201;&#8722;169 (&#8722;236;-90) kcal/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>SP2PAQ</p>
								</entry>
								<entry colname="c6">
									<p>VPA(Q) &#8211; VPA(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.42 (P&#8201;&lt;&#8201;0.0001)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% CI)&#8201;=&#8201;81 (47;116) kcal/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>MPA(Q) &#8211; MPA(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.24 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% CI)&#8201;=&#8201;&#8722;196 (&#8722;295;-97) kcal/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Nicaise (2011)<abbrgrp>
											<abbr bid="B90">90</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>IPAQ</p>
								</entry>
								<entry colname="c6">
									<p>VPA(Q) &#8211; VPA(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;5725 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;&#8722;0.01</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>MPA(Q) &#8211; MPA(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>1952-5724 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.08</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Walking(Q) &#8211; steps(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.07</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Weekday: sitting(Q) &#8211; light PA(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8804;1951 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;&#8722;0.17</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Weekend: sitting(Q) &#8211; light PA(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8804;1951 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;&#8722;0.08</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Pettee-Gabriel (2009)<abbrgrp>
											<abbr bid="B91">91</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>&#8805; 4&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>PMMAQ</p>
								</entry>
								<entry colname="c6">
									<p>Total MET-hr/week(Q) &#8211; total counts/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.60 (P&#8201;&lt;&#8201;0.0001)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Total MET-hr/week(Q) &#8211; mean counts/min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.59 (P&#8201;&lt;&#8201;0.0001)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>PWMAQ</p>
								</entry>
								<entry colname="c6">
									<p>Total MET-hr/week(Q) &#8211; total counts/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.60 (P&#8201;&lt;&#8201;0.0001)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Total MET-hr/week(Q) &#8211; mean counts/min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.56 (P&#8201;&lt;&#8201;0.0001)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>NHS-PAQ</p>
								</entry>
								<entry colname="c6">
									<p>Total MET-hr/week(Q) &#8211; total counts/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.46 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Total MET-hr/week(Q) &#8211; mean counts/min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.42 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>AAS</p>
								</entry>
								<entry colname="c6">
									<p>Total min/day(Q) &#8211; total counts/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.46 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Total min/day(Q) &#8211; mean counts/min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.50 (P&#8201;&lt;&#8201;0.0001)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>WHI-PAQ</p>
								</entry>
								<entry colname="c6">
									<p>Total MET-hr/week(Q) &#8211; total counts/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.47 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Total MET-hr/week(Q) &#8211; mean counts/min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.45 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Philippaerts (1999)<abbrgrp>
											<abbr bid="B96">96</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>DLW</p>
								</entry>
								<entry colname="c4">
									<p>14&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>BAQ</p>
								</entry>
								<entry colname="c6">
									<p>Total activity index(Q) &#8211; ADMR(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.68 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Total activity index(Q) &#8211; PAL(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.69 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>FCPQ</p>
								</entry>
								<entry colname="c6">
									<p>7&#8201;day index(Q) &#8211; ADMR(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.61 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>7&#8201;day index(Q) &#8211; PAL(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.34</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>TCQ</p>
								</entry>
								<entry colname="c6">
									<p>TEE(Q) &#8211; ADMR(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.63 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>TEE(Q) &#8211; PAL(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.64 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Philippaerts (2001)<abbrgrp>
											<abbr bid="B97">97</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (Tracmor)</p>
								</entry>
								<entry colname="c4">
									<p>4&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>BAQ</p>
								</entry>
								<entry colname="c6">
									<p>Total activity index(Q) &#8211; mean counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.47 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>TCQ</p>
								</entry>
								<entry colname="c6">
									<p>TEE(Q) &#8211; mean counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.22</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Richardson (2001)<abbrgrp>
											<abbr bid="B100">100</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (Caltrac)</p>
								</entry>
								<entry colname="c4">
									<p>14x 2&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>S7DR</p>
