{"meta":{"status":200,"messages":[],"pagination":{"max":1,"offset":0,"count":1,"total":1,"pageNum":1,"totalPages":1,"sort":null,"currentUrl":"https://api.digitalmedia.hhs.gov/api/v2/resources/media.json?offset=0&max=1&ignoreHiddenMedia=1&format=json&id=1080&newUrlBase=http://www.cdc.gov/mmwr/preview/mmwrhtml","nextUrl":null,"previousUrl":null}},"results":[{"content":"<body>\n <div class=\"syndicate\"> \n  <div> \n   <h1 autofocus=\"true\">Core State Preconception Health Indicators \u2014 Pregnancy Risk Assessment Monitoring System and Behavioral Risk Factor Surveillance System, 2009</h1> \n   <!-- this will dynamically write out the report title and date --> \n   <script language=\"Javascript\" type=\"text/javascript\">\r\n<!--\r\n   var textOut = \"\";\r\n   if (reportTitle == \"MMWR in Brief\")\r\n   {\r\n     \r\n\t textOut += '<h2>' +  '<i>' + \"MMWR \" + '<\\/i>' + \"in Brief\" + '<\\/h2>';\r\n   }\r\n   else\r\n   {\r\n\t textOut += '<i><h2>' +  reportTitle + '<\\/h2><\\/i>';   \r\n   }\r\n   textOut += '<strong>' + reportDate + '<\\/strong><br /><br />';\r\n   document.write(textOut);\r\n// -->\r\n</script> \n   <p>Cheryl L. Robbins, PhD</p> \n   <p>Lauren B. Zapata, PhD</p> \n   <p>Sherry L. Farr, PhD</p> \n   <p>Charlan D. Kroelinger, PhD</p> \n   <p>Brian Morrow, MA</p> \n   <p>Indu Ahluwalia, PhD</p> \n   <p>Denise V. D'Angelo, MPH</p> \n   <p>Danielle Barradas, PhD</p> \n   <p>Shanna Cox, MSPH</p> \n   <p>David Goodman, PhD</p> \n   <p>Letitia Williams, MPH</p> \n   <p>Violanda Grigorescu, MD</p> \n   <p>Wanda D. Barfield, MD</p> \n   <p><i>Division of Reproductive Health, National Center for Chronic Disease Prevention and Health Promotion, CDC</i></p> \n   <p><b>Corresponding author:</b> Cheryl L. Robbins, PhD, Division of Reproductive Health, National Center for Chronic Disease Prevention and Health Promotion, CDC. Telephone: 404-718-6115; E-mail: <a href=\"mailto:ggf9@cdc.gov\">ggf9@cdc.gov</a>.</p> \n   <h3><b><i>Abstract</i></b></h3> \n   <p><b>Problem/Condition:</b> Promoting preconception health can potentially improve women's health and pregnancy outcomes. Evidence-based interventions exist to reduce many maternal behaviors and chronic conditions that are associated with adverse pregnancy outcomes such as tobacco use, alcohol use, inadequate folic acid intake, obesity, hypertension, and diabetes. The 2006 national recommendations to improve preconception health included monitoring improvements in preconception health by maximizing public health surveillance (CDC. Recommendations to improve preconception health and health care\u2014United States: a report of the CDC/ATSDR Preconception Care Work Group and the Select Panel on Preconception Care. MMWR 2006;55[No. RR-6]). </p> \n   <p><b>Reporting Period Covered:</b> 2009 for 38 indicators; 2008 for one indicator.</p> \n   <p><b>Description of Surveillance Systems:</b> The Pregnancy Risk Assessment Monitoring System (PRAMS) is an ongoing state- and population-based surveillance system designed to monitor selected self-reported maternal behaviors, conditions, and experiences that occur shortly before, during, and after pregnancy among women who deliver live-born infants. The Behavioral Risk Factor Surveillance System (BRFSS) is an ongoing state-based telephone survey of noninstitutionalized adults aged \u226518 years in the United States that collects state-level data on health-related risk behaviors, chronic conditions, and preventive health services. This surveillance summary includes PRAMS data from 29 reporting areas (n = 40,388 respondents) and BRFSS data from 51 reporting areas (n = 62,875 respondents) for nonpregnant women of reproductive age (aged 18\u201344 years). </p> \n   <p>To establish a comprehensive, nationally recognized set of indicators to be used for monitoring, evaluation, and response, a volunteer group of policy and program leaders and epidemiologists identified 45 core state preconception health indicators, of which 41 rely on PRAMS or BRFSS as data sources. This report includes 39 of the 41 core state preconception health indicators for which data are available through PRAMS or BRFSS. The two indicators from these data sources that are not described in this report are human immunodeficiency virus (HIV) testing within a year before the most recent pregnancy and heavy drinking on at least one occasion during the preceding month.</p> \n   <p>Ten preconception health domains are examined: general health status and life satisfaction, social determinants of health, health care, reproductive health and family planning, tobacco and alcohol use, nutrition and physical activity, mental health, emotional and social support, chronic conditions, and infections. Weighted prevalence estimates and 95% confidence intervals (95% CIs)for 39 indicators are presented overall and for each reporting area and stratified by age group (18\u201324, 25\u201334, and 35\u201344 years) and women's race/ethnicity (non-Hispanic white, non-Hispanic black, non-Hispanic other, and Hispanic).</p> \n   <p><b>Results:</b> This surveillance summary includes data for 39 of 41 indicators: 2009 data for 23 preconception health indicators that were monitored by PRAMS and 16 preconception health indicators that were monitored by BRFSS (one BRFSS indicator uses 2008 data). For two of the indicators that are included in this report (prepregnancy overweight or obesity and current overweight or obesity), separate measures of overweight and obesity were reported. </p> \n   <p>All preconception health indicators varied by reporting area, and most indicators varied significantly by age group and race/ethnicity. Overall, 88.9% of women of reproductive age reported good, very good, or excellent general health status and life satisfaction (BRFSS). A high school/general equivalency diploma or higher education (social determinants of health domain) was reported by 94.7% of non-Hispanic white, 92.9% of non-Hispanic other, 91.1% of non-Hispanic black, and 70.9% of Hispanic women (BRFSS). Overall, health-care insurance coverage during the month before the most recent pregnancy (health-care domain) was 74.9% (PRAMS). A routine checkup during the preceding year was reported by 79.0% of non-Hispanic black, 65.1% of non-Hispanic white, 64.3% of other, and 63.0% of Hispanic women (BRFSS). Among women with a recent live birth (2\u20139 months since date of delivery), selected PRAMS results for the reproductive health and family planning, tobacco and alcohol use, and nutrition domains included several factors. Although 43% of women reported that their most recent pregnancy was unintended (unwanted or wanted to be pregnant later), approximately half (53%) of those who were not trying to get pregnant reported not using contraception at the time of conception. Smoking during the 3 months before pregnancy was reported by 25.1% of women, and drinking alcohol 3 months before pregnancy was reported by 54.2% of women. Daily use of a multivitamin, prenatal vitamin, or a folic acid supplement during the month before pregnancy was reported by 29.7% of women. </p> \n   <p>Selected BRFSS results included indicators pertaining to the nutrition and physical activity, emotional and social support, and chronic conditions domains among women of reproductive age. Approximately one fourth (24.7%) of women were identified as being obese according to body mass index (BMI) on the basis of self-reported height and weight. Overall, 51.6% of women reported participation in recommended levels of physical activity per U.S. Department of Health and Human Services physical activity guidelines. Non-Hispanic whites reported the highest prevalence (85.0%) of having adequate emotional and social support, followed by other races/ethnicities (74.9%), Hispanics (70.5%), and non-Hispanic blacks (69.7%). Approximately 3.0% of persons reported ever being diagnosed with diabetes, and 10.2% of women reported ever being diagnosed with hypertension.</p> \n   <p><b>Interpretation:</b> The findings in this report underscore opportunities for improving the preconception health of U.S. women. Preconception health and women's health can be improved by reducing unintended pregnancies, reducing risky behaviors (e.g., smoking and drinking) among women of reproductive age, and ensuring that chronic conditions are under control. Evidence-based interventions and clinical practice guidelines exist to address these risks and to improve pregnancy outcomes and women's health in general. The results also highlight the need to increase access to health care for all nonpregnant women of reproductive age and the need to encourage the use of essential preventive services for women, including preconception health services. In addition, system changes in community settings can alleviate health problems resulting from inadequate social and emotional support and environments that foster unhealthy lifestyles. Policy changes can promote health equity by encouraging environments that promote healthier options in nutrition and physical activity. Finally, variation in the preconception health status of women by age and race/ethnicity underscores the need for implementing and scaling up proven strategies to reduce persistent health disparities among those at highest risk. Ongoing surveillance and research in preconception health are needed to monitor the influence of improved health-care access and coverage on women's prepregnancy and interpregnancy health status, pregnancy and infant outcomes, and health disparities.</p> \n   <p><b>Public Health Action:</b> Public health decision makers, program planners, researchers, and other key stakeholders can use the state-level PRAMS and BRFSS preconception health indicators to benchmark and monitor preconception health among women of reproductive age. These data also can be used to evaluate the effectiveness of preconception health state and national programs and to assess the need for new programs, program enhancements, and policies.</p> \n   <h3>Background</h3> \n   <p>Promoting preconception health is an important <i>Healthy People 2020</i> strategy for preventing adverse pregnancy outcomes and improving women's health overall (<i>1</i>). Establishing healthy behaviors and improving women's health before conception is essential especially because approximately half (49%) of all pregnancies in the United States are unintended (<i>2</i>). Unintended pregnancy rates vary by age and race/ethnicity, with younger and minority women having the highest unintended pregnancy rates (<i>2</i>). Persistent age and racial/ethnic disparities also have been documented for certain reproductive outcomes (e.g., preterm birth, fetal growth restriction, and infant death) (<i>3\u20137</i>) and for maternal risk factors (e.g., tobacco use, alcohol use, failure to consume adequate folic acid, obesity, hypertension, and diabetes) (<i><a href=\"http://www.cdc.gov/mmwr/preview/mmwrhtml/ss5610a1.htm\">8</a>\u201313</i>). These maternal risk factors are associated with preterm birth, spontaneous abortion, stillbirth, fetal death, sudden infant death syndrome, and having infants with low birthweight, fetal growth restricttion, fetal alcohol spectrum disorders, and neural tube defects and other birth defects (<i>14\u201324</i>). Evidence-based interventions targeting these risk factors can improve health outcomes in women and infants (<i>17,18,25\u201334</i>).</p> \n   <p>In 2006, the CDC/ATSDR Preconception Care Work Group and a select panel of experts published a strategic plan focused on improving the health and well-being of women and men of reproductive age (<i><a href=\"http://www.cdc.gov/mmwr/preview/mmwrhtml/rr5506a1.htm\">35</a></i>). The plan included four goals, 10 recommendations, and 40 action steps and served as a call to action for improving the status of preconception health and preconception care in the United States. Those recommendations laid the foundation for the development of the National Initiative on Preconception Health and Health Care, which convened workgroups and developed strategies for promoting preconception health and preconception care (<i>36</i>). The term preconception health generally refers to the health of women of reproductive age before or between pregnancies. The term preconception care has been defined as a set of interventions that endeavor to identify and modify biomedical, behavioral, and social risks to a woman's health or pregnancy outcome through prevention and management (<i><a href=\"http://www.cdc.gov/mmwr/preview/mmwrhtml/rr5506a1.htm\">35</a>,37</i>). One of the 10 recommendations in the national strategic plan included monitoring improvements in preconception health and health care by maximizing existing public health surveillance systems. </p> \n   <p>This report is the first descriptive, state-level summary of core state preconception health indicators available in 2009 PRAMS and BRFSS data and provides prevalence estimates overall, stratified by age group and race/ethnicity. The report was developed in response to the CDC/ATSDR Preconception Care Work Group's recommendation to monitor improvements in preconception health by maximizing public health surveillance.</p> \n   <h3>Introduction</h3> \n   <p>Before release of the CDC/ATSDR Preconception Care Work Group's recommendations, few states or other entities monitored changes in preconception health over time because of a lack of uniform indicators for assessing preconception health and preconception care. To establish a comprehensive, nationally recognized set of indicators to be used for monitoring, evaluation, and response, a volunteer group of policy and program leaders and epidemiologists in seven states (California, Delaware, Florida, Michigan, North Carolina, Texas, and Utah) identified 45 core state preconception health indicators (multiple measures exist for some indicators). The list of indicators and the selection process have been described elsewhere (<i>38</i>). Of the 45 indicators, 41 used PRAMS (n = 24) or BRFSS (n = 17) as data sources; four rely on other data sources (which are not described in this report). The work group categorized the indicators into 10 domains. Health care is one of the domains and it includes several indicators of preconception care. Hereafter, the term preconception health encompasses both preconception health and preconception care. </p> \n   <p>Although numerous publications have reported national prevalence estimates of some of the preconception health indicators for women of reproductive age using BRFSS or National Health Interview Survey data (<i>9,12,39\u201341</i>), only one surveillance summary has been published on preconception health that uses population-based data and reports estimates by state (<i><a href=\"http://www.cdc.gov/mmwr/preview/mmwrhtml/ss5610a1.htm\">8</a></i>). That summary preceded the development of the 45 core state preconception health indicators and summarized prevalence estimates for 10 of the core state indicators that were available from 2004 PRAMS data and that were defined the same in 2009 (i.e., prepregnancy drinking, nonuse of contraception prepregnancy, current contraceptive use, diabetes, physical abuse, types of social support, receipt of a postpartum checkup, hypertension, previous preterm birth, and prepregnancy smoking); those data serve as a baseline for monitoring changes over time for the 26 reporting areas included in the previous summary (<i><a href=\"http://www.cdc.gov/mmwr/preview/mmwrhtml/ss5610a1.htm\">8</a>,38</i>). Because it samples women of reproductive age with recent live births, PRAMS is an ideal data source for examining preconception and interconception health characteristics. Several states have used PRAMS data since publication of the previous summary to examine the status of preconception health in their own state and monitor changes (<i>42\u201344</i>). </p> \n   <p>This report includes 39 of the 41 core state preconception health indicators for which data are available through PRAMS or BRFSS. The state-level findings for 39 preconception indicators described in this report can be used by public health decision makers, program planners, researchers, and other key stakeholders to benchmark and monitor preconception health among women of reproductive age. These data also can be used to evaluate the effectiveness of preconception health state and national programs, and to assess the need for new programs, program enhancements, and policies.</p> \n   <h3>Methods</h3> \n   <p>To describe the status of preconception health by state, CDC estimated the baseline prevalence of 38 preconception indicators from PRAMS and BRFSS using 2009 data and one indicator using 2008 data. These indicators can be monitored at the state level for ongoing surveillance of the status of preconception health among women of reproductive age. </p> \n   <h4>PRAMS Description and Data Collection</h4> \n   <p>PRAMS is an ongoing U.S. state- and population-based surveillance system that was established in 1987 as part of an Infant Health Initiative when congressional funding was provided to CDC to establish state-based programs. PRAMS was designed to monitor selected self-reported maternal behaviors, conditions, and experiences that occur shortly before, during, and after pregnancy among women who deliver live-born infants in participating U.S. states and New York City (hereafter referred to as reporting areas). PRAMS is administered by CDC in collaboration with state health departments.</p> \n   <p>Details on the PRAMS methods have been described previously (<i>45</i>) and are available on the PRAMS website (<a href=\"http://www.cdc.gov/PRAMS\">http://www.cdc.gov/PRAMS</a>). All PRAMS reporting areas use a standardized data collection method developed by CDC. PRAMS reporting areas select a monthly stratified sample of 100\u2013300 new mothers from recent birth certificates, and annual sample sizes range from 1,162 to 3,008 per reporting area. PRAMS uses mixed-mode data collection in which up to three self-administered questionnaires are mailed and up to 15 telephone calls are made to followup with nonresponders during the first 9 months of the postpartum period. The first questionnaire usually is mailed 2\u20133 months after the delivery of a live-born infant to allow for collection of information about postpartum maternal and infant experiences. Survey data are linked to selected birth certificate data and weighted for sample design, nonresponse, and noncoverage. The PRAMS questionnaire consists of two parts (core and standard/optional questions) and is revised periodically to reflect changing priorities and emerging issues. All reporting areas ask the core questions, and the standard questions are chosen by each state from a pretested list developed by CDC or states.</p> \n   <p>PRAMS data are from 29 reporting areas representing approximately 55% of 4 million live births in the United States during 2009. All participating PRAMS reporting areas that had achieved an overall weighted response rate of \u226565% were included. The response rate is calculated as the number of responding mothers divided by the number of mothers sampled. Because comparable years for PRAMS and BRFSS data were used in this surveillance summary and because the maximum number of preconception health variables available through BRFSS occurs in odd years, this surveillance summary relies on 2009 data, which is the most current odd year in which data from both sources were available.</p> \n   <h4>BRFSS Description and Data Collection</h4> \n   <p>BRFSS is an ongoing state-based telephone survey of noninstitutionalized adults in the United States aged \u226518 years that has been conducted since 1984 by state and territorial health departments with assistance from CDC. BRFSS is the largest continuously conducted telephone survey in the world, with approximately 400,000 adult interviews completed each year. BRFSS is the main source of data for states on health risk behaviors, chronic health conditions, and preventive health services primarily related to chronic disease and injury in the United States.</p> \n   <p>Details on BRFSS methods have been described previously (<i><a href=\"http://www.cdc.gov/mmwr/preview/mmwrhtml/ss6201a1.htm?s_cid=ss6201a1_w\">46</a>,47</i>) and are available on the BRFSS website (<a href=\"http://www.cdc.gov/brfss\">http://www.cdc.gov/brfss</a>). BRFSS uses a multistage sampling design created on the basis of random-digit\u2013dialing methods to select a representative sample in each state and territory. Trained interviewers administer the BRFSS questionnaire using a computer-assisted telephone interviewing system. Data are collected monthly by each state and territory and then submitted to CDC for processing. The BRFSS questionnaire consists of three parts: the core component (which includes the fixed core, rotating core, and emerging core), optional modules, and state-added questions. Although all BRFSS reporting areas ask the same core questions, optional module and state-added questions are included at the discretion of the state or territory to address their specific health-care concerns.</p> \n   <p>Since 2007, BRFSS has been conducted in all 50 states, the District of Columbia (DC), the Commonwealth of Puerto Rico, Guam, and the U.S. Virgin Islands. This report includes data on nonpregnant women aged 18<i>\u2013</i>44 years from 51 reporting areas including the 50 U.S. states and DC. The 2009 BRFSS cooperation rate (i.e., the proportion of all respondents interviewed of all eligible units in which a respondent was selected and actually contacted) ranged from 55.0% in California to 88.0% in Kentucky (2009 median: 75.0%), and the 2009 BRFSS response rate (percentage eligible for whom an interview was completed) ranged from 37.9% in Oregon to 66.9% in Nebraska (median: 52.5%) according to the guidelines of the Council of American Survey and Research Organizations. Although newer BRFSS data exist, for consistency with the most current PRAMS data, this report includes 2009 BRFSS data for all variables, with one exception: data for 2008 were used for the variable on whether women had received a Papnicolaou (Pap) test within the previous 3 years because this variable is included every other year and was not included in 2009. The 2008 median BRFSS cooperation and response rates were similar (75.0% and 53.3%, respectively).</p> \n   <h4>Indicators </h4> \n   <p>This report includes data on 39 of the 41 core state preconception health indicators for which data are available through PRAMS or BRFSS (<i>38</i>). The two exceptions are the indicators HIV testing within a year before the most recent pregnancy and heavy drinking on at least one occasion during the preceding month. PRAMS is not structured to produce valid estimates of HIV testing within a year before the most recent pregnancy because of a skip pattern that prompts the query only for women who were not tested during pregnancy. Data were included on three of the four alcohol consumption indicators. </p> \n   <p>All 16 indicators monitored by BRFSS are reported for 51 reporting areas, and 16 indicators monitored by PRAMS are reported for all 29 PRAMS reporting areas (<a href=\"#tab1\">Table 1</a>). The remaining seven indicators that are monitored by PRAMS were reported for selected reporting areas that opted to add the question to their core surveys. In this report, separate prevalence estimates for current overweight and current obesity are reported rather than a combined estimate of overweight or obesity (BRFSS); likewise, separate estimates for prepregnancy overweight and obesity (PRAMS) were reported.</p> \n   <h4>Data Analysis</h4> \n   <p>All indicators were estimated among women of reproductive age (18\u201344 years). For each reporting area, weighted prevalence estimates and 95% confidence intervals (CIs) of indicators are presented overall and stratified by age group (18\u201324, 25\u201334, and 35\u201344 years) and race/ethnicity (non-Hispanic white, non-Hispanic black, non-Hispanic other, and Hispanic). The overall median, minimum, and maximum values also are presented. Among the total sample, chi-square tests were conducted to assess differences in indicators by age group and race/ethnicity. Differences were considered statistically significant when the p-value was &lt;0.05. Because of the quantity of comparisons, tests of statistical significance were not conducted by reporting area. In accordance with the reporting policy of the specific surveillance system, when the denominator was &lt;30 for PRAMS or &lt;50 for BRFSS, prevalence estimates were not reported. In addition, prevalence estimates made on the basis of 30\u201359 respondents (PRAMS) or 50\u201359 respondents (BRFSS) are reported and footnoted, and all missing observations (&lt;10%) are excluded. All analyses were conducted using weighted data and statistical software to account for the complex survey design (<i>48</i>).</p> \n   <h3>Results</h3> \n   <p>Results are presented by preconception health domains (<a href=\"#box\">Box</a>) as described by the state work group (<i>38</i>). Data are presented for 39 indicators (Table 1). All indicators used data from either PRAMS (n = 23) or BRFSS (n = 16).</p> \n   <h4>Domain 1: General Health Status and Life Satisfaction</h4> \n   <h4>Health Status (BRFSS)</h4> \n   <p>Women considered to have good or better general health were those who reported that their general health at the time of the survey was good, very good, or excellent, versus fair or poor. In 2009, among women aged 18\u201344 years, the estimated overall prevalence of women who reported good or better general health for the 51 reporting areas was 88.9% (range: 84.5% [West Virginia] to 94.9% [North Dakota]; median: 90.0%;) (<a href=\"#tab2\">Table 2</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by age group and race/ethnicity. Specifically, 90.7% of women aged 18\u201324 years reported that their general health was good, very good, or excellent, compared with 89.5% of those aged 25\u201334 years and 87.3% of those aged 35<i>\u2013</i>44 years. In addition, 91.8% of non-Hispanic white women reported good or better general health, compared with 88.9% of women who identified themselves as other race/ethnicity, 85.5% of non-Hispanic black women, and 80.9% of Hispanic women.</p> \n   <h4>Domain 2: Social Determinants of Health</h4> \n   <h4>Educational Status (BRFSS)</h4> \n   <p>High school/General Educational Development (GED) or higher education was defined as having completed at least the 12th grade or having received a GED certificate by the time of the survey. In 2009, among women aged 18<i>\u2013</i>44 years, the estimated overall prevalence of women who reported high school/GED or higher education for the 51 reporting areas was 89.7% (range: 79.4% [California] to 97.2% [Vermont]; median: 91.9%) (<a href=\"#tab3\">Table 3</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by age group and race/ethnicity. Specifically, 90.9% of women aged 35\u201344 years reported high school/GED or higher education, compared with 89.9% of those aged 25\u201334 years, and 87.2% of those aged 18\u201324 years. In addition, 94.7% of non-Hispanic white women reported high school/GED or higher education, compared with 92.9% of women who identified themselves as other race/ethnicity, 91.1% of non-Hispanic black women, and 70.9% of Hispanic women.</p> \n   <h4>Domain 3: Health Care</h4> \n   <h4>Current Health-Care Coverage (BRFSS)</h4> \n   <p>Current health-care coverage was defined as having some type of health-care coverage at the time of the survey, including health insurance, prepaid plans, or government plans. In 2009, among women aged 18<i>\u2013</i>44 years, the estimated overall prevalence of women who reported current health-care coverage for the 51 reporting areas was 80.1% (range: 64.5% [Texas] to 94.8% [DC]; median: 82.1%) (<a href=\"#tab4\">Table 4</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by age group and race/ethnicity. Specifically, 84.6% of women aged 35\u201344 years reported current health-care coverage, compared with 78.5% of those aged 25\u201334 years and 74.2% of those aged 18\u201324 years. In addition, 85.8% of non-Hispanic white women reported current health-care coverage, compared with 81.4% of women who identified themselves as other race/ethnicity, 78.0% of non-Hispanic black women, and 61.2% of Hispanic women.</p> \n   <h4>Health-Care Coverage During the Month Before Pregnancy (PRAMS)</h4> \n   <p>Health-care coverage during the month before pregnancy was defined as having any kind of health-care coverage (e.g., health insurance or government plan) during the month before pregnancy. In 2009, among women aged 18\u201344 years with a recent live birth, the estimated overall prevalence of women who had health-care coverage during the month before pregnancy for 29 reporting areas was 74.9% (range: 59.4% [Texas] to 94.0% [Massachusetts]; median: 78.2%) (<a href=\"#tab5\">Table 5</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by age group and race/ethnicity. Specifically, 84.6% of women aged 35\u201344 years reported health-care coverage during the month before pregnancy, compared with 79.8% of those aged 25\u201334 years, and 62.0% of those aged 18<i>\u2013</i>24 years. In addition, 82.9% of women who identified themselves as other race/ethnicity reported health-care coverage during the month before pregnancy, compared with 81.9% of non-Hispanic white women, 76.0% of non-Hispanic black women, and 50.3% of Hispanic women.</p> \n   <h4>Routine Checkup During the Past Year (BRFSS)</h4> \n   <p>Routine checkup during the preceding year was defined as having visited a doctor for a routine checkup within the preceding year. In 2009, among women aged 18<i>\u2013</i>44 years, the estimated overall percentage of women who reported having had a routine checkup during the preceding year for the 51 reporting areas was 66.3% (range: 51.4% [Oklahoma] to 77.3% [DC]; median: 66.4%) (<a href=\"#tab6\">Table 6</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by age group and race/ethnicity. Specifically, 69.6% of women aged 35<i>\u2013</i>44 years reported a routine checkup during the preceding year, compared with 65.0% of those aged 18\u201324 years, and 63.5% of those aged 25<i>\u2013</i>34 years. In addition, 79.0% of non-Hispanic black women reported a routine checkup during the preceding year, compared with 65.1% of non-Hispanic white women, 64.3% of women who identified themselves as other race/ethnicity, and 63.0% of Hispanic women.</p> \n   <h4>Postpartum Checkup (PRAMS)</h4> \n   <p>Postpartum checkup was defined as visiting a health-care provider for a postpartum checkup after a mother's most recent live birth. In 2009, among women aged 18\u201344 years with a recent live birth, the estimated overall prevalence of receiving a postpartum checkup for 16 reporting areas was 88.2% (range: 84.2% [Texas] to 94.4% [Massachusetts]; median: 89.1) (<a href=\"#tab7\">Table 7</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by age group and race/ethnicity. Specifically, 90.5% of women aged 25<i>\u2013</i>34 years reported a postpartum checkup, compared with 90.0% of those aged 35<i>\u2013</i>44 years, and 83.7% of those aged 18<i>\u2013</i>24 years. In addition, 91.6% of non-Hispanic white women reported a postpartum checkup, compared with 88.3% of women who identified themselves as other race/ethnicity, 86.6% of non-Hispanic black women, and 80.3% of Hispanic women.</p> \n   <h4>Teeth Cleaned During the 12 Months Before Pregnancy (PRAMS)</h4> \n   <p>Having a teeth cleaning during the 12 months before pregnancy was defined as visiting a dentist or dental hygienist for a teeth cleaning in the 12 months before becoming pregnant. In 2009, among women aged 18<i>\u2013</i>44 years with a recent live birth, the estimated overall prevalence of having a teeth cleaning for 29 reporting areas was 51.3% (range: 39.9% [Georgia] to 65.8% [Massachusetts]; median: 53.8) (<a href=\"#tab8\">Table 8</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by age group and race/ethnicity. Specifically, 61.8% of women aged 35<i>\u2013</i>44 years reported having their teeth cleaned in the 12 months before pregnancy, compared with 55.1% of those aged 25<i>\u2013</i>34 years and 40.2% of those aged 18<i>\u2013</i>24 years. In addition, 58.6% of non-Hispanic white women reported having their teeth cleaned in the 12 months before pregnancy, compared with 48.4% of women who identified themselves as other race/ethnicity, 43.0% of non-Hispanic black women, and 36.5% of Hispanic women.</p> \n   <h4>Recent Papanicolaou Test (BRFSS)</h4> \n   <p>Recent Papanicolaou (Pap) test was defined as having had a Pap test within the past 3 years. In 2008, among women aged 18<i>\u2013</i>44 years, the estimated overall prevalence of women who had a recent Pap test for the 51 reporting areas was 84.2% (range: 73.0% [Utah] to 91.3% [DC]; median: 84.6%) (<a href=\"#tab9\">Table 9</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by age group and race/ethnicity. Specifically, 89.7% of women aged 25\u201334 years reported a recent Pap test, compared with 88.2% of those aged 35<i>\u2013</i>44 years and 68.6% of those aged 18<i>\u2013</i>24 years. In addition, 87.4% of non-Hispanic black women reported a recent Pap test, compared with 84.6% of non-Hispanic white women, 83.5% of Hispanic women, and 77.6% of women who identified themselves as other race/ethnicity.</p> \n   <h4>Preconception Counseling from a Health-Care Provider (PRAMS)</h4> \n   <p>Receiving preconception counseling was defined as talking with a doctor, nurse, or other health-care worker about five or more of 11 possible lifestyle behaviors and prevention strategies before the pregnancy of her most recent live-born infant. In 2009, among women aged 18<i>\u2013</i>44 years with a recent live birth, the estimated overall prevalence of receiving preconception counseling for four reporting areas was 18.4% (range: 17.7% [Ohio] to 19.8% [Maryland]; median: 18.4%) (<a href=\"#tab10\">Table 10</a>). Differences by age group or race/ethnicity were not statistically significant.</p> \n   <h4>Domain 4: Reproductive Health and Family Planning</h4> \n   <h4>Previous Preterm Birth Among Multiparous Women (PRAMS)</h4> \n   <p>Previous preterm birth was defined as a live birth (before the respondent's most recent live birth) having been delivered &gt;3 weeks before the due date; women whose most recent live birth was their first birth were excluded. In 2009, among multiparous women aged 18<i>\u2013</i>44 years with a recent live birth, the estimated overall prevalence of previous preterm birth for 29 reporting areas was 14.4% (range: 10.6% [Oklahoma] to 19.6% [Mississippi]; median: 13.0%) (<a href=\"#tab11\">Table 11</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by age group and race/ethnicity. Specifically, 16.8% of women aged 18<i>\u2013</i>24 years reported a previous preterm birth, compared with 14.1% of those aged 25<i>\u2013</i>34 years and 12.1% of those aged 35<i>\u2013</i>44 years. In addition, 17.5% of non-Hispanic black women reported a previous preterm birth, compared with 17.1% of Hispanic women, 13.5% of women who identified themselves as other race/ethnicity, and 12.6% of non-Hispanic white women.</p> \n   <h4>Previous Fetal Death, Miscarriage, or Stillbirth Among Multiparous Women (PRAMS)</h4> \n   <p>Among multiparous women, previous fetal death, miscarriage, or stillbirth was defined as having experienced at least one fetal death (i.e., infant died before being born), miscarriage, or stillbirth in the 12 months before getting pregnant with the most recent live-born infant. In 2009, among multiparous women aged 18<i>\u2013</i>44 years with a recent live birth, the estimated overall prevalence of previous fetal death, miscarriage, or stillbirth for two reporting areas was 14.9% (range: 14.4% [Wisconsin] to 18.2% [Delaware]; median: 16.3%) (<a href=\"#tab12\">Table 12</a>). Differences by age group or race/ethnicity were not statistically significant.</p> \n   <h4>Unintended Pregnancy (PRAMS)</h4> \n   <p>Unintended pregnancy was defined as a pregnancy among women who, just before their most recent pregnancy, wanted to be pregnant later or did not want to be pregnant then or at any time in the future. In 2009, among women aged 18<i>\u2013</i>44 years with a recent live birth, the estimated overall prevalence of women who reported that the pregnancy was unintended for 29 reporting areas was 42.9% (range: 32.4% [Massachusetts] to 56.1% [Mississippi]; median: 41.4%) (<a href=\"#tab13\">Table 13</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by age group and race/ethnicity. Specifically, 61.6% of women aged 18<i>\u2013</i>24 years reported that the pregnancy was unintended, compared with 35.4% of those aged 25<i>\u2013</i>34 years and 29.2% of those aged 35<i>\u2013</i>44 years. In addition, 65.2% of non-Hispanic black women reported that the pregnancy was unintended, compared with 45.9% of Hispanic women, 37.9% of women who identified themselves as other race/ethnicity, and 37.3% of non-Hispanic white women.</p> \n   <h4>Contraceptive Nonuse at Time of Conception Among Women Not Trying to Get Pregnant (PRAMS)</h4> \n   <p>Among women not trying to get pregnant, contraceptive nonuse at the time of conception was defined as women who reported that neither they nor their husbands or partners were doing anything to keep from getting pregnant at the time of conception. In 2009, among women aged 18<i>\u2013</i>44 years with a recent live birth who were not trying to get pregnant, the estimated overall prevalence of contraceptive nonuse at the time of conception for 29 reporting areas was 52.6% (range: 46.7% [Washington] to 58.1% [West Virginia]; median: 53.5%) (<a href=\"#tab14\">Table 14</a>). For all reporting areas combined, the prevalence varied significantly by age group and race/ethnicity. Specifically, 54.5% of women aged 18<i>\u2013</i>24 years not trying to get pregnant reported contraceptive nonuse at the time of conception, compared with 51.3% of those aged 35<i>\u2013</i>44 years and 51.1% of those aged 25<i>\u2013</i>34 years. In addition, 55.4% of women who identified themselves as other race/ethnicity who were not trying to get pregnant reported contraceptive nonuse at time of conception, compared with 54.5% of non-Hispanic black women, 54.1% of non-Hispanic white women, and 45.9% of Hispanic women.</p> \n   <h4>Postpartum Contraceptive Use (PRAMS)</h4> \n   <p>Postpartum contraceptive use was defined as current use of a birth control method by women or their husbands or partners to keep from getting pregnant including natural family planning (e.g., the rhythm methods or withdrawal). In 2009, among women aged 18<i>\u2013</i>44 years with a recent live birth, the estimated overall prevalence of women who reported current contraceptive use for 29 reporting areas was 85.1% (range: 74.9% [New Jersey] to 90.1% [Utah]; median: 85.9%) (<a href=\"#tab15\">Table 15</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by age group and race/ethnicity. Specifically, 86.2% of women aged 18<i>\u2013</i>24 years reported postpartum contraceptive use, compared with 85.2% of those aged 25<i>\u2013</i>34 years and 82.4% of those aged 35<i>\u2013</i>44 years. In addition, 85.9% of non-Hispanic white women reported postpartum contraceptive use, compared with 85.7% of Hispanic women, 83.7% of non-Hispanic black women, and 78.7% of women who identified themselves as other race/ethnicity.</p> \n   <h4>Use of Assisted Reproductive Technology Among Women Trying to Get Pregnant (PRAMS)</h4> \n   <p>Among women trying to get pregnant, use of assisted reproductive technology was defined as use of fertility drugs or receipt of any medical procedures from a doctor, nurse, or other health-care worker to help them get pregnant before their most recent pregnancy. In 2009, among women aged 18<i>\u2013</i>44 years with a recent live birth trying to get pregnant, the estimated overall prevalence of reported use of assisted reproductive technology for eight reporting areas was 11.1% (range: 8.3% [Maine] to 15.5% [Delaware]; median: 10.5%) (<a href=\"#tab16\">Table 16</a>). For all reporting areas combined, the prevalence of this indicator significantly varied by age group and race/ethnicity. Specifically, approximately 20.7% of women aged 35<i>\u2013</i>44 years trying to get pregnant reported use of assisted reproductive technology, compared with 10.3% of those aged 25<i>\u2013</i>34 years and 3.9% of those aged 18<i>\u2013</i>24 years. Additionally, 13.5% of women who identified themselves as other race/ethnicity reported use of assisted reproductive technology, compared with 12.0% of non-Hispanic white women, 9.4% of non-Hispanic black women, and 5.5% of Hispanic women.