								</entry>
								<entry colname="c6">
									<p>Men, visit 10: total MET-min/day(Q) &#8211; total MET-min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.54 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Men, visit 11: total MET-min/day(Q) &#8211; total MET-min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.45 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Women, visit 10: total MET-min/day(Q) &#8211; total MET-min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.20</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Women, visit 11: total MET-min/day(Q) &#8211; total MET-min/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.06</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Saglam (2010)<abbrgrp>
											<abbr bid="B112">112</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (Caltrac)</p>
								</entry>
								<entry colname="c4">
									<p>4&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>IPAQ</p>
								</entry>
								<entry colname="c6">
									<p>Total MET-min/week(Q) &#8211; TEE(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r (95&#8201;% CI)&#8201;=&#8201;0.29 (0.05;0.47), P&#8201;=&#8201;0.009</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>IPAQ-s</p>
								</entry>
								<entry colname="c6">
									<p>Total MET-min/week(Q) &#8211; TEE(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r (95&#8201;% CI)&#8201;=&#8201;0.30 (0.07;0.49), P&#8201;=&#8201;0.008</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Schmidt (2006)<abbrgrp>
											<abbr bid="B92">92</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>KPAS-mod</p>
								</entry>
								<entry colname="c6">
									<p>Total activity score(Q) &#8211; mean counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.52</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Weighted activity score(Q) &#8211; mean counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.59</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Smitherman (2009)<abbrgrp>
											<abbr bid="B113">113</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>1&#8201;day</p>
								</entry>
								<entry colname="c5">
									<p>JPAC</p>
								</entry>
								<entry colname="c6">
									<p>JPAC total score(Q) &#8211; mean counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.24 (P&#8201;&lt;&#8201;0.0001)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Staten (2001)<abbrgrp>
											<abbr bid="B93">93</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>DLW</p>
								</entry>
								<entry colname="c4">
									<p>8&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>AAFQ</p>
								</entry>
								<entry colname="c6">
									<p>TEE-ic(Q) &#8211; TEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.40 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>MD&#8201;=&#8201;1935&#8201;kJ/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>TEE-mif(Q) &#8211; TEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.45 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>MD&#8201;=&#8201;697&#8201;kJ/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>TEE-met(Q) &#8211; TEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.58 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>MD&#8201;=&#8201;3595&#8201;kJ/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Strath (2004)<abbrgrp>
											<abbr bid="B114">114</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc&#8201;+&#8201;HR (ActiGraph&#8201;+&#8201;Polar)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>CAQ-PAI</p>
								</entry>
								<entry colname="c6">
									<p>MET-min/week(Q) &#8211; MET-min/week(Acc&#8201;+&#8201;HR)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.35</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Trinh (2009)<abbrgrp>
											<abbr bid="B115">115</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>GPAQ</p>
								</entry>
								<entry colname="c6">
									<p>Dry season: GPAQ total score(Q) &#8211; total counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.33</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;2.6 (0.03;224)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Wet season: GPAQ total score(Q) &#8211; total counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.19</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;2.6 (0.03;224)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Dry season: sedentary time(Q) &#8211; sedentary time(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&lt;100 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.22</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Wet season: sedentary time(Q) &#8211; sedentary time(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&lt;100 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.31</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Washburn (2003)<abbrgrp>
											<abbr bid="B116">116</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>DLW</p>
								</entry>
								<entry colname="c4">
									<p>14&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>S7DR</p>
								</entry>
								<entry colname="c6">
									<p>TEE(Q) &#8211; TEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.58 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;&#8722;96&#8201;&#177;&#8201;4161&#8201;kJ/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>PAEE(Q) &#8211; PAEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.12</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;&#8722;222&#8201;&#177;&#8201;4144&#8201;kJ/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Adults</p>
								</entry>
								<entry colname="c2">
									<p>Wolin (2008)<abbrgrp>
											<abbr bid="B117">117</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (Actical)</p>
								</entry>
								<entry colname="c4">
									<p>6&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>IPAQ-s</p>
								</entry>
								<entry colname="c6">
									<p>1-min bout: MET-min/week(Q) &#8211; counts/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.36 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>&#954; (95&#8201;% CI)&#8201;=&#8201;0.21 (&#8722;0.04;0.47)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>10-min bout: MET-min/week(Q) &#8211; counts/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.26 (P&#8201;=&#8201;0.002)</p>
								</entry>
								<entry colname="c9">
									<p>&#954; (95&#8201;% CI)&#8201;=&#8201;0.04 (0.01;0.06)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Bonnefoy (2001)<abbrgrp>
											<abbr bid="B75">75</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>DLW</p>
								</entry>
								<entry colname="c4">
									<p>14&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>MLTPAQ</p>
								</entry>
								<entry colname="c6">
									<p>Total activity(Q) &#8211; TEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.23, Spearman r&#8201;=&#8201;0.17</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>YPAS</p>
								</entry>
								<entry colname="c6">
									<p>Summary index(Q) &#8211; TEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.11, Spearman r&#8201;=&#8201;0.10</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>BAQ-mod</p>
								</entry>
								<entry colname="c6">
									<p>Questionnaire score(Q) &#8211; TEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.21, Spearman r&#8201;=&#8201;0.28</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>CAQ</p>
								</entry>
								<entry colname="c6">
									<p>Total activity(Q) &#8211; TEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.39, Spearman r&#8201;=&#8201;0.37</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>7DR</p>
								</entry>
								<entry colname="c6">
									<p>Total activity(Q) &#8211; TEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.37, Spearman r&#8201;=&#8201;0.51 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>DQ-mod</p>
								</entry>
								<entry colname="c6">
									<p>Total score(Q) &#8211; TEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.21, Spearman r&#8201;=&#8201;0.34</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>LRC</p>
								</entry>
								<entry colname="c6">
									<p>Enhanced LRC score(Q) &#8211; TEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.33, Spearman r&#8201;=&#8201;0.29</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>SUA</p>
								</entry>
								<entry colname="c6">
									<p>MPA(Q) &#8211; TEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.65 (P&#8201;&lt;&#8201;0.05), Spearman r&#8201;=&#8201;0.46</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>VPA(Q) &#8211; TEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.63 (P&#8201;&lt;&#8201;0.05), Spearman r&#8201;=&#8201;0.64 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>PASE</p>
								</entry>
								<entry colname="c6">
									<p>Total score(Q) &#8211; TEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.28, Spearman r&#8201;=&#8201;0.23</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>QAPSE</p>
								</entry>
								<entry colname="c6">
									<p>Mean habitual DEE(Q) &#8211; TEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.32, Spearman r&#8201;=&#8201;0.25</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>De Abajo (2001)<abbrgrp>
											<abbr bid="B76">76</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (Caltrac)</p>
								</entry>
								<entry colname="c4">
									<p>3&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>YPAS</p>
								</entry>
								<entry colname="c6">
									<p>Total hr/week(Q) &#8211; activity units/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.20 (P&#8201;=&#8201;0.049)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>TEE(Q) &#8211; activity units/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.23 (P&#8201;=&#8201;0.022)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>YPAS summary index(Q) &#8211; activity units/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.24 (P&#8201;=&#8201;0.018)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Sitting(Q) &#8211; activity units/day(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;&#8722;0.06 (P&#8201;=&#8201;0.54)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Dinger (2004)<abbrgrp>
											<abbr bid="B77">77</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>PASE</p>
								</entry>
								<entry colname="c6">
									<p>Total PASE score(Q) &#8211; mean counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.43 (P&#8201;=&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Dubbert (2004)<abbrgrp>
											<abbr bid="B78">78</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (Tritrac R3D)</p>
								</entry>
								<entry colname="c4">
									<p>3&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>7DPAR</p>
								</entry>
								<entry colname="c6">
									<p>TEE(Q) &#8211; counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.49 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Giles (2009)<abbrgrp>
											<abbr bid="B79">79</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Ped (Yamax)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>CHAMPS-MMSCV</p>
								</entry>
								<entry colname="c6">
									<p>Volume T1: walking(Q) &#8211; step counts(Ped)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.40 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Frequency T1: walking(Q) &#8211; step counts(Ped)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.57 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Volume T2: walking(Q) &#8211; step counts(Ped)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.53 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Frequency T2: walking(Q) &#8211; step counts(Ped)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.60 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Hagiwara (2008)<abbrgrp>
											<abbr bid="B80">80</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (Kenz Lifecorder)</p>
								</entry>
								<entry colname="c4">