</p> \n   <h4>Domain 5: Tobacco and Alcohol Use</h4> \n   <h4>Current Smoking (BRFSS)</h4> \n   <p>Current smoking was defined as smoking \u2265100 cigarettes in a lifetime and currently smoking cigarettes every day or some days at the time of the interview. In 2009, among women aged 18<i>\u2013</i>44 years, the estimated overall prevalence of smoking for the 51 U.S. reporting areas was 18.7% (range: 8.3% [Utah] to 30.9% [West Virginia]; median: 20.1%) (<a href=\"#tab17\">Table 17</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by age group and race/ethnicity. Specifically, 20.4% of women aged 25<i>\u2013</i>34 years were current smokers, compared with 18.7% of those aged 18<i>\u2013</i>24 years and 17.2% of those aged 35<i>\u2013</i>44 years. In addition, 22.0% of non-Hispanic white women were current smokers, compared with16.9% of women who identified themselves as other race/ethnicity, 15.7% of non-Hispanic black women, and 9.8% of Hispanic women.</p> \n   <h4>Smoking Before Pregnancy (PRAMS)</h4> \n   <p>Smoking before pregnancy was defined as smoking \u2265100 cigarettes in the preceding 2 years and smoking any number of cigarettes, including less than one cigarette, on an average day during the 3 months before pregnancy. In 2009, among women aged 18<i>\u2013</i>44 years with a recent live birth, the estimated overall prevalence of women who had smoked before pregnancy for 29 reporting areas was 25.1% (range: 12.8% [Utah] to 42.9% [West Virginia]; median: 27.2%) (<a href=\"#tab18\">Table 18</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by age group and race/ethnicity. Specifically, 35.8% of women aged 18<i>\u2013</i>24 years reported smoking during the 3 months before pregnancy, compared with 21.7% of those aged 25<i>\u2013</i>34 years and 14.1% of those aged 35<i>\u2013</i>44 years. In addition, 30.8% of non-Hispanic white women reported smoking during the 3 months before pregnancy, compared with 22.7% of non-Hispanic black women, 18.7% of women who identified themselves as other race/ethnicity, and 12.4% of Hispanic women.</p> \n   <h4>Current Secondhand Smoke Exposure (PRAMS)</h4> \n   <p>Current secondhand smoke exposure was defined as smoking being allowed anywhere in the home or allowed in some rooms or at some times in the home at the time of the interview. In 2009, among women aged 18<i>\u2013</i>44 years with a recent live birth, the estimated overall prevalence of current exposure to secondhand smoke for 29 reporting areas was 6.4% (range: 1.1% [Utah] to 14.3% [West Virginia]; median: 5.1%) (<a href=\"#tab19\">Table 19</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by age group and race/ethnicity. Specifically, 11.1% of women aged 18<i>\u2013</i>24 years reported current secondhand smoke exposure, compared with 4.6% of those aged 25<i>\u2013</i>34 years and 3.0% of those aged 35<i>\u2013</i>44 years. In addition, 12.2% of non-Hispanic black women reported current secondhand smoke exposure, compared with 6.6% of non-Hispanic white women, 4.9% of women who identified themselves as other race/ethnicity, and 2.7% of Hispanic women.</p> \n   <h4>Current Binge Drinking (BRFSS)</h4> \n   <p>Current binge drinking was defined as drinking four or more alcoholic beverages in one sitting on at least one occasion during the preceding month at the time of the interview. In 2009, among women aged 18<i>\u2013</i>44 years, the estimated overall prevalence of binge drinking for the 51 reporting areas was 15.2% (range: 6.6% [West Virginia] to 25.6% [North Dakota]; median: 16.4%) (<a href=\"#tab20\">Table 20</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by age group and race/ethnicity. Specifically, approximately 21.2% of women aged 18<i>\u2013</i>24 years were binge drinkers, compared with 15.8% of those aged 25<i>\u2013</i>34 years and 11.7% of those aged 35<i>\u2013</i>44 years. In addition, 17.9% of non-Hispanic white women were binge drinkers, compared with 11.7% of women who identified themselves as other race/ethnicity, 11.0% of Hispanic women, and 10.1% of non-Hispanic black women.</p> \n   <h4>Drinking Alcohol Before Pregnancy (PRAMS)</h4> \n   <p>Drinking alcohol before pregnancy was defined as drinking any amount of an alcoholic beverage, including less than one drink, in an average week during the 3 months before pregnancy. In 2009, among women aged 18<i>\u2013</i>44 years with a recent live birth, the estimated overall prevalence of reported drinking of any alcohol during the 3 months before pregnancy for 29 reporting areas was 54.2% (range: 24.0% [Utah] to 71.6% [Vermont]; median: 59.9%) (<a href=\"#tab21\">Table 21</a>). For all reporting areas combined, the prevalence of this indicator varied by age group and race/ethnicity. Specifically, 56.5% of women aged 35<i>\u2013</i>44 years reported alcohol use 3 months before pregnancy, compared with 56.3% of those aged 25<i>\u2013</i>34 years and 49.6% of women aged 18<i>\u2013</i>24 years. In addition, 65.7% of non-Hispanic white women reported alcohol use during the 3 months before pregnancy, compared with 44.2% of non-Hispanic black women, 39.7% of women who identified themselves as other race/ethnicity, and 32.2% of Hispanic women.</p> \n   <h4>Binge Drinking Before Pregnancy (PRAMS)</h4> \n   <p>Binge drinking before pregnancy was defined as drinking four or more drinks in one sitting at least once during the 3 months before pregnancy. In 2009, among women aged 18<i>\u2013</i>44 years with a recent live birth, the estimated overall prevalence of reported binge drinking before pregnancy for 29 reporting areas was 24.4% (range: 11.8% [Utah] to 34.8% [Minnesota]; median: 25.8%) (<a href=\"#tab22\">Table 22</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by age group and race/ethnicity. Specifically, 26.2% of women aged 18<i>\u2013</i>24 years reported binge drinking during the 3 months before pregnancy, compared with 24.9% of those aged 25<i>\u2013</i>34 years and 17.8% of those aged 35<i>\u2013</i>44 years. In addition, 30.7% of non-Hispanic white women reported binge drinking during the 3 months before pregnancy, compared with 17.2% of women who identified themselves as other race/ethnicity,15.3% of non-Hispanic black women, and 14.5% of Hispanic women.</p> \n   <h4>Domain 6: Nutrition and Physical Activity</h4> \n   <h4>Fruit and Vegetable Intake (BRFSS)</h4> \n   <p>Adequate fruit and vegetable intake was defined as reported combined consumption of fruits and vegetables at least five times per day. In 2009, among women aged 18<i>\u2013</i>44 years, the estimated overall prevalence of reported consumption of fruits and vegetables at least five times per day for the 51 reporting areas was 25.2% (range: 13.4% [Oklahoma] to 33.5% [DC]; median: 25.2%) (<a href=\"#tab23\">Table 23</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by age group and race/ethnicity. Specifically, approximately 26.4% of women aged 35<i>\u2013</i>44 years reported consuming fruits and vegetables at least five times per day, compared with 25.9% of those aged 25<i>\u2013</i>34 years and 21.6% of those aged 18\u201324 years. In addition, 29.6% of women who identified themselves as other race/ethnicity reported consuming fruits and vegetables at least five times per day, compared with 25.0% of non-Hispanic white women, 24.3% of Hispanic women, and 24.2% of non-Hispanic black women.</p> \n   <h4>Overweight Body Mass Index (BRFSS and PRAMS)</h4> \n   <p>Body mass index (BMI) was calculated as weight (kg)/(height [m])<span>2</span>. Overweight (but not obese) was defined as having a BMI of 25.0<i>\u2013</i>29.9 kg/m<span>2</span>. In 2009, among women aged 18<i>\u2013</i>44 years, the estimated overall prevalence of overweight at the time of the interview for the 51 reporting areas was 26.6% (range: 20.0% [Virginia] to 33.0% [Alaska]; median: 26.3%) (<a href=\"#tab24\">Table 24</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by age group and race/ethnicity. Specifically, 28.3% of women aged 35<i>\u2013</i>44 years were overweight, compared with 27.7% of those aged 25<i>\u2013</i>34 years and 21.6% of those aged 18<i>\u2013</i>24 years. In addition, 31.1% of Hispanic women were overweight, compared with 28.4% of non-Hispanic black women, 25.6% of women who identified themselves as other race/ethnicity, and 25.0% of non-Hispanic white women.</p> \n   <p>Among women with a recent live birth, the estimated overall prevalence of overweight just before the most recent pregnancy for 29 reporting areas was 24.9% (range: 21.2% [Wyoming] to 32.1% [Georgia]; median: 24.1%) (<a href=\"#tab25\">Table 25</a>). The prevalence of this indicator varied significantly by race/ethnicity but not by age group. Specifically, 29.3% of Hispanic women were overweight just before they became pregnant, compared with 27.2% of non-Hispanic black women, 23.4% of non-Hispanic white women, and 23.3% of women who identified themselves as other race/ethnicity.</p> \n   <h4>Obesity (BRFSS and PRAMS)</h4> \n   <p>Being obese was defined as having a BMI of \u226530.0. In 2009, among women aged 18<i>\u2013</i>44 years, the estimated overall prevalence of obesity for the 51 reporting areas at the time of the interview was 24.7% (range: 14.5% [Connecticut] to 36.4% [Mississippi]; median: 24.1%) (<a href=\"#tab26\">Table 26</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by age group and race/ethnicity. Specifically, 28.0% of women aged 35<i>\u2013</i>44 years were obese, compared with 25.8% of those aged 25<i>\u2013</i>34 years and 16.6% of those aged 18<i>\u2013</i>24 years. In addition, 39.6% of non-Hispanic black women were obese, compared with 28.2% of Hispanic women, 21.7% of non-Hispanic white women, and 18.2% of women who identified themselves as other race/ethnicity.</p> \n   <p>Among women with a recent live birth, the estimated overall prevalence of prepregnancy obesity for 29 reporting areas was 22.1% (range: 14.4% [Colorado] to 29.0% [Mississippi]; median: 21.3%) (<a href=\"#tab27\">Table 27</a>). Prevalence estimates of this indicator varied significantly by age group and race/ethnicity, similar to estimates of obesity at the time of the interview.</p> \n   <h4>Folic Acid Supplementation During the Month Before Pregnancy (PRAMS)</h4> \n   <p>Folic acid supplementation during the month before pregnancy was defined as taking a multivitamin, prenatal vitamin, or folic acid vitamin every day of the month before pregnancy. In 2009, among women aged 18<i>\u2013</i>44 years with a recent live birth, the estimated overall prevalence of women who reported folic acid supplementation during the month before pregnancy for 29 reporting areas was 29.7% (range: 21.7% [West Virginia] to 38.2% [Vermont]; median: 30.9%) (<a href=\"#tab28\">Table 28</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by age group and race/ethnicity. Specifically, 42.4% of women aged 35<i>\u2013</i>44 years reported folic acid supplementation during the month before pregnancy, compared with 34.5% of those aged 25<i>\u2013</i>34 years and 16.1% of those aged 18<i>\u2013</i>24 years. In addition, 34.2% of non-Hispanic white women reported folic acid supplementation during the month before pregnancy, compared with 33.0% of women who identified themselves as other race/ethnicity, 22.5% of Hispanic women, and 19.5% of non-Hispanic black women.</p> \n   <h4>Participation in Recommended Levels of Physical Activity (BRFSS)</h4> \n   <p>Participation in recommended levels of physical activity during the preceding year was defined as participating in enough moderate or vigorous physical activity in a usual week to meet the U.S. Department of Health and Human Services' recommended levels of physical activity (<i>49</i>). In 2009, among women aged 18<i>\u2013</i>44 years, the estimated overall prevalence of women who reported participation in recommended levels of physical activity for the 51 reporting areas was 51.6% (range: 39.2% [Tennessee] to 62.4% [Idaho]; median: 53.5%) (<a href=\"#tab29\">Table 29</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by age group and race/ethnicity. Specifically, 53.5% of women aged 18<i>\u2013</i>24 years reported participation in recommended levels of physical activity, compared with 52.8% of those aged 25<i>\u2013</i>34 years and 49.7% of those aged 35<i>\u2013</i>44 years. In addition, 55.3% of non-Hispanic white women reported participation in recommended levels of physical activity, compared with 47.7% of Hispanic women, 46.8% of women who identified themselves as other race/ethnicity, and 41.0% of non-Hispanic black women.</p> \n   <h4>Domain 7: Mental Health</h4> \n   <h4>Frequent Mental Distress (BRFSS)</h4> \n   <p>Frequent mental distress was defined as mental health that was not good for at least 14 of the preceding 30 days. In 2009, among women aged 18<i>\u2013</i>44 years, the estimated overall prevalence of women who had frequent mental distress during the previous month for the 51 reporting areas was 13.2% (range: 8.0% [DC] to 18.3% [Arkansas]; median: 12.3%) (<a href=\"#tab30\">Table 30)</a>. For all reporting areas combined, the prevalence of this indicator varied significantly by race/ethnicity but not by age group. Specifically, 15.1% of non-Hispanic black women reported frequent mental distress, compared with 13.4% of Hispanic women, 12.9% of women who identified themselves as other race/ethnicity, and 12.8% of non-Hispanic white women.</p> \n   <h4>Clinical Care for Anxiety or Depression During the 12 Months Before Pregnancy (PRAMS)</h4> \n   <p>Clinical care for anxiety or depression during the 12 months before pregnancy was defined as visiting a health-care provider to be checked or treated for anxiety or depression during the 12 months before pregnancy. In 2009, among women aged 18<i>\u2013</i>44 years with a recent live birth, the estimated overall prevalence of receiving clinical care for anxiety or depression during the 12 months before pregnancy for 29 reporting areas was 11.2% (range: 6.8% [Hawaii] to 21.1% [Maine]; median: 12.8%) (<a href=\"#tab31\">Table 31</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by race/ethnicity but not by age group. Specifically, 13.2% of non-Hispanic white women reported receiving clinical care for anxiety or depression during the 12 months before pregnancy, compared with 9.8% of non-Hispanic black women, 7.9% of women who identified themselves as other race/ethnicity, and 7.3% of Hispanic women.</p> \n   <h4>Postpartum Depressive Symptoms (PRAMS)</h4> \n   <p>Experiencing postpartum depressive symptoms was defined as feeling down, depressed, or sad; hopeless; or slowed down by a substantial degree since the infant's birth. In 2009, among women aged 18<i>\u2013</i>44 years with a recent live birth, the estimated overall prevalence of women who had postpartum depressive symptoms for 29 reporting areas was 11.9% (range: 7.7% [Illinois] to 19.9% in [Arkansas]; median: 12.4%) (<a href=\"#tab32\">Table 32</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by age group and race/ethnicity. Specifically, 14.7% of women aged 18<i>\u2013</i>24 years reported postpartum depressive symptoms, compared with 10.7% of those aged 25<i>\u2013</i>34 years and 10.0% of those aged 35<i>\u2013</i>44 years. In addition, 14.1% of non-Hispanic black women reported postpartum depressive symptoms, compared with 11.8% of non-Hispanic white women, 11.1% of Hispanic women, and 10.2% of women who identified themselves as other race/ethnicity.</p> \n   <h4>Domain 8: Emotional and Social Support</h4> \n   <h4>Physical Abuse During the 12 Months Before Pregnancy (PRAMS)</h4> \n   <p>Physical abuse during the 12 months before pregnancy was defined as being pushed, hit, slapped, kicked, choked, or physically hurt in any other way by a husband or partner during the 12 months before pregnancy. In 2009, among women aged 18<i>\u2013</i>44 years with a recent live birth, the estimated overall prevalence of women who reported physical abuse during the 12 months before pregnancy for 29 reporting areas was 3.8% (range: 1.9% [Oregon] and [Utah] to 5.7% [Oklahoma]; median: 3.5%) (<a href=\"#tab33\">Table 33</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by age group and race/ethnicity. Specifically, 6.7% of women aged 18<i>\u2013</i>24 years reported physical abuse during the 12 months before pregnancy, compared with 2.6% of those aged 25<i>\u2013</i>34 years and 1.9% of those aged 35<i>\u2013</i>44 years. In addition, 5.7% of non-Hispanic black women reported physical abuse during the 12 months before pregnancy, compared with 5.0% of Hispanic women, 3.1% of women who identified themselves as other race/ethnicity, and 3.0% of non-Hispanic white women.</p> \n   <h4>Mental Abuse During the 12 Months Before Pregnancy (PRAMS)</h4> \n   <p>Women who experienced mental abuse during the 12 months before pregnancy were those who reported that a husband or partner threatened them, limited their activities against their will, or made them feel unsafe during the 12 months before pregnancy. In 2009, only the Alaska PRAMS asked about mental abuse. Among women in Alaska aged 18<i>\u2013</i>44 years with a recent live birth, the estimated overall prevalence of women who experienced mental abuse during the 12 months before pregnancy was 2.4% (CI = 1.6\u20133.5). For Alaska, the prevalence of this indicator varied significantly by age group and race/ethnicity. Specifically, 3.5% (CI = 2.0\u20136.0) of women aged 18<i>\u2013</i>24 years reported mental abuse during the 12 months before pregnancy, compared with 2.0% (CI = 1.1\u20133.6) of those aged 25<i>\u2013</i>34 years and 0.3% (CI = 0.1\u20130.7) of those aged 35<i>\u2013</i>44 years. In addition, 4.4% (CI = 2.8\u20136.9) of women who identified themselves as other race/ethnicity reported mental abuse during the 12 months before pregnancy, compared with 3.6% (CI = 0.8\u201314.5) of Hispanic women, 1.3% (CI = 0.6\u20133.0) of non-Hispanic white women, and 0.7% (CI = 0.2\u20132.3) of non-Hispanic black women.</p> \n   <h4>Adequate Emotional and Social Support (BRFSS)</h4> \n   <p>Adequate emotional and social support was defined as always or usually getting the social and emotional support needed. In 2009, among women aged 18<i>\u2013</i>44 years, the estimated overall prevalence of women who reported adequate emotional and social support for the 51 reporting areas was 79.9% (range: 72.5% [Mississippi] to 88.4% [Oregon]; median: 81.5%) (<a href=\"#tab34\">Table 34</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by race/ethnicity but not by age. Specifically, 85.0% of non-Hispanic white women reported adequate emotional and social support, compared with 74.9% of women who identified themselves as other race/ethnicity, 70.5% of Hispanic women, and 69.7% of non-Hispanic black women.</p> \n   <h4>Types of Social and Emotional Support Available to Women After Delivering Their Infant (PRAMS)</h4> \n   <p>Social and emotional support available to women after delivering their infant was defined as having had three or more out of five types of social support available to them since they delivered their infant, including help with child care, help with housework, knowing they would not lose their jobs, having money to make up for not working, and other. In 2009, among women aged 18<i>\u2013</i>44 years with a recent live birth, the estimated overall prevalence of women who had adequate social and emotional support available to them after delivering their infant for two reporting areas was 87.0% (range: 87.0% [Oklahoma] to 87.2% [Rhode Island]; median: 87.1%) (<a href=\"#tab35\">Table 35</a>). For the two reporting areas combined, the prevalence of this indicator varied significantly by race/ethnicity but not by age. Specifically, 90.6.% of non-Hispanic white women reported adequate emotional and social support after delivery of their infant, compared with 87.2% of women who identified themselves as other race/ethnicity, 79.4% of non-Hispanic black women, and 75.5% of Hispanic women.</p> \n   <h4>Domain 9: Chronic Conditions</h4> \n   <h4>Diabetes (BRFSS)</h4> \n   <p>Women with diabetes were those who reported ever being told by a health-care provider that they had diabetes, not including gestational diabetes. In 2009, among women aged 18<i>\u2013</i>44 years, the estimated overall prevalence of women who had diabetes for 51 reporting areas was 3.0% (range: 1.1% [Minnesota] to 6.2% [Tennessee]; median: 2.7%) (<a href=\"#tab36\">Table 36</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by age group and race/ethnicity. Specifically, 4.5% of women aged 35<i>\u2013</i>44 years reported having diabetes, compared with 2.4% of those aged 25<i>\u2013</i>34 years and 1.0% of women aged 18<i>\u2013</i>24 years. In addition, 5.1% of non-Hispanic black women reported being diagnosed with diabetes, compared with 3.6% of Hispanic women, 3.3% of women who identified themselves as other race/ethnicity, and 2.3% of non-Hispanic white women.</p> \n   <h4>Prepregnancy Diabetes (PRAMS)</h4> \n   <p>Women with prepregnancy diabetes were those who reported ever being told by a health-care provider before their most recent pregnancy that they had type I or type II diabetes. In 2009, among women aged 18<i>\u2013</i>44 years with a recent live birth, the estimated overall prevalence of women who had diabetes before pregnancy for 29 reporting areas was 2.1% (range: 1.3% [Minnesota] and [Utah] to 4.0% [Arkansas]; median: 2.1%) (<a href=\"#tab37\">Table 37</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by age group and race/ethnicity. Specifically, 3.4% of those aged 35<i>\u2013</i>44 years reported having diabetes before pregnancy, compared with 2.0% of those aged 25<i>\u2013</i>34 years and 1.8% of those aged 18<i>\u2013</i>24 years. In addition, 3.1% of women who identified themselves as other race/ethnicity reported prepregnancy diabetes, compared with 2.7% of non-Hispanic black women, 2.0% of non-Hispanic white women, and 1.8% of Hispanic women.</p> \n   <h4>Hypertension (BRFSS)</h4> \n   <p>Women with hypertension were those who reported ever being told by a health-care provider that they had hypertension, not including hypertension during pregnancy. In 2009, among women aged 18<i>\u2013</i>44 years, the estimated overall prevalence of women who had hypertension for 51 reporting areas was 10.2% (range: 5.4% [Nebraska] to 19.6% [Mississippi]; median: 9.5%) (<a href=\"#tab38\">Table 38</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by age group and race/ethnicity. Specifically, 14.7% of women aged 35<i>\u2013</i>44 years reported hypertension, not including hypertension during pregnancy, compared with 8.5% of those aged 25<i>\u2013</i>34 years and 4.7% of those aged 18<i>\u2013</i>24 years. In addition, 19.2% of non-Hispanic black women reported hypertension, compared with 9.3% of non-Hispanic white women, 8.2% of Hispanic women, and 7.9% of women who identified themselves as other race/ethnicity.</p> \n   <h4>Hypertension During the 3 Months Before Pregnancy (PRAMS)</h4> \n   <p>Women with prepregnancy hypertension were those who reported having high blood pressure during the 3 months before their most recent pregnancy. In 2009, among women aged 18<i>\u2013</i>44 years with a recent live birth, the estimated overall prevalence of women who had hypertension during the 3 months before pregnancy for 10 reporting areas was 3.0% (range: 1.4% [Utah] to 4.7% [West Virginia]; median: 3.5%) (<a href=\"#tab39\">Table 39</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by age group and race/ethnicity. Specifically, 5.3% of those aged 35<i>\u2013</i>44 years reported hypertension during 3 months before pregnancy, compared with 2.7% of those aged 25<i>\u2013</i>34 years and 2.5% of those aged 18<i>\u2013</i>24 years. In addition, 6.6% of non-Hispanic black women reported having hypertension during 3 months before pregnancy, compared with 2.8% of women who identified themselves as other race/ethnicity, 2.5% of non-Hispanic white women, and 1.7% of Hispanic women.</p> \n   <h4>Asthma (BRFSS)</h4> \n   <p>Women with a current asthma diagnosis were those who reported that a doctor, nurse, or other health professional had ever told them that they had asthma and reported that they still have asthma. In 2009, among women aged 18<i>\u2013</i>44 years, the estimated overall prevalence of women who reported currently having asthma for the 51 reporting areas was 10.7% (range: 6.8% [Georgia] to 15.1% [Massachusetts] and [North Dakota]; median: 11.0%) (<a href=\"#tab40\">Table 40</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by age group and race/ethnicity. Specifically, 12.9% of women aged 18<i>\u2013</i>24 years reported currently having asthma, compared with 10.2% of those aged 25<i>\u2013</i>34 years and 9.8% of those aged 35<i>\u2013</i>44 years. In addition, 12.3% of non-Hispanic black women reported currently having asthma, compared with 11.3% of non-Hispanic white women, 9.8% of women who identified themselves as other race/ethnicity and 7.7% of Hispanic women.</p> \n   <h4>Domain 10: Infections</h4> \n   <h4>Influenza Vaccination During the Preceding Year (BRFSS)</h4> \n   <p>Influenza vaccination during the preceding year was defined as receiving an influenza vaccine during the preceding 12 months (either a vaccine injected into their arm or a vaccine sprayed into their nose). In 2009, among women aged 18<i>\u2013</i>44 years, the estimated overall prevalence of women who reported receiving an influenza vaccination during the preceding year for the 51 reporting areas was 28.2% (range: 17.1% [Florida] to 48.7% [South Dakota]; median: 30.1%) (<a href=\"#tab41\">Table 41</a>). For all reporting areas combined, the prevalence of this indicator varied significantly by age group and race/ethnicity. Specifically, 30.5% of women aged 35<i>\u2013</i>44 years reported receiving an influenza vaccination during the previous year, compared with 27.8% of those aged 25<i>\u2013</i>34 years and 24.3% of those aged 18<i>\u2013</i>24 years. In addition, 30.7% of non-Hispanic white women reported receiving an influenza vaccination within the previous year, compared with 29.3% of women who identified themselves as other race/ethnicity, 22.9% of non-Hispanic black women, and 22.6% of Hispanic women.</p> \n   <h3>Discussion</h3> \n   <p>This report presents the status of 39 preconception health indicators monitored by PRAMS or BRFSS and the 10 preconception health domains recommended by the state working group (<i>38</i>). This is the first published surveillance summary that provides both national and reporting area-specific estimates of the recommended core preconception health indicators and provides an opportunity to monitor changes in preconception health over time (from 2004 to <span>2009</span>).* As such, these findings can help public health decision makers, researchers, and key stakeholders to make state and national comparisons that can be used for needs assessments, resource allocation, and program evaluation. Since 2004, no significant changes occurred in the overall prevalence estimates for seven of the 10 indicators that were defined consistently with those previously reported (i.e., nonuse of contraception prepregnancy, current contraceptive use, diabetes, physical abuse, types of social support, receipt of a postpartum checkup, and hypertension) (<i><a href=\"http://www.cdc.gov/mmwr/preview/mmwrhtml/ss5610a1.htm\">8</a></i>), whereas the status of three indicators (prepregnancy smoking, prepregnancy alcohol consumption, and previous preterm delivery) worsened. Cigarette smoking during the 3 months before pregnancy increased from 23.2% (CI = 22.5<i>\u2013</i>23.9) in 2004 (<i><a href=\"http://www.cdc.gov/mmwr/preview/mmwrhtml/ss5610a1.htm\">8</a></i>) to 25.1% (CI = 24.4<i>\u2013</i>25.9) in 2009. Alcohol use during the same time periods increased from 50.1% (CI = 49.3<i>\u2013</i>50.9) (<i><a href=\"http://www.cdc.gov/mmwr/preview/mmwrhtml/ss5610a1.htm\">8</a></i>) to 54.2% (CI = 53.3<i>\u2013</i>55.1). Previous preterm delivery increased from 11.9% (CI = 11.3<i>\u2013</i>12.5) (<i><a href=\"http://www.cdc.gov/mmwr/preview/mmwrhtml/ss5610a1.htm\">8</a></i>) to 14.4% (CI = 13.5<i>\u2013</i>15.2).</p> \n   <p>The findings in this report suggest opportunities for improving the preconception health of U.S. women. From a public health perspective, one key strategy is to integrate preconception health care into the existing public health services (<i>36</i>). Well-established evidence supports preventive screening and interventions that improve women's health outcomes (e.g., smoking cessation, reduced alcohol consumption, and blood pressure and glucose control) (<i>32,33,50,51</i>). However, much of the evidence for preconception interventions is derived from studying populations of women at high risk for adverse birth outcomes (e.g., those who consume alcohol, smoke, or have histories of previous adverse birth outcomes) or other specific populations (e.g., women intending to get pregnant) (<i>52</i>). A recent literature review reported few published preconception interventions have demonstrated substantial effectiveness for improving pregnancy outcomes (<i>52</i>). The following sections highlight the status of key preconception health domains that included indicators with high prevalence and those that can lead to serious adverse effects on pregnancy outcomes (e.g., tobacco and alcohol use, nutrition and physical activity, and chronic conditions, health care, and reproductive health and family planning). Because nearly all indicators varied significantly by age, race/ethnicity, and reporting area, disparities also are summarized.</p> \n   <h4>Tobacco and Alcohol Use </h4> \n   <p>Tobacco use continues to be a crucial focus area for screening and intervention. Approximately one fourth of women of reproductive age reported prepregnancy smoking and approximately one fifth reported current smoking. Estimates of smoking during the 3 months before pregnancy are higher than the 2004 estimates (23.2%; CI&nbsp;=&nbsp;22.5\u201323.9); however, the estimate of current smoking is similar to the previous estimate (17.9%; CI&nbsp;=&nbsp;17.3\u201318.5) (<i><a href=\"http://www.cdc.gov/mmwr/preview/mmwrhtml/ss5610a1.htm\">8</a></i>). Tobacco use during pregnancy is associated with spontaneous abortions, preterm births, and other adverse birth outcomes such as having infants who are small for gestational age or low birth weight, stillbirth, fetal death, and sudden infant death syndrome (<i>14,53</i>). Clinical practice guidelines have been developed for smoking and include screening reproductive age women for tobacco use (<i>32,53</i>). In addition, providing brief clinical interventions to tobacco users, in general, combined with referrals to telephone quit lines, improves quit rates (<i>54</i>).</p> \n   <p>Approximately one in four women with a recent live birth reported prepregnancy binge drinking and more than half (54%) reported drinking some alcohol during the 3 months before pregnancy. The estimate of any alcohol use during the 3 months before pregnancy in 2009 (54.2%; CI&nbsp;=&nbsp;53.3\u201355.1) was higher than the 2004 estimate (50.1%; CI&nbsp;=&nbsp;49.3\u201350.9) (<i><a href=\"http://www.cdc.gov/mmwr/preview/mmwrhtml/ss5610a1.htm\">8</a></i>). Use of alcohol during pregnancy is associated with spontaneous abortions, stillbirth, preterm delivery, and sudden infant death syndrome (<i>55</i>), and has consistently been shown to result in lifelong disorders in children, known as fetal alcohol spectrum disorders (<i>56,57</i>). U.S. Department of Health and Human Services guidelines advise against any alcohol use if a woman is pregnant or considering becoming pregnant (<i>15</i>). Screening reproductive age women for alcohol use is recommended (<i>15,33,58</i>). Clinical practice guidelines have been developed for alcohol misuse and include counseling and behavioral strategies that include action plans, drinking diaries, stress management, or problem solving (<i>33</i>). Evidence supports the use of electronic devices (e.g., computers, telephones, or mobile devices) for screening women and brief interventions by clinicians to reduce excessive alcohol consumption (<i>27,33,59</i>).</p> \n   <h4>Nutrition and Physical Activity </h4> \n   <p>Scientific evidence and clinical practice guidelines support preconception care interventions that focus on several risk factors under the domain of nutrition and physical activity (<i>28,29</i>), namely obesity and inadequate folic acid intake. These two risk factors are associated with adverse pregnancy outcomes and were highlighted in the 2006 CDC recommendations to improve preconception health (<i><a href=\"http://www.cdc.gov/mmwr/preview/mmwrhtml/rr5506a1.htm\">35</a></i>).</p> \n   <p>The findings in this report indicate that one in four women with a recent live birth was overweight and approximately one in five was obese before they became pregnant. In addition, 25% of nonpregnant women of reproductive age were obese. The 2009 estimate of prepregnancy obesity among this population (22.1%; CI&nbsp;=&nbsp;21.3\u201322.9) is not statistically different from the 2004 estimate (21.9%; CI&nbsp;=&nbsp;21.2\u201322.6) (<i><a href=\"http://www.cdc.gov/mmwr/preview/mmwrhtml/ss5610a1.htm\">8</a></i>); however, the definition used for obesity (BMI \u226530.0) is more restrictive than that used previously (BMI &gt;29.0), making comparisons difficult. Women of reproductive age should be screened for obesity (<i>18,60</i>) because maternal obesity is associated with chronic disease, cesarean delivery, and hypertensive disorders during pregnancy, and weight loss before pregnancy can reduce these risks (<i>61\u201364</i>). Physical activity, particularly when combined with a healthy diet, is effective for promoting weight loss (<i>65</i>) and also reduces the risk for numerous chronic diseases; however<span>,</span> only half of all women reported participating in weekly physical activity that meets recommended levels (<i>49</i>). Counseling to support improvements in diet and physical activity also can promote modest sustained weight loss (<i>66</i>). Experts recommend that overweight women be offered specific behavioral strategies to decrease caloric intake and increase physical activity and be encouraged to enroll in structured weight loss programs (<i>29,67</i>). The Guide to Community Preventive Services recommends technology-supported, multicomponent coaching or counseling interventions that use technology to promote weight loss and control (<i>68</i>). Finally, pharmacotherapy and surgery might be appropriate options for some women (<i>66</i>).</p> \n   <p>Approximately 30% of women reported taking a supplement that contained folic acid every day of the month before pregnancy. Folic acid deficiency before pregnancy increases the risk for neural tube defects in infants, but vitamin supplements can reduce occurrence of neural tube defects by two thirds, and clinical practice guidelines recommend folic acid supplementation (<i>34</i>). Clinicians should advise all women of reproductive age to take a multivitamin or otherwise increase their daily folic acid intake to 400 mg (<i>17,29</i>).</p> \n   <h4>Chronic Conditions</h4> \n   <p>Diabetes is an important area for intervention because it is associated with high risk for serious adverse pregnancy outcomes. The findings in this report documented an overall prevalence of self-reported prepregnancy diagnosed diabetes of 2.1% (CI&nbsp;=&nbsp;1.9\u20132.4), which was similar to the 2004 estimate (1.8%; CI&nbsp;=&nbsp;1.6\u20132.0) (<i><a href=\"http://www.cdc.gov/mmwr/preview/mmwrhtml/ss5610a1.htm\">8</a></i>). Diabetes is a critical preconception health indicator for intervention because of the potential for severe adverse outcomes for the woman and future pregnancies, and availability of effective treatment (<i>69</i>). Women with diabetes before pregnancy have increased risk for pre-eclampsia, hypertension during pregnancy, cesarean delivery, and adverse birth outcomes such as spontaneous abortions, birth defects, preterm delivery, macrosomia, hypoglycemia, and fetal and infant death (<i>19\u201321</i>). Maternal diabetes also is associated with major congenital malformations, which are the leading cause of mortality and serious morbidity in infants of women diagnosed with diabetes (<i>18</i>). Evidence suggests that women diagnosed with diabetes who participate in preconception care to control their blood glucose before conception have markedly reduced rates of having infants with these malformations than women diagnosed with diabetes who do not participate in preconception care (<i>18</i>). The elements of preconception care that are needed to control blood glucose and minimize congenital malformations in women with diabetes include patient education about the interaction of diabetes, pregnancy, and family planning; diabetes self-management skills training; medical care and laboratory testing; and possibly mental health counseling for stress reduction and support for adherence to treatment.</p> \n   <p>Hypertension also is a prominent preconception indicator because of its potential for causing serious adverse pregnancy outcomes and its substantial prevalence among women of reproductive age. One in 10 nonpregnant women reported that they had ever been told that they have hypertension by a medical professional, and 3.0% indicated that they had hypertension during the 3 months before their most recent pregnancy. Hypertension before pregnancy poses serious risks to women if they become pregnant, including preeclampsia (<i>23,70</i>), placental abruption (<i>22,23</i>), and gestational diabetes (<i>71\u201374</i>). Women with hypertension also have an increased risk for adverse birth outcomes such as preterm delivery (<i>23</i>), infants that are small for gestational age (<i>23</i>), and infant death (<i>22\u201324</i>). Evidence suggests that a low-sodium diet can reduce blood pressure among persons with hypertension (<i>30</i>) and provider advice on lifestyle modifications can influence women's efforts to control their high blood pressure (<i>31,75</i>).</p> \n   <h4>Health Care, Reproductive Health, and Family Planning </h4> \n   <p>Women who do not receive needed preventive health services often do not have health insurance (<i>76</i>). The findings in this report indicate that one in four women with a recent live birth did not have health-care coverage during the month before pregnancy, which equates to approximately 500,000 U.S. women of reproductive age. Approximately 20% of women with a recent live birth reported receiving preconception counseling. In contrast, 88.2% of women received a postpartum checkup. The postpartum visit is an opportunity to provide evidence-based interconception care, particularly for women who had an adverse pregnancy outcome or whose last pregnancy was mistimed and to address chronic conditions that might have developed or been identified during pregnancy. Many women reported their most recent pregnancy was unintended (43%), yet more than half (53%) of those not trying to get pregnant were not using contraception at the time of conception. </p> \n   <p>Preventive health visits are opportunities to counsel patients who are not actively trying to get pregnant to use an effective contraception method that they are comfortable using and to address their health risk factors before pregnancy. The Affordable Care Act is designed to increase access to preventive health services by requiring new private health plans to cover a range of recommended preventive services with no cost sharing by the beneficiary, including preconception care during well-woman visits. Because the goals of preconception care are to optimize women's health before pregnancy, which includes contraceptive counseling, health-care access is integral to preconception health (<i>77,78</i>).</p> \n   <h4>Disparities</h4> \n   <p>The findings in this report indicate that preconception health and health-care indicators were worse for women in certain age and race/ethnicity groups. Compared with older women (35\u201344 years), young women (18\u201324 years) frequently had a higher prevalence of risk factors or lower prevalence of protective factors in the following domains: health care, reproductive health, tobacco and alcohol use, mental health, and emotional support. Older women tended to have poorer preconception health in the nutrition and physical activity and chronic conditions domains. All but one indicator (i.e., self-reported experience of miscarriage, fetal death, or stillbirth within 12 months before having a live-born infant) was statistically significantly different by race/ethnicity. Compared with women of other racial/ethnic groups, non-Hispanic black women generally had poorer preconception health in the following domains: social determinants of health, health care, reproductive health, nutrition and physical activity, mental health, emotional support, and chronic conditions. Non-Hispanic white women had poorer preconception health in four of six tobacco and alcohol use indicators. Hispanic women reported less health-care access than women of other racial/ethnic groups. These age and racial/ethnic disparities are consistent with past reports (<i><a href=\"http://www.cdc.gov/mmwr/preview/mmwrhtml/ss5610a1.htm\">8</a>,12,13,79</i>) and highlight the need for strategic efforts to address health disparities and health equity. For example, health-care access might be improved among young women by increasing their awareness of services available through adolescent wellness examinations and college clinics. Additionally, implementing targeted, culturally relevant programs that improve health-care access can reduce racial/ethnic disparities and narrow the racial/ethnic disparities in other preconception health risk factors. Future research could further explore the racial/ethnic differences reported by examining possible explanations and developing and evaluating strategies to address the disparities.