									<p>3&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>PASE</p>
								</entry>
								<entry colname="c6">
									<p>Total PASE score(Q) &#8211; EE(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.16 (P&#8201;=&#8201;0.02)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Total PASE score(Q) &#8211; walking steps(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.17 (P&#8201;=&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Harada (2001)<abbrgrp>
											<abbr bid="B81">81</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>ML (Mini-Mitter)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>CHAMPS</p>
								</entry>
								<entry colname="c6">
									<p>EE(Q) &#8211; ankle counts(ML)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.36 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>EE(Q) &#8211; waist counts(ML)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.42 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>PASE</p>
								</entry>
								<entry colname="c6">
									<p>Total PASE score(Q) &#8211; ankle counts(ML)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.59 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Total PASE score(Q) &#8211; waist counts(ML)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.52 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>YPAS</p>
								</entry>
								<entry colname="c6">
									<p>EE(Q) &#8211; ankle counts(ML)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.46 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>EE(Q) &#8211; waist counts(ML)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Pearson r&#8201;=&#8201;0.61 (P&#8201;&lt;&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Hurtig-Wennl&#246;f (2010)<abbrgrp>
											<abbr bid="B82">82</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>IPAQ-E</p>
								</entry>
								<entry colname="c6">
									<p>Walking&#8201;+&#8201;MPA min/day(Q) &#8211; mean counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.347 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#954; (95&#8201;% CI)&#8201;=&#8201;0.448 (0.18;0.72), P&#8201;&lt;&#8201;0.001</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>VPA min/day(Q) &#8211; VPA counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&gt;4944 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.369 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>MPA min/day(Q) &#8211; MPA counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>760-4944 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.396 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Sitting min/day(Q) &#8211; sitting counts/min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&lt;100 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.277 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Kolbe-Alexander (2006)<abbrgrp>
											<abbr bid="B83">83</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>7&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>IPAQ-s</p>
								</entry>
								<entry colname="c6">
									<p>Men: vigorous MET-min/week(Q) &#8211; high counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;5725 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.43 (P&#8201;=&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Women: vigorous MET-min/week(Q) &#8211; high counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8805;5725 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.05</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Men: moderate MET-min/week(Q) &#8211; moderate min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>1952-5724 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.31 (P&#8201;=&#8201;0.004)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Women: moderate MET-min/week(Q) &#8211; moderate min(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>1952-5724 counts/min</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;&#8722;0.09</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Men: walking MET-min/week(Q) &#8211; total counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.57 (P&#8201;=&#8201;0.00007)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Women: walking MET-min/week(Q) &#8211; total counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.42 (P&#8201;=&#8201;0.006)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Men: sitting MET-min/week(Q) &#8211; total counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;&#8722;0.40 (P&#8201;=&#8201;0.001)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Women: sitting MET-min/week(Q) &#8211; total counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;&#8722;0.35 (P&#8201;=&#8201;0.005)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>YPAS</p>
								</entry>
								<entry colname="c6">
									<p>Men: total MET-min/week(Q) &#8211; total counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.54 (P&#8201;=&#8201;0.0002)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Women: total MET-min/week(Q) &#8211; total counts(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.13</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Starling (1999)<abbrgrp>
											<abbr bid="B84">84</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>DLW</p>
								</entry>
								<entry colname="c4">
									<p>10&#8201;day</p>
								</entry>
								<entry colname="c5">
									<p>MLTPAQ</p>
								</entry>
								<entry colname="c6">
									<p>Men: TEE(Q) &#8211; TEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>&#8211;</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;752&#8201;&#177;&#8201;972&#8201;kcal/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Women: TEE(Q) &#8211; TEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>&#8211;</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;487&#8201;&#177;&#8201;698&#8201;kcal/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5">
									<p>YPAS</p>
								</entry>
								<entry colname="c6">
									<p>Men: TEE(Q) &#8211; TEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>&#8211;</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;104&#8201;&#177;&#8201;1414&#8201;kcal/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Women: TEE(Q) &#8211; TEE(DLW)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>&#8211;</p>
								</entry>
								<entry colname="c9">
									<p>MD (95&#8201;% LoA)&#8201;=&#8201;9&#8201;&#177;&#8201;972&#8201;kcal/day</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Tomioka (2011)<abbrgrp>
											<abbr bid="B85">85</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (Kenz Lifecorder)</p>
								</entry>
								<entry colname="c4">
									<p>2&#8201;weeks</p>
								</entry>
								<entry colname="c5">
									<p>IPAQ-s</p>
								</entry>
								<entry colname="c6">
									<p>Young old men: MET-min/week(Q) &#8211; MET-min/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.42 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#954; (95&#8201;% CI)&#8201;=&#8201;0.49 (0.34;0.64)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Young old women: MET-min/week(Q) &#8211; MET-min/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.49 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#954; (95&#8201;% CI)&#8201;=&#8201;0.39 (0.22;0.56)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Old old men: MET-min/week(Q) &#8211; MET-min/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.53 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#954; (95&#8201;% CI)&#8201;=&#8201;0.46 (0.29;0.63)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6">
									<p>Old old women: MET-min/week(Q) &#8211; MET-min/week(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.49 (P&#8201;&lt;&#8201;0.01)</p>
								</entry>
								<entry colname="c9">
									<p>&#954; (95&#8201;% CI)&#8201;=&#8201;0.47 (0.28;0.66)</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Elderly</p>
								</entry>
								<entry colname="c2">
									<p>Washburn (1999)<abbrgrp>
											<abbr bid="B86">86</abbr>
										</abbrgrp>
									</p>
								</entry>
								<entry colname="c3">
									<p>Acc (ActiGraph)</p>
								</entry>
								<entry colname="c4">
									<p>3&#8201;days</p>
								</entry>
								<entry colname="c5">
									<p>PASE</p>
								</entry>
								<entry colname="c6">
									<p>Total PASE score(Q) &#8211; mean counts/5&#8201;min epoch(Acc)</p>
								</entry>
								<entry colname="c7">
									<p>&#8211;</p>
								</entry>
								<entry colname="c8">
									<p>Spearman r&#8201;=&#8201;0.49 (P&#8201;&lt;&#8201;0.05)</p>
								</entry>
								<entry colname="c9">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6"/>
								<entry colname="c7"/>
								<entry colname="c8">
									<p>
										<it>Median Spearman r&#8201;=&#8201;0.30 (youth: 0.25, adults: 0.30, elderly: 0.40)</it>
									</p>
								</entry>
								<entry colname="c9"/>
							</row>
							<row rowsep="1">
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3"/>
								<entry colname="c4"/>
								<entry colname="c5"/>
								<entry colname="c6"/>
								<entry colname="c7"/>
								<entry colname="c8">
									<p>
										<it>Median Pearson r&#8201;=&#8201;0.39 (youth: 0.38, adults: 0.46, elderly: 0.345)</it>
									</p>
								</entry>
								<entry colname="c9"/>
							</row>
						</tbody>
					</tgroup>
				</table><p>Of the 65 studies that report new results for the validity of existing questionnaires, 14 studies <abbrgrp>
						<abbr bid="B55">55</abbr>
						<abbr bid="B61">61</abbr>
						<abbr bid="B69">69</abbr>
						<abbr bid="B75">75</abbr>
						<abbr bid="B81">81</abbr>
						<abbr bid="B83">83</abbr>
						<abbr bid="B84">84</abbr>
						<abbr bid="B87">87</abbr>
						<abbr bid="B89">89</abbr>
						<abbr bid="B91">91</abbr>
						<abbr bid="B94">94</abbr>
						<abbr bid="B96">96</abbr>
						<abbr bid="B97">97</abbr>
						<abbr bid="B103">103</abbr>
					</abbrgrp> tested two or more questionnaires. Forty-five studies used accelerometry as the criterion, and the remaining used DLW (n = 8) <abbrgrp>
						<abbr bid="B71">71</abbr>
						<abbr bid="B75">75</abbr>
						<abbr bid="B84">84</abbr>
						<abbr bid="B89">89</abbr>
						<abbr bid="B93">93</abbr>
						<abbr bid="B94">94</abbr>
						<abbr bid="B96">96</abbr>
						<abbr bid="B116">116</abbr>
					</abbrgrp>, pedometry (n&#8201;=&#8201;3) <abbrgrp>
						<abbr bid="B79">79</abbr>
						<abbr bid="B101">101</abbr>
						<abbr bid="B105">105</abbr>
					</abbrgrp>, HR monitoring (n&#8201;=&#8201;1) <abbrgrp>
						<abbr bid="B104">104</abbr>
					</abbrgrp>, MiniLogger (n&#8201;=&#8201;1) <abbrgrp>
						<abbr bid="B81">81</abbr>
					</abbrgrp> or a combination of methods (n&#8201;=&#8201;5) <abbrgrp>
						<abbr bid="B51">51</abbr>
						<abbr bid="B60">60</abbr>
						<abbr bid="B61">61</abbr>
						<abbr bid="B74">74</abbr>
						<abbr bid="B114">114</abbr>
					</abbrgrp>. Spearman and Pearson correlations were the most commonly used statistical measures for assessing validity; four studies reported 95&#8201;% confidence intervals with these correlations <abbrgrp>
						<abbr bid="B51">51</abbr>
						<abbr bid="B102">102</abbr>
						<abbr bid="B103">103</abbr>
						<abbr bid="B112">112</abbr>
					</abbrgrp> and three studies solely reported results using the Bland-Altman levels of agreement method <abbrgrp>
						<abbr bid="B84">84</abbr>
						<abbr bid="B94">94</abbr>
						<abbr bid="B104">104</abbr>
					</abbrgrp>. Median correlations between reported sedentary behaviours and inactivity from objective measures were calculated: Spearman r&#8201;=&#8201;0.23, Pearson r&#8201;=&#8201;0.435.</p>
			</sec>
			<sec>
				<st>
					<p>Youth</p>
				</st><p>Median validity correlations for the youth were as follows: Spearman r&#8201;=&#8201;0.25, Pearson r&#8201;=&#8201;0.38. Many PAQs (SAPAC <abbrgrp>
						<abbr bid="B59">59</abbr>
					</abbrgrp>, HBSC <abbrgrp>
						<abbr bid="B54">54</abbr>
					</abbrgrp>, IPAQ-s <abbrgrp>
						<abbr bid="B54">54</abbr>
					</abbrgrp>, GSQ <abbrgrp>
						<abbr bid="B70">70</abbr>