</p> \n   <p>Preconception health also varied by state, with southern states (as defined by the U.S. Census <span>Bureau</span>)<span>\u2020</span> generally having the highest prevalence of preconception health problems and risky behaviors. In contrast, Utah had the most favorable prevalences of nine preconception health indicators. These geographic variations might reflect differences in demographic distributions (e.g., age, race, and socioeconomic status), which also are associated with preconception health. Sociocultural norms also might contribute to higher prevalence of some risk factors in southern states, such as smoking and obesity. Expanded health-care access through the Affordable Care Act and efforts to increase access to preconception care through integrating components of preconception care into existing public health programs can improve disparities. Future research should seek to describe these geographical differences in a more detailed way and examine the reasons that they exist.</p> \n   <h3>Limitations</h3> \n   <p>The findings in this report are subject to at least four limitations. First, PRAMS and BRFSS data are self-reported and subject to social desirability bias and recall bias, which could lead to inaccurate estimates (<i>80</i>). Negative behaviors (e.g., smoking, drinking, or exposure to secondhand smoke, particularly before pregnancy) might be underestimated and positive behaviors (e.g., having a postpartum checkup or current use of contraception) might be overestimated. Because chronic conditions often are undiagnosed and contingent on use of health care, self-reported past diagnoses underestimate the actual prevalence, particularly for diabetes and hypertension. National estimates without these biases are available from the National Health and Nutrition Examination Survey. Second, these results are not generalizable. PRAMS data were not available for all states, and PRAMS only surveys women who delivered live births. Therefore, PRAMS data do not represent women who had miscarriages or stillbirths, which are women who might have poorer preconception health. The BRFSS response rate varies by state, and no minimum threshold was required for inclusion. Therefore, BRFSS estimates in states with low response rates might not be representative of all women aged 18\u201344 years in those states. Third, limitations exist with respect to how certain indicators were defined. For example, the denominator for women who had a previous fetal death, miscarriage, or stillbirth might exclude women whose past pregnancies did not result in a live birth. Although this denominator is not ideal for the indicator, only information on previous live births was available. Finally, newer PRAMS and BRFSS data exist. The findings in this report might not be suitable for comparison to findings from future surveys because of recent changes in BRFSS survey methods and wording of certain questions (e.g., fruit and vegetable intake and physical activity). Despite these limitations, PRAMS and BRFSS can be valuable surveillance systems for monitoring preconception health at the state level, and this report fulfills the CDC/ATSDR Preconception Care Work Group's recommendation for monitoring preconception health (<i><a href=\"http://www.cdc.gov/mmwr/preview/mmwrhtml/rr5506a1.htm\">35</a></i>).</p> \n   <h3>Conclusion</h3> \n   <p>Public health, economic, and sociologic considerations are important when developing strategies to address the persistent disparities that were identified in the various preconception health indicators. Evidence-based public health interventions could improve the preconception health indicators with high prevalence, and those that increase the risk for serious adverse effects on pregnancy outcomes, by focusing on reducing tobacco and alcohol use, promoting good nutrition and physical activity, and addressing chronic conditions (<i>52</i>). In addition, evidence-based preconception health interventions should be cost-effective (e.g., tobacco cessation during pregnancy and folic acid supplementation) (<i>17,29,81,82</i>). Finally, rather than focusing on changing individual behaviors, interventions could focus on changing policies and systems so that social environments foster healthy lifestyles and promote health equity. For example, increasing the unit price of tobacco (<i>83</i>), using regulatory authority to limit alcohol outlet density (<i>84</i>), and implementing thoughtful land-use policies that support physical activity (<i>85</i>) have been shown to be effective interventions. However, research demonstrating the effectiveness of these strategies on reducing disparities is lacking. The results also reinforce the need for continued efforts to expand health-care coverage for nonpregnant women of reproductive age and improve their preconception health through evidence-based clinical interventions and public health programs. Expanded access to and use of preventive services can improve health outcomes overall and reduce disparities among disadvantaged groups.</p> \n   <p>The findings in this report can be used by public health decision makers, researchers, and key stakeholders to benchmark the status of preconception health among women of reproductive age, evaluate the effectiveness of current preconception health programs, and assess program development needs. Developing, testing, and evaluating interventions might highlight effective strategies that could be modified to improve preconception health. Feasibility research and randomized trials also can be used to identify new preconception health strategies. PRAMS and BRFSS surveillance data provide comprehensive information about the status of preconception health at the state level. Ongoing surveillance and research are needed to monitor the effect of improved coverage and access to health care on women's preconception health status and pregnancy outcomes.</p> \n   <h3>References</h3> \n   <ol> \n    <li> US Department of Health and Human Services. Healthy People 2020. Washington, DC: CDC; 2013. Available at www.healthypeople.gov.</li> \n    <li> Finer LB, Zolna MR. Unintended pregnancy in the United States: incidence and disparities, 2006. Contraception 2011;84:478\u201385.</li> \n    <li> Anachebe NF, Sutton MY. Racial disparities in reproductive health outcomes. Am J Obstet Gyn 2003;188:S37\u201342.</li> \n    <li> Bryant AS, Worjoloh A, Caughey AB, Washington AE. Racial/ethnic disparities in obstetric outcomes and care: prevalence and determinants. Am J Obstet Gyn 2010;202:335\u201343.</li> \n    <li> Collins JW Jr, David RJ. 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Prevalence of multiple chronic conditions among US adults: estimates from the National Health Interview Survey, 2010. Prev Chronic Dis 2013;10:E65.</li> \n    <li> Xaverius PK, Salas J. Surveillance of preconception health indicators in Behavioral Risk Factor Surveillance System: emerging trends in the 21st century. J Womens Health 2013;22:203\u20139.</li> \n    <li> Bish CL, Farr S, Johnson D, McAnally R. Preconception health of reproductive aged women of the Mississippi River Delta. Matern Child Health J 2012;16(Suppl 2):250\u20137.</li> \n    <li> CDC. Preconception health indicators among women\u2014Texas, 2002\u20132010. MMWR 2012;61:550\u20135.</li> \n    <li> Cheng D, Schwarz EB, Douglas E, Horon I. Unintended pregnancy and associated maternal preconception, prenatal and postpartum behaviors. Contraception 2009;79:194\u20138.</li> \n    <li> Shulman HB, Gilbert BC, Lansky A. The Pregnancy Risk Assessment Monitoring System (PRAMS): current methods and evaluation of 2001 response rates. Public Health Rep 2006;121:74\u201383.</li> \n    <li> <a href=\"http://www.cdc.gov/mmwr/preview/mmwrhtml/ss6201a1.htm?s_cid=ss6201a1_w\">CDC. Surveillance of certain health behaviors and conditions among states and selected local areas\u2014 United States, 2010. MMWR 2013:(No. SS-1).</a></li> \n    <li> CDC. Behavioral Risk Factor Surveillance System operational and user's guide. Version 3.0. Atlanta, GA: CDC; 2006. Available at ftp://ftp.cdc.gov/pub/Data/Brfss/userguide.pdf.</li> \n    <li> Research Triangle Institute. SUDAAN: software for the statistical analysis of correlated data, release 10. Research Triangle Park, NC: Research Triangle Institute; 2008.</li> \n    <li> US Department of Health and Human Services. Physical activity guidelines for Americans. Hyattsville, MD: US Department of Health and Human Services; 2008. 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Obstet Gynecol 2010;116:1241\u20134.</li> \n    <li> Stead LF, Perera R, Lancaster T. Telephone counselling for smoking cessation. Cochrane Database Syst Rev. 2009; (3): CD002850. Available at <a href=\"http://www.thecochranelibrary.com/userfiles/ccoch/file/World%20No%20Tobacco%20Day/CD002850.pdf\">http://www.thecochranelibrary.com/userfiles/ccoch/file/World%20No%20Tobacco%20Day/CD002850.pdf</a>. </li> \n    <li> Bailey BA, Sokol RJ. Prenatal alcohol exposure and miscarriage, stillbirth, preterm delivery, and sudden infant death syndrome. Alcohol Res Health 2011;34:86\u201391.</li> \n    <li> Sokol RJ, Delaney-Black V, Nordstrom B. Fetal alcohol spectrum disorder. JAMA 2003;290:2996\u20139.</li> \n    <li> CDC. National Task Force on Fetal Alcohol Syndrome and Fetal Alcohol Effect: defining the national agenda for fetal alcohol syndrome and other prenatal alcohol-related effects. MMWR 2002;51:(No. RR-14).</li> \n    <li> American College of Obstetricians and Gynecologists. Substance abuse in pregnancy. Int J Gynaecol Obstet 1994;47:73\u201380.</li> \n    <li> American College of Obstetricians and Gynecologists. ACOG Committee Opinion Number 486, August 2011. At-risk drinking and alcohol dependence: obstetric and gynecologic implications. Obstet Gynecol 2011;118(2 Pt 1):383\u20138.</li> \n    <li> US Department of Health and Human Services. Clinical guidelines on the identification, evaluation, and treatment of overweight and obesity in adults. Bethesda, MD: US Department of Health and Human Services; 1998.</li> \n    <li> Chu SY, Callaghan WM, Kim SY, et al. Maternal obesity and risk of gestational diabetes mellitus. Diabetes Care 2007;30:2070\u20136.</li> \n    <li> Arendas K, Qiu Q, Gruslin A. Obesity in pregnancy: pre-conceptional to postpartum consequences. J Obstet Gynaecol Can 2008;30:477\u201388.</li> \n    <li> Chu SY, Kim SY, Schmid CH, et al. Maternal obesity and risk of cesarean delivery: a meta-analysis. Obes Rev 2007;8:385\u201394.</li> \n    <li> Gottlieb AG, Galan HL. Shoulder dystocia: an update. Obstet Gynecol Clin North Am 2007;34:501\u201331, xii.</li> \n    <li> Shaw KA, Gennat HC, O'Rourke P, Del Mar C. Exercise for overweight or obesity. Cochrane Database Syst Rev 2006:CD003817.</li> \n    <li> American College of Obstetricians and Gynecologists. The role of the obstetrician-gynecologist in the assessment and management of obesity. Washington, DC: American College of Obstetricians and Gynecologists; 2005.</li> \n    <li> Nawaz Haq, Katz L. American College of Preventive Medicine Practice policy statement: weight management counseling of overweight adults. Am J Prev Med 2001;21:73\u20138.</li> \n    <li> Community Preventive Services Task Force. Obesity prevention and control: technology-supported multicomponent coaching or counseling interventions to reduce weight and maintain weight loss (abbreviated). In: Guide to community preventive services; 2009. Atlanta, GA: Community and Preventive Services Task Force. Available at www.thecommunityguide.org/obesity/TechnicalCoaching.html.</li> \n    <li> Dunlop AL, Jack BW, Bottalico JN, et al. The clinical content of preconception care: women with chronic medical conditions. Am J Obstet Gynecol 2008;199(6 Suppl 2):S310\u201327.</li> \n    <li> Duckitt K, Harrington D. Risk factors for pre-eclampsia at antenatal booking: systematic review of controlled studies. BMJ 2005;330:565.</li> \n    <li> Hedderson MM, Ferrara A. High blood pressure before and during early pregnancy is associated with an increased risk of gestational diabetes mellitus. Diabetes Care 2008 31:2362\u20137.</li> \n    <li> McMahon MJ, Ananth CV, Liston RM. Gestational diabetes mellitus. Risk factors, obstetric complications and infant outcomes. J Reprod Med 1998;43:372\u20138.</li> \n    <li> Zetterstrom K, Lindeberg SN, Haglund B, Hanson U. Maternal complications in women with chronic hypertension: a population-based cohort study. Acta Obstet Gynecol Scand 2005;84:419\u201324.</li> \n    <li> Rey E, Couturier A. The prognosis of pregnancy in women with chronic hypertension. Am J Obstet Gynecol 1994;171:410\u20136.</li> \n    <li> Bombard JM, Robbins CL, Dietz PM, Valderrama AL. Preconception care: the perfect opportunity for health care providers to advise lifestyle changes for hypertensive women. Am J Health Promotion 2013 ;27(3 Suppl):S43\u20139.</li> \n    <li> DeVoe JE, Fryer GE, Phillips R, Green L. Receipt of preventive care among adults: insurance status and usual source of care. Am J Public Health 2003;93:786\u201391.</li> \n    <li> American College of Obstetricians and Gynecologists. ACOG Committee opinion number 313, September 2005. The importance of preconception care in the continuum of women's health care. Obstet Gynecol 2005;106:665\u20136.</li> \n    <li> Hillemeier MM, Weisman CS, Chase GA, Dyer AM, Shaffer ML. Women's preconceptional health and use of health services: implications for preconception care. Health Serv Res 2008;43(1 Pt 1):54\u201375.</li> \n    <li> Institutes of Medicine. Unequal treatment: confronting racial and ethnic disparities in health care (with CD). Smedley BD, Stith AY, Nelson AR, eds. Washington, DC: The National Academies Press; 2003.</li> \n    <li> Dietz PM, Homa D, England LJ, et al. Estimates of nondisclosure of cigarette smoking among pregnant and nonpregnant women of reproductive age in the United States. Am J Epidemiol 2011;173:355\u20139.</li> \n    <li> Adams KE, Markowitz S, Kannan V, et al. Reducing prenatal smoking: the role of state policies. Am J Prev Med 2012;43:34\u201340.</li> \n    <li> US Preventive Services Task Force. A clinical practice guideline for treating tobacco use and dependence: 2008 update. A U.S. Public Health Service report. Am J Prev Med 2008;35:158\u201376.</li> \n    <li> Community Preventive Services Task Force. Reducing tobacco use and secondhand smoke exposure: increasing the unit price of tobacco products (abbreviated) 2012. In: Guide to community preventive services. Atlanta, GA: Community Preventive Services Task Force; 2012. Available at www.thecommunityguide.org/tobacco/increasingunitprice.html.</li> \n    <li> Community Preventive Services Task Force. Preventing excessive alcohol consumption: regulation of alcohol outlet density 2007. In: Guide to community preventive services. Atlanta, GA: Community Preventive Services Task Force; 2010. Available at www.thecommunityguide.org/alcohol/outletdensity.html.</li> \n    <li> Community Preventive Services Task Force. Environmental and policy approaches to increase physical activity: community-scale urban design land use policies 2004. In: Guide to community preventive services. Atlanta, GA: Community Preventive Services Task Force; 2004. Available at www.thecommunityguide.org/pa/environmental-policy/communitypolicies.html.</li> \n   </ol> \n   <br> \n   <div> \n    <p>* Ten indicators were defined consistently in a previous summary of 2004 PRAMS data (<i>8</i>), providing opportunities to monitor changes in preconception health from 2004 to 2009 among women recently delivering a live-born infant in the 20 reporting areas that monitored those indicators in both years. However, because this summary used definitions recommended by the state work group (<i>38</i>), which occurred after the release of the previous summary, six indicators in this surveillance summary differ from the previous report (<i>8</i>). In addition, this report presented 23 new preconception health indicators that have not previously been summarized by age and race/ethnicity in a comprehensive report for all states with available data.</p> \n    <p><span>\u2020 </span>The Southern states are designated by the U.S. Census Bureau and include Florida, Georgia, Alabama, Mississippi, South Carolina, North Carolina, Virginia, DC, Maryland, Louisiana, Arizona, Oklahoma, Texas, Tennessee, Kentucky, West Virginia, and Virginia.</p> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <td scope=\"row\"> <p><b><a name=\"box\" href=\"http://www.cdc.gov\"></a>BOX. Summary of preconception health domains </b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> \n        <ol> \n         <li> General health status and life satisfaction. Self-rated health</li> \n         <li> Social determinants of health. Education; poverty</li> \n         <li> Health care. Access to and use of health care; access to dental care; reproductive health care; content and quality of care</li> \n         <li> Reproductive health and family planning. Previous preterm birth; previous fetal death, miscarriage, or stillbirth; inter-pregnancy interval/birth spacing; pregnancy intention; contraception (access, availability, and use); use of assisted reproductive technology</li> \n         <li> Tobacco and alcohol use. Smoking; secondhand smoke exposure; alcohol consumption</li> \n         <li> Nutrition and physical activity. Fruit and vegetable consumption; obesity and overweight; folic acid supplementation; exercise/physical activity</li> \n         <li> Mental health. General mental distress; anxiety and depression; postpartum depression</li> \n         <li> Emotional and social support. Domestic abuse (physical and mental); adequacy of support</li> \n         <li> Chronic conditions. Diabetes, hypertension, asthma</li> \n         <li> Infections. HIV; sexually transmitted infections; immunizations</li> \n        </ol> <p><b>Source:</b> Broussard DL, Sappenfield WB, Fussman C, Kroelinger CD, Grigorescu V. Core state preconception health indicators: a voluntary, multi-state selection process. Matern Child Health J 2011;15:158\u201368.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"4\"> <p><b><a name=\"tab1\" href=\"http://www.cdc.gov\"></a>TABLE 1. Preconception health measures by domain, data source, and number of reporting areas \u2014 Behavioral Risk Factor Surveillance System and the Pregnancy Risk Assessment Monitoring System, United States, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Preconception health measure</b></p> </td> \n       <td> <p><b>Table no.</b></p> </td> \n       <td> <p><b>Data source</b></p> </td> \n       <td> <p><b>No. areas</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>General health status and life satisfaction</b></p> </td> \n       <td> </td> \n       <td> </td> \n       <td></td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported good\u2013very good or excellent health</p> </td> \n       <td> <p>2</p> </td> \n       <td> <p>BRFSS</p> </td> \n       <td> <p>51*</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Social determinants of health</b></p> </td> \n       <td></td> \n       <td></td> \n       <td></td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported having a high school education/GED or greater</p> </td> \n       <td> <p>3</p> </td> \n       <td> <p>BRFSS</p> </td> \n       <td> <p>51*</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Health care</b></p> </td> \n       <td></td> \n       <td></td> \n       <td></td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported currently having some type of health-care coverage</p> </td> \n       <td> <p>4</p> </td> \n       <td> <p>BRFSS</p> </td> \n       <td> <p>51*</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported having had health-care coverage during the month before pregnancy</p> </td> \n       <td> <p>5</p> </td> \n       <td> <p>PRAMS</p> </td> \n       <td> <p>29<span>\u2020</span> </p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported having had a routine checkup in the past year</p> </td> \n       <td> <p>6</p> </td> \n       <td> <p>BRFSS</p> </td> \n       <td> <p>51*</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported having had a postpartum checkup<span>\u00a7</span></p> </td> \n       <td> <p>7</p> </td> \n       <td> <p>PRAMS</p> </td> \n       <td> <p>16<span>\u00b6</span></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported having had their teeth cleaned during the 12 months before pregnancy**</p> </td> \n       <td> <p>8</p> </td> \n       <td> <p>PRAMS</p> </td> \n       <td> <p>29<span>\u2020</span></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported having had a Papanicolaou test within the past 3 years<span>\u2020\u2020</span></p> </td> \n       <td> <p>9</p> </td> \n       <td> <p>BRFSS</p> </td> \n       <td> <p>51*</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported having received preconception counseling about healthy lifestyle behaviors and prevention strategies from a health-care provider before pregnancy on at least five of 11 healthy lifestyle behaviors and prevention strategies before pregnancy**</p> </td> \n       <td> <p>10</p> </td> \n       <td> <p>PRAMS</p> </td> \n       <td> <p>4<span>\u00a7\u00a7</span></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Reproductive health and family planning</b></p> </td> \n       <td></td> \n       <td></td> \n       <td></td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported that their previous live birth was more than 3 weeks before the due date (among multiparous women)<span>\u00a7</span></p> </td> \n       <td> <p>11</p> </td> \n       <td> <p>PRAMS</p> </td> \n       <td> <p>29<span>\u2020</span></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported having had experienced a miscarriage\u2013fetal death or stillbirth in the 12 months before getting pregnant with their most recent live born infant</p> </td> \n       <td> <p>12</p> </td> \n       <td> <p>PRAMS</p> </td> \n       <td> <p>2<span>\u00b6\u00b6</span></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported most recent pregnancy resulting in a live birth was unintended (unwanted or wanted later)</p> </td> \n       <td> <p>13</p> </td> \n       <td> <p>PRAMS</p> </td> \n       <td> <p>29<span>\u2020</span></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported that they were not trying to get pregnant at the time of conception and neither they nor their husbands or partners were doing anything to keep from getting pregnant<span>\u00a7</span> </p> </td> \n       <td> <p>14</p> </td> \n       <td> <p>PRAMS</p> </td> \n       <td> <p>29<span>\u2020</span></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported that they or their husbands or partners were currently doing something to keep from getting pregnant<span>\u00a7</span></p> </td> \n       <td> <p>15</p> </td> \n       <td> <p>PRAMS</p> </td> \n       <td> <p>29<span>\u2020</span></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported that they used fertility drugs or received any medical procedures from a doctor, nurse, or other health-care worker to help them get pregnant (among women who were trying to get pregnant at the time of conception)</p> </td> \n       <td> <p>16</p> </td> \n       <td> <p>PRAMS</p> </td> \n       <td> <p>8***</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Tobacco and alcohol use</b></p> </td> \n       <td></td> \n       <td></td> \n       <td></td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported that they currently smoke everyday or some days</p> </td> \n       <td> <p>17</p> </td> \n       <td> <p>BRFSS</p> </td> \n       <td> <p>51*</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported that they smoked cigarettes during the 3 months before pregnancy<span>\u00a7</span></p> </td> \n       <td> <p>18</p> </td> \n       <td> <p>PRAMS</p> </td> \n       <td> <p>29<span>\u2020</span></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported that smoking is currently allowed in their home (current second hand smoke exposure)</p> </td> \n       <td> <p>19</p> </td> \n       <td> <p>PRAMS</p> </td> \n       <td> <p>29<span>\u2020</span> </p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported that they participated in binge drinking on at least one occasion in the past month</p> </td> \n       <td> <p>20</p> </td> \n       <td> <p>BRFSS</p> </td> \n       <td> <p>51*</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported that they drank any amount of alcohol during the 3 months before pregnancy<span>\u00a7</span></p> </td> \n       <td> <p>21</p> </td> \n       <td> <p>PRAMS</p> </td> \n       <td> <p>29<span>\u2020</span> </p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported that they participated in binge drinking during the 3 months before pregnancy</p> </td> \n       <td> <p>22</p> </td> \n       <td> <p>PRAMS</p> </td> \n       <td> <p>29<span>\u2020</span></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Nutrition and physical activity</b></p> </td> \n       <td></td> \n       <td></td> \n       <td></td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported that they consume fruits and vegetables at least five times per day</p> </td> \n       <td> <p>23</p> </td> \n       <td> <p>BRFSS</p> </td> \n       <td> <p>51*</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Overweight: Body Mass Index (BMI) 25.0\u201329.9</p> </td> \n       <td> <p>24</p> </td> \n       <td> <p>BRFSS</p> </td> \n       <td> <p>51*</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Overweight: percentage of women with a pre-pregnancy BMI 25.0\u201329.9**</p> </td> \n       <td> <p>25</p> </td> \n       <td> <p>PRAMS</p> </td> \n       <td> <p>29*</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Obesity: percentage of women with a BMI \u226530 </p> </td> \n       <td> <p>26</p> </td> \n       <td> <p>BRFSS</p> </td> \n       <td> <p>51<span>\u2020</span></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Obesity: percentage of women with a pre-pregnancy BMI \u226530**</p> </td> \n       <td> <p>27</p> </td> \n       <td> <p>PRAMS</p> </td> \n       <td> <p>29<span>\u2020</span></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported that they took a multivitamin\u2013prenatal vitamin\u2013or a folic acid supplement everyday of the month before pregnancy**</p> </td> \n       <td> <p>28</p> </td> \n       <td> <p>PRAMS</p> </td> \n       <td> <p>29<span>\u2020</span></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported that they participate in enough moderate and/or vigorous physical activity in a usual week to meet the recommended levels of physical activity</p> </td> \n       <td> <p>29</p> </td> \n       <td> <p>BRFSS</p> </td> \n       <td> <p>51*</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"4\"> <p><b>TABLE 1. (</b><b><i>Continued</i></b><b>) Preconception health measures by domain, data source, and number of reporting areas \u2014 Behavioral Risk Factor Surveillance System and the Pregnancy Risk Assessment Monitoring System, United States, </b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Preconception health measure</b></p> </td> \n       <td> <p><b>Table no.</b></p> </td> \n       <td> <p><b>Data source</b></p> </td> \n       <td> <p><b>No. areas</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Mental health</b></p> </td> \n       <td> </td> \n       <td> </td> \n       <td> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported that their mental health was not good for at least 14 out of the past 30 days</p> </td> \n       <td> <p>30</p> </td> \n       <td> <p>BRFSS</p> </td> \n       <td> <p>51*</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported that they visited a health-care provider to be checked or treated for anxiety or depression during the 12 months before pregnancy</p> </td> \n       <td> <p>31</p> </td> \n       <td> <p>PRAMS</p> </td> \n       <td> <p>29<span>\u2020</span> </p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported that they experienced depression symptoms after pregnancy</p> </td> \n       <td> <p>32</p> </td> \n       <td> <p>PRAMS</p> </td> \n       <td> <p>29<span>\u2020</span></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Emotional and social support</b></p> </td> \n       <td></td> \n       <td></td> \n       <td></td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported that they were physically abused by their partner during the 12 months before pregnancy<span>\u00a7</span></p> </td> \n       <td> <p>33</p> </td> \n       <td> <p>PRAMS</p> </td> \n       <td> <p>29<span>\u2020</span></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported that they always or usually get adequate social and emotional support they need</p> </td> \n       <td> <p>34</p> </td> \n       <td> <p>BRFSS</p> </td> \n       <td> <p>51*</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported that they had \u22653 of 5 types of social support available to them after delivering their baby<span>\u00a7</span> </p> </td> \n       <td> <p>35</p> </td> \n       <td> <p>PRAMS</p> </td> \n       <td> <p>2<span>\u2020\u2020\u2020</span></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Chronic conditions</b></p> </td> \n       <td></td> \n       <td></td> \n       <td></td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported that they had ever been told by a health-care provider that they had diabetes (not including gestational diabetes)</p> </td> \n       <td> <p>36</p> </td> \n       <td> <p>BRFSS</p> </td> \n       <td> <p>51*</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported that before their most recent pregnancy they had ever been told by a health-care provider that they had Type I or Type II diabetes<span>\u00a7</span></p> </td> \n       <td> <p>37</p> </td> \n       <td> <p>PRAMS</p> </td> \n       <td> <p>29<span>\u2020</span></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported that they had ever been told by a health-care provider that they had hypertension (not including hypertension during pregnancy)</p> </td> \n       <td> <p>38</p> </td> \n       <td> <p>BRFSS</p> </td> \n       <td> <p>51*</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported that they had hypertension during the 3 months before their most recent pregnancy<span>\u00a7</span></p> </td> \n       <td> <p>39</p> </td> \n       <td> <p>PRAMS</p> </td> \n       <td> <p>10<span>\u00a7\u00a7\u00a7</span></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported that they currently have asthma</p> </td> \n       <td> <p>40</p> </td> \n       <td> <p>BRFSS</p> </td> \n       <td> <p>51*</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Infections</b></p> </td> \n       <td></td> \n       <td></td> \n       <td></td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Reported that they received an influenza vaccination within the past year</p> </td> \n       <td> <p>41</p> </td> \n       <td> <p>BRFSS</p> </td> \n       <td> <p>51*</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"4\"> <p><b>Abbreviation:</b> GED = general equivalency diploma.</p> <p> * Includes 50 U.S. states and the District of Columbia.</p> <p> <span>\u2020</span> Alaska, Arkansas, Colorado, Delaware, Georgia, Hawaii, Illinois, Maine, Maryland, Massachusetts, Michigan, Minnesota, Mississippi, Missouri, Nebraska, New Jersey, Ohio, Oklahoma, Oregon, Pennsylvania, Rhode Island, Tennessee, Texas, Utah, Vermont, Washington, West Virginia, Wisconsin, and Wyoming.</p> <p><span> \u00a7 </span>Previously reported in CDC. Preconception and interconception health status of women who recently gave birth to a live-born infant \u2014 Pregnancy Risk Assessment Monitoring System (PRAMS), United States, 26 reporting areas, 2004. MMWR 2007;56:(No. SS-10).</p> <p><span> \u00b6</span> Arkansas, Georgia, Hawaii, Massachusetts, Michigan, Minnesota, Mississippi, New Jersey, Ohio, Rhode Island, Tennessee, Texas, Utah, Washington, West Virginia, and Wisconsin.</p> <p> ** The definition of this preconception health indicator changed from the last surveillance summary.</p> <p> <span>\u2020\u2020 </span>Papanicolaou test data represents 2008 data.</p> <p> <span>\u00a7\u00a7</span> Maryland, Michigan, New Jersey, and Ohio.</p> <p> <span>\u00b6\u00b6</span> Delaware and Wisconsin.</p> <p> *** Delaware, Illinois, Maryland, Massachusetts, Michigan, Missouri, Nebraska, and Utah.</p> <p> <span>\u2020\u2020\u2020</span> Oklahoma and Rhode Island.</p> <p><span> \u00a7\u00a7\u00a7 </span>Delaware, Hawaii, Maryland, Michigan, Minnesota, Missouri, Utah, West Virginia, Wisconsin, and Wyoming.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab2\" href=\"http://www.cdc.gov\"></a>TABLE 2. Estimated prevalence of women aged 18\u201344 years who reported that their general health status was good, very good, or excellent overall and by age group and race/ethnicity \u2014 Behavioral Risk Factor Surveillance System, United States, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity*</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u2020</span></p> </td> \n       <td> <p><b>CI</b><span>\u00a7</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alabama</p> </td> \n       <td> <p><b>87.2</b></p> </td> \n       <td> <p><b>(84.5\u201389.4)</b></p> </td> \n       <td> <p>93.4</p> </td> \n       <td> <p>(88.1\u201396.4)</p> </td> \n       <td> <p>89.4</p> </td> \n       <td> <p>(85.3\u201392.5)</p> </td> \n       <td> <p>82.9</p> </td> \n       <td> <p>(78.2\u201386.7)</p> </td> \n       <td> <p>89.6</p> </td> \n       <td> <p>(86.1\u201392.4)</p> </td> \n       <td> <p>81.7</p> </td> \n       <td> <p>(76.7\u201385.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>90.4</b></p> </td> \n       <td> <p><b>(84.2\u201394.4)</b></p> </td> \n       <td> <p>83.2</p> </td> \n       <td> <p>(61.3\u201394.0)</p> </td> \n       <td> <p>93.8</p> </td> \n       <td> <p>(85.7\u201397.4)</p> </td> \n       <td> <p>91.9</p> </td> \n       <td> <p>(85.9\u201395.4)</p> </td> \n       <td> <p>93.9</p> </td> \n       <td> <p>(89.2\u201396.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>81.8</p> </td> \n       <td> <p>(60.8\u201392.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arizona</p> </td> \n       <td> <p><b>90.1</b></p> </td> \n       <td> <p><b>(86.9\u201392.7)</b></p> </td> \n       <td> <p><span>99.7\u00b6</span></p> </td> \n       <td> <p>(98.1\u2013 100)</p> </td> \n       <td> <p>89.8</p> </td> \n       <td> <p>(84.2\u201393.6)</p> </td> \n       <td> <p>86.5</p> </td> \n       <td> <p>(81.1\u201390.6)</p> </td> \n       <td> <p>94.0</p> </td> \n       <td> <p>(90.4\u201396.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>88.1</p> </td> \n       <td> <p>(78.1\u201393.9)</p> </td> \n       <td> <p>83.5</p> </td> \n       <td> <p>(75.1\u201389.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>86.1</b></p> </td> \n       <td> <p><b>(81.7\u201389.5)</b></p> </td> \n       <td> <p><span>85.2\u00b6</span></p> </td> \n       <td> <p>(70.6\u201393.3)</p> </td> \n       <td> <p>87.1</p> </td> \n       <td> <p>(79.6\u201392.0)</p> </td> \n       <td> <p>85.5</p> </td> \n       <td> <p>(80.4\u201389.5)</p> </td> \n       <td> <p>87.7</p> </td> \n       <td> <p>(83.2\u201391.2)</p> </td> \n       <td> <p>82.7</p> </td> \n       <td> <p>(71.6\u201390.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>California</p> </td> \n       <td> <p><b>85.2</b></p> </td> \n       <td> <p><b>(83.5\u201386.7)</b></p> </td> \n       <td> <p>90.4</p> </td> \n       <td> <p>(86.0\u201393.5)</p> </td> \n       <td> <p>87.8</p> </td> \n       <td> <p>(85.3\u201389.9)</p> </td> \n       <td> <p>79.0</p> </td> \n       <td> <p>(76.3\u201381.4)</p> </td> \n       <td> <p>93.3</p> </td> \n       <td> <p>(91.3\u201394.9)</p> </td> \n       <td> <p>90.2</p> </td> \n       <td> <p>(82.7\u201394.6)</p> </td> \n       <td> <p>93.4</p> </td> \n       <td> <p>(89.1\u201396.1)</p> </td> \n       <td> <p>76.8</p> </td> \n       <td> <p>(73.8\u201379.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>90.5</b></p> </td> \n       <td> <p><b>(88.6\u201392.2)</b></p> </td> \n       <td> <p>91.4</p> </td> \n       <td> <p>(85.2\u201395.1)</p> </td> \n       <td> <p>90.7</p> </td> \n       <td> <p>(87.3\u201393.3)</p> </td> \n       <td> <p>89.9</p> </td> \n       <td> <p>(87.4\u201391.9)</p> </td> \n       <td> <p>94.7</p> </td> \n       <td> <p>(93.0\u201395.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>89.5</p> </td> \n       <td> <p>(77.6\u201395.4)</p> </td> \n       <td> <p>78.2</p> </td> \n       <td> <p>(72.0\u201383.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Connecticut</p> </td> \n       <td> <p><b>93.1</b></p> </td> \n       <td> <p><b>(90.5\u201395.0)</b></p> </td> \n       <td> <p>91.9</p> </td> \n       <td> <p>(81.8\u201396.6)</p> </td> \n       <td> <p>95.6</p> </td> \n       <td> <p>(91.6\u201397.7)</p> </td> \n       <td> <p>91.9</p> </td> \n       <td> <p>(88.5\u201394.4)</p> </td> \n       <td> <p>94.0</p> </td> \n       <td> <p>(91.0\u201396.1)</p> </td> \n       <td> <p>94.9</p> </td> \n       <td> <p>(86.4\u201398.2)</p> </td> \n       <td> <p>84.3</p> </td> \n       <td> <p>(66.5\u201393.6)</p> </td> \n       <td> <p>91.3</p> </td> \n       <td> <p>(84.1\u201395.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>94.6</b></p> </td> \n       <td> <p><b>(91.6\u201396.5)</b></p> </td> \n       <td> <p>93.2</p> </td> \n       <td> <p>(81.3\u201397.8)</p> </td> \n       <td> <p>95.6</p> </td> \n       <td> <p>(91.4\u201397.8)</p> </td> \n       <td> <p>94.6</p> </td> \n       <td> <p>(91.6\u201396.5)</p> </td> \n       <td> <p>95.5</p> </td> \n       <td> <p>(91.9\u201397.5)</p> </td> \n       <td> <p>94.0</p> </td> \n       <td> <p>(88.1\u201397.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>D.C.</p> </td> \n       <td> <p><b>94.5</b></p> </td> \n       <td> <p><b>(92.3\u201396.1)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>96.8</p> </td> \n       <td> <p>(93.6\u201398.4)</p> </td> \n       <td> <p>89.1</p> </td> \n       <td> <p>(84.2\u201392.7)</p> </td> \n       <td> <p>97.8</p> </td> \n       <td> <p>(95.4\u201398.9)</p> </td> \n       <td> <p>91.4</p> </td> \n       <td> <p>(86.8\u201394.5)</p> </td> \n       <td> <p>98.9<span>\u00b6</span></p> </td> \n       <td> <p>(95.5\u201399.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Florida</p> </td> \n       <td> <p><b>87.6</b></p> </td> \n       <td> <p><b>(84.5\u201390.2)</b></p> </td> \n       <td> <p>75.9</p> </td> \n       <td> <p>(59.8\u201386.9)</p> </td> \n       <td> <p>88.3</p> </td> \n       <td> <p>(83.3\u201392.0)</p> </td> \n       <td> <p>89.6</p> </td> \n       <td> <p>(86.1\u201392.4)</p> </td> \n       <td> <p>90.7</p> </td> \n       <td> <p>(87.5\u201393.1)</p> </td> \n       <td> <p>88.8</p> </td> \n       <td> <p>(80.8\u201393.7)</p> </td> \n       <td> <p>64.4</p> </td> \n       <td> <p>(44.8\u201380.2)</p> </td> \n       <td> <p>85.6</p> </td> \n       <td> <p>(76.8\u201391.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>92.3</b></p> </td> \n       <td> <p><b>(90.1\u201394.1)</b></p> </td> \n       <td> <p>92.2</p> </td> \n       <td> <p>(83.6\u201396.5)</p> </td> \n       <td> <p>93.4</p> </td> \n       <td> <p>(89.4\u201396.0)</p> </td> \n       <td> <p>91.0</p> </td> \n       <td> <p>(88.0\u201393.3)</p> </td> \n       <td> <p>96.1</p> </td> \n       <td> <p>(94.0\u201397.5)</p> </td> \n       <td> <p>87.2</p> </td> \n       <td> <p>(81.5\u201391.3)</p> </td> \n       <td> <p>96.8<span>\u00b6</span></p> </td> \n       <td> <p>(91.5\u201398.8)</p> </td> \n       <td> <p>83.8<span>\u00b6</span></p> </td> \n       <td> <p>(71.3\u201391.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>89.7</b></p> </td> \n       <td> <p><b>(86.4\u201392.2)</b></p> </td> \n       <td> <p>86.1</p> </td> \n       <td> <p>(75.6\u201392.5)</p> </td> \n       <td> <p>91.8</p> </td> \n       <td> <p>(86.0\u201395.3)</p> </td> \n       <td> <p>90.1</p> </td> \n       <td> <p>(86.6\u201392.7)</p> </td> \n       <td> <p>98.0</p> </td> \n       <td> <p>(95.7\u201399.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>89.8</p> </td> \n       <td> <p>(86.1\u201392.5)</p> </td> \n       <td> <p>75.6</p> </td> \n       <td> <p>(59.0\u201387.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Idaho</p> </td> \n       <td> <p><b>88.4</b></p> </td> \n       <td> <p><b>(85.4\u201390.9)</b></p> </td> \n       <td> <p>88.6</p> </td> \n       <td> <p>(78.2\u201394.4)</p> </td> \n       <td> <p>91.0</p> </td> \n       <td> <p>(86.1\u201394.3)</p> </td> \n       <td> <p>85.3</p> </td> \n       <td> <p>(81.0\u201388.8)</p> </td> \n       <td> <p>90.2</p> </td> \n       <td> <p>(87.1\u201392.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>75.7</p> </td> \n       <td> <p>(62.8\u201385.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>88.5</b></p> </td> \n       <td> <p><b>(85.5\u201391.0)</b></p> </td> \n       <td> <p>87.1</p> </td> \n       <td> <p>(78.5\u201392.5)</p> </td> \n       <td> <p>89.4</p> </td> \n       <td> <p>(84.3\u201393.0)</p> </td> \n       <td> <p>88.6</p> </td> \n       <td> <p>(84.5\u201391.8)</p> </td> \n       <td> <p>92.4</p> </td> \n       <td> <p>(89.6\u201394.6)</p> </td> \n       <td> <p>79.3</p> </td> \n       <td> <p>(68.0\u201387.3)</p> </td> \n       <td> <p>90.0<span>\u00b6</span></p> </td> \n       <td> <p>(77.8\u201395.8)</p> </td> \n       <td> <p>81.5</p> </td> \n       <td> <p>(70.2\u201389.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Indiana</p> </td> \n       <td> <p><b>89.0</b></p> </td> \n       <td> <p><b>(86.6\u201391.0)</b></p> </td> \n       <td> <p>92.2</p> </td> \n       <td> <p>(84.8\u201396.2)</p> </td> \n       <td> <p>88.1</p> </td> \n       <td> <p>(84.2\u201391.2)</p> </td> \n       <td> <p>87.6</p> </td> \n       <td> <p>(84.4\u201390.2)</p> </td> \n       <td> <p>90.1</p> </td> \n       <td> <p>(87.5\u201392.3)</p> </td> \n       <td> <p>78.2</p> </td> \n       <td> <p>(68.5\u201385.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>90.3</p> </td> \n       <td> <p>(79.2\u201395.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Iowa</p> </td> \n       <td> <p><b>93.6</b></p> </td> \n       <td> <p><b>(91.2\u201395.3)</b></p> </td> \n       <td> <p>94.3</p> </td> \n       <td> <p>(86.1\u201397.8)</p> </td> \n       <td> <p>93.3</p> </td> \n       <td> <p>(89.7\u201395.8)</p> </td> \n       <td> <p>93.3</p> </td> \n       <td> <p>(90.4\u201395.3)</p> </td> \n       <td> <p>94.4</p> </td> \n       <td> <p>(91.9\u201396.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kansas</p> </td> \n       <td> <p><b>92.3</b></p> </td> \n       <td> <p><b>(90.9\u201393.5)</b></p> </td> \n       <td> <p>92.0</p> </td> \n       <td> <p>(87.5\u201395.0)</p> </td> \n       <td> <p>92.5</p> </td> \n       <td> <p>(90.5\u201394.2)</p> </td> \n       <td> <p>92.3</p> </td> \n       <td> <p>(90.7\u201393.6)</p> </td> \n       <td> <p>94.3</p> </td> \n       <td> <p>(93.0\u201395.4)</p> </td> \n       <td> <p>80.7</p> </td> \n       <td> <p>(70.2\u201388.1)</p> </td> \n       <td> <p>88.2</p> </td> \n       <td> <p>(78.0\u201394.0)</p> </td> \n       <td> <p>81.5</p> </td> \n       <td> <p>(73.5\u201387.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kentucky</p> </td> \n       <td> <p><b>85.2</b></p> </td> \n       <td> <p><b>(82.2\u201387.7)</b></p> </td> \n       <td> <p>90.8</p> </td> \n       <td> <p>(83.8\u201395.0)</p> </td> \n       <td> <p>86.0</p> </td> \n       <td> <p>(80.8\u201390.0)</p> </td> \n       <td> <p>82.2</p> </td> \n       <td> <p>(77.8\u201385.9)</p> </td> \n       <td> <p>85.2</p> </td> \n       <td> <p>(82.0\u201387.9)</p> </td> \n       <td> <p>92.9</p> </td> \n       <td> <p>(85.8\u201396.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Louisiana</p> </td> \n       <td> <p><b>87.4</b></p> </td> \n       <td> <p><b>(85.3\u201389.3)</b></p> </td> \n       <td> <p>90.7</p> </td> \n       <td> <p>(84.9\u201394.5)</p> </td> \n       <td> <p>92.3</p> </td> \n       <td> <p>(89.4\u201394.4)</p> </td> \n       <td> <p>81.9</p> </td> \n       <td> <p>(78.2\u201385.0)</p> </td> \n       <td> <p>89.5</p> </td> \n       <td> <p>(87.0\u201391.6)</p> </td> \n       <td> <p>82.7</p> </td> \n       <td> <p>(78.0\u201386.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>91.9</b></p> </td> \n       <td> <p><b>(89.8\u201393.5)</b></p> </td> \n       <td> <p>94.4</p> </td> \n       <td> <p>(88.4\u201397.4)</p> </td> \n       <td> <p>90.9</p> </td> \n       <td> <p>(86.7\u201393.8)</p> </td> \n       <td> <p>91.1</p> </td> \n       <td> <p>(88.5\u201393.2)</p> </td> \n       <td> <p>91.9</p> </td> \n       <td> <p>(89.8\u201393.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>90.5</b></p> </td> \n       <td> <p><b>(88.1\u201392.5)</b></p> </td> \n       <td> <p>92.4</p> </td> \n       <td> <p>(83.2\u201396.7)</p> </td> \n       <td> <p>90.3</p> </td> \n       <td> <p>(86.6\u201393.1)</p> </td> \n       <td> <p>89.7</p> </td> \n       <td> <p>(86.5\u201392.2)</p> </td> \n       <td> <p>93.6</p> </td> \n       <td> <p>(91.6\u201395.2)</p> </td> \n       <td> <p>86.8</p> </td> \n       <td> <p>(81.6\u201390.7)</p> </td> \n       <td> <p>91.3</p> </td> \n       <td> <p>(79.2\u201396.6)</p> </td> \n       <td> <p>83.4</p> </td> \n       <td> <p>(65.8\u201392.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>92.6</b></p> </td> \n       <td> <p><b>(91.1\u201393.9)</b></p> </td> \n       <td> <p>96.7</p> </td> \n       <td> <p>(93.0\u201398.5)</p> </td> \n       <td> <p>91.2</p> </td> \n       <td> <p>(88.0\u201393.6)</p> </td> \n       <td> <p>91.2</p> </td> \n       <td> <p>(89.1\u201393.0)</p> </td> \n       <td> <p>95.1</p> </td> \n       <td> <p>(93.7\u201396.2)</p> </td> \n       <td> <p>89.0</p> </td> \n       <td> <p>(80.8\u201394.0)</p> </td> \n       <td> <p>88.0</p> </td> \n       <td> <p>(77.9\u201393.9)</p> </td> \n       <td> <p>80.8</p> </td> \n       <td> <p>(73.4\u201386.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>90.5</b></p> </td> \n       <td> <p><b>(88.3\u201392.4)</b></p> </td> \n       <td> <p>91.7</p> </td> \n       <td> <p>(85.4\u201395.4)</p> </td> \n       <td> <p>89.8</p> </td> \n       <td> <p>(85.6\u201392.9)</p> </td> \n       <td> <p>90.4</p> </td> \n       <td> <p>(87.5\u201392.7)</p> </td> \n       <td> <p>92.3</p> </td> \n       <td> <p>(89.9\u201394.2)</p> </td> \n       <td> <p>83.7</p> </td> \n       <td> <p>(76.0\u201389.2)</p> </td> \n       <td> <p>94.6</p> </td> \n       <td> <p>(84.4\u201398.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>93.8</b></p> </td> \n       <td> <p><b>(91.5\u201395.6)</b></p> </td> \n       <td> <p>95.0</p> </td> \n       <td> <p>(86.1\u201398.3)</p> </td> \n       <td> <p>93.4</p> </td> \n       <td> <p>(89.4\u201396.0)</p> </td> \n       <td> <p>93.4</p> </td> \n       <td> <p>(90.6\u201395.4)</p> </td> \n       <td> <p>94.5</p> </td> \n       <td> <p>(92.5\u201396.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>86.3</b></p> </td> \n       <td> <p><b>(83.9\u201388.3)</b></p> </td> \n       <td> <p>91.1</p> </td> \n       <td> <p>(85.3\u201394.7)</p> </td> \n       <td> <p>87.6</p> </td> \n       <td> <p>(83.7\u201390.6)</p> </td> \n       <td> <p>81.9</p> </td> \n       <td> <p>(78.3\u201385.0)</p> </td> \n       <td> <p>90.5</p> </td> \n       <td> <p>(87.8\u201392.7)</p> </td> \n       <td> <p>80.7</p> </td> \n       <td> <p>(76.5\u201384.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>91.2</b></p> </td> \n       <td> <p><b>(88.2\u201393.4)</b></p> </td> \n       <td> <p>97.4</p> </td> \n       <td> <p>(89.2\u201399.4)</p> </td> \n       <td> <p>88.7</p> </td> \n       <td> <p>(82.7\u201392.8)</p> </td> \n       <td> <p>90.4</p> </td> \n       <td> <p>(86.3\u201393.3)</p> </td> \n       <td> <p>92.9</p> </td> \n       <td> <p>(89.9\u201395.1)</p> </td> \n       <td> <p>88.0</p> </td> \n       <td> <p>(77.8\u201393.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Montana</p> </td> \n       <td> <p><b>87.3</b></p> </td> \n       <td> <p><b>(82.5\u201390.9)</b></p> </td> \n       <td> <p>83.2</p> </td> \n       <td> <p>(65.4\u201392.9)</p> </td> \n       <td> <p>88.2</p> </td> \n       <td> <p>(83.0\u201391.9)</p> </td> \n       <td> <p>89.3</p> </td> \n       <td> <p>(85.2\u201392.3)</p> </td> \n       <td> <p>90.6</p> </td> \n       <td> <p>(87.2\u201393.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>79.0</p> </td> \n       <td> <p>(64.5\u201388.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>93.3</b></p> </td> \n       <td> <p><b>(91.2\u201394.9)</b></p> </td> \n       <td> <p>97.9</p> </td> \n       <td> <p>(95.6\u201399.0)</p> </td> \n       <td> <p>92.0</p> </td> \n       <td> <p>(87.9\u201394.8)</p> </td> \n       <td> <p>92.5</p> </td> \n       <td> <p>(89.2\u201394.8)</p> </td> \n       <td> <p>94.6</p> </td> \n       <td> <p>(92.5\u201396.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>94.3</p> </td> \n       <td> <p>(84.8\u201398.0)</p> </td> \n       <td> <p>79.4</p> </td> \n       <td> <p>(64.7\u201389.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nevada</p> </td> \n       <td> <p><b>89.9</b></p> </td> \n       <td> <p><b>(86.1\u201392.8)</b></p> </td> \n       <td> <p>89.9<span>\u00b6</span></p> </td> \n       <td> <p>(77.2\u201395.9)</p> </td> \n       <td> <p>92.4</p> </td> \n       <td> <p>(85.9\u201396.1)</p> </td> \n       <td> <p>87.3</p> </td> \n       <td> <p>(81.0\u201391.7)</p> </td> \n       <td> <p>93.1</p> </td> \n       <td> <p>(89.0\u201395.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>96.4<span>\u00b6</span></p> </td> \n       <td> <p>(90.5\u201398.7)</p> </td> \n       <td> <p>79.7</p> </td> \n       <td> <p>(67.6\u201388.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Hampshire</p> </td> \n       <td> <p><b>91.7</b></p> </td> \n       <td> <p><b>(88.4\u201394.1)</b></p> </td> \n       <td> <p>85.1</p> </td> \n       <td> <p>(68.9\u201393.6)</p> </td> \n       <td> <p>95.6</p> </td> \n       <td> <p>(92.5\u201397.4)</p> </td> \n       <td> <p>91.4</p> </td> \n       <td> <p>(88.2\u201393.8)</p> </td> \n       <td> <p>92.6</p> </td> \n       <td> <p>(90.1\u201394.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>89.6</b></p> </td> \n       <td> <p><b>(87.1\u201391.6)</b></p> </td> \n       <td> <p>89.3</p> </td> \n       <td> <p>(79.5\u201394.8)</p> </td> \n       <td> <p>87.8</p> </td> \n       <td> <p>(84.1\u201390.7)</p> </td> \n       <td> <p>91.1</p> </td> \n       <td> <p>(88.8\u201393.0)</p> </td> \n       <td> <p>94.2</p> </td> \n       <td> <p>(90.8\u201396.4)</p> </td> \n       <td> <p>86.9</p> </td> \n       <td> <p>(80.7\u201391.3)</p> </td> \n       <td> <p>88.8</p> </td> \n       <td> <p>(76.0\u201395.2)</p> </td> \n       <td> <p>80.0</p> </td> \n       <td> <p>(73.8\u201385.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Mexico</p> </td> \n       <td> <p><b>87.1</b></p> </td> \n       <td> <p><b>(84.5\u201389.3)</b></p> </td> \n       <td> <p>91.8</p> </td> \n       <td> <p>(85.1\u201395.7)</p> </td> \n       <td> <p>87.2</p> </td> \n       <td> <p>(82.6\u201390.7)</p> </td> \n       <td> <p>83.6</p> </td> \n       <td> <p>(79.9\u201386.8)</p> </td> \n       <td> <p>92.1</p> </td> \n       <td> <p>(88.5\u201394.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>83.9</p> </td> \n       <td> <p>(74.1\u201390.5)</p> </td> \n       <td> <p>85.0</p> </td> \n       <td> <p>(81.2\u201388.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New York</p> </td> \n       <td> <p><b>89.8</b></p> </td> \n       <td> <p><b>(87.2\u201392.0)</b></p> </td> \n       <td> <p>89.5</p> </td> \n       <td> <p>(81.7\u201394.2)</p> </td> \n       <td> <p>90.4</p> </td> \n       <td> <p>(86.3\u201393.3)</p> </td> \n       <td> <p>89.6</p> </td> \n       <td> <p>(85.9\u201392.4)</p> </td> \n       <td> <p>92.5</p> </td> \n       <td> <p>(89.8\u201394.5)</p> </td> \n       <td> <p>89.1</p> </td> \n       <td> <p>(81.3\u201393.8)</p> </td> \n       <td> <p>92.0</p> </td> \n       <td> <p>(82.1\u201396.6)</p> </td> \n       <td> <p>81.2</p> </td> \n       <td> <p>(72.2\u201387.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Carolina</p> </td> \n       <td> <p><b>86.0</b></p> </td> \n       <td> <p><b>(82.9\u201388.6)</b></p> </td> \n       <td> <p>84.7</p> </td> \n       <td> <p>(73.3\u201391.8)</p> </td> \n       <td> <p>87.3</p> </td> \n       <td> <p>(83.6\u201390.3)</p> </td> \n       <td> <p>85.7</p> </td> \n       <td> <p>(81.9\u201388.7)</p> </td> \n       <td> <p>90.0</p> </td> \n       <td> <p>(87.4\u201392.2)</p> </td> \n       <td> <p>79.7</p> </td> \n       <td> <p>(69.5\u201387.1)</p> </td> \n       <td> <p>90.9</p> </td> \n       <td> <p>(82.4\u201395.5)</p> </td> \n       <td> <p>69.8</p> </td> \n       <td> <p>(56.1\u201380.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Dakota</p> </td> \n       <td> <p><b>94.9</b></p> </td> \n       <td> <p><b>(92.6\u201396.5)</b></p> </td> \n       <td> <p>98.5</p> </td> \n       <td> <p>(90.1\u201399.8)</p> </td> \n       <td> <p>93.8</p> </td> \n       <td> <p>(89.1\u201396.5)</p> </td> \n       <td> <p>92.1</p> </td> \n       <td> <p>(88.1\u201394.8)</p> </td> \n       <td> <p>96.8</p> </td> \n       <td> <p>(95.1\u201397.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>83.2<span>\u00b6</span></p> </td> \n       <td> <p>(69.8\u201391.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>89.0</b></p> </td> \n       <td> <p><b>(86.4\u201391.2)</b></p> </td> \n       <td> <p>91.0</p> </td> \n       <td> <p>(83.5\u201395.2)</p> </td> \n       <td> <p>86.6</p> </td> \n       <td> <p>(81.5\u201390.5)</p> </td> \n       <td> <p>90.8</p> </td> \n       <td> <p>(88.0\u201393.0)</p> </td> \n       <td> <p>89.2</p> </td> \n       <td> <p>(86.2\u201391.6)</p> </td> \n       <td> <p>88.3</p> </td> \n       <td> <p>(79.8\u201393.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>86.3</b></p> </td> \n       <td> <p><b>(83.8\u201388.5)</b></p> </td> \n       <td> <p>86.1</p> </td> \n       <td> <p>(78.5\u201391.4)</p> </td> \n       <td> <p>85.2</p> </td> \n       <td> <p>(80.7\u201388.8)</p> </td> \n       <td> <p>87.7</p> </td> \n       <td> <p>(84.6\u201390.3)</p> </td> \n       <td> <p>86.9</p> </td> \n       <td> <p>(83.7\u201389.6)</p> </td> \n       <td> <p>85.3</p> </td> \n       <td> <p>(77.2\u201390.9)</p> </td> \n       <td> <p>86.2</p> </td> \n       <td> <p>(79.5\u201391.0)</p> </td> \n       <td> <p>82.5</p> </td> \n       <td> <p>(72.9\u201389.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>92.3</b></p> </td> \n       <td> <p><b>(89.3\u201394.5)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>91.0</p> </td> \n       <td> <p>(85.0\u201394.8)</p> </td> \n       <td> <p>90.2</p> </td> \n       <td> <p>(85.5\u201393.5)</p> </td> \n       <td> <p>92.1</p> </td> \n       <td> <p>(88.6\u201394.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>94.4</p> </td> \n       <td> <p>(83.1\u201398.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>89.1</b></p> </td> \n       <td> <p><b>(86.5\u201391.3)</b></p> </td> \n       <td> <p>90.2</p> </td> \n       <td> <p>(83.1\u201394.5)</p> </td> \n       <td> <p>89.6</p> </td> \n       <td> <p>(84.9\u201392.9)</p> </td> \n       <td> <p>88.0</p> </td> \n       <td> <p>(84.4\u201390.9)</p> </td> \n       <td> <p>90.4</p> </td> \n       <td> <p>(87.7\u201392.5)</p> </td> \n       <td> <p>77.6</p> </td> \n       <td> <p>(62.9\u201387.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>86.9<span>\u00b6</span></p> </td> \n       <td> <p>(72.3\u201394.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>91.7</b></p> </td> \n       <td> <p><b>(89.3\u201393.7)</b></p> </td> \n       <td> <p>95.0</p> </td> \n       <td> <p>(87.1\u201398.2)</p> </td> \n       <td> <p>90.3</p> </td> \n       <td> <p>(85.5\u201393.6)</p> </td> \n       <td> <p>90.6</p> </td> \n       <td> <p> (87.7\u201392.8)</p> </td> \n       <td> <p>93.8</p> </td> \n       <td> <p>(91.1\u201395.7)</p> </td> \n       <td> <p>84.9<span>\u00b6</span></p> </td> \n       <td> <p>(67.1\u201394.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>81.4</p> </td> \n       <td> <p>(71.9\u201388.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Carolina</p> </td> \n       <td> <p><b>90.0</b></p> </td> \n       <td> <p><b>(87.3\u201392.3)</b></p> </td> \n       <td> <p>91.0</p> </td> \n       <td> <p>(79.2\u201396.4)</p> </td> \n       <td> <p>91.9</p> </td> \n       <td> <p>(87.8\u201394.7)</p> </td> \n       <td> <p>88.1</p> </td> \n       <td> <p>(84.0\u201391.3)</p> </td> \n       <td> <p>91.1</p> </td> \n       <td> <p>(87.4\u201393.8)</p> </td> \n       <td> <p>91.1</p> </td> \n       <td> <p>(87.4\u201393.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Dakota</p> </td> \n       <td> <p><b>92.5</b></p> </td> \n       <td> <p><b>(89.2\u201394.8)</b></p> </td> \n       <td> <p>89.2</p> </td> \n       <td> <p>(77.5\u201395.2)</p> </td> \n       <td> <p>95.5</p> </td> \n       <td> <p>(91.8\u201397.5)</p> </td> \n       <td> <p>92.2</p> </td> \n       <td> <p>(88.8\u201394.6)</p> </td> \n       <td> <p>93.3</p> </td> \n       <td> <p>(89.5\u201395.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>85.3</p> </td> \n       <td> <p>(76.5\u201391.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>87.1</b></p> </td> \n       <td> <p><b>(84.2\u201389.6)</b></p> </td> \n       <td> <p>96.2</p> </td> \n       <td> <p>(89.5\u201398.7)</p> </td> \n       <td> <p>89.7</p> </td> \n       <td> <p>(85.2\u201393.0)</p> </td> \n       <td> <p>83.8</p> </td> \n       <td> <p>(79.3\u201387.5)</p> </td> \n       <td> <p>87.1</p> </td> \n       <td> <p>(83.8\u201389.9)</p> </td> \n       <td> <p>85.1</p> </td> \n       <td> <p>(77.1\u201390.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>87.7</b></p> </td> \n       <td> <p><b>(85.5\u201389.6)</b></p> </td> \n       <td> <p>88.8</p> </td> \n       <td> <p>(81.2\u201393.6)</p> </td> \n       <td> <p>89.8</p> </td> \n       <td> <p>(86.4\u201392.5)</p> </td> \n       <td> <p>85.3</p> </td> \n       <td> <p>(82.0\u201388.1)</p> </td> \n       <td> <p>90.9</p> </td> \n       <td> <p>(88.0\u201393.2)</p> </td> \n       <td> <p>84.6</p> </td> \n       <td> <p>(76.2\u201390.4)</p> </td> \n       <td> <p>89.1</p> </td> \n       <td> <p>(75.2\u201395.6)</p> </td> \n       <td> <p>84.9</p> </td> \n       <td> <p>(80.9\u201388.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>92.6</b></p> </td> \n       <td> <p><b>(91.0\u201393.9)</b></p> </td> \n       <td> <p>95.7</p> </td> \n       <td> <p>(91.3\u201397.9)</p> </td> \n       <td> <p>92.2</p> </td> \n       <td> <p>(89.7\u201394.1)</p> </td> \n       <td> <p>90.1</p> </td> \n       <td> <p>(87.6\u201392.1)</p> </td> \n       <td> <p>94.6</p> </td> \n       <td> <p>(93.1\u201395.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>85.7</p> </td> \n       <td> <p>(70.3\u201393.8)</p> </td> \n       <td> <p>77.5</p> </td> \n       <td> <p>(69.4\u201384.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>92.7</b></p> </td> \n       <td> <p><b>(90.2\u201394.5)</b></p> </td> \n       <td> <p>94.4</p> </td> \n       <td> <p>(85.5\u201398.0)</p> </td> \n       <td> <p>92.1</p> </td> \n       <td> <p>(87.6\u201395.1)</p> </td> \n       <td> <p>91.9</p> </td> \n       <td> <p>(89.2\u201394.0)</p> </td> \n       <td> <p>92.7</p> </td> \n       <td> <p>(90.1\u201394.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Virginia</p> </td> \n       <td> <p><b>88.9</b></p> </td> \n       <td> <p><b>(84.7\u201392.1)</b></p> </td> \n       <td> <p>93.6<span>\u00b6</span></p> </td> \n       <td> <p>(76.4\u201398.5)</p> </td> \n       <td> <p>86.1</p> </td> \n       <td> <p>(79.1\u201391.0)</p> </td> \n       <td> <p>88.3</p> </td> \n       <td> <p>(82.5\u201392.3)</p> </td> \n       <td> <p>93.9</p> </td> \n       <td> <p>(90.5\u201396.2)</p> </td> \n       <td> <p>83.8</p> </td> \n       <td> <p>(67.5\u201392.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>89.0</b></p> </td> \n       <td> <p><b>(87.5\u201390.4)</b></p> </td> \n       <td> <p>92.6</p> </td> \n       <td> <p>(88.3\u201395.4)</p> </td> \n       <td> <p>89.1</p> </td> \n       <td> <p>(86.6\u201391.2)</p> </td> \n       <td> <p>86.7</p> </td> \n       <td> <p>(84.5\u201388.7)</p> </td> \n       <td> <p>90.8</p> </td> \n       <td> <p>(89.2\u201392.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>88.9</p> </td> \n       <td> <p>(82.8\u201393.0)</p> </td> \n       <td> <p>79.0</p> </td> \n       <td> <p>(73.4\u201383.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>84.5</b></p> </td> \n       <td> <p><b>(81.5\u201387.1)</b></p> </td> \n       <td> <p>88.9</p> </td> \n       <td> <p>(81.1\u201393.8)</p> </td> \n       <td> <p>82.3</p> </td> \n       <td> <p>(77.1\u201386.5)</p> </td> \n       <td> <p>83.7</p> </td> \n       <td> <p>(79.2\u201387.4)</p> </td> \n       <td> <p>85.1</p> </td> \n       <td> <p>(82.0\u201387.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>91.7</b></p> </td> \n       <td> <p><b>(88.4\u201394.1)</b></p> </td> \n       <td> <p>95.2</p> </td> \n       <td> <p>(87.0\u201398.3)</p> </td> \n       <td> <p>91.8</p> </td> \n       <td> <p>(84.4\u201395.9)</p> </td> \n       <td> <p>89.3</p> </td> \n       <td> <p>(84.8\u201392.6)</p> </td> \n       <td> <p>92.0</p> </td> \n       <td> <p>(88.3\u201394.6)</p> </td> \n       <td> <p>85.6</p> </td> \n       <td> <p>(67.9\u201394.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>91.4</b></p> </td> \n       <td> <p><b>(88.9\u201393.3)</b></p> </td> \n       <td> <p>96.2</p> </td> \n       <td> <p>(88.6\u201398.8)</p> </td> \n       <td> <p>90.9</p> </td> \n       <td> <p>(86.6\u201393.9)</p> </td> \n       <td> <p>88.3</p> </td> \n       <td> <p>(84.4\u201391.3)</p> </td> \n       <td> <p>92.6</p> </td> \n       <td> <p>(90.1\u201394.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>88.3</p> </td> \n       <td> <p>(78.1\u201394.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total**</b></p> </td> \n       <td> <p><b>88.9</b></p> </td> \n       <td> <p><b>(88.4\u201389.3)</b></p> </td> \n       <td> <p><b>90.7</b></p> </td> \n       <td> <p><b>(89.3\u201391.8)</b></p> </td> \n       <td> <p><b>89.5</b></p> </td> \n       <td> <p><b>(88.8\u201390.2)</b></p> </td> \n       <td> <p><b>87.3</b></p> </td> \n       <td> <p><b>(86.6\u201387.9)</b></p> </td> \n       <td> <p><b>91.8</b></p> </td> \n       <td> <p><b>(91.4\u201392.2)</b></p> </td> \n       <td> <p><b>85.5</b></p> </td> \n       <td> <p><b>(83.8\u201387.0)</b></p> </td> \n       <td> <p><b>88.9</b></p> </td> \n       <td> <p><b>(86.9\u201390.6)</b></p> </td> \n       <td> <p><b>80.9</b></p> </td> \n       <td> <p><b>(79.2\u201382.4)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>90.0</b></p> </td> \n       <td colspan=\"2\"> <p>91.8</p> </td> \n       <td colspan=\"2\"> <p>90.4</p> </td> \n       <td colspan=\"2\"> <p>89.6</p> </td> \n       <td colspan=\"2\"> <p>92.6</p> </td> \n       <td colspan=\"2\"> <p>85.5</p> </td> \n       <td colspan=\"2\"> <p>89.0</p> </td> \n       <td colspan=\"2\"> <p>81.4</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>84.5</b></p> </td> \n       <td colspan=\"2\"> <p>75.9</p> </td> \n       <td colspan=\"2\"> <p>82.3</p> </td> \n       <td colspan=\"2\"> <p>79.0</p> </td> \n       <td colspan=\"2\"> <p>85.1</p> </td> \n       <td colspan=\"2\"> <p>77.6</p> </td> \n       <td colspan=\"2\"> <p>64.4</p> </td> \n       <td colspan=\"2\"> <p>69.8</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>94.9</b></p> </td> \n       <td colspan=\"2\"> <p>99.7</p> </td> \n       <td colspan=\"2\"> <p>96.8</p> </td> \n       <td colspan=\"2\"> <p>94.6</p> </td> \n       <td colspan=\"2\"> <p>98.0</p> </td> \n       <td colspan=\"2\"> <p>94.9</p> </td> \n       <td colspan=\"2\"> <p>98.9</p> </td> \n       <td colspan=\"2\"> <p>91.3</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;50 respondents).</p> <p> * White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other.</p> <p> <span>\u2020</span> Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p> <span>\u00a7</span> 95% confidence interval.</p> <p> <span>\u00b6</span> Represents 50\u201359 respondents; might not be reliable.</p> <p> ** Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab3\" href=\"http://www.cdc.gov\"></a>TABLE 3. Estimated prevalence of women aged 18\u201344 years with a high school/GED or greater education, overall and by age group and race/ethnicity \u2014 Behavioral Risk Factor Surveillance System, United States, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity*</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u2020</span></p> </td> \n       <td> <p><b>CI</b><span>\u00a7</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alabama</p> </td> \n       <td> <p><b>90.6</b></p> </td> \n       <td> <p><b>(88.0\u201392.7)</b></p> </td> \n       <td> <p>81.8</p> </td> \n       <td> <p>(72.4\u201388.4)</p> </td> \n       <td> <p>93.3</p> </td> \n       <td> <p>(89.7\u201395.6)</p> </td> \n       <td> <p>91.3</p> </td> \n       <td> <p>(87.0\u201394.3)</p> </td> \n       <td> <p>90.8</p> </td> \n       <td> <p>(87.1\u201393.5)</p> </td> \n       <td> <p>91.0</p> </td> \n       <td> <p>(87.3\u201393.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>94.8</b></p> </td> \n       <td> <p><b>(91.7\u201396.8)</b></p> </td> \n       <td> <p>88.9</p> </td> \n       <td> <p>(78.6\u201394.6)</p> </td> \n       <td> <p>95.1</p> </td> \n       <td> <p>(88.9\u201398.0)</p> </td> \n       <td> <p>98.3</p> </td> \n       <td> <p>(96.2\u201399.2)</p> </td> \n       <td> <p>96.5</p> </td> \n       <td> <p>(92.1\u201398.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>91.3</p> </td> \n       <td> <p>(85.0\u201395.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arizona</p> </td> \n       <td> <p><b>91.4</b></p> </td> \n       <td> <p><b>(88.3\u201393.8)</b></p> </td> \n       <td> <p>95.9<span>\u00b6</span></p> </td> \n       <td> <p>(89.6\u201398.5)</p> </td> \n       <td> <p>92.2</p> </td> \n       <td> <p>(86.9\u201395.5)</p> </td> \n       <td> <p>88.7</p> </td> \n       <td> <p>(83.3\u201392.6)</p> </td> \n       <td> <p>96.1</p> </td> \n       <td> <p>(93.0\u201397.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>88.3</p> </td> \n       <td> <p>(75.1\u201395.0)</p> </td> \n       <td> <p>83.2</p> </td> \n       <td> <p>(74.7\u201389.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>91.9</b></p> </td> \n       <td> <p><b>(87.9\u201394.7)</b></p> </td> \n       <td> <p>82.6<span>\u00b6</span></p> </td> \n       <td> <p>(66.7\u201391.8)</p> </td> \n       <td> <p>95.9</p> </td> \n       <td> <p>(91.7\u201398.0)</p> </td> \n       <td> <p>93.3</p> </td> \n       <td> <p>(89.4\u201395.8)</p> </td> \n       <td> <p>93.1</p> </td> \n       <td> <p>(89.0\u201395.7)</p> </td> \n       <td> <p>97.6</p> </td> \n       <td> <p>(91.5\u201399.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>California</p> </td> \n       <td> <p><b>79.4</b></p> </td> \n       <td> <p><b>(77.5\u201381.2)</b></p> </td> \n       <td> <p>87.9</p> </td> \n       <td> <p>(83.5\u201391.2)</p> </td> \n       <td> <p>77.2</p> </td> \n       <td> <p>(74.0\u201380.1)</p> </td> \n       <td> <p>75.4</p> </td> \n       <td> <p>(72.6\u201378.0)</p> </td> \n       <td> <p>96.8</p> </td> \n       <td> <p>(94.9\u201398.0)</p> </td> \n       <td> <p>92.8</p> </td> \n       <td> <p>(77.1\u201398.0)</p> </td> \n       <td> <p>96.7</p> </td> \n       <td> <p>(93.3\u201398.4)</p> </td> \n       <td> <p>61.4</p> </td> \n       <td> <p>(58.0\u201364.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>90.2</b></p> </td> \n       <td> <p><b>(88.0\u201392.0)</b></p> </td> \n       <td> <p>85.3</p> </td> \n       <td> <p>(77.6\u201390.6)</p> </td> \n       <td> <p>91.1</p> </td> \n       <td> <p>(88.0\u201393.5)</p> </td> \n       <td> <p>92.2</p> </td> \n       <td> <p>(89.8\u201394.1)</p> </td> \n       <td> <p>95.0</p> </td> \n       <td> <p>(92.7\u201396.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>96.3</p> </td> \n       <td> <p>(90.3\u201398.7)</p> </td> \n       <td> <p>74.2</p> </td> \n       <td> <p>(68.0\u201379.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Connecticut</p> </td> \n       <td> <p><b>96.0</b></p> </td> \n       <td> <p><b>(93.7\u201397.5)</b></p> </td> \n       <td> <p>92.0</p> </td> \n       <td> <p>(81.8\u201396.7)</p> </td> \n       <td> <p>95.9</p> </td> \n       <td> <p>(92.2\u201397.9)</p> </td> \n       <td> <p>98.1</p> </td> \n       <td> <p>(96.3\u201399.0)</p> </td> \n       <td> <p>97.9</p> </td> \n       <td> <p>(95.0\u201399.1)</p> </td> \n       <td> <p>96.4</p> </td> \n       <td> <p>(81.9\u201399.4)</p> </td> \n       <td> <p>96.7</p> </td> \n       <td> <p>(90.9\u201398.8)</p> </td> \n       <td> <p>83.4</p> </td> \n       <td> <p>(71.6\u201390.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>93.4</b></p> </td> \n       <td> <p><b>(89.5\u201395.9)</b></p> </td> \n       <td> <p>85.7</p> </td> \n       <td> <p>(72.0\u201393.3)</p> </td> \n       <td> <p>97.2</p> </td> \n       <td> <p>(94.5\u201398.6)</p> </td> \n       <td> <p>95.2</p> </td> \n       <td> <p>(91.0\u201397.5)</p> </td> \n       <td> <p>94.1</p> </td> \n       <td> <p>(89.4\u201396.8)</p> </td> \n       <td> <p>97.4</p> </td> \n       <td> <p>(94.5\u201398.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>D.C.</p> </td> \n       <td> <p><b>94.5</b></p> </td> \n       <td> <p><b>(91.9\u201396.3)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>93.9</p> </td> \n       <td> <p>(89.8\u201396.5)</p> </td> \n       <td> <p>97.0</p> </td> \n       <td> <p>(94.6\u201398.4)</p> </td> \n       <td> <p>98.4</p> </td> \n       <td> <p>(94.8\u201399.5)</p> </td> \n       <td> <p>89.6</p> </td> \n       <td> <p>(84.3\u201393.3)</p> </td> \n       <td> <p>100<span>\u00b6</span></p> </td> \n       <td> <p>\u2014**</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Florida</p> </td> \n       <td> <p><b>92.5</b></p> </td> \n       <td> <p><b>(89.9\u201394.5)</b></p> </td> \n       <td> <p>80.3</p> </td> \n       <td> <p>(64.4\u201390.1)</p> </td> \n       <td> <p>92.0</p> </td> \n       <td> <p>(87.8\u201394.9)</p> </td> \n       <td> <p>95.3</p> </td> \n       <td> <p>(92.9\u201396.9)</p> </td> \n       <td> <p>95.0</p> </td> \n       <td> <p>(92.5\u201396.7)</p> </td> \n       <td> <p>92.4</p> </td> \n       <td> <p>(85.7\u201396.1)</p> </td> \n       <td> <p>99.7</p> </td> \n       <td> <p>(97.8\u2013 100)</p> </td> \n       <td> <p>84.8</p> </td> \n       <td> <p>(75.5\u201390.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>91.8</b></p> </td> \n       <td> <p><b>(89.0\u201393.9)</b></p> </td> \n       <td> <p>89.6</p> </td> \n       <td> <p>(78.9\u201395.2)</p> </td> \n       <td> <p>90.6</p> </td> \n       <td> <p>(85.4\u201394.1)</p> </td> \n       <td> <p>93.8</p> </td> \n       <td> <p>(90.8\u201395.8)</p> </td> \n       <td> <p>95.5</p> </td> \n       <td> <p>(93.2\u201397.1)</p> </td> \n       <td> <p>92.7</p> </td> \n       <td> <p>(87.8\u201395.7)</p> </td> \n       <td> <p>97.3<span>\u00b6</span></p> </td> \n       <td> <p>(89.8\u201399.3)</p> </td> \n       <td> <p>61.6<span>\u00b6</span></p> </td> \n       <td> <p>(44.0\u201376.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>96.0</b></p> </td> \n       <td> <p><b>(93.8\u201397.4)</b></p> </td> \n       <td> <p>91.2</p> </td> \n       <td> <p>(82.7\u201395.8)</p> </td> \n       <td> <p>98.0</p> </td> \n       <td> <p>(95.9\u201399.1)</p> </td> \n       <td> <p>97.1</p> </td> \n       <td> <p>(95.1\u201398.3)</p> </td> \n       <td> <p>98.6</p> </td> \n       <td> <p>(95.5\u201399.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>96.9</p> </td> \n       <td> <p>(94.4\u201398.3)</p> </td> \n       <td> <p>85.5</p> </td> \n       <td> <p>(72.7\u201392.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Idaho</p> </td> \n       <td> <p><b>90.1</b></p> </td> \n       <td> <p><b>(87.0\u201392.5)</b></p> </td> \n       <td> <p>84.5</p> </td> \n       <td> <p>(72.8\u201391.7)</p> </td> \n       <td> <p>88.9</p> </td> \n       <td> <p>(84.1\u201392.4)</p> </td> \n       <td> <p>94.7</p> </td> \n       <td> <p>(92.1\u201396.4)</p> </td> \n       <td> <p>93.8</p> </td> \n       <td> <p>(90.6\u201396.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>58.8</p> </td> \n       <td> <p>(45.5\u201370.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>94.4</b></p> </td> \n       <td> <p><b>(92.2\u201396.0)</b></p> </td> \n       <td> <p>93.9</p> </td> \n       <td> <p>(86.9\u201397.3)</p> </td> \n       <td> <p>95.1</p> </td> \n       <td> <p>(91.8\u201397.1)</p> </td> \n       <td> <p>94.0</p> </td> \n       <td> <p>(90.6\u201396.3)</p> </td> \n       <td> <p>96.1</p> </td> \n       <td> <p>(93.3\u201397.8)</p> </td> \n       <td> <p>93.9</p> </td> \n       <td> <p>(87.6\u201397.1)</p> </td> \n       <td> <p>91.2<span>\u00b6</span></p> </td> \n       <td> <p>(78.2\u201396.8)</p> </td> \n       <td> <p>89.8</p> </td> \n       <td> <p>(82.0\u201394.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Indiana</p> </td> \n       <td> <p><b>90.1</b></p> </td> \n       <td> <p><b>(87.1\u201392.4)</b></p> </td> \n       <td> <p>82.7</p> </td> \n       <td> <p>(73.3\u201389.3)</p> </td> \n       <td> <p>90.6</p> </td> \n       <td> <p>(86.1\u201393.8)</p> </td> \n       <td> <p>94.5</p> </td> \n       <td> <p>(91.8\u201396.3)</p> </td> \n       <td> <p>91.9</p> </td> \n       <td> <p>(88.6\u201394.3)</p> </td> \n       <td> <p>89.9</p> </td> \n       <td> <p>(82.8\u201394.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>68.1</p> </td> \n       <td> <p>(53.1\u201380.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Iowa</p> </td> \n       <td> <p><b>93.1</b></p> </td> \n       <td> <p><b>(90.0\u201395.2)</b></p> </td> \n       <td> <p>85.1</p> </td> \n       <td> <p>(74.9\u201391.6)</p> </td> \n       <td> <p>94.6</p> </td> \n       <td> <p>(91.1\u201396.8)</p> </td> \n       <td> <p>97.6</p> </td> \n       <td> <p>(95.3\u201398.8)</p> </td> \n       <td> <p>94.6</p> </td> \n       <td> <p>(91.5\u201396.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kansas</p> </td> \n       <td> <p><b>94.0</b></p> </td> \n       <td> <p><b>(92.7\u201395.1)</b></p> </td> \n       <td> <p>92.5</p> </td> \n       <td> <p>(88.0\u201395.4)</p> </td> \n       <td> <p>94.0</p> </td> \n       <td> <p>(92.1\u201395.5)</p> </td> \n       <td> <p>95.0</p> </td> \n       <td> <p>(93.7\u201396.1)</p> </td> \n       <td> <p>95.5</p> </td> \n       <td> <p>(94.1\u201396.6)</p> </td> \n       <td> <p>88.2</p> </td> \n       <td> <p>(77.0\u201394.3)</p> </td> \n       <td> <p>95.4</p> </td> \n       <td> <p>(87.6\u201398.4)</p> </td> \n       <td> <p>79.9</p> </td> \n       <td> <p>(73.3\u201385.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kentucky</p> </td> \n       <td> <p><b>91.4</b></p> </td> \n       <td> <p><b>(88.3\u201393.7)</b></p> </td> \n       <td> <p>79.7</p> </td> \n       <td> <p>(64.8\u201389.3)</p> </td> \n       <td> <p>93.8</p> </td> \n       <td> <p>(90.5\u201396.0)</p> </td> \n       <td> <p>93.5</p> </td> \n       <td> <p>(90.2\u201395.7)</p> </td> \n       <td> <p>91.4</p> </td> \n       <td> <p>(88.0\u201393.9)</p> </td> \n       <td> <p>94.7</p> </td> \n       <td> <p>(87.3\u201397.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Louisiana</p> </td> \n       <td> <p><b>90.6</b></p> </td> \n       <td> <p><b>(88.6\u201392.3)</b></p> </td> \n       <td> <p>85.0</p> </td> \n       <td> <p>(78.0\u201390.1)</p> </td> \n       <td> <p>91.3</p> </td> \n       <td> <p>(87.9\u201393.8)</p> </td> \n       <td> <p>92.3</p> </td> \n       <td> <p>(89.7\u201394.3)</p> </td> \n       <td> <p>93.8</p> </td> \n       <td> <p>(91.6\u201395.4)</p> </td> \n       <td> <p>84.7</p> </td> \n       <td> <p>(80.1\u201388.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>95.8</b></p> </td> \n       <td> <p><b>(93.7\u201397.2)</b></p> </td> \n       <td> <p>89.8</p> </td> \n       <td> <p>(81.7\u201394.6)</p> </td> \n       <td> <p>96.9</p> </td> \n       <td> <p>(94.2\u201398.3)</p> </td> \n       <td> <p>98.4</p> </td> \n       <td> <p>(96.9\u201399.2)</p> </td> \n       <td> <p>95.8</p> </td> \n       <td> <p>(93.5\u201397.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>93.9</b></p> </td> \n       <td> <p><b>(91.4\u201395.7)</b></p> </td> \n       <td> <p>88.8</p> </td> \n       <td> <p>(79.3\u201394.3)</p> </td> \n       <td> <p>94.7</p> </td> \n       <td> <p>(90.9\u201396.9)</p> </td> \n       <td> <p>96.1</p> </td> \n       <td> <p>(93.9\u201397.5)</p> </td> \n       <td> <p>96.9</p> </td> \n       <td> <p>(94.3\u201398.3)</p> </td> \n       <td> <p>92.1</p> </td> \n       <td> <p>(86.1\u201395.7)</p> </td> \n       <td> <p>97.5</p> </td> \n       <td> <p>(84.1\u201399.6)</p> </td> \n       <td> <p>78.7</p> </td> \n       <td> <p>(63.3\u201388.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>93.8</b></p> </td> \n       <td> <p><b>(92.0\u201395.2)</b></p> </td> \n       <td> <p>90.4</p> </td> \n       <td> <p>(84.1\u201394.4)</p> </td> \n       <td> <p>93.9</p> </td> \n       <td> <p>(91.1\u201395.9)</p> </td> \n       <td> <p>95.8</p> </td> \n       <td> <p>(94.3\u201396.8)</p> </td> \n       <td> <p>96.9</p> </td> \n       <td> <p>(94.9\u201398.1)</p> </td> \n       <td> <p>91.0</p> </td> \n       <td> <p>(84.1\u201395.1)</p> </td> \n       <td> <p>92.2</p> </td> \n       <td> <p>(85.4\u201396.0)</p> </td> \n       <td> <p>76.0</p> </td> \n       <td> <p>(67.7\u201382.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>95.3</b></p> </td> \n       <td> <p><b>(93.3\u201396.7)</b></p> </td> \n       <td> <p>91.9</p> </td> \n       <td> <p>(84.9\u201395.8)</p> </td> \n       <td> <p>96.2</p> </td> \n       <td> <p>(93.1\u201397.9)</p> </td> \n       <td> <p>96.6</p> </td> \n       <td> <p>(94.5\u201398.0)</p> </td> \n       <td> <p>97.3</p> </td> \n       <td> <p>(95.7\u201398.2)</p> </td> \n       <td> <p>92.8</p> </td> \n       <td> <p>(88.0\u201395.8)</p> </td> \n       <td> <p>88.0</p> </td> \n       <td> <p>(67.0\u201396.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>96.4</b></p> </td> \n       <td> <p><b>(93.9\u201397.9)</b></p> </td> \n       <td> <p>92.1</p> </td> \n       <td> <p>(83.7\u201396.4)</p> </td> \n       <td> <p>96.5</p> </td> \n       <td> <p>(92.6\u201398.4)</p> </td> \n       <td> <p>99.2</p> </td> \n       <td> <p>(97.0\u201399.8)</p> </td> \n       <td> <p>96.5</p> </td> \n       <td> <p>(93.8\u201398.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>88.7</b></p> </td> \n       <td> <p><b>(86.1\u201390.8)</b></p> </td> \n       <td> <p>85.7</p> </td> \n       <td> <p>(77.0\u201391.5)</p> </td> \n       <td> <p>89.3</p> </td> \n       <td> <p>(85.4\u201392.2)</p> </td> \n       <td> <p>89.6</p> </td> \n       <td> <p>(86.3\u201392.1)</p> </td> \n       <td> <p>91.3</p> </td> \n       <td> <p>(87.7\u201393.9)</p> </td> \n       <td> <p>85.3</p> </td> \n       <td> <p>(81.0\u201388.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>90.6</b></p> </td> \n       <td> <p><b>(86.9\u201393.3)</b></p> </td> \n       <td> <p>80.6</p> </td> \n       <td> <p>(66.2\u201389.8)</p> </td> \n       <td> <p>92.2</p> </td> \n       <td> <p>(87.2\u201395.3)</p> </td> \n       <td> <p>94.4</p> </td> \n       <td> <p>(91.1\u201396.5)</p> </td> \n       <td> <p>91.4</p> </td> \n       <td> <p>(87.3\u201394.3)</p> </td> \n       <td> <p>89.2</p> </td> \n       <td> <p>(80.1\u201394.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Montana</p> </td> \n       <td> <p><b>92.8</b></p> </td> \n       <td> <p><b>(90.0\u201394.9)</b></p> </td> \n       <td> <p>88.7</p> </td> \n       <td> <p>(79.1\u201394.1)</p> </td> \n       <td> <p>94.8</p> </td> \n       <td> <p>(90.8\u201397.1)</p> </td> \n       <td> <p>93.7</p> </td> \n       <td> <p>(90.2\u201396.1)</p> </td> \n       <td> <p>94.8</p> </td> \n       <td> <p>(92.1\u201396.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>75.9</p> </td> \n       <td> <p>(60.6\u201386.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>90.9</b></p> </td> \n       <td> <p><b>(87.6\u201393.5)</b></p> </td> \n       <td> <p>83.3</p> </td> \n       <td> <p>(72.7\u201390.4)</p> </td> \n       <td> <p>90.8</p> </td> \n       <td> <p>(84.5\u201394.7)</p> </td> \n       <td> <p>94.8</p> </td> \n       <td> <p>(91.4\u201396.9)</p> </td> \n       <td> <p>94.1</p> </td> \n       <td> <p>(90.5\u201396.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>94.9</p> </td> \n       <td> <p>(84.5\u201398.5)</p> </td> \n       <td> <p>53.1</p> </td> \n       <td> <p>(36.6\u201368.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nevada</p> </td> \n       <td> <p><b>90.7</b></p> </td> \n       <td> <p><b>(86.0\u201393.9)</b></p> </td> \n       <td> <p>78.1<span>\u00b6</span></p> </td> \n       <td> <p>(61.2\u201389.0)</p> </td> \n       <td> <p>94.6</p> </td> \n       <td> <p>(88.2\u201397.6)</p> </td> \n       <td> <p>92.0</p> </td> \n       <td> <p>(84.6\u201396.0)</p> </td> \n       <td> <p>93.1</p> </td> \n       <td> <p>(87.1\u201396.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>98.0<span>\u00b6</span></p> </td> \n       <td> <p>(87.1\u201399.7)</p> </td> \n       <td> <p>81.4</p> </td> \n       <td> <p>(68.6\u201389.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Hampshire</p> </td> \n       <td> <p><b>96.6</b></p> </td> \n       <td> <p><b>(94.5\u201397.9)</b></p> </td> \n       <td> <p>95.4</p> </td> \n       <td> <p>(85.5\u201398.7)</p> </td> \n       <td> <p>96.2</p> </td> \n       <td> <p>(92.5\u201398.2)</p> </td> \n       <td> <p>97.4</p> </td> \n       <td> <p>(95.1\u201398.6)</p> </td> \n       <td> <p>96.7</p> </td> \n       <td> <p>(94.5\u201398.0</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>93.3</b></p> </td> \n       <td> <p><b>(91.2\u201394.9)</b></p> </td> \n       <td> <p>89.8</p> </td> \n       <td> <p>(81.7\u201394.6)</p> </td> \n       <td> <p>93.5</p> </td> \n       <td> <p>(90.9\u201395.4)</p> </td> \n       <td> <p>95.0</p> </td> \n       <td> <p>(92.9\u201396.5)</p> </td> \n       <td> <p>97.2</p> </td> \n       <td> <p>(94.7\u201398.5)</p> </td> \n       <td> <p>97.2</p> </td> \n       <td> <p>(94.4\u201398.6)</p> </td> \n       <td> <p>94.7</p> </td> \n       <td> <p>(79.0\u201398.9)</p> </td> \n       <td> <p>78.3</p> </td> \n       <td> <p>(71.5\u201383.