					</abbrgrp> and GAQ <abbrgrp>
						<abbr bid="B118">118</abbr>
					</abbrgrp>) demonstrated low validity coefficients (r&#8201;&lt;&#8201;0.2) in youth and only one instrument (PDPAR <abbrgrp>
						<abbr bid="B60">60</abbr>
					</abbrgrp>) was regarded as highly valid (r&#8201;=&#8201;0.76) when compared with physical activity assessed by the Caltrac accelerometer.</p>
			</sec>
			<sec>
				<st>
					<p>Adults</p>
				</st><p>Median validity correlations for adults were as follows: Spearman r&#8201;=&#8201;0.30, Pearson r&#8201;=&#8201;0.46. Validity correlations were generally low for most PAQs, except for the FPACQ <abbrgrp>
						<abbr bid="B111">111</abbr>
					</abbrgrp> compared with accelerometry in multiple subcategories (r&#8201;=&#8201;0.39&#8211;0.85) and the BAQ (r&#8201;=&#8201;0.68&#8211;0.69), FCPQ (r&#8201;=&#8201;0.34&#8211;0.61) and TCQ (r&#8201;=&#8201;0.63&#8211;0.64) for estimated TEE compared with TEE measured with the DLW method <abbrgrp>
						<abbr bid="B96">96</abbr>
					</abbrgrp>. Pettee-Gabriel et al. compared five different PAQs with accelerometry from the Actigraph accelerometer and showed acceptable validity for all instruments; PMMAQ (r&#8201;=&#8201;0.59&#8211;0.60), PWMAQ (r&#8201;=&#8201;0.56&#8211;0.60), NHS-PAQ (r&#8201;=&#8201;0.42&#8211;0.46), AAS (r&#8201;=&#8201;0.46&#8211;0.50), WHI-PAQ (r&#8201;=&#8201;0.45&#8211;0.47) <abbrgrp>
						<abbr bid="B91">91</abbr>
					</abbrgrp>. Several studies, including the 7DR-O <abbrgrp>
						<abbr bid="B87">87</abbr>
					</abbrgrp>, MAQ <abbrgrp>
						<abbr bid="B109">109</abbr>
					</abbrgrp>, CAPS <abbrgrp>
						<abbr bid="B89">89</abbr>
					</abbrgrp>, IPAQ <abbrgrp>
						<abbr bid="B55">55</abbr>
						<abbr bid="B90">90</abbr>
					</abbrgrp> and the IPAQ-s <abbrgrp>
						<abbr bid="B54">54</abbr>
						<abbr bid="B98">98</abbr>
						<abbr bid="B99">99</abbr>
					</abbrgrp>, demonstrated poor validity.</p>
			</sec>
			<sec>
				<st>
					<p>Elderly</p>
				</st><p>Median validity correlations for the elderly were as follows: Spearman r&#8201;=&#8201;0.40, Pearson r&#8201;=&#8201;0.345. Bonnefoy et al. tested the validity of 10 previously developed well known PAQs using DLW as the criterion measure <abbrgrp>
						<abbr bid="B75">75</abbr>
					</abbrgrp>. The results of this study suggested that the Stanford Usual Activity questionnaire performed best (r&#8201;=&#8201;0.63&#8211;0.65). Other studies in elderly generally found low correlations between self-reported PA with objective measures, also demonstrated by the generally weak performances of the YPAS in several studies (r&#8201;=&#8201;0.11&#8211;0.61) <abbrgrp>
						<abbr bid="B75">75</abbr>
						<abbr bid="B76">76</abbr>
						<abbr bid="B81">81</abbr>
						<abbr bid="B83">83</abbr>
						<abbr bid="B84">84</abbr>
					</abbrgrp>, and PASE in one of the studies (r&#8201;=&#8201;0.16&#8211;0.17) <abbrgrp>
						<abbr bid="B80">80</abbr>
					</abbrgrp>.</p>
			</sec>
		</sec>
		<sec>
			<st>
				<p>Discussion</p>
			</st><p>This systematic review covered the most recent 15-year period. We identified 31 studies that adequately tested newly developed PAQs for both validity and reliability during this period. This suggests that whilst assessing physical activity by means of objective monitoring has become widespread also when examining population levels of activity <abbrgrp>
					<abbr bid="B119">119</abbr>
					<abbr bid="B120">120</abbr>
					<abbr bid="B121">121</abbr>
				</abbrgrp>, PAQs remain an active area of research and are now generally considered complementary to any objective measure. Several previous reviews have assessed the reliability and validity of PAQs with a special focus on their overall performance <abbrgrp>
					<abbr bid="B9">9</abbr>
				</abbrgrp>, or performance in specific age groups <abbrgrp>
					<abbr bid="B11">11</abbr>
					<abbr bid="B14">14</abbr>
					<abbr bid="B15">15</abbr>
				</abbrgrp>. Conversely, we compared whether newly developed PAQs performed better than older PAQs, as this will inform researchers and practitioners when choosing an existing PAQ or developing a new instrument for assessing physical activity. We therefore comprehensively summarized the results to allow an adequate appraisal of the existing PAQs performance across domains and physical activity intensities.</p><p>In concordance with previous reviews <abbrgrp>
					<abbr bid="B11">11</abbr>
					<abbr bid="B14">14</abbr>
					<abbr bid="B15">15</abbr>
				</abbrgrp>, very few questionnaires showed acceptable reliability and validity across age groups. Developing new PAQs requires careful consideration of the study design in terms of target population, sample size, age group, recall period, dimension and intensity of PA, relative and absolute validity, standardized quality criteria and appropriate comparison measures. The lack of formulating a priori hypotheses was recently highlighted as a limitation in most studies examining the validity of PAQs <abbrgrp>
					<abbr bid="B11">11</abbr>
				</abbrgrp> and comprehensive key criteria for physical activity and sedentary behaviour validation studies have been proposed <abbrgrp>
					<abbr bid="B122">122</abbr>
					<abbr bid="B123">123</abbr>
				</abbrgrp>.</p><p>Since the comprehensive review by Kriska and Caspersen <abbrgrp>
					<abbr bid="B9">9</abbr>