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Mexico</p> </td> \n       <td> <p><b>88.8</b></p> </td> \n       <td> <p><b>(86.1\u201391.0)</b></p> </td> \n       <td> <p>87.9</p> </td> \n       <td> <p>(80.0\u201393.0)</p> </td> \n       <td> <p>88.6</p> </td> \n       <td> <p>(84.1\u201392.0)</p> </td> \n       <td> <p>89.5</p> </td> \n       <td> <p>(86.2\u201392.1)</p> </td> \n       <td> <p>95.7</p> </td> \n       <td> <p>(91.7\u201397.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>87.3</p> </td> \n       <td> <p>(79.1\u201392.5)</p> </td> \n       <td> <p>84.1</p> </td> \n       <td> <p>(79.7\u201387.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New York</p> </td> \n       <td> <p><b>89.0</b></p> </td> \n       <td> <p><b>(85.7\u201391.6)</b></p> </td> \n       <td> <p>81.4</p> </td> \n       <td> <p>(71.0\u201388.6)</p> </td> \n       <td> <p>91.6</p> </td> \n       <td> <p>(87.8\u201394.3)</p> </td> \n       <td> <p>91.7</p> </td> \n       <td> <p>(87.3\u201394.7)</p> </td> \n       <td> <p>93.6</p> </td> \n       <td> <p>(90.5\u201395.8)</p> </td> \n       <td> <p>85.6</p> </td> \n       <td> <p>(75.0\u201392.2)</p> </td> \n       <td> <p>89.0</p> </td> \n       <td> <p>(69.7\u201396.6)</p> </td> \n       <td> <p>81.1</p> </td> \n       <td> <p>(71.4\u201388.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Carolina</p> </td> \n       <td> <p><b>88.9</b></p> </td> \n       <td> <p><b>(86.1\u201391.3)</b></p> </td> \n       <td> <p>82.9</p> </td> \n       <td> <p>(73.2\u201389.5)</p> </td> \n       <td> <p>88.3</p> </td> \n       <td> <p>(84.3\u201391.4)</p> </td> \n       <td> <p>93.0</p> </td> \n       <td> <p>(89.9\u201395.2)</p> </td> \n       <td> <p>92.3</p> </td> \n       <td> <p>(88.4\u201394.9)</p> </td> \n       <td> <p>91.3</p> </td> \n       <td> <p>(85.6\u201394.9)</p> </td> \n       <td> <p>90.1</p> </td> \n       <td> <p>(81.2\u201395.0)</p> </td> \n       <td> <p>59.6</p> </td> \n       <td> <p>(47.6\u201370.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Dakota</p> </td> \n       <td> <p><b>89.8</b></p> </td> \n       <td> <p><b>(84.9\u201393.2)</b></p> </td> \n       <td> <p>77.1</p> </td> \n       <td> <p>(64.8\u201386.0)</p> </td> \n       <td> <p>96.2</p> </td> \n       <td> <p>(92.4\u201398.2)</p> </td> \n       <td> <p>96.8</p> </td> \n       <td> <p>(93.5\u201398.5)</p> </td> \n       <td> <p>91.8</p> </td> \n       <td> <p>(86.6\u201395.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>86.7<span>\u00b6</span></p> </td> \n       <td> <p>(69.6\u201394.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>93.7</b></p> </td> \n       <td> <p><b>(91.7\u201395.2)</b></p> </td> \n       <td> <p>85.2</p> </td> \n       <td> <p>(76.4\u201391.1)</p> </td> \n       <td> <p>95.9</p> </td> \n       <td> <p>(93.4\u201397.5)</p> </td> \n       <td> <p>94.7</p> </td> \n       <td> <p>(92.4\u201396.4)</p> </td> \n       <td> <p>94.3</p> </td> \n       <td> <p>(92.2\u201395.8)</p> </td> \n       <td> <p>93.8</p> </td> \n       <td> <p>(88.0\u201396.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>87.2</b></p> </td> \n       <td> <p><b>(84.8\u201389.2)</b></p> </td> \n       <td> <p>84.5</p> </td> \n       <td> <p>(76.5\u201390.1)</p> </td> \n       <td> <p>86.8</p> </td> \n       <td> <p>(83.1\u201389.8)</p> </td> \n       <td> <p>88.9</p> </td> \n       <td> <p>(85.6\u201391.5)</p> </td> \n       <td> <p>91.1</p> </td> \n       <td> <p>(88.5\u201393.2)</p> </td> \n       <td> <p>90.6</p> </td> \n       <td> <p>(81.5\u201395.5)</p> </td> \n       <td> <p>88.1</p> </td> \n       <td> <p>(81.6\u201392.5)</p> </td> \n       <td> <p>54.5</p> </td> \n       <td> <p>(44.4\u201364.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>93.3</b></p> </td> \n       <td> <p><b>(89.8\u201395.6)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>93.3</p> </td> \n       <td> <p>(88.2\u201396.3)</p> </td> \n       <td> <p>94.5</p> </td> \n       <td> <p>(89.8\u201397.1)</p> </td> \n       <td> <p>94.6</p> </td> \n       <td> <p>(90.4\u201397.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>94.8</p> </td> \n       <td> <p>(86.1\u201398.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>93.7</b></p> </td> \n       <td> <p><b>(91.5\u201395.3)</b></p> </td> \n       <td> <p>90.3</p> </td> \n       <td> <p>(83.7\u201394.4)</p> </td> \n       <td> <p>95.5</p> </td> \n       <td> <p>(92.5\u201397.3)</p> </td> \n       <td> <p>94.6</p> </td> \n       <td> <p>(91.5\u201396.6)</p> </td> \n       <td> <p>94.7</p> </td> \n       <td> <p>(92.4\u201396.3)</p> </td> \n       <td> <p>90.8</p> </td> \n       <td> <p>(78.8\u201396.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>87.3<span>\u00b6</span></p> </td> \n       <td> <p>(72.2\u201394.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>94.2</b></p> </td> \n       <td> <p><b>(92.4\u201395.6)</b></p> </td> \n       <td> <p>96.9</p> </td> \n       <td> <p>(90.7\u201399.0)</p> </td> \n       <td> <p>93.5</p> </td> \n       <td> <p>(90.5\u201395.6)</p> </td> \n       <td> <p>92.8</p> </td> \n       <td> <p>(90.1\u201394.9)</p> </td> \n       <td> <p>96.0</p> </td> \n       <td> <p>(93.9\u201397.4)</p> </td> \n       <td> <p>90.7<span>\u00b6</span></p> </td> \n       <td> <p>(78.7\u201396.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>83.1</p> </td> \n       <td> <p>(75.5\u201388.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Carolina</p> </td> \n       <td> <p><b>90.8</b></p> </td> \n       <td> <p><b>(88.2\u201392.9)</b></p> </td> \n       <td> <p>80.6</p> </td> \n       <td> <p>(69.4\u201388.4)</p> </td> \n       <td> <p>94.1</p> </td> \n       <td> <p>(91.1\u201396.2)</p> </td> \n       <td> <p>91.8</p> </td> \n       <td> <p>(88.2\u201394.4)</p> </td> \n       <td> <p>92.3</p> </td> \n       <td> <p>(89.0\u201394.7)</p> </td> \n       <td> <p>88.4</p> </td> \n       <td> <p>(83.8\u201391.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Dakota</p> </td> \n       <td> <p><b>91.3</b></p> </td> \n       <td> <p><b>(87.7\u201393.9)</b></p> </td> \n       <td> <p>80.9</p> </td> \n       <td> <p>(69.4\u201388.7)</p> </td> \n       <td> <p>95.9</p> </td> \n       <td> <p>(92.9\u201397.7)</p> </td> \n       <td> <p>94.8</p> </td> \n       <td> <p>(91.7\u201396.7)</p> </td> \n       <td> <p>93.8</p> </td> \n       <td> <p>(89.6\u201396.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>75.9</p> </td> \n       <td> <p>(65.9\u201383.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>90.7</b></p> </td> \n       <td> <p><b>(87.9\u201392.9)</b></p> </td> \n       <td> <p>88.6</p> </td> \n       <td> <p>(75.8\u201395.0)</p> </td> \n       <td> <p>92.8</p> </td> \n       <td> <p>(87.9\u201395.8)</p> </td> \n       <td> <p>89.8</p> </td> \n       <td> <p>(85.8\u201392.7)</p> </td> \n       <td> <p>90.2</p> </td> \n       <td> <p>(87.0\u201392.7)</p> </td> \n       <td> <p>90.8</p> </td> \n       <td> <p>(82.1\u201395.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>83.0</b></p> </td> \n       <td> <p><b>(80.2\u201385.4)</b></p> </td> \n       <td> <p>87.4</p> </td> \n       <td> <p>(80.0\u201392.3)</p> </td> \n       <td> <p>80.8</p> </td> \n       <td> <p>(76.1\u201384.8)</p> </td> \n       <td> <p>83.2</p> </td> \n       <td> <p>(79.1\u201386.6)</p> </td> \n       <td> <p>96.1</p> </td> \n       <td> <p>(93.2\u201397.8)</p> </td> \n       <td> <p>89.3</p> </td> \n       <td> <p>(81.8\u201394.0)</p> </td> \n       <td> <p>90.4</p> </td> \n       <td> <p>(76.8\u201396.4)</p> </td> \n       <td> <p>66.5</p> </td> \n       <td> <p>(61.3\u201371.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>93.5</b></p> </td> \n       <td> <p><b>(91.3\u201395.1)</b></p> </td> \n       <td> <p>90.0</p> </td> \n       <td> <p>(83.1\u201394.3)</p> </td> \n       <td> <p>94.1</p> </td> \n       <td> <p>(91.8\u201395.7)</p> </td> \n       <td> <p>96.0</p> </td> \n       <td> <p>(94.3\u201397.1)</p> </td> \n       <td> <p>95.3</p> </td> \n       <td> <p>(92.8\u201396.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>95.5</p> </td> \n       <td> <p>(88.3\u201398.4)</p> </td> \n       <td> <p>75.9</p> </td> \n       <td> <p>(68.2\u201382.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>97.2</b></p> </td> \n       <td> <p><b>(95.5\u201398.3)</b></p> </td> \n       <td> <p>95.8</p> </td> \n       <td> <p>(89.1\u201398.4)</p> </td> \n       <td> <p>98.0</p> </td> \n       <td> <p>(95.5\u201399.1)</p> </td> \n       <td> <p>97.6</p> </td> \n       <td> <p>(95.8\u201398.6)</p> </td> \n       <td> <p>97.5</p> </td> \n       <td> <p>(95.8\u201398.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Virginia</p> </td> \n       <td> <p><b>92.1</b></p> </td> \n       <td> <p><b>(88.6\u201394.6)</b></p> </td> \n       <td> <p>92.9<span>\u00b6</span></p> </td> \n       <td> <p>(84.4\u201396.9)</p> </td> \n       <td> <p>92.4</p> </td> \n       <td> <p>(86.8\u201395.7)</p> </td> \n       <td> <p>91.3</p> </td> \n       <td> <p>(84.9\u201395.2)</p> </td> \n       <td> <p>94.8</p> </td> \n       <td> <p>(91.6\u201396.8)</p> </td> \n       <td> <p>94.6</p> </td> \n       <td> <p>(85.4\u201398.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>89.2</b></p> </td> \n       <td> <p><b>(87.6\u201390.7)</b></p> </td> \n       <td> <p>85.6</p> </td> \n       <td> <p>(80.3\u201389.7)</p> </td> \n       <td> <p>87.9</p> </td> \n       <td> <p>(85.2\u201390.1)</p> </td> \n       <td> <p>92.7</p> </td> \n       <td> <p>(91.0\u201394.0)</p> </td> \n       <td> <p>94.8</p> </td> \n       <td> <p>(93.3\u201396.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>92.2</p> </td> \n       <td> <p>(84.1\u201396.4)</p> </td> \n       <td> <p>56.7</p> </td> \n       <td> <p>(50.2\u201363.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>89.9</b></p> </td> \n       <td> <p><b>(87.0\u201392.3)</b></p> </td> \n       <td> <p>85.7</p> </td> \n       <td> <p>(76.0\u201392.0)</p> </td> \n       <td> <p>91.0</p> </td> \n       <td> <p>(86.7\u201393.9)</p> </td> \n       <td> <p>91.7</p> </td> \n       <td> <p>(88.2\u201394.3)</p> </td> \n       <td> <p>89.5</p> </td> \n       <td> <p>(86.4\u201392.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>91.2</b></p> </td> \n       <td> <p><b>(86.3\u201394.5)</b></p> </td> \n       <td> <p>82.3</p> </td> \n       <td> <p>(67.0\u201391.4)</p> </td> \n       <td> <p>91.9</p> </td> \n       <td> <p>(84.1\u201396.0)</p> </td> \n       <td> <p>96.6</p> </td> \n       <td> <p>(91.5\u201398.7)</p> </td> \n       <td> <p>93.6</p> </td> \n       <td> <p>(88.6\u201396.5)</p> </td> \n       <td> <p>90.8</p> </td> \n       <td> <p>(74.3\u201397.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>92.5</b></p> </td> \n       <td> <p><b>(88.8\u201395.0)</b></p> </td> \n       <td> <p>84.7</p> </td> \n       <td> <p>(72.1\u201392.2)</p> </td> \n       <td> <p>94.5</p> </td> \n       <td> <p>(91.2\u201396.6)</p> </td> \n       <td> <p>96.2</p> </td> \n       <td> <p>(92.5\u201398.1)</p> </td> \n       <td> <p>93.6</p> </td> \n       <td> <p>(89.3\u201396.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>80.2</p> </td> \n       <td> <p>(66.0\u201389.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total</b><span>\u2020\u2020</span></p> </td> \n       <td> <p><b>89.7</b></p> </td> \n       <td> <p><b>(89.2\u201390.2)</b></p> </td> \n       <td> <p><b>87.2</b></p> </td> \n       <td> <p><b>(85.8\u201388.5)</b></p> </td> \n       <td> <p><b>89.9</b></p> </td> \n       <td> <p><b>(89.2\u201390.6)</b></p> </td> \n       <td> <p><b>90.9</b></p> </td> \n       <td> <p><b>(90.2\u201391.5)</b></p> </td> \n       <td> <p><b>94.7</b></p> </td> \n       <td> <p><b>(94.2\u201395.1)</b></p> </td> \n       <td> <p><b>91.1</b></p> </td> \n       <td> <p><b>(89.7\u201392.3)</b></p> </td> \n       <td> <p><b>92.9</b></p> </td> \n       <td> <p><b>(91.0\u201394.4)</b></p> </td> \n       <td> <p><b>70.9</b></p> </td> \n       <td> <p><b>(69.0\u201372.7)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>91.9</b></p> </td> \n       <td colspan=\"2\"> <p>85.7</p> </td> \n       <td colspan=\"2\"> <p>93.8</p> </td> \n       <td colspan=\"2\"> <p>94.5</p> </td> \n       <td colspan=\"2\"> <p>94.8</p> </td> \n       <td colspan=\"2\"> <p>91.0</p> </td> \n       <td colspan=\"2\"> <p>93.5</p> </td> \n       <td colspan=\"2\"> <p>78.5</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>79.4</b></p> </td> \n       <td colspan=\"2\"> <p>77.1</p> </td> \n       <td colspan=\"2\"> <p>77.2</p> </td> \n       <td colspan=\"2\"> <p>75.4</p> </td> \n       <td colspan=\"2\"> <p>89.5</p> </td> \n       <td colspan=\"2\"> <p>84.7</p> </td> \n       <td colspan=\"2\"> <p>75.9</p> </td> \n       <td colspan=\"2\"> <p>53.1</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>97.2</b></p> </td> \n       <td colspan=\"2\"> <p>96.9</p> </td> \n       <td colspan=\"2\"> <p>98.0</p> </td> \n       <td colspan=\"2\"> <p>99.2</p> </td> \n       <td colspan=\"2\"> <p>98.6</p> </td> \n       <td colspan=\"2\"> <p>97.6</p> </td> \n       <td colspan=\"2\"> <p>100</p> </td> \n       <td colspan=\"2\"> <p>89.8</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviations:</b> NR = not reported (if &lt;50 respondents); GED = general equivalency diploma.</p> <p> * White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other.</p> <p> <span>\u2020</span> Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p> <span>\u00a7</span> 95% confidence interval.</p> <p> <span>\u00b6</span> Represents 50\u201359 respondents; might not be reliable.</p> <p> ** Undefined.</p> <p> <span>\u2020\u2020</span> Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab4\" href=\"http://www.cdc.gov\"></a>TABLE 4. Estimated prevalence of women aged 18\u201344 years who currently have health-care coverage, overall and by age group and race/ethnicity \u2014 Behavioral Risk Factor Surveillance System, United States, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity*</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u2020</span></p> </td> \n       <td> <p><b>CI</b><span>\u00a7</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alabama</p> </td> \n       <td> <p><b>78.3</b></p> </td> \n       <td> <p><b>(74.9\u201381.4)</b></p> </td> \n       <td> <p>64.8</p> </td> \n       <td> <p>(53.7\u201374.6)</p> </td> \n       <td> <p>74.5</p> </td> \n       <td> <p>(68.7\u201379.6)</p> </td> \n       <td> <p>86.4</p> </td> \n       <td> <p>(82.5\u201389.6)</p> </td> \n       <td> <p>83.7</p> </td> \n       <td> <p>(79.6\u201387.1)</p> </td> \n       <td> <p>68.7</p> </td> \n       <td> <p>(62.2\u201374.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>78.9</b></p> </td> \n       <td> <p><b>(71.8\u201384.6)</b></p> </td> \n       <td> <p>68.4</p> </td> \n       <td> <p>(48.4\u201383.3)</p> </td> \n       <td> <p>80.0</p> </td> \n       <td> <p>(68.3\u201388.2)</p> </td> \n       <td> <p>84.4</p> </td> \n       <td> <p>(77.5\u201389.5)</p> </td> \n       <td> <p>79.1</p> </td> \n       <td> <p>(70.2\u201385.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>74.9</p> </td> \n       <td> <p>(58.1\u201386.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arizona</p> </td> \n       <td> <p><b>77.4</b></p> </td> \n       <td> <p><b>(70.1\u201383.4)</b></p> </td> \n       <td> <p>51.8<span>\u00b6</span></p> </td> \n       <td> <p>(27.3\u201375.5)</p> </td> \n       <td> <p>80.5</p> </td> \n       <td> <p>(73.1\u201386.3)</p> </td> \n       <td> <p>84.8</p> </td> \n       <td> <p>(79.2\u201389.1)</p> </td> \n       <td> <p>84.7</p> </td> \n       <td> <p>(73.7\u201391.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>82.0</p> </td> \n       <td> <p>(67.2\u201391.0)</p> </td> \n       <td> <p>62.2</p> </td> \n       <td> <p>(49.0\u201373.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>68.5</b></p> </td> \n       <td> <p><b>(62.7\u201373.7)</b></p> </td> \n       <td> <p>64.7<span>\u00b6</span></p> </td> \n       <td> <p>(48.0\u201378.4)</p> </td> \n       <td> <p>64.8</p> </td> \n       <td> <p>(55.1\u201373.3)</p> </td> \n       <td> <p>74.5</p> </td> \n       <td> <p>(68.2\u201379.9)</p> </td> \n       <td> <p>70.5</p> </td> \n       <td> <p>(64.2\u201376.2)</p> </td> \n       <td> <p>68.5</p> </td> \n       <td> <p>(55.2\u201379.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>California</p> </td> \n       <td> <p><b>77.4</b></p> </td> \n       <td> <p><b>(75.3\u201379.5)</b></p> </td> \n       <td> <p>75.9</p> </td> \n       <td> <p>(69.9\u201381.0)</p> </td> \n       <td> <p>75.4</p> </td> \n       <td> <p>(72.2\u201378.4)</p> </td> \n       <td> <p>80.4</p> </td> \n       <td> <p>(77.8\u201382.8)</p> </td> \n       <td> <p>89.3</p> </td> \n       <td> <p>(86.7\u201391.5)</p> </td> \n       <td> <p>82.4</p> </td> \n       <td> <p>(67.7\u201391.2)</p> </td> \n       <td> <p>86.8</p> </td> \n       <td> <p>(78.4\u201392.2)</p> </td> \n       <td> <p>66</p> </td> \n       <td> <p>(62.6\u201369.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>78.2</b></p> </td> \n       <td> <p><b>(75.3\u201380.8)</b></p> </td> \n       <td> <p>72.5</p> </td> \n       <td> <p>(63.4\u201380.0)</p> </td> \n       <td> <p>75.8</p> </td> \n       <td> <p>(71.4\u201379.7)</p> </td> \n       <td> <p>83.5</p> </td> \n       <td> <p>(80.2\u201386.4)</p> </td> \n       <td> <p>86.6</p> </td> \n       <td> <p>(83.7\u201389.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>86.7</p> </td> \n       <td> <p>(74.2\u201393.7)</p> </td> \n       <td> <p>50.2</p> </td> \n       <td> <p>(43.3\u201357.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Connecticut</p> </td> \n       <td> <p><b>89.2</b></p> </td> \n       <td> <p><b>(85.4\u201392.1)</b></p> </td> \n       <td> <p>77.6</p> </td> \n       <td> <p>(63.6\u201387.3)</p> </td> \n       <td> <p>88.1</p> </td> \n       <td> <p>(81.8\u201392.4)</p> </td> \n       <td> <p>95.5</p> </td> \n       <td> <p>(92.9\u201397.1)</p> </td> \n       <td> <p>94.8</p> </td> \n       <td> <p>(91.2\u201396.9)</p> </td> \n       <td> <p>69.3</p> </td> \n       <td> <p>(43.9\u201386.7)</p> </td> \n       <td> <p>73.9</p> </td> \n       <td> <p>(56.8\u201385.9)</p> </td> \n       <td> <p>72.8</p> </td> \n       <td> <p>(59.3\u201383.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>92.3</b></p> </td> \n       <td> <p><b>(89.1\u201394.7)</b></p> </td> \n       <td> <p>89.2</p> </td> \n       <td> <p>(77.9\u201395.1)</p> </td> \n       <td> <p>91.6</p> </td> \n       <td> <p>(87.2\u201394.5)</p> </td> \n       <td> <p>95.1</p> </td> \n       <td> <p>(91.1\u201397.4)</p> </td> \n       <td> <p>95.0</p> </td> \n       <td> <p>(92.4\u201396.7)</p> </td> \n       <td> <p>89.9</p> </td> \n       <td> <p>(77.4\u201395.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>D.C.</p> </td> \n       <td> <p><b>94.8</b></p> </td> \n       <td> <p><b>(92.5\u201396.5)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>97.4</p> </td> \n       <td> <p>(94.0\u201398.9)</p> </td> \n       <td> <p>91.3</p> </td> \n       <td> <p>(86.8\u201394.4)</p> </td> \n       <td> <p>99.1</p> </td> \n       <td> <p>(97.5\u201399.7)</p> </td> \n       <td> <p>90.0</p> </td> \n       <td> <p>(84.9\u201393.5)</p> </td> \n       <td> <p>96.5<span>\u00b6</span></p> </td> \n       <td> <p>(88.4\u201399.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Florida</p> </td> \n       <td> <p><b>75.4</b></p> </td> \n       <td> <p><b>(71.3\u201379.1)</b></p> </td> \n       <td> <p>44.5</p> </td> \n       <td> <p>(31.6\u201358.2)</p> </td> \n       <td> <p>78.9</p> </td> \n       <td> <p>(72.4\u201384.3)</p> </td> \n       <td> <p>79.6</p> </td> \n       <td> <p>(74.4\u201384.0)</p> </td> \n       <td> <p>80.3</p> </td> \n       <td> <p>(75.7\u201384.3)</p> </td> \n       <td> <p>77.4</p> </td> \n       <td> <p>(66.4\u201385.6)</p> </td> \n       <td> <p>82.9</p> </td> \n       <td> <p>(68.1\u201391.6)</p> </td> \n       <td> <p>60.0</p> </td> \n       <td> <p>(48.9\u201370.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>76.8</b></p> </td> \n       <td> <p><b>(72.9\u201380.2)</b></p> </td> \n       <td> <p>63.5</p> </td> \n       <td> <p>(49.9\u201375.2)</p> </td> \n       <td> <p>74.2</p> </td> \n       <td> <p>(67.8\u201379.7)</p> </td> \n       <td> <p>84.0</p> </td> \n       <td> <p>(80.2\u201387.2)</p> </td> \n       <td> <p>82.4</p> </td> \n       <td> <p>(78.0\u201386.1)</p> </td> \n       <td> <p>75.3</p> </td> \n       <td> <p>(68.4\u201381.2)</p> </td> \n       <td> <p>68.2<span>\u00b6</span></p> </td> \n       <td> <p>(49.6\u201382.3)</p> </td> \n       <td> <p>54.5<span>\u00b6</span></p> </td> \n       <td> <p>(37.8\u201370.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>90.3</b></p> </td> \n       <td> <p><b>(86.4\u201393.2)</b></p> </td> \n       <td> <p>76.4</p> </td> \n       <td> <p>(63.9\u201385.6)</p> </td> \n       <td> <p>94.3</p> </td> \n       <td> <p>(89.6\u201396.9)</p> </td> \n       <td> <p>95.3</p> </td> \n       <td> <p>(92.4\u201397.2)</p> </td> \n       <td> <p>90.7</p> </td> \n       <td> <p>(84.2\u201394.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>90.1</p> </td> \n       <td> <p>(85.1\u201393.6)</p> </td> \n       <td> <p>89.4</p> </td> \n       <td> <p>(72.3\u201396.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Idaho</p> </td> \n       <td> <p><b>73.4</b></p> </td> \n       <td> <p><b>(69.4\u201377.1)</b></p> </td> \n       <td> <p>66.4</p> </td> \n       <td> <p>(53.9\u201377.0)</p> </td> \n       <td> <p>70.2</p> </td> \n       <td> <p>(63.7\u201375.9)</p> </td> \n       <td> <p>81.1</p> </td> \n       <td> <p>(76.8\u201384.9)</p> </td> \n       <td> <p>76.8</p> </td> \n       <td> <p>(72.5\u201380.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>42.0</p> </td> \n       <td> <p>(30.0\u201355.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>86.5</b></p> </td> \n       <td> <p><b>(83.2\u201389.3)</b></p> </td> \n       <td> <p>79.9</p> </td> \n       <td> <p>(69.5\u201387.4)</p> </td> \n       <td> <p>89.3</p> </td> \n       <td> <p>(84.8\u201392.6)</p> </td> \n       <td> <p>88.4</p> </td> \n       <td> <p>(84.4\u201391.6)</p> </td> \n       <td> <p>90.4</p> </td> \n       <td> <p>(87.2\u201392.9)</p> </td> \n       <td> <p>84.9</p> </td> \n       <td> <p>(73.8\u201391.9)</p> </td> \n       <td> <p>84.4<span>\u00b6</span></p> </td> \n       <td> <p>(70.6\u201392.4)</p> </td> \n       <td> <p>74.6</p> </td> \n       <td> <p>(62.1\u201384.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Indiana</p> </td> \n       <td> <p><b>79.0</b></p> </td> \n       <td> <p><b>(75.8\u201381.9)</b></p> </td> \n       <td> <p>78.2</p> </td> \n       <td> <p>(68.8\u201385.4)</p> </td> \n       <td> <p>73.5</p> </td> \n       <td> <p>(68.2\u201378.3)</p> </td> \n       <td> <p>84.5</p> </td> \n       <td> <p>(81.1\u201387.4)</p> </td> \n       <td> <p>81.2</p> </td> \n       <td> <p>(77.6\u201384.3)</p> </td> \n       <td> <p>74.4</p> </td> \n       <td> <p>(62.9\u201383.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>62.2</p> </td> \n       <td> <p>(47.8\u201374.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Iowa</p> </td> \n       <td> <p><b>88.0</b></p> </td> \n       <td> <p><b>(84.8\u201390.6)</b></p> </td> \n       <td> <p>85.1</p> </td> \n       <td> <p>(74.4\u201391.8)</p> </td> \n       <td> <p>86.0</p> </td> \n       <td> <p>(81.3\u201389.7)</p> </td> \n       <td> <p>91.8</p> </td> \n       <td> <p>(88.5\u201394.3)</p> </td> \n       <td> <p>91.1</p> </td> \n       <td> <p>(88.2\u201393.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kansas</p> </td> \n       <td> <p><b>82.2</b></p> </td> \n       <td> <p><b>(80.2\u201384.1)</b></p> </td> \n       <td> <p>78.3</p> </td> \n       <td> <p>(72.1\u201383.5)</p> </td> \n       <td> <p>79.5</p> </td> \n       <td> <p>(76.5\u201382.3)</p> </td> \n       <td> <p>87.4</p> </td> \n       <td> <p>(85.5\u201389.2)</p> </td> \n       <td> <p>85.4</p> </td> \n       <td> <p>(83.3\u201387.3)</p> </td> \n       <td> <p>69.5</p> </td> \n       <td> <p>(58.0\u201379.0)</p> </td> \n       <td> <p>78.0</p> </td> \n       <td> <p>(66.5\u201386.4)</p> </td> \n       <td> <p>59.7</p> </td> \n       <td> <p>(51.0\u201367.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kentucky</p> </td> \n       <td> <p><b>81.1</b></p> </td> \n       <td> <p><b>(77.9\u201383.9)</b></p> </td> \n       <td> <p>71.7</p> </td> \n       <td> <p>(60.2\u201380.9)</p> </td> \n       <td> <p>80.7</p> </td> \n       <td> <p>(75.3\u201385.1)</p> </td> \n       <td> <p>85.1</p> </td> \n       <td> <p>(81.3\u201388.3)</p> </td> \n       <td> <p>81.5</p> </td> \n       <td> <p>(78.1\u201384.4)</p> </td> \n       <td> <p>80.0</p> </td> \n       <td> <p>(58.9\u201391.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Louisiana</p> </td> \n       <td> <p><b>75.4</b></p> </td> \n       <td> <p><b>(72.6\u201378.0)</b></p> </td> \n       <td> <p>69.1</p> </td> \n       <td> <p>(60.8\u201376.3)</p> </td> \n       <td> <p>73.2</p> </td> \n       <td> <p>(68.2\u201377.6)</p> </td> \n       <td> <p>79.9</p> </td> \n       <td> <p>(76.2\u201383.1)</p> </td> \n       <td> <p>79.5</p> </td> \n       <td> <p>(76.1\u201382.6)</p> </td> \n       <td> <p>68.5</p> </td> \n       <td> <p>(62.9\u201373.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>87.4</b></p> </td> \n       <td> <p><b>(84.5\u201389.8)</b></p> </td> \n       <td> <p>83.8</p> </td> \n       <td> <p>(74.5\u201390.2)</p> </td> \n       <td> <p>84.6</p> </td> \n       <td> <p>(79.3\u201388.7)</p> </td> \n       <td> <p>91.5</p> </td> \n       <td> <p>(88.9\u201393.5)</p> </td> \n       <td> <p>87.7</p> </td> \n       <td> <p>(84.8\u201390.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>86.8</b></p> </td> \n       <td> <p><b>(84.0\u201389.2)</b></p> </td> \n       <td> <p>82.4</p> </td> \n       <td> <p>(72.7\u201389.1)</p> </td> \n       <td> <p>86.3</p> </td> \n       <td> <p>(81.7\u201389.8)</p> </td> \n       <td> <p>89.7</p> </td> \n       <td> <p>(86.8\u201392.1)</p> </td> \n       <td> <p>90.3</p> </td> \n       <td> <p>(87.5\u201392.6)</p> </td> \n       <td> <p>85.3</p> </td> \n       <td> <p>(78.8\u201390.1)</p> </td> \n       <td> <p>91.0</p> </td> \n       <td> <p>(82.1\u201395.7)</p> </td> \n       <td> <p>66.3</p> </td> \n       <td> <p>(50.7\u201378.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>94.7</b></p> </td> \n       <td> <p><b>(93.1\u201396.0)</b></p> </td> \n       <td> <p>92.2</p> </td> \n       <td> <p>(86.8\u201395.5)</p> </td> \n       <td> <p>94.4</p> </td> \n       <td> <p>(91.5\u201396.4)</p> </td> \n       <td> <p>96.5</p> </td> \n       <td> <p>(94.9\u201397.6)</p> </td> \n       <td> <p>96.5</p> </td> \n       <td> <p>(94.7\u201397.7)</p> </td> \n       <td> <p>90.0</p> </td> \n       <td> <p>(82.8\u201394.3)</p> </td> \n       <td> <p>95.9</p> </td> \n       <td> <p>(90.8\u201398.2)</p> </td> \n       <td> <p>85.1</p> </td> \n       <td> <p>(77.0\u201390.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>84.9</b></p> </td> \n       <td> <p><b>(82.0\u201387.3)</b></p> </td> \n       <td> <p>76.9</p> </td> \n       <td> <p>(68.2\u201383.8)</p> </td> \n       <td> <p>86.1</p> </td> \n       <td> <p>(81.5\u201389.7)</p> </td> \n       <td> <p>88.6</p> </td> \n       <td> <p>(85.6\u201391.0)</p> </td> \n       <td> <p>86.1</p> </td> \n       <td> <p>(83.1\u201388.7)</p> </td> \n       <td> <p>82.7</p> </td> \n       <td> <p>(74.4\u201388.7)</p> </td> \n       <td> <p>87.0</p> </td> \n       <td> <p>(66.6\u201395.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>90.5</b></p> </td> \n       <td> <p><b>(87.0\u201393.1)</b></p> </td> \n       <td> <p>85.6</p> </td> \n       <td> <p>(73.5\u201392.7)</p> </td> \n       <td> <p>91.7</p> </td> \n       <td> <p>(87.2\u201394.7)</p> </td> \n       <td> <p>92.8</p> </td> \n       <td> <p>(89.8\u201395.0)</p> </td> \n       <td> <p>91.7</p> </td> \n       <td> <p>(88.3\u201394.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>75.5</b></p> </td> \n       <td> <p><b>(72.5\u201378.3)</b></p> </td> \n       <td> <p>71.5</p> </td> \n       <td> <p>(62.3\u201379.2)</p> </td> \n       <td> <p>74.4</p> </td> \n       <td> <p>(69.7\u201378.6)</p> </td> \n       <td> <p>79.2</p> </td> \n       <td> <p>(75.7\u201382.2)</p> </td> \n       <td> <p>80.6</p> </td> \n       <td> <p>(76.8\u201383.9)</p> </td> \n       <td> <p>69.6</p> </td> \n       <td> <p>(64.6\u201374.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>83.2</b></p> </td> \n       <td> <p><b>(78.9\u201386.8)</b></p> </td> \n       <td> <p>80.4</p> </td> \n       <td> <p>(65.7\u201389.8)</p> </td> \n       <td> <p>79.3</p> </td> \n       <td> <p>(72.1\u201385.0)</p> </td> \n       <td> <p>88.7</p> </td> \n       <td> <p>(84.2\u201392.0)</p> </td> \n       <td> <p>85.2</p> </td> \n       <td> <p>(80.4\u201388.9)</p> </td> \n       <td> <p>77.8</p> </td> \n       <td> <p>(62.4\u201388.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Montana</p> </td> \n       <td> <p><b>72.2</b></p> </td> \n       <td> <p><b>(67.1\u201376.7)</b></p> </td> \n       <td> <p>55.1</p> </td> \n       <td> <p>(41.0\u201368.4)</p> </td> \n       <td> <p>74.9</p> </td> \n       <td> <p>(68.4\u201380.4)</p> </td> \n       <td> <p>80.5</p> </td> \n       <td> <p>(76.0\u201384.3)</p> </td> \n       <td> <p>75.5</p> </td> \n       <td> <p>(70.7\u201379.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>62.7</p> </td> \n       <td> <p>(49.4\u201374.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>80.4</b></p> </td> \n       <td> <p><b>(76.3\u201383.9)</b></p> </td> \n       <td> <p>75.5</p> </td> \n       <td> <p>(64.1\u201384.1)</p> </td> \n       <td> <p>76.4</p> </td> \n       <td> <p>(69.1\u201382.4)</p> </td> \n       <td> <p>87.5</p> </td> \n       <td> <p>(83.6\u201390.5)</p> </td> \n       <td> <p>85.0</p> </td> \n       <td> <p>(81.0\u201388.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>58.6</p> </td> \n       <td> <p>(37.3\u201377.1)</p> </td> \n       <td> <p>42.2</p> </td> \n       <td> <p>(27.5\u201358.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nevada</p> </td> \n       <td> <p><b>72.6</b></p> </td> \n       <td> <p><b>(66.1\u201378.2)</b></p> </td> \n       <td> <p>59.8<span>\u00b6</span></p> </td> \n       <td> <p>(42.6\u201374.9)</p> </td> \n       <td> <p>66.3</p> </td> \n       <td> <p>(54.9\u201376.1)</p> </td> \n       <td> <p>85.0</p> </td> \n       <td> <p>(79.0\u201389.5)</p> </td> \n       <td> <p>79.9</p> </td> \n       <td> <p>(71.7\u201386.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>71.7<span>\u00b6</span></p> </td> \n       <td> <p>(50.3\u201386.4)</p> </td> \n       <td> <p>55.9</p> </td> \n       <td> <p>(42.1\u201368.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Hampshire</p> </td> \n       <td> <p><b>87.0</b></p> </td> \n       <td> <p><b>(84.0\u201389.5)</b></p> </td> \n       <td> <p>80.6</p> </td> \n       <td> <p>(69.6\u201388.3)</p> </td> \n       <td> <p>88.7</p> </td> \n       <td> <p>(83.6\u201392.3)</p> </td> \n       <td> <p>88.4</p> </td> \n       <td> <p>(84.9\u201391.2)</p> </td> \n       <td> <p>86.9</p> </td> \n       <td> <p>(83.7\u201389.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>84.3</b></p> </td> \n       <td> <p><b>(81.5\u201386.8)</b></p> </td> \n       <td> <p>77.6</p> </td> \n       <td> <p>(67.8\u201385.1)</p> </td> \n       <td> <p>83.7</p> </td> \n       <td> <p>(79.9\u201386.9)</p> </td> \n       <td> <p>88.5</p> </td> \n       <td> <p>(85.8\u201390.8)</p> </td> \n       <td> <p>89.5</p> </td> \n       <td> <p>(85.5\u201392.6)</p> </td> \n       <td> <p>81.1</p> </td> \n       <td> <p>(74.1\u201386.6)</p> </td> \n       <td> <p>94.2</p> </td> \n       <td> <p>(87.7\u201397.4)</p> </td> \n       <td> <p>66.0</p> </td> \n       <td> <p>(58.6\u201372.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Mexico</p> </td> \n       <td> <p><b>74.2</b></p> </td> \n       <td> <p><b>(70.5\u201377.5)</b></p> </td> \n       <td> <p>68.2</p> </td> \n       <td> <p>(58.0\u201377.0)</p> </td> \n       <td> <p>72.6</p> </td> \n       <td> <p>(67.1\u201377.6)</p> </td> \n       <td> <p>79.7</p> </td> \n       <td> <p>(75.6\u201383.3)</p> </td> \n       <td> <p>84.1</p> </td> \n       <td> <p>(78.7\u201388.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>58.8</p> </td> \n       <td> <p>(46.9\u201369.7)</p> </td> \n       <td> <p>69.9</p> </td> \n       <td> <p>(64.5\u201374.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New York</p> </td> \n       <td> <p><b>84.3</b></p> </td> \n       <td> <p><b>(80.9\u201387.2)</b></p> </td> \n       <td> <p>74.1</p> </td> \n       <td> <p>(64.0\u201382.2)</p> </td> \n       <td> <p>87.0</p> </td> \n       <td> <p>(81.9\u201390.8)</p> </td> \n       <td> <p>88.6</p> </td> \n       <td> <p>(84.6\u201391.6)</p> </td> \n       <td> <p>89.0</p> </td> \n       <td> <p>(85.2\u201392.0)</p> </td> \n       <td> <p>86.0</p> </td> \n       <td> <p>(75.8\u201392.3)</p> </td> \n       <td> <p>78.5</p> </td> \n       <td> <p>(62.4\u201388.9)</p> </td> \n       <td> <p>72</p> </td> \n       <td> <p>(62.3\u201380.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Carolina</p> </td> \n       <td> <p><b>74.6</b></p> </td> \n       <td> <p><b>(70.9\u201378.0)</b></p> </td> \n       <td> <p>60.6</p> </td> \n       <td> <p>(49.3\u201370.9)</p> </td> \n       <td> <p>75.4</p> </td> \n       <td> <p>(70.8\u201379.5)</p> </td> \n       <td> <p>82.1</p> </td> \n       <td> <p>(78.2\u201385.5)</p> </td> \n       <td> <p>82.5</p> </td> \n       <td> <p>(78.9\u201385.5)</p> </td> \n       <td> <p>72.1</p> </td> \n       <td> <p>(62.2\u201380.3)</p> </td> \n       <td> <p>62.4</p> </td> \n       <td> <p>(41.2\u201379.7)</p> </td> \n       <td> <p>35.4</p> </td> \n       <td> <p>(25.9\u201346.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Dakota</p> </td> \n       <td> <p><b>87.7</b></p> </td> \n       <td> <p><b>(83.1\u201391.2)</b></p> </td> \n       <td> <p>79.1</p> </td> \n       <td> <p>(66.6\u201387.8)</p> </td> \n       <td> <p>95.0</p> </td> \n       <td> <p>(91.4\u201397.2)</p> </td> \n       <td> <p>89.4</p> </td> \n       <td> <p>(85.6\u201392.4)</p> </td> \n       <td> <p>89.7</p> </td> \n       <td> <p>(84.9\u201393.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>76.8<span>\u00b6</span></p> </td> \n       <td> <p>(57.1\u201389.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>86.8</b></p> </td> \n       <td> <p><b>(83.9\u201389.2)</b></p> </td> \n       <td> <p>80.2</p> </td> \n       <td> <p>(70.8\u201387.1)</p> </td> \n       <td> <p>87.7</p> </td> \n       <td> <p>(82.3\u201391.6)</p> </td> \n       <td> <p>88.5</p> </td> \n       <td> <p>(85.6\u201390.9)</p> </td> \n       <td> <p>87.5</p> </td> \n       <td> <p>(84.3\u201390.2)</p> </td> \n       <td> <p>82.2</p> </td> \n       <td> <p>(73.2\u201388.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>68.6</b></p> </td> \n       <td> <p><b>(65.4\u201371.6)</b></p> </td> \n       <td> <p>52.2</p> </td> \n       <td> <p>(42.5\u201361.8)</p> </td> \n       <td> <p>66.2</p> </td> \n       <td> <p>(61.2\u201370.8)</p> </td> \n       <td> <p>78.6</p> </td> \n       <td> <p>(74.9\u201381.9)</p> </td> \n       <td> <p>74.6</p> </td> \n       <td> <p>(70.8\u201378.1)</p> </td> \n       <td> <p>63.8</p> </td> \n       <td> <p>(52.5\u201373.8)</p> </td> \n       <td> <p>65.1</p> </td> \n       <td> <p>(56.7\u201372.6)</p> </td> \n       <td> <p>32.7</p> </td> \n       <td> <p>(24.4\u201342.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>77.9</b></p> </td> \n       <td> <p><b>(72.9\u201382.2)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>74.7</p> </td> \n       <td> <p>(66.9\u201381.1)</p> </td> \n       <td> <p>84.9</p> </td> \n       <td> <p>(79.2\u201389.3)</p> </td> \n       <td> <p>80.3</p> </td> \n       <td> <p>(74.8\u201384.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>77.1</p> </td> \n       <td> <p>(63.1\u201386.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>87.2</b></p> </td> \n       <td> <p><b>(84.3\u201389.5)</b></p> </td> \n       <td> <p>86.6</p> </td> \n       <td> <p>(78.8\u201391.9)</p> </td> \n       <td> <p>84.1</p> </td> \n       <td> <p>(78.9\u201388.2)</p> </td> \n       <td> <p>89.9</p> </td> \n       <td> <p>(86.6\u201392.5)</p> </td> \n       <td> <p>88.2</p> </td> \n       <td> <p>(85.1\u201390.7)</p> </td> \n       <td> <p>85.1</p> </td> \n       <td> <p>(72.6\u201392.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>84.2<span>\u00b6</span></p> </td> \n       <td> <p>(68.8\u201392.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>85.9</b></p> </td> \n       <td> <p><b>(82.5\u201388.7)</b></p> </td> \n       <td> <p>81.8</p> </td> \n       <td> <p>(71.4\u201389.0)</p> </td> \n       <td> <p>86.0</p> </td> \n       <td> <p>(80.6\u201390.0)</p> </td> \n       <td> <p>88.7</p> </td> \n       <td> <p>(85.3\u201391.4)</p> </td> \n       <td> <p>88.4</p> </td> \n       <td> <p>(84.4\u201391.4)</p> </td> \n       <td> <p>86.1<span>\u00b6</span></p> </td> \n       <td> <p>(71.0\u201394.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>71.5</p> </td> \n       <td> <p>(61.1\u201380.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Carolina</p> </td> \n       <td> <p><b>81.7</b></p> </td> \n       <td> <p><b>(78.4\u201384.6)</b></p> </td> \n       <td> <p>77.9</p> </td> \n       <td> <p>(65.3\u201386.9)</p> </td> \n       <td> <p>80.9</p> </td> \n       <td> <p>(75.7\u201385.3)</p> </td> \n       <td> <p>83.7</p> </td> \n       <td> <p>(79.2\u201387.4)</p> </td> \n       <td> <p>85.0</p> </td> \n       <td> <p>(80.9\u201388.3)</p> </td> \n       <td> <p>78.2</p> </td> \n       <td> <p>(71.9\u201383.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Dakota</p> </td> \n       <td> <p><b>86.9</b></p> </td> \n       <td> <p><b>(83.7\u201389.5)</b></p> </td> \n       <td> <p>82.9</p> </td> \n       <td> <p>(72.8\u201389.8)</p> </td> \n       <td> <p>87.8</p> </td> \n       <td> <p>(83.2\u201391.2)</p> </td> \n       <td> <p>89.0</p> </td> \n       <td> <p>(85.5\u201391.7)</p> </td> \n       <td> <p>89.8</p> </td> \n       <td> <p>(86.4\u201392.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>66.3</p> </td> \n       <td> <p>(54.5\u201376.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>82.7</b></p> </td> \n       <td> <p><b>(79.2\u201385.7)</b></p> </td> \n       <td> <p>83.3</p> </td> \n       <td> <p>(70.0\u201391.4)</p> </td> \n       <td> <p>83.1</p> </td> \n       <td> <p>(77.2\u201387.8)</p> </td> \n       <td> <p>82.2</p> </td> \n       <td> <p>(77.3\u201386.3)</p> </td> \n       <td> <p>83.5</p> </td> \n       <td> <p>(79.7\u201386.7)</p> </td> \n       <td> <p>84.2</p> </td> \n       <td> <p>(75.2\u201390.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>64.5</b></p> </td> \n       <td> <p><b>(61.3\u201367.7)</b></p> </td> \n       <td> <p>60.7</p> </td> \n       <td> <p>(51.3\u201369.3)</p> </td> \n       <td> <p>55.4</p> </td> \n       <td> <p>(50.1\u201360.5)</p> </td> \n       <td> <p>74.3</p> </td> \n       <td> <p>(70.1\u201378.1)</p> </td> \n       <td> <p>80.3</p> </td> \n       <td> <p>(76.0\u201384.1)</p> </td> \n       <td> <p>67.0</p> </td> \n       <td> <p>(56.3\u201376.2)</p> </td> \n       <td> <p>84.1</p> </td> \n       <td> <p>(68.5\u201392.8)</p> </td> \n       <td> <p>44.2</p> </td> \n       <td> <p>(39.1\u201349.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>82.1</b></p> </td> \n       <td> <p><b>(79.3\u201384.6)</b></p> </td> \n       <td> <p>77.7</p> </td> \n       <td> <p>(69.4\u201384.2)</p> </td> \n       <td> <p>80.6</p> </td> \n       <td> <p>(77.0\u201383.9)</p> </td> \n       <td> <p>87.9</p> </td> \n       <td> <p>(85.1\u201390.1)</p> </td> \n       <td> <p>85.3</p> </td> \n       <td> <p>(82.3\u201387.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>83.0</p> </td> \n       <td> <p>(70.1\u201391.1)</p> </td> \n       <td> <p>52.3</p> </td> \n       <td> <p>(43.1\u201361.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>89.6</b></p> </td> \n       <td> <p><b>(86.4\u201392.2)</b></p> </td> \n       <td> <p>81.6</p> </td> \n       <td> <p>(71.1\u201388.9)</p> </td> \n       <td> <p>89.9</p> </td> \n       <td> <p>(85.4\u201393.1)</p> </td> \n       <td> <p>94.8</p> </td> \n       <td> <p>(92.7\u201396.4)</p> </td> \n       <td> <p>90.4</p> </td> \n       <td> <p>(87.1\u201392.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Virginia</p> </td> \n       <td> <p><b>83.9</b></p> </td> \n       <td> <p><b>(78.5\u201388.1)</b></p> </td> \n       <td> <p>77.1<span>\u00b6</span></p> </td> \n       <td> <p>(58.6\u201388.9)</p> </td> \n       <td> <p>84.8</p> </td> \n       <td> <p>(78.6\u201389.4)</p> </td> \n       <td> <p>87.3</p> </td> \n       <td> <p>(81.6\u201391.4)</p> </td> \n       <td> <p>89.1</p> </td> \n       <td> <p>(84.3\u201392.5)</p> </td> \n       <td> <p>75.8</p> </td> \n       <td> <p>(55.3\u201388.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>81.1</b></p> </td> \n       <td> <p><b>(79.0\u201383.0)</b></p> </td> \n       <td> <p>74.6</p> </td> \n       <td> <p>(68.1\u201380.1)</p> </td> \n       <td> <p>78.1</p> </td> \n       <td> <p>(74.7\u201381.1)</p> </td> \n       <td> <p>87.8</p> </td> \n       <td> <p>(85.7\u201389.6)</p> </td> \n       <td> <p>86.3</p> </td> \n       <td> <p>(84.1\u201388.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>87.4</p> </td> \n       <td> <p>(80.7\u201392.0)</p> </td> \n       <td> <p>47.9</p> </td> \n       <td> <p>(41.4\u201354.