				</abbrgrp>, it is apparent that more appropriate criterion methods, in particular accelerometry, have been used to test the validity of PAQs. Yet, a considerable number of studies were excluded from the present review due to an inappropriate criterion method (e.g. aerobic fitness). Many studies reported reliability and validity results for existing and well established questionnaires, which suggests that these instruments are still frequently used. Importantly, newly developed PAQs do not seem to perform any better than existing instruments in terms of reliability and validity. Unfortunately, we were not able to conduct a formal meta-analysis due to differences in reported outcomes, different criterion measures and different time frames between questionnaires.</p><p>Total energy expenditure (TEE) was frequently used as the outcome measure of the PAQ and the validity scores from these types of instruments are usually high. However, the results from many of these studies should be interpreted carefully. This is because TEE from any self-report incorporates an estimate of resting energy expenditure (REE) generally calculated from body weight, sex and age. REE explains most of the variation in TEE and, consequently, high correlations may be generated when comparing TEE from self-report with measured or estimated TEE from the criterion method. This is particularly problematic when those same predictions of REE are used by both the criterion method and the self-reported calculation of energy expenditure. Therefore, other outputs (e.g. time spent in different intensity levels, physical activity energy expenditure normalised for body size) from the criterion method appear more appropriate to serve as criterion measures. In these studies correlations between the criterion measure and self-reported PA are considerably weaker than those for TEE, although the concerning PAQs may still be considered valid as demonstrated in some studies <abbrgrp>
					<abbr bid="B31">31</abbr>
					<abbr bid="B116">116</abbr>
				</abbrgrp>. The notion of validity, however, is a matter of degree, rather than an all-or-nothing determination.</p><p>The validity correlation coefficients from the vast majority of existing and newly developed PAQs were considered poor to moderate and usually only acceptable when results were presented as Pearson or Spearman correlation coefficients. This suggests that most PAQs may be valid for ranking individuals&#8217; behaviour whereas their absolute validity is limited to quantify PA. Although our summary of the correlations in a single median value should be interpreted with caution, we did not observe any substantial difference between newly and existing PAQs. This may suggest that, despite considerable effort, accurate and precise self-report physical activity instruments are still scarce <abbrgrp>
					<abbr bid="B124">124</abbr>
				</abbrgrp>. Many of the newly developed instruments collected information in various domains of physical activity including transportation and housework. Despite this, it appears almost impossible to obtain a valid estimation of a highly variable behaviour such as free-living physical activity by self-report. While results from large scale observational cohort studies have convincingly demonstrated the beneficial effects of self-reported physical activity on various health outcomes including all-cause mortality, coronary and cardiovascular disease morbidity and mortality, some types of cancer, and type 2 diabetes, the detailed dose&#8211;response associations are still unknown <abbrgrp>
					<abbr bid="B125">125</abbr>
				</abbrgrp>. Increased sample size is usually considered to improve precision but may not overcome issues about accuracy. Further, a large sample size does not overcome misclassification due to differential measurement error. Therefore, future studies should consider including an objective measure of physical activity in addition to self-report or consider recommendations to reduce self-report error <abbrgrp>
					<abbr bid="B126">126</abbr>
				</abbrgrp>.</p><p>With few exceptions, most PAQs reviewed showed acceptable to good reliability with only minor differences between existing and newly developed PAQs. The median reliability correlations were acceptable to good in youth (0.64 &#8211; 0.65), adults (0.64 &#8211; 0.79), and the elderly (0.60 &#8211; 0.65) for existing PAQs; and marginally higher for newly developed PAQs in youth (0.69 &#8211; 0.80), adults (0.74 &#8211; 0.765), and the elderly (0.70). However, only 3 of 11 newly developed PAQs <abbrgrp>
					<abbr bid="B21">21</abbr>
					<abbr bid="B23">23</abbr>
					<abbr bid="B24">24</abbr>
				</abbrgrp> showed consistently good reliability.</p><p>For existing PAQs, median validity correlations were poor to acceptable in youth (0.25 &#8211; 0.38), adults (0.30 &#8211; 0.46), and elderly (0.345 &#8211; 0.40); and essentially similar for newly developed PAQs in youth (0.22 &#8211; 0.41), adults (0.27 &#8211; 0.28), and the elderly (0.41).</p><p>Only four of the reviewed questionnaires, the IPAQ-s (existing) <abbrgrp>
					<abbr bid="B85">85</abbr>
				</abbrgrp>, the FPACQ (existing) <abbrgrp>
					<abbr bid="B111">111</abbr>
				</abbrgrp>, PDPAR (existing) <abbrgrp>
					<abbr bid="B60">60</abbr>
				</abbrgrp> and the RPAR (new) <abbrgrp>
					<abbr bid="B21">21</abbr>
				</abbrgrp> showed acceptable to good results for both reliability and validity. Sedentary behaviour appeared to be one of the most difficult domains to assess with questionnaires as demonstrated by the poor correlations with objectively measured sedentary time, although arguably, there are also limitations of the criterion measures, which contribute to poorer agreement between methods. About one third (n&#8201;=&#8201;11) of the studies reporting data on newly developed PAQs assessed both validity and reliability for sedentary behaviour. 17 and 15 studies reported data on validity and reliability for sedentary behaviour from existing PAQs, respectively.</p><p>Accuracy of PA recall may be increased at the second retest administration by an increased physical activity awareness as a result of completing the questionnaire previously <abbrgrp>
					<abbr bid="B105">105</abbr>