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>77.0</b></p> </td> \n       <td> <p><b>(73.2\u201380.4)</b></p> </td> \n       <td> <p>68.3</p> </td> \n       <td> <p>(57.3\u201377.6)</p> </td> \n       <td> <p>74.5</p> </td> \n       <td> <p>(68.6\u201379.5)</p> </td> \n       <td> <p>84.8</p> </td> \n       <td> <p>(80.6\u201388.3)</p> </td> \n       <td> <p>77.7</p> </td> \n       <td> <p>(73.8\u201381.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>89.1</b></p> </td> \n       <td> <p><b>(84.6\u201392.4)</b></p> </td> \n       <td> <p>90.0</p> </td> \n       <td> <p>(76.7\u201396.1)</p> </td> \n       <td> <p>85.4</p> </td> \n       <td> <p>(76.4\u201391.3)</p> </td> \n       <td> <p>91.8</p> </td> \n       <td> <p>(86.8\u201395.0)</p> </td> \n       <td> <p>90.0</p> </td> \n       <td> <p>(85.1\u201393.5)</p> </td> \n       <td> <p>86.9</p> </td> \n       <td> <p>(71.4\u201394.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>75.1</b></p> </td> \n       <td> <p><b>(70.7\u201379.0)</b></p> </td> \n       <td> <p>66.1</p> </td> \n       <td> <p>(53.0\u201377.1)</p> </td> \n       <td> <p>75.5</p> </td> \n       <td> <p>(69.9\u201380.4)</p> </td> \n       <td> <p>81.2</p> </td> \n       <td> <p>(76.3\u201385.3)</p> </td> \n       <td> <p>78.4</p> </td> \n       <td> <p>(73.8\u201382.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>45</p> </td> \n       <td> <p>(30.8\u201360.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total**</b></p> </td> \n       <td> <p><b>80.1</b></p> </td> \n       <td> <p><b>(79.4\u201380.7)</b></p> </td> \n       <td> <p><b>74.2</b></p> </td> \n       <td> <p><b>(72.2\u201376.0)</b></p> </td> \n       <td> <p><b>78.5</b></p> </td> \n       <td> <p><b>(77.4\u201379.4)</b></p> </td> \n       <td> <p><b>84.6</b></p> </td> \n       <td> <p><b>(83.8\u201385.3)</b></p> </td> \n       <td> <p><b>85.8</b></p> </td> \n       <td> <p><b>(85.1\u201386.4)</b></p> </td> \n       <td> <p><b>78.0</b></p> </td> \n       <td> <p><b>(75.9\u201379.9)</b></p> </td> \n       <td> <p><b>81.4</b></p> </td> \n       <td> <p><b>(78.7\u201383.8)</b></p> </td> \n       <td> <p><b>61.2</b></p> </td> \n       <td> <p><b>(59.2\u201363.2)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>82.1</b></p> </td> \n       <td colspan=\"2\"> <p>76.9</p> </td> \n       <td colspan=\"2\"> <p>80.6</p> </td> \n       <td colspan=\"2\"> <p>87.4</p> </td> \n       <td colspan=\"2\"> <p>85.4</p> </td> \n       <td colspan=\"2\"> <p>79.1</p> </td> \n       <td colspan=\"2\"> <p>80.3</p> </td> \n       <td colspan=\"2\"> <p>61.1</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>64.5</b></p> </td> \n       <td colspan=\"2\"> <p>44.5</p> </td> \n       <td colspan=\"2\"> <p>55.4</p> </td> \n       <td colspan=\"2\"> <p>74.3</p> </td> \n       <td colspan=\"2\"> <p>70.5</p> </td> \n       <td colspan=\"2\"> <p>63.8</p> </td> \n       <td colspan=\"2\"> <p>58.6</p> </td> \n       <td colspan=\"2\"> <p>32.7</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>94.8</b></p> </td> \n       <td colspan=\"2\"> <p>92.2</p> </td> \n       <td colspan=\"2\"> <p>97.4</p> </td> \n       <td colspan=\"2\"> <p>96.5</p> </td> \n       <td colspan=\"2\"> <p>99.1</p> </td> \n       <td colspan=\"2\"> <p>90.0</p> </td> \n       <td colspan=\"2\"> <p>96.5</p> </td> \n       <td colspan=\"2\"> <p>89.4</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;50 respondents).</p> <p> * White = non-Hispanic white; black = non-Hispanic black; other = non-Hispanic other.</p> <p> <span>\u2020</span> Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p> <span>\u00a7</span> 95% confidence interval.</p> <p> <span>\u00b6</span> Represents 50\u201359 respondents; might not be reliable.</p> <p> ** Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab5\" href=\"http://www.cdc.gov\"></a>TABLE 5. Estimated prevalence of women aged 18\u201344 years having a live birth who had health-care coverage during the month before pregnancy, overall and by age group and race/ethnicity \u2014 Pregnancy Risk Assessment Monitoring System, United States, 29 reporting areas, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity*</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u2020</span></p> </td> \n       <td> <p><b>CI</b><span>\u00a7</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>79.1</b></p> </td> \n       <td> <p><b>(76.1\u201381.8)</b></p> </td> \n       <td> <p>76.1</p> </td> \n       <td> <p>(70.8\u201380.6)</p> </td> \n       <td> <p>79.3</p> </td> \n       <td> <p>(75.1\u201382.9)</p> </td> \n       <td> <p>88.7</p> </td> \n       <td> <p>(81.0\u201393.5)</p> </td> \n       <td> <p>77.7</p> </td> \n       <td> <p>(73.3\u201381.5)</p> </td> \n       <td> <p>96.5<span>\u00b6</span></p> </td> \n       <td> <p>(93.2\u201398.3)</p> </td> \n       <td> <p>81.0</p> </td> \n       <td> <p>(76.8\u201384.6)</p> </td> \n       <td> <p>72.7</p> </td> \n       <td> <p>(56.0\u201384.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>66.8</b></p> </td> \n       <td> <p><b>(63.0\u201370.3)</b></p> </td> \n       <td> <p>57.2</p> </td> \n       <td> <p>(50.9\u201363.2)</p> </td> \n       <td> <p>71.2</p> </td> \n       <td> <p>(66.1\u201375.9)</p> </td> \n       <td> <p>83.3</p> </td> \n       <td> <p>(72.2\u201390.5)</p> </td> \n       <td> <p>68.2</p> </td> \n       <td> <p>(63.8\u201372.3)</p> </td> \n       <td> <p>71.8</p> </td> \n       <td> <p>(62.7\u201379.5)</p> </td> \n       <td> <p>80.4<span>\u00b6</span></p> </td> \n       <td> <p>(54.3\u201393.4)</p> </td> \n       <td> <p>42.2</p> </td> \n       <td> <p>(29.9\u201355.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>74.7</b></p> </td> \n       <td> <p><b>(71.9\u201377.4)</b></p> </td> \n       <td> <p>58.4</p> </td> \n       <td> <p>(52.1\u201364.3)</p> </td> \n       <td> <p>78.6</p> </td> \n       <td> <p>(74.9\u201381.9)</p> </td> \n       <td> <p>88.4</p> </td> \n       <td> <p>(83.2\u201392.1)</p> </td> \n       <td> <p>82.7</p> </td> \n       <td> <p>(79.7\u201385.4)</p> </td> \n       <td> <p>75.4<span>\u00b6</span></p> </td> \n       <td> <p>(45.8\u201391.8)</p> </td> \n       <td> <p>80.4</p> </td> \n       <td> <p>(69.0\u201388.3)</p> </td> \n       <td> <p>56.2</p> </td> \n       <td> <p>(49.9\u201362.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>87.0</b></p> </td> \n       <td> <p><b>(84.8\u201389.0)</b></p> </td> \n       <td> <p>82.8</p> </td> \n       <td> <p>(78.0\u201386.7)</p> </td> \n       <td> <p>88.4</p> </td> \n       <td> <p>(85.3\u201390.8)</p> </td> \n       <td> <p>90.1</p> </td> \n       <td> <p>(84.6\u201393.8)</p> </td> \n       <td> <p>90.8</p> </td> \n       <td> <p>(88.2\u201392.9)</p> </td> \n       <td> <p>91.1</p> </td> \n       <td> <p>(86.6\u201394.2)</p> </td> \n       <td> <p>86.1</p> </td> \n       <td> <p>(74.9\u201392.8)</p> </td> \n       <td> <p>57.7</p> </td> \n       <td> <p>(48.2\u201366.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>67.7</b></p> </td> \n       <td> <p><b>(62.7\u201372.3)</b></p> </td> \n       <td> <p>57.9</p> </td> \n       <td> <p>(49.5\u201365.8)</p> </td> \n       <td> <p>71.7</p> </td> \n       <td> <p>(64.7\u201377.7)</p> </td> \n       <td> <p>85.2</p> </td> \n       <td> <p>(69.4\u201393.6)</p> </td> \n       <td> <p>80.2</p> </td> \n       <td> <p>(73.3\u201385.7)</p> </td> \n       <td> <p>71.3</p> </td> \n       <td> <p>(62.8\u201378.4)</p> </td> \n       <td> <p>75.5<span>\u00b6</span></p> </td> \n       <td> <p>(50.7\u201390.2)</p> </td> \n       <td> <p>34.4</p> </td> \n       <td> <p>(23.9\u201346.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>91.8</b></p> </td> \n       <td> <p><b>(89.9\u201393.3)</b></p> </td> \n       <td> <p>86.4</p> </td> \n       <td> <p>(81.8\u201390.0)</p> </td> \n       <td> <p>94.8</p> </td> \n       <td> <p>(93.0\u201396.2)</p> </td> \n       <td> <p>92.6</p> </td> \n       <td> <p>(87.5\u201395.8)</p> </td> \n       <td> <p>90.9</p> </td> \n       <td> <p>(86.6\u201394.0)</p> </td> \n       <td> <p>99.2<span>\u00b6</span></p> </td> \n       <td> <p>(95.6\u201399.9)</p> </td> \n       <td> <p>92.4</p> </td> \n       <td> <p>(89.9\u201394.3)</p> </td> \n       <td> <p>89.9</p> </td> \n       <td> <p>(84.1\u201393.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>77.1</b></p> </td> \n       <td> <p><b>(74.7\u201379.3)</b></p> </td> \n       <td> <p>64.6</p> </td> \n       <td> <p>(59.4\u201369.5)</p> </td> \n       <td> <p>81.0</p> </td> \n       <td> <p>(77.9\u201383.7)</p> </td> \n       <td> <p>84.7</p> </td> \n       <td> <p>(79.1\u201389.0)</p> </td> \n       <td> <p>86.9</p> </td> \n       <td> <p>(84.2\u201389.1)</p> </td> \n       <td> <p>81.8</p> </td> \n       <td> <p>(75.0\u201387.1)</p> </td> \n       <td> <p>79.1</p> </td> \n       <td> <p>(68.3\u201386.9)</p> </td> \n       <td> <p>52.2</p> </td> \n       <td> <p>(46.7\u201357.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>86.4</b></p> </td> \n       <td> <p><b>(83.8\u201388.6)</b></p> </td> \n       <td> <p>75.5</p> </td> \n       <td> <p>(69.5\u201380.6)</p> </td> \n       <td> <p>90.6</p> </td> \n       <td> <p>(87.6\u201393.0)</p> </td> \n       <td> <p>94.1</p> </td> \n       <td> <p>(88.2\u201397.2)</p> </td> \n       <td> <p>86.7</p> </td> \n       <td> <p>(84.1\u201389.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>78.2</b></p> </td> \n       <td> <p><b>(74.7\u201381.4)</b></p> </td> \n       <td> <p>64.0</p> </td> \n       <td> <p>(55.4\u201371.8)</p> </td> \n       <td> <p>81.6</p> </td> \n       <td> <p>(77.0\u201385.5)</p> </td> \n       <td> <p>88.0</p> </td> \n       <td> <p>(84.8\u201390.5)</p> </td> \n       <td> <p>89.2</p> </td> \n       <td> <p>(85.1\u201392.3)</p> </td> \n       <td> <p>78.7</p> </td> \n       <td> <p>(72.2\u201384.0)</p> </td> \n       <td> <p>85.2</p> </td> \n       <td> <p>(71.6\u201392.9)</p> </td> \n       <td> <p>32.8</p> </td> \n       <td> <p>(23.6\u201343.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>94.0</b></p> </td> \n       <td> <p><b>(92.2\u201395.4)</b></p> </td> \n       <td> <p>85.9</p> </td> \n       <td> <p>(80.1\u201390.2)</p> </td> \n       <td> <p>96.0</p> </td> \n       <td> <p>(94.0\u201397.4)</p> </td> \n       <td> <p>98.3</p> </td> \n       <td> <p>(96.7\u201399.2)</p> </td> \n       <td> <p>95.6</p> </td> \n       <td> <p>(92.9\u201397.3)</p> </td> \n       <td> <p>90.7</p> </td> \n       <td> <p>(86.8\u201393.6)</p> </td> \n       <td> <p>95.9</p> </td> \n       <td> <p>(92.9\u201397.7)</p> </td> \n       <td> <p>87.3</p> </td> \n       <td> <p>(83.3\u201390.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>80.7</b></p> </td> \n       <td> <p><b>(78.2\u201383.0)</b></p> </td> \n       <td> <p>72.0</p> </td> \n       <td> <p>(67.1\u201376.5)</p> </td> \n       <td> <p>83.5</p> </td> \n       <td> <p>(80.2\u201386.4)</p> </td> \n       <td> <p>88.9</p> </td> \n       <td> <p>(82.6\u201393.1)</p> </td> \n       <td> <p>80.9</p> </td> \n       <td> <p>(77.8\u201383.7)</p> </td> \n       <td> <p>83.5</p> </td> \n       <td> <p>(80.1\u201386.3)</p> </td> \n       <td> <p>74.8</p> </td> \n       <td> <p>(62.1\u201384.3)</p> </td> \n       <td> <p>78.0<span>\u00b6</span></p> </td> \n       <td> <p>(63.7\u201387.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>84.4</b></p> </td> \n       <td> <p><b>(82.1\u201386.5)</b></p> </td> \n       <td> <p>67.3</p> </td> \n       <td> <p>(61.3\u201372.8)</p> </td> \n       <td> <p>89.8</p> </td> \n       <td> <p>(87.2\u201392.0)</p> </td> \n       <td> <p>88.4</p> </td> \n       <td> <p>(82.3\u201392.5)</p> </td> \n       <td> <p>88.9</p> </td> \n       <td> <p>(86.6\u201390.9)</p> </td> \n       <td> <p>77.3</p> </td> \n       <td> <p>(66.5\u201385.4)</p> </td> \n       <td> <p>84.3</p> </td> \n       <td> <p>(75.3\u201390.5)</p> </td> \n       <td> <p>52.9</p> </td> \n       <td> <p>(42.5\u201363.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>65.1</b></p> </td> \n       <td> <p><b>(61.8\u201368.3)</b></p> </td> \n       <td> <p>54.7</p> </td> \n       <td> <p>(49.7\u201359.7)</p> </td> \n       <td> <p>73.3</p> </td> \n       <td> <p>(68.7\u201377.4)</p> </td> \n       <td> <p>76.7</p> </td> \n       <td> <p>(64.5\u201385.6)</p> </td> \n       <td> <p>66.8</p> </td> \n       <td> <p>(62.1\u201371.1)</p> </td> \n       <td> <p>64.8</p> </td> \n       <td> <p>(59.9\u201369.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>72.1</b></p> </td> \n       <td> <p><b>(69.1\u201374.9)</b></p> </td> \n       <td> <p>57.5</p> </td> \n       <td> <p>(51.8\u201362.9)</p> </td> \n       <td> <p>79.3</p> </td> \n       <td> <p>(75.6\u201382.6)</p> </td> \n       <td> <p>85.8</p> </td> \n       <td> <p>(78.0\u201391.2)</p> </td> \n       <td> <p>72.2</p> </td> \n       <td> <p>(68.9\u201375.2)</p> </td> \n       <td> <p>77.6</p> </td> \n       <td> <p>(67.8\u201385.1)</p> </td> \n       <td> <p>66.0<span>\u00b6</span></p> </td> \n       <td> <p>(46.7\u201381.1)</p> </td> \n       <td> <p>57.8<span>\u00b6</span></p> </td> \n       <td> <p>(39.3\u201374.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>77.1</b></p> </td> \n       <td> <p><b>(74.8\u201379.3)</b></p> </td> \n       <td> <p>59.9</p> </td> \n       <td> <p>(54.8\u201364.7)</p> </td> \n       <td> <p>84.0</p> </td> \n       <td> <p>(81.3\u201386.4)</p> </td> \n       <td> <p>86.2</p> </td> \n       <td> <p>(80.6\u201390.4)</p> </td> \n       <td> <p>82.8</p> </td> \n       <td> <p>(79.7\u201385.4)</p> </td> \n       <td> <p>73.5</p> </td> \n       <td> <p>(68.1\u201378.3)</p> </td> \n       <td> <p>71.8</p> </td> \n       <td> <p>(66.3\u201376.8)</p> </td> \n       <td> <p>52.7</p> </td> \n       <td> <p>(47.6\u201357.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>83.6</b></p> </td> \n       <td> <p><b>(81.5\u201385.5)</b></p> </td> \n       <td> <p>68.7</p> </td> \n       <td> <p>(62.7\u201374.2)</p> </td> \n       <td> <p>86.0</p> </td> \n       <td> <p>(83.3\u201388.3)</p> </td> \n       <td> <p>92.4</p> </td> \n       <td> <p>(88.5\u201395.0)</p> </td> \n       <td> <p>92.1</p> </td> \n       <td> <p>(89.4\u201394.2)</p> </td> \n       <td> <p>84.0</p> </td> \n       <td> <p>(78.7\u201388.2)</p> </td> \n       <td> <p>89.5</p> </td> \n       <td> <p>(84.3\u201393.2)</p> </td> \n       <td> <p>65.8</p> </td> \n       <td> <p>(60.3\u201370.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>82.3</b></p> </td> \n       <td> <p><b>(79.2\u201385.0)</b></p> </td> \n       <td> <p>70.2</p> </td> \n       <td> <p>(63.8\u201375.9)</p> </td> \n       <td> <p>87.7</p> </td> \n       <td> <p>(83.8\u201390.7)</p> </td> \n       <td> <p>89.3</p> </td> \n       <td> <p>(79.7\u201394.7)</p> </td> \n       <td> <p>82.2</p> </td> \n       <td> <p>(78.4\u201385.4)</p> </td> \n       <td> <p>84.2</p> </td> \n       <td> <p>(80.0\u201387.7)</p> </td> \n       <td> <p>94.0<span>\u00b6</span></p> </td> \n       <td> <p>(71.4\u201399.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>67.2</b></p> </td> \n       <td> <p><b>(63.6\u201370.6)</b></p> </td> \n       <td> <p>58.2</p> </td> \n       <td> <p>(52.3\u201363.9)</p> </td> \n       <td> <p>72.8</p> </td> \n       <td> <p>(67.9\u201377.2)</p> </td> \n       <td> <p>77.2</p> </td> \n       <td> <p>(64.9\u201386.1)</p> </td> \n       <td> <p>69.0</p> </td> \n       <td> <p>(64.4\u201373.2)</p> </td> \n       <td> <p>61.5</p> </td> \n       <td> <p>(47.6\u201373.7)</p> </td> \n       <td> <p>84.3</p> </td> \n       <td> <p>(76.1\u201390.0)</p> </td> \n       <td> <p>39.2</p> </td> \n       <td> <p>(30.1\u201349.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>73.2</b></p> </td> \n       <td> <p><b>(69.9\u201376.3)</b></p> </td> \n       <td> <p>61.3</p> </td> \n       <td> <p>(54.2\u201368.0)</p> </td> \n       <td> <p>75.9</p> </td> \n       <td> <p>(71.6\u201379.7)</p> </td> \n       <td> <p>85.0</p> </td> \n       <td> <p>(78.0\u201390.1)</p> </td> \n       <td> <p>77.7</p> </td> \n       <td> <p>(73.0\u201381.9)</p> </td> \n       <td> <p>77.4</p> </td> \n       <td> <p>(71.1\u201382.6)</p> </td> \n       <td> <p>79.0</p> </td> \n       <td> <p>(75.8\u201381.9)</p> </td> \n       <td> <p>53.8</p> </td> \n       <td> <p>(48.6\u201358.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>81.6</b></p> </td> \n       <td> <p><b>(78.6\u201384.3)</b></p> </td> \n       <td> <p>70.8</p> </td> \n       <td> <p>(64.1\u201376.7)</p> </td> \n       <td> <p>85.7</p> </td> \n       <td> <p>(81.9\u201388.9)</p> </td> \n       <td> <p>87.7</p> </td> \n       <td> <p>(80.4\u201392.5)</p> </td> \n       <td> <p>83.0</p> </td> \n       <td> <p>(79.6\u201385.9)</p> </td> \n       <td> <p>81.7</p> </td> \n       <td> <p>(71.5\u201388.8)</p> </td> \n       <td> <p>80.2</p> </td> \n       <td> <p>(68.4\u201388.3)</p> </td> \n       <td> <p>69.6</p> </td> \n       <td> <p>(54.8\u201381.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>83.3</b></p> </td> \n       <td> <p><b>(80.7\u201385.6)</b></p> </td> \n       <td> <p>67.6</p> </td> \n       <td> <p>(60.9\u201373.6)</p> </td> \n       <td> <p>88.8</p> </td> \n       <td> <p>(85.9\u201391.2)</p> </td> \n       <td> <p>88.1</p> </td> \n       <td> <p>(82.2\u201392.3)</p> </td> \n       <td> <p>90.6</p> </td> \n       <td> <p>(87.8\u201392.9)</p> </td> \n       <td> <p>79.1</p> </td> \n       <td> <p>(65.0\u201388.6)</p> </td> \n       <td> <p>81.8</p> </td> \n       <td> <p>(70.9\u201389.2)</p> </td> \n       <td> <p>66.2</p> </td> \n       <td> <p>(59.3\u201372.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>76.0</b></p> </td> \n       <td> <p><b>(71.4\u201380.0)</b></p> </td> \n       <td> <p>72.4</p> </td> \n       <td> <p>(64.7\u201379.0)</p> </td> \n       <td> <p>79.0</p> </td> \n       <td> <p>(72.5\u201384.3)</p> </td> \n       <td> <p>75.5</p> </td> \n       <td> <p>(62.3\u201385.2)</p> </td> \n       <td> <p>80.6</p> </td> \n       <td> <p>(75.5\u201384.8)</p> </td> \n       <td> <p>78.1</p> </td> \n       <td> <p>(66.6\u201386.4)</p> </td> \n       <td> <p>59.9<span>\u00b6</span></p> </td> \n       <td> <p>(37.6\u201378.7)</p> </td> \n       <td> <p>41.2<span>\u00b6</span></p> </td> \n       <td> <p>(24.8\u201359.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>59.4</b></p> </td> \n       <td> <p><b>(56.3\u201362.5)</b></p> </td> \n       <td> <p>45.1</p> </td> \n       <td> <p>(39.7\u201350.7)</p> </td> \n       <td> <p>66.4</p> </td> \n       <td> <p>(61.9\u201370.5)</p> </td> \n       <td> <p>69.8</p> </td> \n       <td> <p>(60.6\u201377.6)</p> </td> \n       <td> <p>74.6</p> </td> \n       <td> <p>(70.2\u201378.5)</p> </td> \n       <td> <p>63.8</p> </td> \n       <td> <p>(58.8\u201368.5)</p> </td> \n       <td> <p>86.5<span>\u00b6</span></p> </td> \n       <td> <p>(72.4\u201393.9)</p> </td> \n       <td> <p>45.2</p> </td> \n       <td> <p>(39.9\u201350.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>79.0</b></p> </td> \n       <td> <p><b>(76.9\u201380.9)</b></p> </td> \n       <td> <p>68.8</p> </td> \n       <td> <p>(64.3\u201372.9)</p> </td> \n       <td> <p>83.7</p> </td> \n       <td> <p>(81.0\u201386.0)</p> </td> \n       <td> <p>81.2</p> </td> \n       <td> <p>(73.2\u201387.2)</p> </td> \n       <td> <p>86.4</p> </td> \n       <td> <p>(84.2\u201388.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>77.2</p> </td> \n       <td> <p>(64.4\u201386.4)</p> </td> \n       <td> <p>47.5</p> </td> \n       <td> <p>(41.5\u201353.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>86.5</b></p> </td> \n       <td> <p><b>(84.1\u201388.5)</b></p> </td> \n       <td> <p>71.6</p> </td> \n       <td> <p>(65.7\u201376.9)</p> </td> \n       <td> <p>91.2</p> </td> \n       <td> <p>(88.5\u201393.3)</p> </td> \n       <td> <p>93.5</p> </td> \n       <td> <p>(88.7\u201396.3)</p> </td> \n       <td> <p>86.1</p> </td> \n       <td> <p>(83.6\u201388.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>83.8<span>\u00b6</span></p> </td> \n       <td> <p>(68.1\u201392.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>77.2</b></p> </td> \n       <td> <p><b>(74.4\u201379.7)</b></p> </td> \n       <td> <p>67.0</p> </td> \n       <td> <p>(61.0\u201372.6)</p> </td> \n       <td> <p>79.7</p> </td> \n       <td> <p>(76.1\u201382.9)</p> </td> \n       <td> <p>90.5</p> </td> \n       <td> <p>(85.9\u201393.7)</p> </td> \n       <td> <p>84.9</p> </td> \n       <td> <p>(80.8\u201388.2)</p> </td> \n       <td> <p>76.2</p> </td> \n       <td> <p>(70.3\u201381.2)</p> </td> \n       <td> <p>79.7</p> </td> \n       <td> <p>(74.3\u201384.3)</p> </td> \n       <td> <p>50.4</p> </td> \n       <td> <p>(44.9\u201355.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>67.0</b></p> </td> \n       <td> <p><b>(64.0\u201369.9)</b></p> </td> \n       <td> <p>54.9</p> </td> \n       <td> <p>(50.2\u201359.6)</p> </td> \n       <td> <p>75.6</p> </td> \n       <td> <p>(71.6\u201379.3)</p> </td> \n       <td> <p>81.2</p> </td> \n       <td> <p>(71.1\u201388.4)</p> </td> \n       <td> <p>67.4</p> </td> \n       <td> <p>(64.4\u201370.4)</p> </td> \n       <td> <p>54.7</p> </td> \n       <td> <p>(36.3\u201371.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>85.7</b></p> </td> \n       <td> <p><b>(83.0\u201387.9)</b></p> </td> \n       <td> <p>73.0</p> </td> \n       <td> <p>(66.3\u201378.8)</p> </td> \n       <td> <p>90.8</p> </td> \n       <td> <p>(87.9\u201393.1)</p> </td> \n       <td> <p>88.7</p> </td> \n       <td> <p>(81.3\u201393.3)</p> </td> \n       <td> <p>90.2</p> </td> \n       <td> <p>86.7\u201392.9</p> </td> \n       <td> <p>81.7</p> </td> \n       <td> <p>75.8\u201386.4</p> </td> \n       <td> <p>82.8</p> </td> \n       <td> <p>(73.8\u201389.1)</p> </td> \n       <td> <p>58.8</p> </td> \n       <td> <p>(51.9\u201365.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>71.6</b></p> </td> \n       <td> <p><b>(68.1\u201374.9)</b></p> </td> \n       <td> <p>60.3</p> </td> \n       <td> <p>(53.7\u201366.6)</p> </td> \n       <td> <p>76.4</p> </td> \n       <td> <p>(71.9\u201380.3)</p> </td> \n       <td> <p>88.7</p> </td> \n       <td> <p>(81.5\u201393.3)</p> </td> \n       <td> <p>76.1</p> </td> \n       <td> <p>71.9\u201379.8</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>67.6</p> </td> \n       <td> <p>(57.3\u201376.5)</p> </td> \n       <td> <p>45.1</p> </td> \n       <td> <p>(38.8\u201351.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total**</b></p> </td> \n       <td> <p><b>74.9</b></p> </td> \n       <td> <p><b>(74.0\u201375.7)</b></p> </td> \n       <td> <p><b>62.0</b></p> </td> \n       <td> <p><b>(60.3\u201363.7)</b></p> </td> \n       <td> <p><b>79.8</b></p> </td> \n       <td> <p><b>(78.8\u201380.9)</b></p> </td> \n       <td> <p><b>84.6</b></p> </td> \n       <td> <p><b>(82.5\u201386.4)</b></p> </td> \n       <td> <p><b>81.9</b></p> </td> \n       <td> <p><b>81.1\u201382.8</b></p> </td> \n       <td> <p><b>76.0</b></p> </td> \n       <td> <p><b>74.2\u201377.8</b></p> </td> \n       <td> <p><b>82.9</b></p> </td> \n       <td> <p><b>(80.6\u201384.9)</b></p> </td> \n       <td> <p><b>50.3</b></p> </td> \n       <td> <p>(47.6\u201353.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>78.2</b></p> </td> \n       <td colspan=\"2\"> <p>67.3</p> </td> \n       <td colspan=\"2\"> <p>81.6</p> </td> \n       <td colspan=\"2\"> <p>88.1</p> </td> \n       <td colspan=\"2\"> <p>82.8</p> </td> \n       <td colspan=\"2\"> <p>78.1</p> </td> \n       <td colspan=\"2\"> <p>80.7</p> </td> \n       <td colspan=\"2\"> <p>53.3</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>59.4</b></p> </td> \n       <td colspan=\"2\"> <p>45.1</p> </td> \n       <td colspan=\"2\"> <p>66.4</p> </td> \n       <td colspan=\"2\"> <p>69.8</p> </td> \n       <td colspan=\"2\"> <p>66.8</p> </td> \n       <td colspan=\"2\"> <p>54.7</p> </td> \n       <td colspan=\"2\"> <p>59.9</p> </td> \n       <td colspan=\"2\"> <p>32.8</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>94.0</b></p> </td> \n       <td colspan=\"2\"> <p>86.4</p> </td> \n       <td colspan=\"2\"> <p>96.0</p> </td> \n       <td colspan=\"2\"> <p>98.3</p> </td> \n       <td colspan=\"2\"> <p>95.6</p> </td> \n       <td colspan=\"2\"> <p>99.2</p> </td> \n       <td colspan=\"2\"> <p>95.9</p> </td> \n       <td colspan=\"2\"> <p>89.9</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;30 respondents).</p> <p> * White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other. </p> <p> <span>\u2020</span> Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p> <span>\u00a7</span> 95% confidence interval.</p> <p> <span>\u00b6</span> Represents 30\u201359 respondents; might not be reliable.</p> <p> ** Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab6\" href=\"http://www.cdc.gov\"></a>TABLE 6. Estimated prevalence of women aged 18\u201344 years who had a routine checkup in the past year, overall and by age group and race/ethnicity \u2014 Behavioral Risk Factor Surveillance System, United States, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity*</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u2020</span></p> </td> \n       <td> <p><b>CI</b><span>\u00a7</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alabama</p> </td> \n       <td> <p><b>72.4</b></p> </td> \n       <td> <p><b>(68.8\u201375.6)</b></p> </td> \n       <td> <p>66.5</p> </td> \n       <td> <p>(55.4\u201376.0)</p> </td> \n       <td> <p>71.3</p> </td> \n       <td> <p>(65.4\u201376.5)</p> </td> \n       <td> <p>75.4</p> </td> \n       <td> <p>(70.6\u201379.6)</p> </td> \n       <td> <p>69.2</p> </td> \n       <td> <p>(64.5\u201373.6)</p> </td> \n       <td> <p>78.3</p> </td> \n       <td> <p>(72.5\u201383.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>60.8</b></p> </td> \n       <td> <p><b>(53.6\u201367.6)</b></p> </td> \n       <td> <p>58.1</p> </td> \n       <td> <p>(39.5\u201374.7)</p> </td> \n       <td> <p>61.0</p> </td> \n       <td> <p>(49.0\u201371.8)</p> </td> \n       <td> <p>62.3</p> </td> \n       <td> <p>(54.0\u201370.0)</p> </td> \n       <td> <p>61.0</p> </td> \n       <td> <p>(52.4\u201369.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>60.9</p> </td> \n       <td> <p>(44.6\u201375.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arizona</p> </td> \n       <td> <p><b>67.5</b></p> </td> \n       <td> <p><b>(61.4\u201373.1)</b></p> </td> \n       <td> <p>66.9<span>\u00b6</span></p> </td> \n       <td> <p>(40.6\u201385.7)</p> </td> \n       <td> <p>65.5</p> </td> \n       <td> <p>(57.0\u201373.0)</p> </td> \n       <td> <p>70.0</p> </td> \n       <td> <p>(63.2\u201376.0)</p> </td> \n       <td> <p>69.0</p> </td> \n       <td> <p>(60.4\u201376.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>75.5</p> </td> \n       <td> <p>(60.9\u201385.9)</p> </td> \n       <td> <p>64.5</p> </td> \n       <td> <p>(53.0\u201374.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>52.9</b></p> </td> \n       <td> <p><b>(47.2\u201358.4)</b></p> </td> \n       <td> <p>47.0<span>\u00b6</span></p> </td> \n       <td> <p>(32.3\u201362.2)</p> </td> \n       <td> <p>49.7</p> </td> \n       <td> <p>(40.5\u201358.8)</p> </td> \n       <td> <p>59.6</p> </td> \n       <td> <p>(52.9\u201365.8)</p> </td> \n       <td> <p>50.1</p> </td> \n       <td> <p>(43.9\u201356.4)</p> </td> \n       <td> <p>75.2</p> </td> \n       <td> <p>(61.8\u201385.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>California</p> </td> \n       <td> <p><b>65.6</b></p> </td> \n       <td> <p><b>(63.3\u201367.8)</b></p> </td> \n       <td> <p>63.6</p> </td> \n       <td> <p>(57.5\u201369.2)</p> </td> \n       <td> <p>65.3</p> </td> \n       <td> <p>(61.8\u201368.7)</p> </td> \n       <td> <p>67.4</p> </td> \n       <td> <p>(64.5\u201370.1)</p> </td> \n       <td> <p>66.5</p> </td> \n       <td> <p>(63.0\u201369.7)</p> </td> \n       <td> <p>81.9</p> </td> \n       <td> <p>(70.9\u201389.3)</p> </td> \n       <td> <p>63.4</p> </td> \n       <td> <p>(55.4\u201370.6)</p> </td> \n       <td> <p>64.3</p> </td> \n       <td> <p>(60.9\u201367.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>61.3</b></p> </td> \n       <td> <p><b>(58.2\u201364.3)</b></p> </td> \n       <td> <p>60.8</p> </td> \n       <td> <p>(51.1\u201369.8)</p> </td> \n       <td> <p>58.9</p> </td> \n       <td> <p>(54.1\u201363.5)</p> </td> \n       <td> <p>63.8</p> </td> \n       <td> <p>(60.2\u201367.2)</p> </td> \n       <td> <p>60.7</p> </td> \n       <td> <p>(57.0\u201364.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>73.0</p> </td> \n       <td> <p>(59.1\u201383.4)</p> </td> \n       <td> <p>58.4</p> </td> \n       <td> <p>(51.3\u201365.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Connecticut</p> </td> \n       <td> <p><b>67.2</b></p> </td> \n       <td> <p><b>(62.9\u201371.3)</b></p> </td> \n       <td> <p>67.3</p> </td> \n       <td> <p>(53.4\u201378.8)</p> </td> \n       <td> <p>63.2</p> </td> \n       <td> <p>(55.8\u201370.0)</p> </td> \n       <td> <p>70.0</p> </td> \n       <td> <p>(65.3\u201374.4)</p> </td> \n       <td> <p>68.5</p> </td> \n       <td> <p>(63.7\u201373.0)</p> </td> \n       <td> <p>63.8</p> </td> \n       <td> <p>(40.3\u201382.2)</p> </td> \n       <td> <p>66.0</p> </td> \n       <td> <p>(51.0\u201378.4)</p> </td> \n       <td> <p>61.0</p> </td> \n       <td> <p>(47.7\u201372.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>74.9</b></p> </td> \n       <td> <p><b>(69.5\u201379.7)</b></p> </td> \n       <td> <p>72.4</p> </td> \n       <td> <p>(55.4\u201384.8)</p> </td> \n       <td> <p>72.3</p> </td> \n       <td> <p>(64.7\u201378.8)</p> </td> \n       <td> <p>78.9</p> </td> \n       <td> <p>(73.3\u201383.6)</p> </td> \n       <td> <p>73.7</p> </td> \n       <td> <p>(67.3\u201379.2)</p> </td> \n       <td> <p>86.2</p> </td> \n       <td> <p>(71.1\u201394.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>D.C.</p> </td> \n       <td> <p><b>77.3</b></p> </td> \n       <td> <p><b>(73.4\u201380.8)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>75.4</p> </td> \n       <td> <p>(69.4\u201380.5)</p> </td> \n       <td> <p>74.1</p> </td> \n       <td> <p>(68.5\u201379.0)</p> </td> \n       <td> <p>65.3</p> </td> \n       <td> <p>(58.7\u201371.4)</p> </td> \n       <td> <p>87.9</p> </td> \n       <td> <p>(82.9\u201391.6)</p> </td> \n       <td> <p>78.6<span>\u00b6</span></p> </td> \n       <td> <p>(64.5\u201388.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Florida</p> </td> \n       <td> <p><b>68.2</b></p> </td> \n       <td> <p><b>(64.0\u201372.1)</b></p> </td> \n       <td> <p>59.4</p> </td> \n       <td> <p>(44.2\u201372.9)</p> </td> \n       <td> <p>62.4</p> </td> \n       <td> <p>(55.0\u201369.4)</p> </td> \n       <td> <p>72.9</p> </td> \n       <td> <p>(67.5\u201377.7)</p> </td> \n       <td> <p>65.7</p> </td> \n       <td> <p>(60.9\u201370.2)</p> </td> \n       <td> <p>85.1</p> </td> \n       <td> <p>(74.5\u201391.8)</p> </td> \n       <td> <p>58.1</p> </td> \n       <td> <p>(40.2\u201374.1)</p> </td> \n       <td> <p>62.5</p> </td> \n       <td> <p>(50.8\u201372.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>73.8</b></p> </td> \n       <td> <p><b>(69.9\u201377.4)</b></p> </td> \n       <td> <p>73.9</p> </td> \n       <td> <p>(60.3\u201384.0)</p> </td> \n       <td> <p>70.9</p> </td> \n       <td> <p>(64.3\u201376.7)</p> </td> \n       <td> <p>77.1</p> </td> \n       <td> <p>(72.7\u201381.1)</p> </td> \n       <td> <p>71.3</p> </td> \n       <td> <p>(66.2\u201375.9)</p> </td> \n       <td> <p>80.2</p> </td> \n       <td> <p>(73.8\u201385.3)</p> </td> \n       <td> <p>68.9<span>\u00b6</span></p> </td> \n       <td> <p>(49.9\u201383.1)</p> </td> \n       <td> <p>70.2<span>\u00b6</span></p> </td> \n       <td> <p>(50.9\u201384.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>57.5</b></p> </td> \n       <td> <p><b>(53.2\u201361.8)</b></p> </td> \n       <td> <p>55.0</p> </td> \n       <td> <p>(43.4\u201366.1)</p> </td> \n       <td> <p>60.5</p> </td> \n       <td> <p>(53.3\u201367.2)</p> </td> \n       <td> <p>56.4</p> </td> \n       <td> <p>(51.1\u201361.5)</p> </td> \n       <td> <p>54.1</p> </td> \n       <td> <p>(45.7\u201362.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>58.5</p> </td> \n       <td> <p>(53.1\u201363.6)</p> </td> \n       <td> <p>54.9</p> </td> \n       <td> <p>(41.0\u201368.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Idaho</p> </td> \n       <td> <p><b>53.1</b></p> </td> \n       <td> <p><b>(48.7\u201357.5)</b></p> </td> \n       <td> <p>45.0</p> </td> \n       <td> <p>(32.8\u201357.9)</p> </td> \n       <td> <p>51.7</p> </td> \n       <td> <p>(45.1\u201358.2)</p> </td> \n       <td> <p>59.3</p> </td> \n       <td> <p>(53.9\u201364.5)</p> </td> \n       <td> <p>53.3</p> </td> \n       <td> <p>(48.5\u201358.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>46.5</p> </td> \n       <td> <p>(33.8\u201359.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>63.5</b></p> </td> \n       <td> <p><b>(59.6\u201367.3)</b></p> </td> \n       <td> <p>56.5</p> </td> \n       <td> <p>(45.9\u201366.5)</p> </td> \n       <td> <p>61.7</p> </td> \n       <td> <p>(55.6\u201367.4)</p> </td> \n       <td> <p>69.9</p> </td> \n       <td> <p>(65.4\u201374.0)</p> </td> \n       <td> <p>60.4</p> </td> \n       <td> <p>(55.9\u201364.7)</p> </td> \n       <td> <p>77.6</p> </td> \n       <td> <p>(68.3\u201384.7)</p> </td> \n       <td> <p>60.1<span>\u00b6</span></p> </td> \n       <td> <p>(42.8\u201375.2)</p> </td> \n       <td> <p>64.2</p> </td> \n       <td> <p>(51.5\u201375.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Indiana</p> </td> \n       <td> <p><b>61.0</b></p> </td> \n       <td> <p><b>(57.4\u201364.5)</b></p> </td> \n       <td> <p>68.2</p> </td> \n       <td> <p>(58.0\u201376.9)</p> </td> \n       <td> <p>53.5</p> </td> \n       <td> <p>(48.2\u201358.7)</p> </td> \n       <td> <p>63.3</p> </td> \n       <td> <p>(58.9\u201367.4)</p> </td> \n       <td> <p>59.6</p> </td> \n       <td> <p>(55.5\u201363.4)</p> </td> \n       <td> <p>75.3</p> </td> \n       <td> <p>(62.8\u201384.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>62.8</p> </td> \n       <td> <p>(48.6\u201375.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Iowa</p> </td> \n       <td> <p><b>74.9</b></p> </td> \n       <td> <p><b>(70.9\u201378.5)</b></p> </td> \n       <td> <p>74.6</p> </td> \n       <td> <p>(61.9\u201384.2)</p> </td> \n       <td> <p>70.5</p> </td> \n       <td> <p>(64.7\u201375.7)</p> </td> \n       <td> <p>79.1</p> </td> \n       <td> <p>(75.0\u201382.7)</p> </td> \n       <td> <p>75.4</p> </td> \n       <td> <p>(71.3\u201379.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kansas</p> </td> \n       <td> <p><b>71.4</b></p> </td> \n       <td> <p><b>(69.0\u201373.6)</b></p> </td> \n       <td> <p>68.4</p> </td> \n       <td> <p>(61.5\u201374.6)</p> </td> \n       <td> <p>72.6</p> </td> \n       <td> <p>(69.3\u201375.6)</p> </td> \n       <td> <p>72.3</p> </td> \n       <td> <p>(69.8\u201374.7)</p> </td> \n       <td> <p>71.5</p> </td> \n       <td> <p>(68.9\u201374.0)</p> </td> \n       <td> <p>83.7</p> </td> \n       <td> <p>(75.7\u201389.5)</p> </td> \n       <td> <p>66.7</p> </td> \n       <td> <p>(55.8\u201376.1)</p> </td> \n       <td> <p>65.6</p> </td> \n       <td> <p>(56.8\u201373.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kentucky</p> </td> \n       <td> <p><b>61.9</b></p> </td> \n       <td> <p><b>(58.0\u201365.6)</b></p> </td> \n       <td> <p>63.3</p> </td> \n       <td> <p>(50.7\u201374.4)</p> </td> \n       <td> <p>60.1</p> </td> \n       <td> <p>(53.9\u201366.0)</p> </td> \n       <td> <p>63.1</p> </td> \n       <td> <p>(57.9\u201368.0)</p> </td> \n       <td> <p>61.2</p> </td> \n       <td> <p>(57.0\u201365.1)</p> </td> \n       <td> <p>76.1</p> </td> \n       <td> <p>(57.8\u201388.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Louisiana</p> </td> \n       <td> <p><b>75.9</b></p> </td> \n       <td> <p><b>(73.1\u201378.5)</b></p> </td> \n       <td> <p>79.7</p> </td> \n       <td> <p>(72.4\u201385.5)</p> </td> \n       <td> <p>71.9</p> </td> \n       <td> <p>(66.7\u201376.6)</p> </td> \n       <td> <p>77.7</p> </td> \n       <td> <p>(74.0\u201381.0)</p> </td> \n       <td> <p>73.3</p> </td> \n       <td> <p>(69.6\u201376.6)</p> </td> \n       <td> <p>81.8</p> </td> \n       <td> <p>(76.9\u201385.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>71.8</b></p> </td> \n       <td> <p><b>(68.3\u201375.0)</b></p> </td> \n       <td> <p>72.4</p> </td> \n       <td> <p>(61.8\u201380.9)</p> </td> \n       <td> <p>73.7</p> </td> \n       <td> <p>(68.0\u201378.6)</p> </td> \n       <td> <p>69.9</p> </td> \n       <td> <p>(66.0\u201373.6)</p> </td> \n       <td> <p>71.9</p> </td> \n       <td> <p>(68.4\u201375.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>72.1</b></p> </td> \n       <td> <p><b>(69.0\u201375.1)</b></p> </td> \n       <td> <p>69.7</p> </td> \n       <td> <p>(60.1\u201377.9)</p> </td> \n       <td> <p>69.8</p> </td> \n       <td> <p>(64.7\u201374.4)</p> </td> \n       <td> <p>75.5</p> </td> \n       <td> <p>(71.9\u201378.7)</p> </td> \n       <td> <p>64.8</p> </td> \n       <td> <p>(60.6\u201368.7)</p> </td> \n       <td> <p>82.8</p> </td> \n       <td> <p>(76.8\u201387.5)</p> </td> \n       <td> <p>73.8</p> </td> \n       <td> <p>(61.7\u201383.1)</p> </td> \n       <td> <p>77.3</p> </td> \n       <td> <p>(64.3\u201386.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>76.1</b></p> </td> \n       <td> <p><b>(73.0\u201378.9)</b></p> </td> \n       <td> <p>74.3</p> </td> \n       <td> <p>(64.7\u201382.0)</p> </td> \n       <td> <p>74.7</p> </td> \n       <td> <p>(69.9\u201379.0)</p> </td> \n       <td> <p>78.2</p> </td> \n       <td> <p>(75.2\u201381.0)</p> </td> \n       <td> <p>74.6</p> </td> \n       <td> <p>(70.9\u201378.0)</p> </td> \n       <td> <p>80.3</p> </td> \n       <td> <p>(71.0\u201387.1)</p> </td> \n       <td> <p>80.2</p> </td> \n       <td> <p>(70.6\u201387.3)</p> </td> \n       <td> <p>82.5</p> </td> \n       <td> <p>(73.5\u201389.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>69.6</b></p> </td> \n       <td> <p><b>(66.3\u201372.7)</b></p> </td> \n       <td> <p>70.4</p> </td> \n       <td> <p>(61.7\u201377.9)</p> </td> \n       <td> <p>65.3</p> </td> \n       <td> <p>(59.5\u201370.7)</p> </td> \n       <td> <p>73.1</p> </td> \n       <td> <p>(69.1\u201376.7)</p> </td> \n       <td> <p>69.2</p> </td> \n       <td> <p>(65.4\u201372.7)</p> </td> \n       <td> <p>82.6</p> </td> \n       <td> <p>(75.8\u201387.8)</p> </td> \n       <td> <p>68.7</p> </td> \n       <td> <p>(51.6\u201381.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>73.3</b></p> </td> \n       <td> <p><b>(68.8\u201377.3)</b></p> </td> \n       <td> <p>61.7</p> </td> \n       <td> <p>(48.4\u201373.5)</p> </td> \n       <td> <p>79.8</p> </td> \n       <td> <p>(74.2\u201384.5)</p> </td> \n       <td> <p>75.3</p> </td> \n       <td> <p>(71.0\u201379.2)</p> </td> \n       <td> <p>74.5</p> </td> \n       <td> <p>(70.0\u201378.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>64.4</b></p> </td> \n       <td> <p><b>(61.2\u201367.5)</b></p> </td> \n       <td> <p>64.4</p> </td> \n       <td> <p>(55.1\u201372.8)</p> </td> \n       <td> <p>62.7</p> </td> \n       <td> <p>(57.7\u201367.5)</p> </td> \n       <td> <p>66.6</p> </td> \n       <td> <p>(62.6\u201370.4)</p> </td> \n       <td> <p>61.5</p> </td> \n       <td> <p>(57.3\u201365.6)</p> </td> \n       <td> <p>69.9</p> </td> \n       <td> <p>(64.7\u201374.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>62.8</b></p> </td> \n       <td> <p><b>(57.9\u201367.4)</b></p> </td> \n       <td> <p>60.8</p> </td> \n       <td> <p>(46.5\u201373.5)</p> </td> \n       <td> <p>64.0</p> </td> \n       <td> <p>(56.2\u201371.2)</p> </td> \n       <td> <p>62.5</p> </td> \n       <td> <p>(56.4\u201368.2)</p> </td> \n       <td> <p>61.8</p> </td> \n       <td> <p>(56.5\u201366.9)</p> </td> \n       <td> <p>79.6</p> </td> \n       <td> <p>(64.4\u201389.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Montana</p> </td> \n       <td> <p><b>53.1</b></p> </td> \n       <td> <p><b>(48.2\u201357.9)</b></p> </td> \n       <td> <p>47.8</p> </td> \n       <td> <p>(34.6\u201361.3)</p> </td> \n       <td> <p>50.6</p> </td> \n       <td> <p>(43.7\u201357.4)</p> </td> \n       <td> <p>59.0</p> </td> \n       <td> <p>(53.7\u201364.1)</p> </td> \n       <td> <p>53.2</p> </td> \n       <td> <p>(48.2\u201358.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>61.0</p> </td> \n       <td> <p>(47.7\u201372.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>59.5</b></p> </td> \n       <td> <p><b>(55.3\u201363.5)</b></p> </td> \n       <td> <p>68.2</p> </td> \n       <td> <p>(56.6\u201377.9)</p> </td> \n       <td> <p>55.1</p> </td> \n       <td> <p>(48.4\u201361.7)</p> </td> \n       <td> <p>60.4</p> </td> \n       <td> <p>(55.2\u201365.3)</p> </td> \n       <td> <p>59.4</p> </td> \n       <td> <p>(55.0\u201363.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>53.5</p> </td> \n       <td> <p>(33.1\u201372.8)</p> </td> \n       <td> <p>57.4</p> </td> \n       <td> <p>(41.0\u201372.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nevada</p> </td> \n       <td> <p><b>58.1</b></p> </td> \n       <td> <p><b>(51.6\u201364.4)</b></p> </td> \n       <td> <p>51.5<span>\u00b6</span></p> </td> \n       <td> <p>(34.6\u201368.0)</p> </td> \n       <td> <p>49.4</p> </td> \n       <td> <p>(38.9\u201359.9)</p> </td> \n       <td> <p>70.3</p> </td> \n       <td> <p>(62.8\u201376.7)</p> </td> \n       <td> <p>54.8</p> </td> \n       <td> <p>(46.7\u201362.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>73.5<span>\u00b6</span></p> </td> \n       <td> <p>(54.4\u201386.5)</p> </td> \n       <td> <p>57.7</p> </td> \n       <td> <p>(43.3\u201370.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Hampshire</p> </td> \n       <td> <p><b>70.7</b></p> </td> \n       <td> <p><b>(66.4\u201374.7)</b></p> </td> \n       <td> <p>71.3</p> </td> \n       <td> <p>(57.9\u201381.8)</p> </td> \n       <td> <p>64.7</p> </td> \n       <td> <p>(56.8\u201371.8)</p> </td> \n       <td> <p>75.5</p> </td> \n       <td> <p>(70.9\u201379.5)</p> </td> \n       <td> <p>70.5</p> </td> \n       <td> <p>(66.1\u201374.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>72.7</b></p> </td> \n       <td> <p><b>(69.4\u201375.8)</b></p> </td> \n       <td> <p>64.2</p> </td> \n       <td> <p>(53.2\u201373.9)</p> </td> \n       <td> <p>71.6</p> </td> \n       <td> <p>(67.2\u201375.7)</p> </td> \n       <td> <p>78.2</p> </td> \n       <td> <p>(75.3\u201380.9)</p> </td> \n       <td> <p>69.0</p> </td> \n       <td> <p>(64.6\u201373.2)</p> </td> \n       <td> <p>85.7</p> </td> \n       <td> <p>(79.2\u201390.4)</p> </td> \n       <td> <p>72.5</p> </td> \n       <td> <p>(57.7\u201383.5)</p> </td> \n       <td> <p>73.7</p> </td> \n       <td> <p>(66.1\u201380.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Mexico</p> </td> \n       <td> <p><b>61.0</b></p> </td> \n       <td> <p><b>(57.2\u201364.7)</b></p> </td> \n       <td> <p>56.7</p> </td> \n       <td> <p>(46.7\u201366.1)</p> </td> \n       <td> <p>63.2</p> </td> \n       <td> <p>(57.3\u201368.7)</p> </td> \n       <td> <p>62.0</p> </td> \n       <td> <p>(57.4\u201366.4)</p> </td> \n       <td> <p>56.4</p> </td> \n       <td> <p>(50.1\u201362.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>62.2</p> </td> \n       <td> <p>(51.3\u201372.0)</p> </td> \n       <td> <p>63.4</p> </td> \n       <td> <p>(57.9\u201368.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New York</p> </td> \n       <td> <p><b>70.6</b></p> </td> \n       <td> <p><b>(67.1\u201373.9)</b></p> </td> \n       <td> <p>71.5</p> </td> \n       <td> <p>(62.2\u201379.3)</p> </td> \n       <td> <p>68.0</p> </td> \n       <td> <p>(62.2\u201373.2)</p> </td> \n       <td> <p>72.4</p> </td> \n       <td> <p>(67.8\u201376.5)</p> </td> \n       <td> <p>65.8</p> </td> \n       <td> <p>(61.2\u201370.1)</p> </td> \n       <td> <p>80.7</p> </td> \n       <td> <p>(71.0\u201387.8)</p> </td> \n       <td> <p>64.6</p> </td> \n       <td> <p>(50.6\u201376.5)</p> </td> \n       <td> <p>77.6</p> </td> \n       <td> <p>(69.5\u201384.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Carolina</p> </td> \n       <td> <p><b>70.4</b></p> </td> \n       <td> <p><b>(67.0\u201373.5)</b></p> </td> \n       <td> <p>68.6</p> </td> \n       <td> <p>(57.9\u201377.7)</p> </td> \n       <td> <p>69.7</p> </td> \n       <td> <p>(64.8\u201374.2)</p> </td> \n       <td> <p>72.0</p> </td> \n       <td> <p>(68.4\u201375.4)</p> </td> \n       <td> <p>67.8</p> </td> \n       <td> <p>(64.0\u201371.5)</p> </td> \n       <td> <p>78.7</p> </td> \n       <td> <p>(71.4\u201384.5)</p> </td> \n       <td> <p>58.2</p> </td> \n       <td> <p>(38.7\u201375.4)</p> </td> \n       <td> <p>75.3</p> </td> \n       <td> <p>(64.8\u201383.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Dakota</p> </td> \n       <td> <p><b>68.4</b></p> </td> \n       <td> <p><b>(63.3\u201373.0)</b></p> </td> \n       <td> <p>64.1</p> </td> \n       <td> <p>(51.7\u201374.8)</p> </td> \n       <td> <p>68.0</p> </td> \n       <td> <p>(61.4\u201373.9)</p> </td> \n       <td> <p>73.2</p> </td> \n       <td> <p>(68.2\u201377.7)</p> </td> \n       <td> <p>68.7</p> </td> \n       <td> <p>(63.4\u201373.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>60.9<span>\u00b6</span></p> </td> \n       <td> <p>(43.1\u201376.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>62.5</b></p> </td> \n       <td> <p><b>(59.0\u201365.9)</b></p> </td> \n       <td> <p>70.4</p> </td> \n       <td> <p>(59.8\u201379.2)</p> </td> \n       <td> <p>58.3</p> </td> \n       <td> <p>(52.4\u201364.0)</p> </td> \n       <td> <p>63.9</p> </td> \n       <td> <p>(59.8\u201367.9)</p> </td> \n       <td> <p>60.1</p> </td> \n       <td> <p>(56.1\u201363.9)</p> </td> \n       <td> <p>74.9</p> </td> \n       <td> <p>(65.5\u201382.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>51.4</b></p> </td> \n       <td> <p><b>(48.1\u201354.6)</b></p> </td> \n       <td> <p>45.0</p> </td> \n       <td> <p>(35.6\u201354.9)</p> </td> \n       <td> <p>48.0</p> </td> \n       <td> <p>(43.0\u201353.0)</p> </td> \n       <td> <p>58.1</p> </td> \n       <td> <p>(53.9\u201362.2)</p> </td> \n       <td> <p>51.7</p> </td> \n       <td> <p>(47.7\u201355.6)</p> </td> \n       <td> <p>58.0</p> </td> \n       <td> <p>(46.9\u201368.3)</p> </td> \n       <td> <p>48.8</p> </td> \n       <td> <p>(40.8\u201356.8)</p> </td> \n       <td> <p>49.3</p> </td> \n       <td> <p>(39.4\u201359.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>54.4</b></p> </td> \n       <td> <p><b>(49.1\u201359.6)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>52.9</p> </td> \n       <td> <p>(44.8\u201360.8)</p> </td> \n       <td> <p>57.2</p> </td> \n       <td> <p>(50.8\u201363.4)</p> </td> \n       <td> <p>54.8</p> </td> \n       <td> <p>(48.8\u201360.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>50.6</p> </td> \n       <td> <p>(37.5\u201363.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>66.4</b></p> </td> \n       <td> <p><b>(62.8\u201369.8)</b></p> </td> \n       <td> <p>76.6</p> </td> \n       <td> <p>(67.3\u201383.8)</p> </td> \n       <td> <p>55.4</p> </td> \n       <td> <p>(49.2\u201361.3)</p> </td> \n       <td> <p>68.1</p> </td> \n       <td> <p>(63.8\u201372.0)</p> </td> \n       <td> <p>64.5</p> </td> \n       <td> <p>(60.5\u201368.3)</p> </td> \n       <td> <p>92.7</p> </td> \n       <td> <p>(85.9\u201396.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>60.6<span>\u00b6</span></p> </td> \n       <td> <p>(43.6\u201375.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>75.6</b></p> </td> \n       <td> <p><b>(71.7\u201379.2)</b></p> </td> \n       <td> <p>76.4</p> </td> \n       <td> <p>(65.2\u201384.9)</p> </td> \n       <td> <p>72.6</p> </td> \n       <td> <p>(66.1\u201378.2)</p> </td> \n       <td> <p>77.6</p> </td> \n       <td> <p>(73.6\u201381.1)</p> </td> \n       <td> <p>77.0</p> </td> \n       <td> <p>(72.4\u201381.0)</p> </td> \n       <td> <p>51.2<span>\u00b6</span></p> </td> \n       <td> <p>(32.7\u201369.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>78.5</p> </td> \n       <td> <p>(69.1\u201385.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Carolina</p> </td> \n       <td> <p><b>66.2</b></p> </td> \n       <td> <p><b>(62.2\u201370.1)</b></p> </td> \n       <td> <p>55.3</p> </td> \n       <td> <p>(42.1\u201367.8)</p> </td> \n       <td> <p>66.8</p> </td> \n       <td> <p>(60.3\u201372.8)</p> </td> \n       <td> <p>69.5</p> </td> \n       <td> <p>(64.6\u201374.0)</p> </td> \n       <td> <p>62.7</p> </td> \n       <td> <p>(57.3\u201367.8)</p> </td> \n       <td> <p>76.1</p> </td> \n       <td> <p>(69.8\u201381.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Dakota</p> </td> \n       <td> <p><b>74.3</b></p> </td> \n       <td> <p><b>(70.0\u201378.2)</b></p> </td> \n       <td> <p>73.5</p> </td> \n       <td> <p>(61.0\u201383.1)</p> </td> \n       <td> <p>73.5</p> </td> \n       <td> <p>(67.2\u201378.9)</p> </td> \n       <td> <p>75.7</p> </td> \n       <td> <p>(70.9\u201379.9)</p> </td> \n       <td> <p>74.2</p> </td> \n       <td> <p>(69.4\u201378.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>72.5</p> </td> \n       <td> <p>(60.8\u201381.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>75.4</b></p> </td> \n       <td> <p><b>(71.4\u201379.0)</b></p> </td> \n       <td> <p>71.2</p> </td> \n       <td> <p>(56.1\u201382.7)</p> </td> \n       <td> <p>72.3</p> </td> \n       <td> <p>(65.1\u201378.6)</p> </td> \n       <td> <p>78.1</p> </td> \n       <td> <p>(73.0\u201382.5)</p> </td> \n       <td> <p>73.4</p> </td> \n       <td> <p>(69.0\u201377.4)</p> </td> \n       <td> <p>83.8</p> </td> \n       <td> <p>(73.0\u201390.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>58.0</b></p> </td> \n       <td> <p><b>(54.7\u201361.2)</b></p> </td> \n       <td> <p>53.4</p> </td> \n       <td> <p>(43.9\u201362.7)</p> </td> \n       <td> <p>53.2</p> </td> \n       <td> <p>(47.9\u201358.3)</p> </td> \n       <td> <p>64.0</p> </td> \n       <td> <p>(59.5\u201368.2)</p> </td> \n       <td> <p>61.2</p> </td> \n       <td> <p>(56.4\u201365.7)</p> </td> \n       <td> <p>65.2</p> </td> \n       <td> <p>(53.7\u201375.2)</p> </td> \n       <td> <p>65.1</p> </td> \n       <td> <p>(49.2\u201378.3)</p> </td> \n       <td> <p>51.4</p> </td> \n       <td> <p>(46.2\u201356.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>56.1</b></p> </td> \n       <td> <p><b>(52.8\u201359.4)</b></p> </td> \n       <td> <p>53.9</p> </td> \n       <td> <p>(44.8\u201362.7)</p> </td> \n       <td> <p>56.4</p> </td> \n       <td> <p>(52.1\u201360.6)</p> </td> \n       <td> <p>57.8</p> </td> \n       <td> <p>(54.1\u201361.5)</p> </td> \n       <td> <p>56.7</p> </td> \n       <td> <p>(53.1\u201360.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>54.8</p> </td> \n       <td> <p>(40.1\u201368.7)</p> </td> \n       <td> <p>50.2</p> </td> \n       <td> <p>(40.9\u201359.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>64.3</b></p> </td> \n       <td> <p><b>(60.1\u201368.3)</b></p> </td> \n       <td> <p>62.9</p> </td> \n       <td> <p>(51.1\u201373.4)</p> </td> \n       <td> <p>62.1</p> </td> \n       <td> <p>(55.6\u201368.1)</p> </td> \n       <td> <p>66.9</p> </td> \n       <td> <p>(62.6\u201371.0)</p> </td> \n       <td> <p>63.5</p> </td> \n       <td> <p>(59.2\u201367.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Virginia</p> </td> \n       <td> <p><b>71.9</b></p> </td> \n       <td> <p><b>(66.5\u201376.7)</b></p> </td> \n       <td> <p>69.6<span>\u00b6</span></p> </td> \n       <td> <p>(52.6\u201382.6)</p> </td> \n       <td> <p>67.4</p> </td> \n       <td> <p>(59.3\u201374.6)</p> </td> \n       <td> <p>77.2</p> </td> \n       <td> <p>(72.1\u201381.7)</p> </td> \n       <td> <p>69.8</p> </td> \n       <td> <p>(63.2\u201375.6)</p> </td> \n       <td> <p>78.9</p> </td> \n       <td> <p>(62.9\u201389.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>60.6</b></p> </td> \n       <td> <p><b>(58.1\u201363.0)</b></p> </td> \n       <td> <p>61.7</p> </td> \n       <td> <p>(54.5\u201368.4)</p> </td> \n       <td> <p>58.4</p> </td> \n       <td> <p>(54.5\u201362.1)</p> </td> \n       <td> <p>62.0</p> </td> \n       <td> <p>(59.1\u201364.8)</p> </td> \n       <td> <p>58.9</p> </td> \n       <td> <p>(56.1\u201361.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>63.3</p> </td> \n       <td> <p>(54.4\u201371.4)</p> </td> \n       <td> <p>66.4</p> </td> \n       <td> <p>(59.8\u201372.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>73.4</b></p> </td> \n       <td> <p><b>(69.6\u201376.8)</b></p> </td> \n       <td> <p>76.8</p> </td> \n       <td> <p>(66.6\u201384.6)</p> </td> \n       <td> <p>72.0</p> </td> \n       <td> <p>(66.2\u201377.1)</p> </td> \n       <td> <p>72.4</p> </td> \n       <td> <p>(67.3\u201377.0)</p> </td> \n       <td> <p>73.4</p> </td> \n       <td> <p>(69.6\u201376.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>66.1</b></p> </td> \n       <td> <p><b>(60.2\u201371.4)</b></p> </td> \n       <td> <p>65.4</p> </td> \n       <td> <p>(49.3\u201378.5)</p> </td> \n       <td> <p>67.8</p> </td> \n       <td> <p>(58.5\u201375.9)</p> </td> \n       <td> <p>65.0</p> </td> \n       <td> <p>(58.0\u201371.3)</p> </td> \n       <td> <p>65.6</p> </td> \n       <td> <p>(59.3\u201371.4)</p> </td> \n       <td> <p>85.3</p> </td> \n       <td> <p>(69.0\u201393.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>55.1</b></p> </td> \n       <td> <p><b>(50.6\u201359.5)</b></p> </td> \n       <td> <p>57.8</p> </td> \n       <td> <p>(44.9\u201369.8)</p> </td> \n       <td> <p>53.0</p> </td> \n       <td> <p>(47.1\u201358.7)</p> </td> \n       <td> <p>55.3</p> </td> \n       <td> <p>(49.9\u201360.7)</p> </td> \n       <td> <p>54.3</p> </td> \n       <td> <p>(49.5\u201359.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>59.4</p> </td> \n       <td> <p>(43.3\u201373.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total**</b></p> </td> \n       <td> <p><b>66.3</b></p> </td> \n       <td> <p><b>(65.7\u201367.0)</b></p> </td> \n       <td> <p><b>65.0</b></p> </td> \n       <td> <p><b>(63.0\u201366.9)</b></p> </td> \n       <td> <p><b>63.5</b></p> </td> \n       <td> <p><b>(62.4\u201364.6)</b></p> </td> \n       <td> <p><b>69.6</b></p> </td> \n       <td> <p><b>(68.7\u201370.5)</b></p> </td> \n       <td> <p><b>65.1</b></p> </td> \n       <td> <p><b>(64.3\u201365.9)</b></p> </td> \n       <td> <p><b>79.0</b></p> </td> \n       <td> <p><b>(77.1\u201380.9)</b></p> </td> \n       <td> <p><b>64.3</b></p> </td> \n       <td> <p><b>(61.4\u201367.1)</b></p> </td> \n       <td> <p><b>63.0</b></p> </td> \n       <td> <p><b>(60.9\u201364.9)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>66.4</b></p> </td> \n       <td colspan=\"2\"> <p>65.4</p> </td> \n       <td colspan=\"2\"> <p>64.7</p> </td> \n       <td colspan=\"2\"> <p>69.9</p> </td> \n       <td colspan=\"2\"> <p>65.3</p> </td> \n       <td colspan=\"2\"> <p>79.9</p> </td> \n       <td colspan=\"2\"> <p>64.0</p> </td> \n       <td colspan=\"2\"> <p>63.1</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>51.4</b></p> </td> \n       <td colspan=\"2\"> <p>45.0</p> </td> \n       <td colspan=\"2\"> <p>48.0</p> </td> \n       <td colspan=\"2\"> <p>55.3</p> </td> \n       <td colspan=\"2\"> <p>50.1</p> </td> \n       <td colspan=\"2\"> <p>51.2</p> </td> \n       <td colspan=\"2\"> <p>48.8</p> </td> \n       <td colspan=\"2\"> <p>46.5</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>77.3</b></p> </td> \n       <td colspan=\"2\"> <p>79.7</p> </td> \n       <td colspan=\"2\"> <p>79.8</p> </td> \n       <td colspan=\"2\"> <p>79.1</p> </td> \n       <td colspan=\"2\"> <p>77.0</p> </td> \n       <td colspan=\"2\"> <p>92.7</p> </td> \n       <td colspan=\"2\"> <p>80.2</p> </td> \n       <td colspan=\"2\"> <p>82.5</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;50 respondents).</p> <p> * White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other.</p> <p> <span>\u2020</span> Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p> <span>\u00a7</span> 95% confidence interval.</p> <p> <span>\u00b6</span> Represents 50\u201359 respondents; might not be reliable.</p> <p> ** Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab7\" href=\"http://www.cdc.gov\"></a>TABLE 7. Estimated prevalence of women aged 18\u201344 years having a live birth who had a postpartum checkup, overall and by age group and race/ethnicity \u2014 Pregnancy Risk Assessment Monitoring System, United States, 16 reporting areas, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity*</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u2020</span></p> </td> \n       <td> <p><b>CI</b><span>\u00a7</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>88.0</b></p> </td> \n       <td> <p><b>(85.3\u201390.3)</b></p> </td> \n       <td> <p>83.1</p> </td> \n       <td> <p>(77.9\u201387.4)</p> </td> \n       <td> <p>91.5</p> </td> \n       <td> <p>(88.2\u201393.9)</p> </td> \n       <td> <p>90.1</p> </td> \n       <td> <p>(81.3\u201395.0)</p> </td> \n       <td> <p>89.1</p> </td> \n       <td> <p>(86.0\u201391.5)</p> </td> \n       <td> <p>88.4</p> </td> \n       <td> <p>(81.1\u201393.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>80.1</p> </td> \n       <td> <p>(68.3\u201388.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>88.0</b></p> </td> \n       <td> <p><b>(84.1\u201391.0)</b></p> </td> \n       <td> <p>85.2</p> </td> \n       <td> <p>(78.2\u201390.3)</p> </td> \n       <td> <p>89.4</p> </td> \n       <td> <p>(83.9\u201393.1)</p> </td> \n       <td> <p>91.8</p> </td> \n       <td> <p>(76.8\u201397.5)</p> </td> \n       <td> <p>91.7</p> </td> \n       <td> <p>(86.3\u201395.1)</p> </td> \n       <td> <p>91.7</p> </td> \n       <td> <p>(85.6\u201395.4)</p> </td> \n       <td> <p>85.6<span>\u00b6</span></p> </td> \n       <td> <p>(60.7\u201395.8)</p> </td> \n       <td> <p>75.3</p> </td> \n       <td> <p>(63.2\u201384.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>91.1</b></p> </td> \n       <td> <p><b>(89.1\u201392.7)</b></p> </td> \n       <td> <p>88.4</p> </td> \n       <td> <p>(83.9\u201391.7)</p> </td> \n       <td> <p>91.5</p> </td> \n       <td> <p>(88.7\u201393.6)</p> </td> \n       <td> <p>94.8</p> </td> \n       <td> <p>(91.0\u201397.0)</p> </td> \n       <td> <p>91.9</p> </td> \n       <td> <p>(87.0\u201395.1)</p> </td> \n       <td> <p>93.4<span>\u00b6</span></p> </td> \n       <td> <p>(66.3\u201399.0)</p> </td> \n       <td> <p>91.8</p> </td> \n       <td> <p>(89.3\u201393.7)</p> </td> \n       <td> <p>87.2</p> </td> \n       <td> <p>(80.9\u201391.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>94.4</b></p> </td> \n       <td> <p><b>(92.6\u201395.8)</b></p> </td> \n       <td> <p>91.2</p> </td> \n       <td> <p>(86.5\u201394.4)</p> </td> \n       <td> <p>95.5</p> </td> \n       <td> <p>(93.3\u201397.1)</p> </td> \n       <td> <p>94.9</p> </td> \n       <td> <p>(89.7\u201397.5)</p> </td> \n       <td> <p>95.4</p> </td> \n       <td> <p>(92.7\u201397.1)</p> </td> \n       <td> <p>92.5</p> </td> \n       <td> <p>(88.8\u201395.0)</p> </td> \n       <td> <p>95.4</p> </td> \n       <td> <p>(92.0\u201397.4)</p> </td> \n       <td> <p>90.4</p> </td> \n       <td> <p>(86.8\u201393.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>88.0</b></p> </td> \n       <td> <p><b>(85.9\u201389.8)</b></p> </td> \n       <td> <p>84.0</p> </td> \n       <td> <p>(79.9\u201387.5)</p> </td> \n       <td> <p>89.9</p> </td> \n       <td> <p>(87.3\u201392.1)</p> </td> \n       <td> <p>88.9</p> </td> \n       <td> <p>(82.5\u201393.1)</p> </td> \n       <td> <p>89.2</p> </td> \n       <td> <p>(86.6\u201391.4)</p> </td> \n       <td> <p>82.9</p> </td> \n       <td> <p>(79.5\u201385.9)</p> </td> \n       <td> <p>85.0</p> </td> \n       <td> <p>(73.4\u201392.1)</p> </td> \n       <td> <p>92.2<span>\u00b6</span></p> </td> \n       <td> <p>(80.1\u201397.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>91.2</b></p> </td> \n       <td> <p><b>(89.3\u201392.7)</b></p> </td> \n       <td> <p>88.5</p> </td> \n       <td> <p>(84.0\u201391.8)</p> </td> \n       <td> <p>92.9</p> </td> \n       <td> <p>(90.8\u201394.6)</p> </td> \n       <td> <p>87.8</p> </td> \n       <td> <p>(80.9\u201392.5)</p> </td> \n       <td> <p>92.4</p> </td> \n       <td> <p>(90.3\u201394.0)</p> </td> \n       <td> <p>85.8</p> </td> \n       <td> <p>(75.9\u201392.0)</p> </td> \n       <td> <p>84.2</p> </td> \n       <td> <p>(75.9\u201390.0)</p> </td> \n       <td> <p>91.9</p> </td> \n       <td> <p>(83.6\u201396.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>91.8</b></p> </td> \n       <td> <p><b>(89.8\u201393.4)</b></p> </td> \n       <td> <p>88.8</p> </td> \n       <td> <p>(84.8\u201391.9)</p> </td> \n       <td> <p>92.9</p> </td> \n       <td> <p>(90.3\u201394.8)</p> </td> \n       <td> <p>96.6</p> </td> \n       <td> <p>(93.0\u201398.4)</p> </td> \n       <td> <p>93.2</p> </td> \n       <td> <p>(91.3\u201394.7)</p> </td> \n       <td> <p>85.1</p> </td> \n       <td> <p>(75.6\u201391.3)</p> </td> \n       <td> <p>88.2<span>\u00b6</span></p> </td> \n       <td> <p>(71.4\u201395.7)</p> </td> \n       <td> <p>87.9<span>\u00b6</span></p> </td> \n       <td> <p>(67.8\u201396.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>87.6</b></p> </td> \n       <td> <p><b>(85.6\u201389.3)</b></p> </td> \n       <td> <p>77.8</p> </td> \n       <td> <p>(72.2\u201382.5)</p> </td> \n       <td> <p>90.1</p> </td> \n       <td> <p>(87.8\u201392.0)</p> </td> \n       <td> <p>90.4</p> </td> \n       <td> <p>(86.0\u201393.5)</p> </td> \n       <td> <p>92.5</p> </td> \n       <td> <p>(89.8\u201394.5)</p> </td> \n       <td> <p>79.6</p> </td> \n       <td> <p>(73.6\u201384.5)</p> </td> \n       <td> <p>89.9</p> </td> \n       <td> <p>(85.5\u201393.1)</p> </td> \n       <td> <p>82.8</p> </td> \n       <td> <p>(78.3\u201386.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>90.4</b></p> </td> \n       <td> <p><b>(88.0\u201392.3)</b></p> </td> \n       <td> <p>87.5</p> </td> \n       <td> <p>(82.6\u201391.2)</p> </td> \n       <td> <p>91.9</p> </td> \n       <td> <p>(88.8\u201394.2)</p> </td> \n       <td> <p>90.9</p> </td> \n       <td> <p>(82.9\u201395.4)</p> </td> \n       <td> <p>90.8</p> </td> \n       <td> <p>(87.8\u201393.1)</p> </td> \n       <td> <p>85.8</p> </td> \n       <td> <p>(81.8\u201389.1)</p> </td> \n       <td> <p>95.8<span>\u00b6</span></p> </td> \n       <td> <p>(82.5\u201399.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>93.6</b></p> </td> \n       <td> <p><b>(91.8\u201395.1)</b></p> </td> \n       <td> <p>88.5</p> </td> \n       <td> <p>(83.3\u201392.2)</p> </td> \n       <td> <p>95.3</p> </td> \n       <td> <p>(93.2\u201396.8)</p> </td> \n       <td> <p>95.2</p> </td> \n       <td> <p>(90.3\u201397.7)</p> </td> \n       <td> <p>94.5</p> </td> \n       <td> <p>(92.1\u201396.2)</p> </td> \n       <td> <p>92.4</p> </td> \n       <td> <p>(81.0\u201397.2)</p> </td> \n       <td> <p>93.5</p> </td> \n       <td> <p>(84.2\u201397.5)</p> </td> \n       <td> <p>90.3</p> </td> \n       <td> <p>(85.5\u201393.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>87.5</b></p> </td> \n       <td> <p><b>(83.8\u201390.4)</b></p> </td> \n       <td> <p>86.7</p> </td> \n       <td> <p>(80.1\u201391.3)</p> </td> \n       <td> <p>87.5</p> </td> \n       <td> <p>(82.0\u201391.4)</p> </td> \n       <td> <p>89.8</p> </td> \n       <td> <p>(78.9\u201395.4)</p> </td> \n       <td> <p>90.2</p> </td> \n       <td> <p>(86.0\u201393.2)</p> </td> \n       <td> <p>88.7</p> </td> \n       <td> <p>(79.8\u201394.0)</p> </td> \n       <td> <p>72.4<span>\u00b6</span></p> </td> \n       <td> <p>(50.0\u201387.4)</p> </td> \n       <td> <p>72.3<span>\u00b6</span></p> </td> \n       <td> <p>(54.1\u201385.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>84.2</b></p> </td> \n       <td> <p><b>(81.5\u201386.5)</b></p> </td> \n       <td> <p>77.6</p> </td> \n       <td> <p>(72.6\u201381.9)</p> </td> \n       <td> <p>88.2</p> </td> \n       <td> <p>(84.7\u201390.9)</p> </td> \n       <td> <p>85.6</p> </td> \n       <td> <p>(77.5\u201391.1)</p> </td> \n       <td> <p>91.2</p> </td> \n       <td> <p>(88.1\u201393.5)</p> </td> \n       <td> <p>84.8</p> </td> \n       <td> <p>(80.8\u201388.1)</p> </td> \n       <td> <p>87.6</p> </td> \n       <td> <p>(74.2\u201394.5)</p> </td> \n       <td> <p>78.6</p> </td> \n       <td> <p>(73.8\u201382.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>88.3</b></p> </td> \n       <td> <p><b>(86.5\u201389.9)</b></p> </td> \n       <td> <p>85.0</p> </td> \n       <td> <p>(81.4\u201388.0)</p> </td> \n       <td> <p>89.9</p> </td> \n       <td> <p>(87.6\u201391.8)</p> </td> \n       <td> <p>88.9</p> </td> \n       <td> <p>(81.8\u201393.5)</p> </td> \n       <td> <p>91.8</p> </td> \n       <td> <p>(89.9\u201393.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>84.0</p> </td> \n       <td> <p>(72.9\u201391.2)</p> </td> \n       <td> <p>75.3</p> </td> \n       <td> <p>(69.9\u201380.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>89.7</b></p> </td> \n       <td> <p><b>(87.5\u201391.5)</b></p> </td> \n       <td> <p>86.4</p> </td> \n       <td> <p>(81.9\u201390.0)</p> </td> \n       <td> <p>90.2</p> </td> \n       <td> <p>(87.2\u201392.6)</p> </td> \n       <td> <p>95.2</p> </td> \n       <td> <p>(91.4\u201397.3)</p> </td> \n       <td> <p>92.1</p> </td> \n       <td> <p>(88.9\u201394.5)</p> </td> \n       <td> <p>83.1</p> </td> \n       <td> <p>(77.5\u201387.6)</p> </td> \n       <td> <p>87.1</p> </td> \n       <td> <p>(82.8\u201390.5)</p> </td> \n       <td> <p>84.8</p> </td> \n       <td> <p>(80.3\u201388.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>88.6</b></p> </td> \n       <td> <p><b>(86.5\u201390.4)</b></p> </td> \n       <td> <p>87.1</p> </td> \n       <td> <p>(83.7\u201389.9)</p> </td> \n       <td> <p>90.2</p> </td> \n       <td> <p>(87.3\u201392.6)</p> </td> \n       <td> <p>86.1</p> </td> \n       <td> <p>(76.5\u201392.1)</p> </td> \n       <td> <p>88.6</p> </td> \n       <td> <p>(86.4\u201390.4)</p> </td> \n       <td> <p>88.6</p> </td> \n       <td> <p>(71.3\u201396.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>92.3</b></p> </td> \n       <td> <p><b>(90.2\u201394.0)</b></p> </td> \n       <td> <p>88.4</p> </td> \n       <td> <p>(83.3\u201392.2)</p> </td> \n       <td> <p>94.1</p> </td> \n       <td> <p>(91.5\u201395.9)</p> </td> \n       <td> <p>92.7</p> </td> \n       <td> <p>(85.0\u201396.5)</p> </td> \n       <td> <p>94.3</p> </td> \n       <td> <p>(91.4\u201396.2)</p> </td> \n       <td> <p>86.4</p> </td> \n       <td> <p>(81.0\u201390.5)</p> </td> \n       <td> <p>87.9</p> </td> \n       <td> <p>(79.9\u201392.9)</p> </td> \n       <td> <p>86.1</p> </td> \n       <td> <p>(80.6\u201390.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total**</b></p> </td> \n       <td> <p><b>88.2</b></p> </td> \n       <td> <p><b>(87.4\u201389.0)</b></p> </td> \n       <td> <p><b>83.7</b></p> </td> \n       <td> <p><b>(81.9\u201385.3)</b></p> </td> \n       <td> <p><b>90.5</b></p> </td> \n       <td> <p><b>(89.4\u201391.4)</b></p> </td> \n       <td> <p><b>90.0</b></p> </td> \n       <td> <p><b>(87.7\u201392.0)</b></p> </td> \n       <td> <p><b>91.6</b></p> </td> \n       <td> <p><b>(90.8\u201392.4)</b></p> </td> \n       <td> <p><b>86.6</b></p> </td> \n       <td> <p><b>(84.9\u201388.1)</b></p> </td> \n       <td> <p><b>88.3</b></p> </td> \n       <td> <p><b>(85.7\u201390.4)</b></p> </td> \n       <td> <p><b>80.3</b></p> </td> \n       <td> <p><b>(77.3\u201382.9)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>89.1</b></p> </td> \n       <td colspan=\"2\"> <p>86.9</p> </td> \n       <td colspan=\"2\"> <p>90.8</p> </td> \n       <td colspan=\"2\"> <p>90.6</p> </td> \n       <td colspan=\"2\"> <p>91.8</p> </td> \n       <td colspan=\"2\"> <p>86.4</p> </td> \n       <td colspan=\"2\"> <p>87.7</p> </td> \n       <td colspan=\"2\"> <p>85.5</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>84.2</b></p> </td> \n       <td colspan=\"2\"> <p>77.6</p> </td> \n       <td colspan=\"2\"> <p>87.5</p> </td> \n       <td colspan=\"2\"> <p>85.6</p> </td> \n       <td colspan=\"2\"> <p>88.6</p> </td> \n       <td colspan=\"2\"> <p>79.6</p> </td> \n       <td colspan=\"2\"> <p>72.4</p> </td> \n       <td colspan=\"2\"> <p>72.3</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>94.4</b></p> </td> \n       <td colspan=\"2\"> <p>91.2</p> </td> \n       <td colspan=\"2\"> <p>95.5</p> </td> \n       <td colspan=\"2\"> <p>96.6</p> </td> \n       <td colspan=\"2\"> <p>95.4</p> </td> \n       <td colspan=\"2\"> <p>93.4</p> </td> \n       <td colspan=\"2\"> <p>95.8</p> </td> \n       <td colspan=\"2\"> <p>92.2</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;30 respondents).</p> <p> * White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other. </p> <p> <span>\u2020</span> Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p> <span>\u00a7</span> 95% confidence interval.</p> <p> <span>\u00b6</span> Represents 30\u201359 respondents; might not be reliable.</p> <p> ** Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab8\" href=\"http://www.cdc.gov\"></a>TABLE 8. Estimated prevalence of women aged 18\u201344 years having a live birth who had their teeth cleaned during the 12 months before pregnancy, overall and by age group and race/ethnicity \u2014 Pregnancy Risk Assessment Monitoring System, United States, 29 reporting areas, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity*</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u2020</span></p> </td> \n       <td> <p><b>CI</b><span>\u00a7</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>50.2</b></p> </td> \n       <td> <p><b>(46.7\u201353.7)</b></p> </td> \n       <td> <p>43.2</p> </td> \n       <td> <p>(37.6\u201349.0)</p> </td> \n       <td> <p>53.9</p> </td> \n       <td> <p>(49.2\u201358.6)</p> </td> \n       <td> <p>55.2</p> </td> \n       <td> <p>(44.5\u201365.5)</p> </td> \n       <td> <p>55.0</p> </td> \n       <td> <p>(50.1\u201359.8)</p> </td> \n       <td> <p>58.3<span>\u00b6</span></p> </td> \n       <td> <p>(34.5\u201378.7)</p> </td> \n       <td> <p>40.4</p> </td> \n       <td> <p>(35.7\u201345.3)</p> </td> \n       <td> <p>49.0</p> </td> \n       <td> <p>(33.1\u201365.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>44.2</b></p> </td> \n       <td> <p><b>(40.3\u201348.1)</b></p> </td> \n       <td> <p>38.1</p> </td> \n       <td> <p>(32.1\u201344.4)</p> </td> \n       <td> <p>46.2</p> </td> \n       <td> <p>(40.8\u201351.7)</p> </td> \n       <td> <p>59.1</p> </td> \n       <td> <p>(46.2\u201370.9)</p> </td> \n       <td> <p>49.7</p> </td> \n       <td> <p>(45.2\u201354.3)</p> </td> \n       <td> <p>40.1</p> </td> \n       <td> <p>(31.0\u201349.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>15.4</p> </td> \n       <td> <p>(8.3\u201326.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>53.8</b></p> </td> \n       <td> <p><b>(50.6\u201356.9)</b></p> </td> \n       <td> <p>41.0</p> </td> \n       <td> <p>(35.0\u201347.3)</p> </td> \n       <td> <p>57.2</p> </td> \n       <td> <p>(53.0\u201361.3)</p> </td> \n       <td> <p>62.6</p> </td> \n       <td> <p>(54.5\u201370.0)</p> </td> \n       <td> <p>61.2</p> </td> \n       <td> <p>(57.4\u201364.8)</p> </td> \n       <td> <p>35.8<span>\u00b6</span></p> </td> \n       <td> <p>(17.2\u201360.0)</p> </td> \n       <td> <p>47.3</p> </td> \n       <td> <p>(34.1\u201360.8)</p> </td> \n       <td> <p>40.6</p> </td> \n       <td> <p>(34.6\u201346.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>49.9</b></p> </td> \n       <td> <p><b>(46.8\u201352.9)</b></p> </td> \n       <td> <p>37.9</p> </td> \n       <td> <p>(32.7\u201343.4)</p> </td> \n       <td> <p>50.5</p> </td> \n       <td> <p>(46.3\u201354.6)</p> </td> \n       <td> <p>69.7</p> </td> \n       <td> <p>(62.6\u201376.0)</p> </td> \n       <td> <p>59.5</p> </td> \n       <td> <p>(55.5\u201363.4)</p> </td> \n       <td> <p>43.2</p> </td> \n       <td> <p>(37.1\u201349.5)</p> </td> \n       <td> <p>54.9</p> </td> \n       <td> <p>(42.6\u201366.6)</p> </td> \n       <td> <p>22.6</p> </td> \n       <td> <p>(16.7\u201329.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>39.9</b></p> </td> \n       <td> <p><b>(35.2\u201344.8)</b></p> </td> \n       <td> <p>31.8</p> </td> \n       <td> <p>(24.8\u201339.8)</p> </td> \n       <td> <p>42.2</p> </td> \n       <td> <p>(35.6\u201349.1)</p> </td> \n       <td> <p>59.0</p> </td> \n       <td> <p>(44.4\u201372.2)</p> </td> \n       <td> <p>52.0</p> </td> \n       <td> <p>(44.7\u201359.3)</p> </td> \n       <td> <p>33.6</p> </td> \n       <td> <p>(26.0\u201342.2)</p> </td> \n       <td> <p>55.3<span>\u00b6</span></p> </td> \n       <td> <p>(34.4\u201374.4)</p> </td> \n       <td> <p>22.0</p> </td> \n       <td> <p>(13.7\u201333.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>52.5</b></p> </td> \n       <td> <p><b>(49.4\u201355.7)</b></p> </td> \n       <td> <p>47.1</p> </td> \n       <td> <p>(41.4\u201352.9)</p> </td> \n       <td> <p>53.5</p> </td> \n       <td> <p>(49.1\u201357.8)</p> </td> \n       <td> <p>59.6</p> </td> \n       <td> <p>(52.0\u201366.7)</p> </td> \n       <td> <p>69.6</p> </td> \n       <td> <p>(63.2\u201375.4)</p> </td> \n       <td> <p>61.1<span>\u00b6</span></p> </td> \n       <td> <p>(39.4\u201379.2)</p> </td> \n       <td> <p>48.3</p> </td> \n       <td> <p>(44.2\u201352.4)</p> </td> \n       <td> <p>46.5</p> </td> \n       <td> <p>(39.2\u201354.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>51.8</b></p> </td> \n       <td> <p><b>(49.0\u201354.5)</b></p> </td> \n       <td> <p>36.8</p> </td> \n       <td> <p>(31.9\u201342.1)</p> </td> \n       <td> <p>54.5</p> </td> \n       <td> <p>(50.9\u201358.1)</p> </td> \n       <td> <p>67.9</p> </td> \n       <td> <p>(61.3\u201373.9)</p> </td> \n       <td> <p>61.2</p> </td> \n       <td> <p>(57.7\u201364.7)</p> </td> \n       <td> <p>38.0</p> </td> \n       <td> <p>(30.8\u201345.7)</p> </td> \n       <td> <p>53.8</p> </td> \n       <td> <p>(42.7\u201364.6)</p> </td> \n       <td> <p>39.4</p> </td> \n       <td> <p>(34.3\u201344.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>54.1</b></p> </td> \n       <td> <p><b>(50.6\u201357.5)</b></p> </td> \n       <td> <p>40.9</p> </td> \n       <td> <p>(34.7\u201347.4)</p> </td> \n       <td> <p>57.8</p> </td> \n       <td> <p>(53.2\u201362.3)</p> </td> \n       <td> <p>69.7</p> </td> \n       <td> <p>(60.4\u201377.6)</p> </td> \n       <td> <p>53.5</p> </td> \n       <td> <p>(49.9\u201357.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>53.6</b></p> </td> \n       <td> <p><b>(49.8\u201357.4)</b></p> </td> \n       <td> <p>37.3</p> </td> \n       <td> <p>(29.6\u201345.7)</p> </td> \n       <td> <p>57.3</p> </td> \n       <td> <p>(51.9\u201362.5)</p> </td> \n       <td> <p>65.4</p> </td> \n       <td> <p>(61.3\u201369.3)</p> </td> \n       <td> <p>63.9</p> </td> \n       <td> <p>(58.5\u201369.0)</p> </td> \n       <td> <p>48.0</p> </td> \n       <td> <p>(41.2\u201355.0)</p> </td> \n       <td> <p>59.2</p> </td> \n       <td> <p>(45.4\u201371.6)</p> </td> \n       <td> <p>27.9</p> </td> \n       <td> <p>(19.7\u201337.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>65.8</b></p> </td> \n       <td> <p><b>(62.4\u201369.1)</b></p> </td> \n       <td> <p>55.3</p> </td> \n       <td> <p>(47.9\u201362.5)</p> </td> \n       <td> <p>65.8</p> </td> \n       <td> <p>(61.3\u201370.1)</p> </td> \n       <td> <p>79.6</p> </td> \n       <td> <p>(72.3\u201385.3)</p> </td> \n       <td> <p>69.3</p> </td> \n       <td> <p>(64.3\u201373.8)</p> </td> \n       <td> <p>54.0</p> </td> \n       <td> <p>(48.2\u201359.6)</p> </td> \n       <td> <p>57.8</p> </td> \n       <td> <p>(52.1\u201363.2)</p> </td> \n       <td> <p>61.8</p> </td> \n       <td> <p>(56.6\u201366.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>58.0</b></p> </td> \n       <td> <p><b>(55.1\u201360.9)</b></p> </td> \n       <td> <p>48.2</p> </td> \n       <td> <p>(43.0\u201353.4)</p> </td> \n       <td> <p>60.4</p> </td> \n       <td> <p>(56.4\u201364.2)</p> </td> \n       <td> <p>70.4</p> </td> \n       <td> <p>(63.0\u201376.8)</p> </td> \n       <td> <p>62.7</p> </td> \n       <td> <p>(59.0\u201366.3)</p> </td> \n       <td> <p>46.1</p> </td> \n       <td> <p>(42.0\u201350.2)</p> </td> \n       <td> <p>42.4</p> </td> \n       <td> <p>(30.7\u201355.1)</p> </td> \n       <td> <p>54.2<span>\u00b6</span></p> </td> \n       <td> <p>(39.2\u201368.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>62.1</b></p> </td> \n       <td> <p><b>(59.1\u201364.9)</b></p> </td> \n       <td> <p>46.9</p> </td> \n       <td> <p>(40.9\u201352.9)</p> </td> \n       <td> <p>65.0</p> </td> \n       <td> <p>(61.3\u201368.5)</p> </td> \n       <td> <p>73.7</p> </td> \n       <td> <p>(66.3\u201380.0)</p> </td> \n       <td> <p>68.1</p> </td> \n       <td> <p>(64.9\u201371.2)</p> </td> \n       <td> <p>49.7</p> </td> \n       <td> <p>(39.3\u201360.0)</p> </td> \n       <td> <p>46.3</p> </td> \n       <td> <p>(36.5\u201356.4)</p> </td> \n       <td> <p>40.4</p> </td> \n       <td> <p>(30.8\u201350.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>41.9</b></p> </td> \n       <td> <p><b>(38.7\u201345.3)</b></p> </td> \n       <td> <p>38.7</p> </td> \n       <td> <p>(34.0\u201343.6)</p> </td> \n       <td> <p>44.8</p> </td> \n       <td> <p>(40.0\u201349.7)</p> </td> \n       <td> <p>43.8</p> </td> \n       <td> <p>(31.8\u201356.6)</p> </td> \n       <td> <p>47.9</p> </td> \n       <td> <p>(43.2\u201352.6)</p> </td> \n       <td> <p>37.3</p> </td> \n       <td> <p>(32.7\u201342.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>45.7</b></p> </td> \n       <td> <p><b>(42.5\u201349.0)</b></p> </td> \n       <td> <p>31.7</p> </td> \n       <td> <p>(26.7\u201337.2)</p> </td> \n       <td> <p>51.9</p> </td> \n       <td> <p>(47.5\u201356.3)</p> </td> \n       <td> <p>63.2</p> </td> \n       <td> <p>(53.7\u201371.9)</p> </td> \n       <td> <p>47.6</p> </td> \n       <td> <p>(44.1\u201351.1)</p> </td> \n       <td> <p>41.2</p> </td> \n       <td> <p>(31.3\u201351.9)</p> </td> \n       <td> <p>35.0<span>\u00b6</span></p> </td> \n       <td> <p>(19.1\u201355.2)</p> </td> \n       <td> <p>27.4<span>\u00b6</span></p> </td> \n       <td> <p>(15.3\u201344.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>58.2</b></p> </td> \n       <td> <p><b>(55.5\u201360.9)</b></p> </td> \n       <td> <p>42.3</p> </td> \n       <td> <p>(37.3\u201347.5)</p> </td> \n       <td> <p>63.9</p> </td> \n       <td> <p>(60.3\u201367.4)</p> </td> \n       <td> <p>69.7</p> </td> \n       <td> <p>(62.4\u201376.2)</p> </td> \n       <td> <p>62.8</p> </td> \n       <td> <p>(59.2\u201366.3)</p> </td> \n       <td> <p>42.9</p> </td> \n       <td> <p>(37.3\u201348.6)</p> </td> \n       <td> <p>47.8</p> </td> \n       <td> <p>(42.3\u201353.5)</p> </td> \n       <td> <p>45.9</p> </td> \n       <td> <p>(40.9\u201351.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>54.8</b></p> </td> \n       <td> <p><b>(52.1\u201357.5)</b></p> </td> \n       <td> <p>38.1</p> </td> \n       <td> <p>(32.2\u201344.3)</p> </td> \n       <td> <p>56.8</p> </td> \n       <td> <p>(53.3\u201360.3)</p> </td> \n       <td> <p>66.8</p> </td> \n       <td> <p>(60.7\u201372.3)</p> </td> \n       <td> <p>66.2</p> </td> \n       <td> <p>(61.9\u201370.2)</p> </td> \n       <td> <p>44.8</p> </td> \n       <td> <p>(38.4\u201351.4)</p> </td> \n       <td> <p>49.4</p> </td> \n       <td> <p>(43.3\u201355.5)</p> </td> \n       <td> <p>43.5</p> </td> \n       <td> <p>(38.2\u201349.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>58.0</b></p> </td> \n       <td> <p><b>(54.4\u201361.5)</b></p> </td> \n       <td> <p>45.1</p> </td> \n       <td> <p>(38.8\u201351.6)</p> </td> \n       <td> <p>63.5</p> </td> \n       <td> <p>(58.7\u201368.0)</p> </td> \n       <td> <p>66.9</p> </td> \n       <td> <p>(56.6\u201375.8)</p> </td> \n       <td> <p>59.1</p> </td> \n       <td> <p>(54.8\u201363.4)</p> </td> \n       <td> <p>53.4</p> </td> \n       <td> <p>(48.2\u201358.7)</p> </td> \n       <td> <p>47.7<span>\u00b6</span></p> </td> \n       <td> <p>(30.0\u201366.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>45.3</b></p> </td> \n       <td> <p><b>(41.7\u201349.0)</b></p> </td> \n       <td> <p>43.8</p> </td> \n       <td> <p>(38.0\u201349.7)</p> </td> \n       <td> <p>46.0</p> </td> \n       <td> <p>(40.9\u201351.1)</p> </td> \n       <td> <p>49.1</p> </td> \n       <td> <p>(37.0\u201361.4)</p> </td> \n       <td> <p>48.7</p> </td> \n       <td> <p>(44.1\u201353.4)</p> </td> \n       <td> <p>43.2</p> </td> \n       <td> <p>(30.4\u201357.1)</p> </td> \n       <td> <p>45.5</p> </td> \n       <td> <p>(36.4\u201354.9)</p> </td> \n       <td> <p>30.7</p> </td> \n       <td> <p>(22.5\u201340.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>53.2</b></p> </td> \n       <td> <p><b>(49.5\u201356.9)</b></p> </td> \n       <td> <p>41.6</p> </td> \n       <td> <p>(34.7\u201348.8)</p> </td> \n       <td> <p>57.5</p> </td> \n       <td> <p>(52.6\u201362.2)</p> </td> \n       <td> <p>57.6</p> </td> \n       <td> <p>(47.8\u201366.8)</p> </td> \n       <td> <p>58.6</p> </td> \n       <td> <p>(53.4\u201363.7)</p> </td> \n       <td> <p>49.6</p> </td> \n       <td> <p>(42.8\u201356.4)</p> </td> \n       <td> <p>50.3</p> </td> \n       <td> <p>(46.5\u201354.0)</p> </td> \n       <td> <p>36.0</p> </td> \n       <td> <p>(31.2\u201341.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>59.2</b></p> </td> \n       <td> <p><b>(55.7\u201362.6)</b></p> </td> \n       <td> <p>43.2</p> </td> \n       <td> <p>(36.5\u201350.2)</p> </td> \n       <td> <p>64.8</p> </td> \n       <td> <p>(60.3\u201369.0)</p> </td> \n       <td> <p>69.7</p> </td> \n       <td> <p>(61.5\u201376.8)</p> </td> \n       <td> <p>61.5</p> </td> \n       <td> <p>(57.6\u201365.4)</p> </td> \n       <td> <p>61.7</p> </td> \n       <td> <p>(50.6\u201371.6)</p> </td> \n       <td> <p>45.8</p> </td> \n       <td> <p>(34.1\u201358.0)</p> </td> \n       <td> <p>44.2</p> </td> \n       <td> <p>(31.3\u201357.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>64.0</b></p> </td> \n       <td> <p><b>(60.8\u201367.0)</b></p> </td> \n       <td> <p>48.5</p> </td> \n       <td> <p>(41.9\u201355.2)</p> </td> \n       <td> <p>67.7</p> </td> \n       <td> <p>(63.5\u201371.6)</p> </td> \n       <td> <p>75.3</p> </td> \n       <td> <p>(67.8\u201381.5)</p> </td> \n       <td> <p>71.0</p> </td> \n       <td> <p>(66.9\u201374.8)</p> </td> \n       <td> <p>39.9</p> </td> \n       <td> <p>(27.0\u201354.3)</p> </td> \n       <td> <p>54.7</p> </td> \n       <td> <p>(43.4\u201365.5)</p> </td> \n       <td> <p>54.5</p> </td> \n       <td> <p>(47.6\u201361.