				</abbrgrp>. Many of the reviewed studies did not specify details about their reliability testing, making it difficult to distinguish test-retest reliability of the instrument from a measure of stability of physical activity. It is therefore complex to assign the correlations to either the reliability of the instrument or to the stability of the behaviour of the participant. Assessing test-retest reliability for a last seven day PAQ is generally more straight forward compared to a PAQ assessing usual or last year physical activity. This is because when examining the reliability of a last seven days instrument the respondents should be prompted to report their PA during exactly the same week at two different occasions separated in time. However, this must be weighed against administering the test and retest too close in time that the respondent remembers the answers given to the first administration, resulting in inflation of reliability estimates from correlated error. Several other study details than timeframe of recall can be identified to have a marked influence on the study results, such as socio-cultural background, sex, age, literacy, and cognitive abilities.</p><p>The DLW method is usually considered the most accurate criterion method available for measuring TEE and PAEE. However, as discussed above, when using the DLW method and other objective methods which provide outputs in TEE as the criterion instrument, individual variability in body weight needs to be considered. It is therefore recommended that data from these methods should be expressed as PAEE, with and without normalisation for body weight in subsequent validation studies. Combined heart rate and movement sensing may be more accurate than either of the methods used alone for measuring time spent at different intensity levels <abbrgrp>
					<abbr bid="B31">31</abbr>
				</abbrgrp>. However, most of the newly developed PAQs used a single accelerometer mounted at the hip as the criterion method, possibly due to its reasonable costs and feasibility in large study groups. Accelerometry also has some inherent limitations including its inability to accurately assess the intensity of specific types such as weight-bearing activities, cycling, and swimming <abbrgrp>
					<abbr bid="B33">33</abbr>
				</abbrgrp>. Further, the choice of somewhat arbitrary cut-off points <abbrgrp>
					<abbr bid="B127">127</abbr>
					<abbr bid="B128">128</abbr>
					<abbr bid="B129">129</abbr>
				</abbrgrp> to classify intensities of activity when using accelerometry as a criterion method has been documented before. The use of accelerometers is especially problematic to validate time spent in different intensities of physical activity from PAQs and this also hampers comparison of studies <abbrgrp>
					<abbr bid="B33">33</abbr>
				</abbrgrp>. Usually criterion measures assess overall PA (e.g. time in MVPA, PAEE) which precludes a direct test of the validity of self-reported domain specific activity (e.g. occupation). It is therefore not surprising that some PAQs [e.g. 86] which only asses a specific domain of activity demonstrate low validity when compared with overall physical activity from the criterion instrument. More research is therefore needed to compare time stamped criterion data with domain specific self-reported activity and to develop criterion instruments which can accurately categorise types of activities. Adopting a conceptual framework for physical activity <abbrgrp>
					<abbr bid="B130">130</abbr>
				</abbrgrp> in combination with standardized procedures when developing and validating PAQs <abbrgrp>
					<abbr bid="B122">122</abbr>
					<abbr bid="B123">123</abbr>
				</abbrgrp> is highly recommended.</p><p>Pearson and Spearman correlations may not be the most appropriate statistical methods to use for reporting results on the validity of PAQs. ICC is considered a more appropriate method for continuous measures on the same scale, whereas weighted kappa is a better choice of method for categorical measures <abbrgrp>
					<abbr bid="B131">131</abbr>
					<abbr bid="B132">132</abbr>
				</abbrgrp>. When reporting validation results researchers are encouraged to report absolute validity in terms of mean bias with limits of agreement as well as the error structure of the instrument across the measurement range. We noted that many of the newly developed instruments reported results on absolute validity by means of the Bland-Altman method, which is a simple, intuitive and easy to interpret method to analyse assess measurement error <abbrgrp>
					<abbr bid="B133">133</abbr>
				</abbrgrp>. Descriptive details of the study population may be helpful to explain any heterogeneity in the findings from different studies. Researchers can individually interpret all data for quality and applicability.</p><p>In summary, we systematically reviewed studies assessing both reliability and validity of PAQs in various domains, across age groups, and with a focus on total PA and sedentary time. PAQs are inherently subject to many limitations and the choice of PAQs should be dictated by the research question and the population under study. Considerations for researchers when using PAQs in practice have been identified and new research should consider including an objective method for assessing physical activity in addition to any self-report <abbrgrp>
					<abbr bid="B134">134</abbr>
				</abbrgrp>. This review has identified a limited number of PAQs that appear to have both acceptable reliability and validity. Newly developed PAQs do not appear to perform substantially better than existing PAQs in terms of reliability and validity.</p>
		</sec>
		<sec>
			<st>
				<p>Competing interest</p>
			</st><p>The authors declare they have no competing interest to declare.</p>
		</sec>
		<sec>
			<st>
				<p>Authors&#8217; contribution</p>
			</st><p>HH performed an updated literature search and drafted the manuscript. SB contributed to the design of the study and critically revised the manuscript. JW and HB contributed to the design of the study and performed the original literature search.UE contributed to the design of the study, contributed to the literature search and solved issues about inclusion of manuscripts, and critically revised the manuscript.All authors approved the final version of the manuscript.</p>
		</sec>
	</bdy>
	<bm>
		<ack>
			<sec>
				<st>
					<p>Acknowledgments</p>
				</st><p>Some of the questionnaires in this review have been made available to the authors and are available on the recently launched UK Medical Research Council Toolkit of Diet and Physical Activity Measurement <abbrgrp>
						<abbr bid="B8">8</abbr>
					</abbrgrp>.</p>
			</sec>
		</ack>
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