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>48.2</b></p> </td> \n       <td> <p><b>(43.3\u201353.1)</b></p> </td> \n       <td> <p>43.3</p> </td> \n       <td> <p>(35.6\u201351.4)</p> </td> \n       <td> <p>51.5</p> </td> \n       <td> <p>(44.5\u201358.5)</p> </td> \n       <td> <p>50.5</p> </td> \n       <td> <p>(37.8\u201363.1)</p> </td> \n       <td> <p>54.1</p> </td> \n       <td> <p>(48.2\u201359.8)</p> </td> \n       <td> <p>40.2</p> </td> \n       <td> <p>(29.5\u201352.0)</p> </td> \n       <td> <p>40.2<span>\u00b6</span></p> </td> \n       <td> <p>(21.8\u201361.8)</p> </td> \n       <td> <p>20.2<span>\u00b6</span></p> </td> \n       <td> <p>(9.1\u201339.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>40.0</b></p> </td> \n       <td> <p><b>(36.9\u201343.2)</b></p> </td> \n       <td> <p>34.0</p> </td> \n       <td> <p>(29.0\u201339.4)</p> </td> \n       <td> <p>43.3</p> </td> \n       <td> <p>(39.0\u201347.7)</p> </td> \n       <td> <p>42.9</p> </td> \n       <td> <p>(34.6\u201351.7)</p> </td> \n       <td> <p>48.5</p> </td> \n       <td> <p>(43.9\u201353.2)</p> </td> \n       <td> <p>38.9</p> </td> \n       <td> <p>(34.1\u201343.9)</p> </td> \n       <td> <p>42.1<span>\u00b6</span></p> </td> \n       <td> <p>(28.8\u201356.5)</p> </td> \n       <td> <p>34.0</p> </td> \n       <td> <p>(29.1\u201339.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>58.7</b></p> </td> \n       <td> <p><b>(56.0\u201361.3)</b></p> </td> \n       <td> <p>49.5</p> </td> \n       <td> <p>(44.6\u201354.3)</p> </td> \n       <td> <p>63.0</p> </td> \n       <td> <p>(59.6\u201366.3)</p> </td> \n       <td> <p>59.8</p> </td> \n       <td> <p>(50.4\u201368.5)</p> </td> \n       <td> <p>64.9</p> </td> \n       <td> <p>(61.8\u201367.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>42.0</p> </td> \n       <td> <p>(29.9\u201355.2)</p> </td> \n       <td> <p>37.8</p> </td> \n       <td> <p>(32.1\u201343.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>62.6</b></p> </td> \n       <td> <p><b>(59.6\u201365.6)</b></p> </td> \n       <td> <p>42.1</p> </td> \n       <td> <p>(36.1\u201348.4)</p> </td> \n       <td> <p>67.6</p> </td> \n       <td> <p>(63.7\u201371.3)</p> </td> \n       <td> <p>77.2</p> </td> \n       <td> <p>(70.5\u201382.7)</p> </td> \n       <td> <p>62.8</p> </td> \n       <td> <p>(59.5\u201365.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>55.7<span>\u00b6</span></p> </td> \n       <td> <p>(39.9\u201370.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>57.2</b></p> </td> \n       <td> <p><b>(53.8\u201360.5)</b></p> </td> \n       <td> <p>46.9</p> </td> \n       <td> <p>(40.8\u201353.2)</p> </td> \n       <td> <p>61.0</p> </td> \n       <td> <p>(56.5\u201365.4)</p> </td> \n       <td> <p>66.6</p> </td> \n       <td> <p>(58.2\u201374.0)</p> </td> \n       <td> <p>61.7</p> </td> \n       <td> <p>(56.7\u201366.5)</p> </td> \n       <td> <p>44.6</p> </td> \n       <td> <p>(38.4\u201351.1)</p> </td> \n       <td> <p>54.6</p> </td> \n       <td> <p>(48.8\u201360.2)</p> </td> \n       <td> <p>47.0</p> </td> \n       <td> <p>(41.6\u201352.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>46.5</b></p> </td> \n       <td> <p><b>(43.5\u201349.7)</b></p> </td> \n       <td> <p>42.4</p> </td> \n       <td> <p>(37.9\u201347.1)</p> </td> \n       <td> <p>49.5</p> </td> \n       <td> <p>(45.0\u201354.0)</p> </td> \n       <td> <p>51.9</p> </td> \n       <td> <p>(40.9\u201362.7)</p> </td> \n       <td> <p>46.7</p> </td> \n       <td> <p>(43.5\u201349.8)</p> </td> \n       <td> <p>41.0</p> </td> \n       <td> <p>(25.0\u201359.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>61.7</b></p> </td> \n       <td> <p><b>(58.1\u201365.2)</b></p> </td> \n       <td> <p>48.4</p> </td> \n       <td> <p>(41.3\u201355.6)</p> </td> \n       <td> <p>67.2</p> </td> \n       <td> <p>(62.6\u201371.5)</p> </td> \n       <td> <p>64.8</p> </td> \n       <td> <p>(54.8\u201373.6)</p> </td> \n       <td> <p>69.1</p> </td> \n       <td> <p>(64.4\u201373.5)</p> </td> \n       <td> <p>41.2</p> </td> \n       <td> <p>(34.7\u201348.0)</p> </td> \n       <td> <p>50.7</p> </td> \n       <td> <p>(41.3\u201360.1)</p> </td> \n       <td> <p>33.8</p> </td> \n       <td> <p>(27.6\u201340.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>54.1</b></p> </td> \n       <td> <p><b>(50.2\u201358.0)</b></p> </td> \n       <td> <p>44.7</p> </td> \n       <td> <p>(38.1\u201351.5)</p> </td> \n       <td> <p>59.1</p> </td> \n       <td> <p>(53.9\u201364.1)</p> </td> \n       <td> <p>61.1</p> </td> \n       <td> <p>(48.0\u201372.8)</p> </td> \n       <td> <p>58.6</p> </td> \n       <td> <p>(53.9\u201363.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>35.2</p> </td> \n       <td> <p>(26.4\u201345.2)</p> </td> \n       <td> <p>32.4</p> </td> \n       <td> <p>(26.8\u201338.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total**</b></p> </td> \n       <td> <p><b>51.3</b></p> </td> \n       <td> <p><b>(50.4\u201352.1)</b></p> </td> \n       <td> <p><b>40.2</b></p> </td> \n       <td> <p><b>(38.6\u201341.8)</b></p> </td> \n       <td> <p><b>55.1</b></p> </td> \n       <td> <p><b>(53.9\u201356.3)</b></p> </td> \n       <td> <p><b>61.8</b></p> </td> \n       <td> <p><b>(59.4\u201364.0)</b></p> </td> \n       <td> <p><b>58.6</b></p> </td> \n       <td> <p><b>(57.6\u201359.7)</b></p> </td> \n       <td> <p><b>43.0</b></p> </td> \n       <td> <p><b>(40.9\u201345.1)</b></p> </td> \n       <td> <p><b>48.4</b></p> </td> \n       <td> <p><b>(45.8\u201351.1)</b></p> </td> \n       <td> <p><b>36.5</b></p> </td> \n       <td> <p><b>(33.9\u201339.1)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>53.8</b></p> </td> \n       <td colspan=\"2\"> <p>42.4</p> </td> \n       <td colspan=\"2\"> <p>57.3</p> </td> \n       <td colspan=\"2\"> <p>64.8</p> </td> \n       <td colspan=\"2\"> <p>61.2</p> </td> \n       <td colspan=\"2\"> <p>43.2</p> </td> \n       <td colspan=\"2\"> <p>47.8</p> </td> \n       <td colspan=\"2\"> <p>38.6</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>39.9</b></p> </td> \n       <td colspan=\"2\"> <p>31.7</p> </td> \n       <td colspan=\"2\"> <p>42.2</p> </td> \n       <td colspan=\"2\"> <p>42.9</p> </td> \n       <td colspan=\"2\"> <p>46.7</p> </td> \n       <td colspan=\"2\"> <p>33.6</p> </td> \n       <td colspan=\"2\"> <p>35.0</p> </td> \n       <td colspan=\"2\"> <p>15.4</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>65.8</b></p> </td> \n       <td colspan=\"2\"> <p>55.3</p> </td> \n       <td colspan=\"2\"> <p>67.7</p> </td> \n       <td colspan=\"2\"> <p>79.6</p> </td> \n       <td colspan=\"2\"> <p>71.0</p> </td> \n       <td colspan=\"2\"> <p>61.7</p> </td> \n       <td colspan=\"2\"> <p>59.2</p> </td> \n       <td colspan=\"2\"> <p>61.8</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;30 respondents).</p> <p> * White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other. </p> <p> <span>\u2020</span> Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p> <span>\u00a7</span> 95% confidence interval.</p> <p> <span>\u00b6</span> Represents 30\u201359 respondents; might not be reliable.</p> <p> ** Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab9\" href=\"http://www.cdc.gov\"></a>TABLE 9. Estimated prevalence of women aged 18\u201344 years who had a Papanicolaou test within the past 3 years, overall and by age group and race/ethnicity \u2014 Behavioral Risk Factor Surveillance System, United States, 2008</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity*</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u2020</span></p> </td> \n       <td> <p><b>CI</b><span>\u00a7</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alabama</p> </td> \n       <td> <p><b>83.2</b></p> </td> \n       <td> <p><b>(78.9\u201386.7)</b></p> </td> \n       <td> <p>65.5</p> </td> \n       <td> <p>(52.6\u201376.4)</p> </td> \n       <td> <p>90.8</p> </td> \n       <td> <p>(86.7\u201393.7)</p> </td> \n       <td> <p>87.9</p> </td> \n       <td> <p>(84.1\u201390.8)</p> </td> \n       <td> <p>82.5</p> </td> \n       <td> <p>(77.0\u201386.9)</p> </td> \n       <td> <p>85.6</p> </td> \n       <td> <p>(77.6\u201391.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>83.3</b></p> </td> \n       <td> <p><b>(76.1\u201388.6)</b></p> </td> \n       <td> <p>62.2</p> </td> \n       <td> <p>(40.3\u201380.0)</p> </td> \n       <td> <p>92.8</p> </td> \n       <td> <p>(86.8\u201396.2)</p> </td> \n       <td> <p>85.3</p> </td> \n       <td> <p>(77.2\u201390.9)</p> </td> \n       <td> <p>88.0</p> </td> \n       <td> <p>(81.5\u201392.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>83.5</p> </td> \n       <td> <p>(68.1\u201392.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arizona</p> </td> \n       <td> <p><b>82.7</b></p> </td> \n       <td> <p><b>(75.8\u201388.0)</b></p> </td> \n       <td> <p>52.3</p> </td> \n       <td> <p>(32.4\u201371.5)</p> </td> \n       <td> <p>90.5</p> </td> \n       <td> <p>(85.0\u201394.1)</p> </td> \n       <td> <p>91.3</p> </td> \n       <td> <p>(86.0\u201394.7)</p> </td> \n       <td> <p>80.9</p> </td> \n       <td> <p>(70.5\u201388.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>90.5</p> </td> \n       <td> <p>(82.5\u201395.0)</p> </td> \n       <td> <p>83.4</p> </td> \n       <td> <p>(75.3\u201389.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>84.1</b></p> </td> \n       <td> <p><b>(80.6\u201387.2)</b></p> </td> \n       <td> <p>79.4</p> </td> \n       <td> <p>(68.1\u201387.5)</p> </td> \n       <td> <p>90.4</p> </td> \n       <td> <p>(85.8\u201393.5)</p> </td> \n       <td> <p>81.4</p> </td> \n       <td> <p>(76.8\u201385.4)</p> </td> \n       <td> <p>83.6</p> </td> \n       <td> <p>(79.4\u201387.1)</p> </td> \n       <td> <p>88.4</p> </td> \n       <td> <p>(79.1\u201393.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>79.9</p> </td> \n       <td> <p>(61.5\u201390.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>California</p> </td> \n       <td> <p><b>84.2</b></p> </td> \n       <td> <p><b>(81.6\u201386.4)</b></p> </td> \n       <td> <p>67.2</p> </td> \n       <td> <p>(59.6\u201374.0)</p> </td> \n       <td> <p>89.8</p> </td> \n       <td> <p>(86.6\u201392.3)</p> </td> \n       <td> <p>90.5</p> </td> \n       <td> <p>(88.3\u201392.4)</p> </td> \n       <td> <p>85.3</p> </td> \n       <td> <p>(81.5\u201388.4)</p> </td> \n       <td> <p>82.1</p> </td> \n       <td> <p>(67.0\u201391.2)</p> </td> \n       <td> <p>76.2</p> </td> \n       <td> <p>(67.0\u201383.4)</p> </td> \n       <td> <p>85.0</p> </td> \n       <td> <p>(81.0\u201388.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>83.6</b></p> </td> \n       <td> <p><b>(81.0\u201385.8)</b></p> </td> \n       <td> <p>66.5</p> </td> \n       <td> <p>(58.5\u201373.6)</p> </td> \n       <td> <p>90.4</p> </td> \n       <td> <p>(87.3\u201392.8)</p> </td> \n       <td> <p>88.0</p> </td> \n       <td> <p>(85.6\u201390.0)</p> </td> \n       <td> <p>87.0</p> </td> \n       <td> <p>(84.2\u201389.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>64.8</p> </td> \n       <td> <p>(52.1\u201375.7)</p> </td> \n       <td> <p>79.4</p> </td> \n       <td> <p>(72.8\u201384.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Connecticut</p> </td> \n       <td> <p><b>85.0</b></p> </td> \n       <td> <p><b>(80.9\u201388.4)</b></p> </td> \n       <td> <p>59.8</p> </td> \n       <td> <p>(45.6\u201372.6)</p> </td> \n       <td> <p>90.8</p> </td> \n       <td> <p>(86.2\u201394.1)</p> </td> \n       <td> <p>90.8</p> </td> \n       <td> <p>(87.2\u201393.5)</p> </td> \n       <td> <p>86.0</p> </td> \n       <td> <p>(80.8\u201389.9)</p> </td> \n       <td> <p>91.5</p> </td> \n       <td> <p>(70.0\u201398.0)</p> </td> \n       <td> <p>75.5</p> </td> \n       <td> <p>(58.7\u201387.0)</p> </td> \n       <td> <p>88</p> </td> \n       <td> <p>(78.3\u201393.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>90.1</b></p> </td> \n       <td> <p><b>(85.8\u201393.3)</b></p> </td> \n       <td> <p>74.6</p> </td> \n       <td> <p>(60.3\u201385.0)</p> </td> \n       <td> <p>95.6</p> </td> \n       <td> <p>(92.0\u201397.6)</p> </td> \n       <td> <p>95.6</p> </td> \n       <td> <p>(92.9\u201397.3)</p> </td> \n       <td> <p>88.2</p> </td> \n       <td> <p>(82.3\u201392.3)</p> </td> \n       <td> <p>97.2</p> </td> \n       <td> <p>(92.4\u201399.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>D.C.</p> </td> \n       <td> <p><b>91.3</b></p> </td> \n       <td> <p><b>(88.6\u201393.4)</b></p> </td> \n       <td> <p>83.7</p> </td> \n       <td> <p>(71.4\u201391.3)</p> </td> \n       <td> <p>92.2</p> </td> \n       <td> <p>(88.3\u201394.9)</p> </td> \n       <td> <p>92.4</p> </td> \n       <td> <p>(88.6\u201395.1)</p> </td> \n       <td> <p>92.7</p> </td> \n       <td> <p>(88.2\u201395.6)</p> </td> \n       <td> <p>90.6</p> </td> \n       <td> <p>(86.1\u201393.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>89.6</p> </td> \n       <td> <p>(79.7\u201395.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Florida</p> </td> \n       <td> <p><b>85.0</b></p> </td> \n       <td> <p><b>(80.8\u201388.5)</b></p> </td> \n       <td> <p>67.6</p> </td> \n       <td> <p>(51.8\u201380.2)</p> </td> \n       <td> <p>86.5</p> </td> \n       <td> <p>(80.3\u201391.0)</p> </td> \n       <td> <p>90.9</p> </td> \n       <td> <p>(87.9\u201393.2)</p> </td> \n       <td> <p>86.1</p> </td> \n       <td> <p>(81.1\u201390.0)</p> </td> \n       <td> <p>94.6</p> </td> \n       <td> <p>(88.8\u201397.4)</p> </td> \n       <td> <p>75.2<span>\u00b6</span></p> </td> \n       <td> <p>(47.4\u201391.1)</p> </td> \n       <td> <p>78.7</p> </td> \n       <td> <p>(67.7\u201386.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>90.4</b></p> </td> \n       <td> <p><b>(87.9\u201392.5)</b></p> </td> \n       <td> <p>81.8</p> </td> \n       <td> <p>(71.7\u201388.9)</p> </td> \n       <td> <p>93.4</p> </td> \n       <td> <p>(89.2\u201396.0)</p> </td> \n       <td> <p>90.8</p> </td> \n       <td> <p>(87.6\u201393.2)</p> </td> \n       <td> <p>89.1</p> </td> \n       <td> <p>(85.4\u201391.9)</p> </td> \n       <td> <p>92.7</p> </td> \n       <td> <p>(88.0\u201395.6)</p> </td> \n       <td> <p>91.4<span>\u00b6</span></p> </td> \n       <td> <p>(79.8\u201396.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>82.6</b></p> </td> \n       <td> <p><b>(79.3\u201385.6)</b></p> </td> \n       <td> <p>62.2</p> </td> \n       <td> <p>(52.7\u201371.0)</p> </td> \n       <td> <p>90.4</p> </td> \n       <td> <p>(85.8\u201393.7)</p> </td> \n       <td> <p>87.7</p> </td> \n       <td> <p>(83.4\u201391.0)</p> </td> \n       <td> <p>88.5</p> </td> \n       <td> <p>(81.7\u201393.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>80.6</p> </td> \n       <td> <p>(76.2\u201384.3)</p> </td> \n       <td> <p>84.3</p> </td> \n       <td> <p>(74.0\u201391.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Idaho</p> </td> \n       <td> <p><b>76.5</b></p> </td> \n       <td> <p><b>(72.2\u201380.3)</b></p> </td> \n       <td> <p>51.1</p> </td> \n       <td> <p>(39.2\u201363.0)</p> </td> \n       <td> <p>87.2</p> </td> \n       <td> <p>(82.1\u201390.9)</p> </td> \n       <td> <p>80.6</p> </td> \n       <td> <p>(76.3\u201384.3)</p> </td> \n       <td> <p>76.1</p> </td> \n       <td> <p>(71.4\u201380.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>82.2</p> </td> \n       <td> <p>(63.9\u201392.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>85.6</b></p> </td> \n       <td> <p><b>(82.0\u201388.6)</b></p> </td> \n       <td> <p>67.1</p> </td> \n       <td> <p>(55.9\u201376.6)</p> </td> \n       <td> <p>91.6</p> </td> \n       <td> <p>(87.4\u201394.6)</p> </td> \n       <td> <p>91.9</p> </td> \n       <td> <p>(89.1\u201394.1)</p> </td> \n       <td> <p>84.8</p> </td> \n       <td> <p>(80.4\u201388.4)</p> </td> \n       <td> <p>90.2</p> </td> \n       <td> <p>(79.9\u201395.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>87</p> </td> \n       <td> <p>(74.8\u201393.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Indiana</p> </td> \n       <td> <p><b>81.2</b></p> </td> \n       <td> <p><b>(76.4\u201385.2)</b></p> </td> \n       <td> <p>71.9</p> </td> \n       <td> <p>(56.2\u201383.6)</p> </td> \n       <td> <p>85.3</p> </td> \n       <td> <p>(79.9\u201389.5)</p> </td> \n       <td> <p>83.5</p> </td> \n       <td> <p>(78.7\u201387.3)</p> </td> \n       <td> <p>80.7</p> </td> \n       <td> <p>(75.3\u201385.2)</p> </td> \n       <td> <p>91.4</p> </td> \n       <td> <p>(80.5\u201396.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Iowa</p> </td> \n       <td> <p><b>86.8</b></p> </td> \n       <td> <p><b>(83.4\u201389.5)</b></p> </td> \n       <td> <p>76.8</p> </td> \n       <td> <p>(64.7\u201385.7)</p> </td> \n       <td> <p>90.2</p> </td> \n       <td> <p>(85.9\u201393.4)</p> </td> \n       <td> <p>89.1</p> </td> \n       <td> <p>(85.9\u201391.7)</p> </td> \n       <td> <p>86.7</p> </td> \n       <td> <p>(83.2\u201389.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kansas</p> </td> \n       <td> <p><b>85.7</b></p> </td> \n       <td> <p><b>(82.6\u201388.4)</b></p> </td> \n       <td> <p>73.7</p> </td> \n       <td> <p>(64.0\u201381.5)</p> </td> \n       <td> <p>92.5</p> </td> \n       <td> <p>(88.9\u201395.0)</p> </td> \n       <td> <p>88.2</p> </td> \n       <td> <p>(85.4\u201390.6)</p> </td> \n       <td> <p>87.1</p> </td> \n       <td> <p>(83.7\u201389.9)</p> </td> \n       <td> <p>77.1<span>\u00b6</span></p> </td> \n       <td> <p>(58.5\u201389.0)</p> </td> \n       <td> <p>74.9</p> </td> \n       <td> <p>(56.3\u201387.4)</p> </td> \n       <td> <p>85.2</p> </td> \n       <td> <p>(72.9\u201392.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kentucky</p> </td> \n       <td> <p><b>84.6</b></p> </td> \n       <td> <p><b>(81.5\u201387.3)</b></p> </td> \n       <td> <p>74.5</p> </td> \n       <td> <p>(62.5\u201383.7)</p> </td> \n       <td> <p>88.9</p> </td> \n       <td> <p>(84.3\u201392.3)</p> </td> \n       <td> <p>84.5</p> </td> \n       <td> <p>(80.8\u201387.6)</p> </td> \n       <td> <p>84.4</p> </td> \n       <td> <p>(81.1\u201387.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Louisiana</p> </td> \n       <td> <p><b>77.7</b></p> </td> \n       <td> <p><b>(74.2\u201381.0)</b></p> </td> \n       <td> <p>64.9</p> </td> \n       <td> <p>(55.4\u201373.3)</p> </td> \n       <td> <p>84.0</p> </td> \n       <td> <p>(78.8\u201388.1)</p> </td> \n       <td> <p>81.2</p> </td> \n       <td> <p>(76.7\u201385.0)</p> </td> \n       <td> <p>81.7</p> </td> \n       <td> <p>(77.8\u201385.0)</p> </td> \n       <td> <p>73.6</p> </td> \n       <td> <p>(66.1\u201380.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>86.6</b></p> </td> \n       <td> <p><b>(83.3\u201389.3)</b></p> </td> \n       <td> <p>72.1</p> </td> \n       <td> <p>(61.2\u201381.0)</p> </td> \n       <td> <p>92.6</p> </td> \n       <td> <p>(88.8\u201395.2)</p> </td> \n       <td> <p>90.0</p> </td> \n       <td> <p>(86.9\u201392.5)</p> </td> \n       <td> <p>87.9</p> </td> \n       <td> <p>(84.6\u201390.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>84.2</b></p> </td> \n       <td> <p><b>(81.1\u201386.8)</b></p> </td> \n       <td> <p>59.1</p> </td> \n       <td> <p>(49.6\u201367.9)</p> </td> \n       <td> <p>93.1</p> </td> \n       <td> <p>(90.1\u201395.3)</p> </td> \n       <td> <p>91.1</p> </td> \n       <td> <p>(88.3\u201393.3)</p> </td> \n       <td> <p>84.8</p> </td> \n       <td> <p>(80.8\u201388.1)</p> </td> \n       <td> <p>83.6</p> </td> \n       <td> <p>(77.5\u201388.3)</p> </td> \n       <td> <p>77.6</p> </td> \n       <td> <p>(63.5\u201387.3)</p> </td> \n       <td> <p>91.1</p> </td> \n       <td> <p>(72.1\u201397.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>88.4</b></p> </td> \n       <td> <p><b>(86.1\u201390.3)</b></p> </td> \n       <td> <p>73.4</p> </td> \n       <td> <p>(65.8\u201379.8)</p> </td> \n       <td> <p>92.9</p> </td> \n       <td> <p>(90.2\u201394.9)</p> </td> \n       <td> <p>93.7</p> </td> \n       <td> <p>(91.9\u201395.1)</p> </td> \n       <td> <p>89.5</p> </td> \n       <td> <p>(86.7\u201391.8)</p> </td> \n       <td> <p>80.4</p> </td> \n       <td> <p>(69.5\u201388.1)</p> </td> \n       <td> <p>86.9</p> </td> \n       <td> <p>(80.3\u201391.5)</p> </td> \n       <td> <p>85.1</p> </td> \n       <td> <p>(78.9\u201389.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>84.7</b></p> </td> \n       <td> <p><b>(81.9\u201387.2)</b></p> </td> \n       <td> <p>65.6</p> </td> \n       <td> <p>(57.4\u201373.0)</p> </td> \n       <td> <p>92.8</p> </td> \n       <td> <p>(89.4\u201395.1)</p> </td> \n       <td> <p>90.6</p> </td> \n       <td> <p>(87.9\u201392.7)</p> </td> \n       <td> <p>84.8</p> </td> \n       <td> <p>(81.6\u201387.6)</p> </td> \n       <td> <p>85.8</p> </td> \n       <td> <p>(78.6\u201390.8)</p> </td> \n       <td> <p>78.5<span>\u00b6</span></p> </td> \n       <td> <p>(61.9\u201389.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>86.8</b></p> </td> \n       <td> <p><b>(82.7\u201390.0)</b></p> </td> \n       <td> <p>76.4</p> </td> \n       <td> <p>(63.9\u201385.5)</p> </td> \n       <td> <p>92.8</p> </td> \n       <td> <p>(88.2\u201395.6)</p> </td> \n       <td> <p>89.2</p> </td> \n       <td> <p>(85.5\u201392.0)</p> </td> \n       <td> <p>87.8</p> </td> \n       <td> <p>(83.9\u201390.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>86.4</b></p> </td> \n       <td> <p><b>(83.6\u201388.7)</b></p> </td> \n       <td> <p>80.4</p> </td> \n       <td> <p>(70.7\u201387.4)</p> </td> \n       <td> <p>90.3</p> </td> \n       <td> <p>(85.8\u201393.5)</p> </td> \n       <td> <p>84.7</p> </td> \n       <td> <p>(81.3\u201387.5)</p> </td> \n       <td> <p>84.8</p> </td> \n       <td> <p>(81.1\u201387.9)</p> </td> \n       <td> <p>89.6</p> </td> \n       <td> <p>(85.2\u201392.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>86.3</b></p> </td> \n       <td> <p><b>(82.8\u201389.1)</b></p> </td> \n       <td> <p>80.6</p> </td> \n       <td> <p>(68.2\u201388.9)</p> </td> \n       <td> <p>90.2</p> </td> \n       <td> <p>(85.8\u201393.4)</p> </td> \n       <td> <p>85.8</p> </td> \n       <td> <p>(81.7\u201389.1)</p> </td> \n       <td> <p>87.1</p> </td> \n       <td> <p>(83.4\u201390.1)</p> </td> \n       <td> <p>84.3</p> </td> \n       <td> <p>(70.8\u201392.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Montana</p> </td> \n       <td> <p><b>80.4</b></p> </td> \n       <td> <p><b>(75.9\u201384.3)</b></p> </td> \n       <td> <p>61.6</p> </td> \n       <td> <p>(46.9\u201374.4)</p> </td> \n       <td> <p>88.8</p> </td> \n       <td> <p>(83.4\u201392.6)</p> </td> \n       <td> <p>83.3</p> </td> \n       <td> <p>(79.0\u201386.8)</p> </td> \n       <td> <p>80.5</p> </td> \n       <td> <p>(75.6\u201384.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>87.3</p> </td> \n       <td> <p>(77.2\u201393.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>87.9</b></p> </td> \n       <td> <p><b>(85.3\u201390.1)</b></p> </td> \n       <td> <p>81.3</p> </td> \n       <td> <p>(71.2\u201388.5)</p> </td> \n       <td> <p>92.6</p> </td> \n       <td> <p>(90.1\u201394.4)</p> </td> \n       <td> <p>87.1</p> </td> \n       <td> <p>(84.6\u201389.3)</p> </td> \n       <td> <p>88.2</p> </td> \n       <td> <p>(85.3\u201390.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>85.4</p> </td> \n       <td> <p>(71.4\u201393.2)</p> </td> \n       <td> <p>85.3</p> </td> \n       <td> <p>(77.2\u201390.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nevada</p> </td> \n       <td> <p><b>82.9</b></p> </td> \n       <td> <p><b>(78.3\u201386.6)</b></p> </td> \n       <td> <p>64.8</p> </td> \n       <td> <p>(50.9\u201376.6)</p> </td> \n       <td> <p>92.0</p> </td> \n       <td> <p>(87.0\u201395.1)</p> </td> \n       <td> <p>83.8</p> </td> \n       <td> <p>(77.5\u201388.5)</p> </td> \n       <td> <p>85.4</p> </td> \n       <td> <p>(80.1\u201389.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>70.9</p> </td> \n       <td> <p>(53.3\u201383.9)</p> </td> \n       <td> <p>80.0</p> </td> \n       <td> <p>(69.1\u201387.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Hampshire</p> </td> \n       <td> <p><b>87.4</b></p> </td> \n       <td> <p><b>(84.0\u201390.1)</b></p> </td> \n       <td> <p>68.0</p> </td> \n       <td> <p>(54.0\u201379.3)</p> </td> \n       <td> <p>92.0</p> </td> \n       <td> <p>(88.2\u201394.7)</p> </td> \n       <td> <p>91.0</p> </td> \n       <td> <p>(88.0\u201393.3)</p> </td> \n       <td> <p>88.3</p> </td> \n       <td> <p>(84.9\u201391.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>81.5</b></p> </td> \n       <td> <p><b>(78.3\u201384.4)</b></p> </td> \n       <td> <p>62.4</p> </td> \n       <td> <p>(52.1\u201371.7)</p> </td> \n       <td> <p>84.2</p> </td> \n       <td> <p>(80.0\u201387.7)</p> </td> \n       <td> <p>89.1</p> </td> \n       <td> <p>(86.3\u201391.4)</p> </td> \n       <td> <p>82.7</p> </td> \n       <td> <p>(78.0\u201386.6)</p> </td> \n       <td> <p>87.9</p> </td> \n       <td> <p>(81.3\u201392.4)</p> </td> \n       <td> <p>70.2</p> </td> \n       <td> <p>(58.8\u201379.6)</p> </td> \n       <td> <p>80.1</p> </td> \n       <td> <p>(72.9\u201385.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Mexico</p> </td> \n       <td> <p><b>81.5</b></p> </td> \n       <td> <p><b>(76.4\u201385.7)</b></p> </td> \n       <td> <p>60.3</p> </td> \n       <td> <p>(46.5\u201372.6)</p> </td> \n       <td> <p>91.1</p> </td> \n       <td> <p>(87.2\u201393.8)</p> </td> \n       <td> <p>87.6</p> </td> \n       <td> <p>(84.2\u201390.4)</p> </td> \n       <td> <p>83.4</p> </td> \n       <td> <p>(76.2\u201388.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>73.6</p> </td> \n       <td> <p>(53.7\u201387.0)</p> </td> \n       <td> <p>83.2</p> </td> \n       <td> <p>(76.2\u201388.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New York</p> </td> \n       <td> <p><b>83.1</b></p> </td> \n       <td> <p><b>(79.9\u201385.9)</b></p> </td> \n       <td> <p>67.2</p> </td> \n       <td> <p>(57.9\u201375.4)</p> </td> \n       <td> <p>88.0</p> </td> \n       <td> <p>(83.5\u201391.4)</p> </td> \n       <td> <p>89.0</p> </td> \n       <td> <p>(85.8\u201391.5)</p> </td> \n       <td> <p>85.4</p> </td> \n       <td> <p>(81.9\u201388.3)</p> </td> \n       <td> <p>79.9</p> </td> \n       <td> <p>(70.5\u201386.8)</p> </td> \n       <td> <p>75.9</p> </td> \n       <td> <p>(61.9\u201385.9)</p> </td> \n       <td> <p>82.3</p> </td> \n       <td> <p>(71.5\u201389.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Carolina</p> </td> \n       <td> <p><b>87.6</b></p> </td> \n       <td> <p><b>(85.3\u201389.6)</b></p> </td> \n       <td> <p>76.4</p> </td> \n       <td> <p>(68.2\u201383.0)</p> </td> \n       <td> <p>93.4</p> </td> \n       <td> <p>(90.7\u201395.4)</p> </td> \n       <td> <p>88.6</p> </td> \n       <td> <p>(86.3\u201390.6)</p> </td> \n       <td> <p>87.3</p> </td> \n       <td> <p>(84.3\u201389.8)</p> </td> \n       <td> <p>91.5</p> </td> \n       <td> <p>(86.6\u201394.7)</p> </td> \n       <td> <p>73.5</p> </td> \n       <td> <p>(60.2\u201383.5)</p> </td> \n       <td> <p>90.0</p> </td> \n       <td> <p>(83.7\u201394.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Dakota</p> </td> \n       <td> <p><b>83.5</b></p> </td> \n       <td> <p><b>(78.8\u201387.4)</b></p> </td> \n       <td> <p>68.8</p> </td> \n       <td> <p>(56.8\u201378.7)</p> </td> \n       <td> <p>96.7</p> </td> \n       <td> <p>(93.3\u201398.4)</p> </td> \n       <td> <p>86.1</p> </td> \n       <td> <p>(81.7\u201389.6)</p> </td> \n       <td> <p>82.1</p> </td> \n       <td> <p>(76.8\u201386.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>92.8</p> </td> \n       <td> <p>(82.7\u201397.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>85.0</b></p> </td> \n       <td> <p><b>(82.2\u201387.3)</b></p> </td> \n       <td> <p>74.7</p> </td> \n       <td> <p>(65.6\u201382.1)</p> </td> \n       <td> <p>90.5</p> </td> \n       <td> <p>(86.9\u201393.1)</p> </td> \n       <td> <p>86.0</p> </td> \n       <td> <p>(83.1\u201388.4)</p> </td> \n       <td> <p>84.2</p> </td> \n       <td> <p>(81.1\u201386.8)</p> </td> \n       <td> <p>90.0</p> </td> \n       <td> <p>(78.1\u201395.8)</p> </td> \n       <td> <p>86.0</p> </td> \n       <td> <p>(73.1\u201393.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>85.0</b></p> </td> \n       <td> <p><b>(82.5\u201387.1)</b></p> </td> \n       <td> <p>71.7</p> </td> \n       <td> <p>(62.6\u201379.4)</p> </td> \n       <td> <p>90.6</p> </td> \n       <td> <p>(87.5\u201393.0)</p> </td> \n       <td> <p>84.6</p> </td> \n       <td> <p>(81.3\u201387.5)</p> </td> \n       <td> <p>85.4</p> </td> \n       <td> <p>(82.3\u201388.1)</p> </td> \n       <td> <p>87.4</p> </td> \n       <td> <p>(79.2\u201392.7)</p> </td> \n       <td> <p>80.5</p> </td> \n       <td> <p>(73.5\u201386.0)</p> </td> \n       <td> <p>87.8</p> </td> \n       <td> <p>(79.4\u201393.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>80.1</b></p> </td> \n       <td> <p><b>(75.7\u201384.0)</b></p> </td> \n       <td> <p>60.7</p> </td> \n       <td> <p>(47.6\u201372.4)</p> </td> \n       <td> <p>86.8</p> </td> \n       <td> <p>(81.0\u201391.0)</p> </td> \n       <td> <p>86.0</p> </td> \n       <td> <p>(81.8\u201389.4)</p> </td> \n       <td> <p>78.8</p> </td> \n       <td> <p>(73.7\u201383.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>84.9</p> </td> \n       <td> <p>(72.3\u201392.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>84.8</b></p> </td> \n       <td> <p><b>(81.9\u201387.3)</b></p> </td> \n       <td> <p>70.8</p> </td> \n       <td> <p>(61.9\u201378.4)</p> </td> \n       <td> <p>90.7</p> </td> \n       <td> <p>(87.0\u201393.4)</p> </td> \n       <td> <p>89.0</p> </td> \n       <td> <p>(86.2\u201391.3)</p> </td> \n       <td> <p>84.2</p> </td> \n       <td> <p>(80.9\u201387.0)</p> </td> \n       <td> <p>92.6</p> </td> \n       <td> <p>(84.8\u201396.6)</p> </td> \n       <td> <p>84.8</p> </td> \n       <td> <p>(67.8\u201393.6)</p> </td> \n       <td> <p>80.9</p> </td> \n       <td> <p>(62.7\u201391.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>86.1</b></p> </td> \n       <td> <p><b>(81.9\u201389.4)</b></p> </td> \n       <td> <p>69.5</p> </td> \n       <td> <p>(57.3\u201379.4)</p> </td> \n       <td> <p>92.8</p> </td> \n       <td> <p>(87.8\u201395.9)</p> </td> \n       <td> <p>92.4</p> </td> \n       <td> <p>(89.3\u201394.7)</p> </td> \n       <td> <p>87.7</p> </td> \n       <td> <p>(82.8\u201391.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>83.3</p> </td> \n       <td> <p>(71.4\u201390.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Carolina</p> </td> \n       <td> <p><b>87.5</b></p> </td> \n       <td> <p><b>(84.6\u201389.9)</b></p> </td> \n       <td> <p>69.3</p> </td> \n       <td> <p>(57.0\u201379.3)</p> </td> \n       <td> <p>92.3</p> </td> \n       <td> <p>(88.4\u201394.9)</p> </td> \n       <td> <p>88.6</p> </td> \n       <td> <p>(85.0\u201391.4)</p> </td> \n       <td> <p>86.1</p> </td> \n       <td> <p>(81.8\u201389.5)</p> </td> \n       <td> <p>91.3</p> </td> \n       <td> <p>(87.9\u201393.9)</p> </td> \n       <td> <p>86.3<span>\u00b6</span></p> </td> \n       <td> <p>(69.3\u201394.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Dakota</p> </td> \n       <td> <p><b>85.2</b></p> </td> \n       <td> <p><b>(81.3\u201388.4)</b></p> </td> \n       <td> <p>74.7</p> </td> \n       <td> <p>(63.1\u201383.6)</p> </td> \n       <td> <p>92.0</p> </td> \n       <td> <p>(88.0\u201394.7)</p> </td> \n       <td> <p>87.2</p> </td> \n       <td> <p>(83.3\u201390.3)</p> </td> \n       <td> <p>86.6</p> </td> \n       <td> <p>(82.3\u201389.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>80.4</p> </td> \n       <td> <p>(69.8\u201387.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>85.0</b></p> </td> \n       <td> <p><b>(81.2\u201388.1)</b></p> </td> \n       <td> <p>76.2</p> </td> \n       <td> <p>(60.1\u201387.2)</p> </td> \n       <td> <p>87.0</p> </td> \n       <td> <p>(79.6\u201392.0)</p> </td> \n       <td> <p>85.5</p> </td> \n       <td> <p>(80.9\u201389.1)</p> </td> \n       <td> <p>84.2</p> </td> \n       <td> <p>(79.9\u201387.7)</p> </td> \n       <td> <p>86.2</p> </td> \n       <td> <p>(74.8\u201392.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>82.2</b></p> </td> \n       <td> <p><b>(79.4\u201384.7)</b></p> </td> \n       <td> <p>72.0</p> </td> \n       <td> <p>(62.9\u201379.7)</p> </td> \n       <td> <p>86.9</p> </td> \n       <td> <p>(83.2\u201389.9)</p> </td> \n       <td> <p>83.9</p> </td> \n       <td> <p>(80.6\u201386.7)</p> </td> \n       <td> <p>83.1</p> </td> \n       <td> <p>(78.8\u201386.7)</p> </td> \n       <td> <p>87.4</p> </td> \n       <td> <p>(80.9\u201391.9)</p> </td> \n       <td> <p>68.1</p> </td> \n       <td> <p>(52.8\u201380.4)</p> </td> \n       <td> <p>82.1</p> </td> \n       <td> <p>(77.4\u201386.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>73.0</b></p> </td> \n       <td> <p><b>(68.5\u201377.0)</b></p> </td> \n       <td> <p>43.1</p> </td> \n       <td> <p>(33.3\u201353.5)</p> </td> \n       <td> <p>89.3</p> </td> \n       <td> <p>(85.7\u201392.0)</p> </td> \n       <td> <p>81.1</p> </td> \n       <td> <p>(76.7\u201384.8)</p> </td> \n       <td> <p>72.4</p> </td> \n       <td> <p>(67.5\u201376.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>85.3</p> </td> \n       <td> <p>(73.8\u201392.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>87.1</b></p> </td> \n       <td> <p><b>(83.7\u201389.9)</b></p> </td> \n       <td> <p>73.5</p> </td> \n       <td> <p>(63.1\u201381.8)</p> </td> \n       <td> <p>94.6</p> </td> \n       <td> <p>(91.2\u201396.8)</p> </td> \n       <td> <p>90.7</p> </td> \n       <td> <p>(87.9\u201392.9)</p> </td> \n       <td> <p>87.5</p> </td> \n       <td> <p>(83.9\u201390.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Virginia</p> </td> \n       <td> <p><b>80.5</b></p> </td> \n       <td> <p><b>(74.4\u201385.4)</b></p> </td> \n       <td> <p>55.5</p> </td> \n       <td> <p>(40.2\u201369.7)</p> </td> \n       <td> <p>88.8</p> </td> \n       <td> <p>(83.3\u201392.7)</p> </td> \n       <td> <p>89.8</p> </td> \n       <td> <p>(85.9\u201392.7)</p> </td> \n       <td> <p>80.3</p> </td> \n       <td> <p>(72.7\u201386.2)</p> </td> \n       <td> <p>82.7</p> </td> \n       <td> <p>(62.5\u201393.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>82.4</b></p> </td> \n       <td> <p><b>(80.4\u201384.2)</b></p> </td> \n       <td> <p>63.0</p> </td> \n       <td> <p>(56.9\u201368.8)</p> </td> \n       <td> <p>89.5</p> </td> \n       <td> <p>(87.1\u201391.4)</p> </td> \n       <td> <p>87.8</p> </td> \n       <td> <p>(86.0\u201389.4)</p> </td> \n       <td> <p>82.7</p> </td> \n       <td> <p>(80.5\u201384.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>78.3</p> </td> \n       <td> <p>(70.9\u201384.3)</p> </td> \n       <td> <p>84.0</p> </td> \n       <td> <p>(77.9\u201388.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>82.3</b></p> </td> \n       <td> <p><b>(78.2\u201385.8)</b></p> </td> \n       <td> <p>76.1</p> </td> \n       <td> <p>(63.1\u201385.5)</p> </td> \n       <td> <p>88.7</p> </td> \n       <td> <p>(83.5\u201392.4)</p> </td> \n       <td> <p>80.5</p> </td> \n       <td> <p>(75.3\u201384.8)</p> </td> \n       <td> <p>82.9</p> </td> \n       <td> <p>(78.7\u201386.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>84.4</b></p> </td> \n       <td> <p><b>(80.4\u201387.7)</b></p> </td> \n       <td> <p>76.2</p> </td> \n       <td> <p>(64.1\u201385.2)</p> </td> \n       <td> <p>91.1</p> </td> \n       <td> <p>(85.8\u201394.5)</p> </td> \n       <td> <p>84.4</p> </td> \n       <td> <p>(79.7\u201388.1)</p> </td> \n       <td> <p>84.6</p> </td> \n       <td> <p>(80.2\u201388.2)</p> </td> \n       <td> <p>85.6</p> </td> \n       <td> <p>(72.3\u201393.1)</p> </td> \n       <td> <p>81.4<span>\u00b6</span></p> </td> \n       <td> <p>(59.7\u201392.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>80.0</b></p> </td> \n       <td> <p><b>(76.6\u201382.9)</b></p> </td> \n       <td> <p>70.0</p> </td> \n       <td> <p>(59.9\u201378.5)</p> </td> \n       <td> <p>86.0</p> </td> \n       <td> <p>(82.1\u201389.2)</p> </td> \n       <td> <p>81.2</p> </td> \n       <td> <p>(77.6\u201384.3)</p> </td> \n       <td> <p>79.8</p> </td> \n       <td> <p>(76.3\u201382.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>89.4</p> </td> \n       <td> <p>(80.4\u201394.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total**</b></p> </td> \n       <td> <p><b>84.2</b></p> </td> \n       <td> <p><b>(83.6\u201384.8)</b></p> </td> \n       <td> <p><b>68.6</b></p> </td> \n       <td> <p><b>(66.6\u201370.6)</b></p> </td> \n       <td> <p><b>89.7</b></p> </td> \n       <td> <p><b>(88.9\u201390.4)</b></p> </td> \n       <td> <p><b>88.2</b></p> </td> \n       <td> <p><b>(87.7\u201388.8)</b></p> </td> \n       <td> <p><b>84.6</b></p> </td> \n       <td> <p><b>(83.9\u201385.3)</b></p> </td> \n       <td> <p><b>87.4</b></p> </td> \n       <td> <p><b>(85.8\u201388.8)</b></p> </td> \n       <td> <p><b>77.6</b></p> </td> \n       <td> <p><b>(74.6\u201380.3)</b></p> </td> \n       <td> <p><b>83.5</b></p> </td> \n       <td> <p><b>(81.6\u201385.3)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>84.6</b></p> </td> \n       <td colspan=\"2\"> <p>69.5</p> </td> \n       <td colspan=\"2\"> <p>90.6</p> </td> \n       <td colspan=\"2\"> <p>87.9</p> </td> \n       <td colspan=\"2\"> <p>84.8</p> </td> \n       <td colspan=\"2\"> <p>87.6</p> </td> \n       <td colspan=\"2\"> <p>79.4</p> </td> \n       <td colspan=\"2\"> <p>84.3</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>73.0</b></p> </td> \n       <td colspan=\"2\"> <p>43.1</p> </td> \n       <td colspan=\"2\"> <p>84.0</p> </td> \n       <td colspan=\"2\"> <p>80.5</p> </td> \n       <td colspan=\"2\"> <p>72.4</p> </td> \n       <td colspan=\"2\"> <p>73.6</p> </td> \n       <td colspan=\"2\"> <p>64.8</p> </td> \n       <td colspan=\"2\"> <p>78.7</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>91.3</b></p> </td> \n       <td colspan=\"2\"> <p>83.7</p> </td> \n       <td colspan=\"2\"> <p>96.7</p> </td> \n       <td colspan=\"2\"> <p>95.6</p> </td> \n       <td colspan=\"2\"> <p>92.7</p> </td> \n       <td colspan=\"2\"> <p>97.2</p> </td> \n       <td colspan=\"2\"> <p>92.8</p> </td> \n       <td colspan=\"2\"> <p>91.1</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;50 respondents).</p> <p> * White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other.</p> <p> <span>\u2020</span> Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p> <span>\u00a7</span> 95% confidence interval.</p> <p> <span>\u00b6</span> Represents 50\u201359 respondents; might not be reliable.</p> <p> ** Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab10\" href=\"http://www.cdc.gov\"></a>TABLE 10. Estimated prevalence of women aged 18\u201344 years having a live birth who received preconception counseling from a health-care provider on at least five of 11 healthy lifestyle behaviors and prevention strategies before pregnancy, overall and by age group and race/ethnicity \u2014 Pregnancy Risk Assessment Monitoring System, United States, four reporting areas, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity*</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u2020</span></p> </td> \n       <td> <p><b>CI</b><span>\u00a7</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>19.8</b></p> </td> \n       <td> <p><b>(17.0\u201323.0)</b></p> </td> \n       <td> <p>19.4</p> </td> \n       <td> <p>(13.6\u201327.0)</p> </td> \n       <td> <p>19.7</p> </td> \n       <td> <p>(15.8\u201324.3)</p> </td> \n       <td> <p>20.9</p> </td> \n       <td> <p>(17.7\u201324.5)</p> </td> \n       <td> <p>18.2</p> </td> \n       <td> <p>(14.5\u201322.7)</p> </td> \n       <td> <p>20.6</p> </td> \n       <td> <p>(15.5\u201326.7)</p> </td> \n       <td> <p>19.0</p> </td> \n       <td> <p>(10.9\u201331.0)</p> </td> \n       <td> <p>24.4</p> </td> \n       <td> <p>(16.3\u201334.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>18.3</b></p> </td> \n       <td> <p><b>(16.2\u201320.6)</b></p> </td> \n       <td> <p>20.5</p> </td> \n       <td> <p>(16.6\u201324.9)</p> </td> \n       <td> <p>17.9</p> </td> \n       <td> <p>(15.1\u201321.1)</p> </td> \n       <td> <p>15.2</p> </td> \n       <td> <p>(10.4\u201321.5)</p> </td> \n       <td> <p>17.9</p> </td> \n       <td> <p>(15.3\u201320.9)</p> </td> \n       <td> <p>21.5</p> </td> \n       <td> <p>(18.3\u201325.1)</p> </td> \n       <td> <p>10.0</p> </td> \n       <td> <p>(4.7\u201320.3)</p> </td> \n       <td> <p>23.6<span>\u00b6</span></p> </td> \n       <td> <p>(13.1\u201338.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>18.5</b></p> </td> \n       <td> <p><b>(16.4\u201320.8)</b></p> </td> \n       <td> <p>16.9</p> </td> \n       <td> <p>(12.8\u201322.0)</p> </td> \n       <td> <p>19.6</p> </td> \n       <td> <p>(16.9\u201322.7)</p> </td> \n       <td> <p>16.9</p> </td> \n       <td> <p>(12.7\u201322.0)</p> </td> \n       <td> <p>15.9</p> </td> \n       <td> <p>(12.9\u201319.4)</p> </td> \n       <td> <p>23.5</p> </td> \n       <td> <p>(18.3\u201329.5)</p> </td> \n       <td> <p>16.7</p> </td> \n       <td> <p>(12.9\u201321.4)</p> </td> \n       <td> <p>21.0</p> </td> \n       <td> <p>(16.9\u201325.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>17.7</b></p> </td> \n       <td> <p><b>(15.1\u201320.5)</b></p> </td> \n       <td> <p>16.9</p> </td> \n       <td> <p>(12.7\u201322.2)</p> </td> \n       <td> <p>18.9</p> </td> \n       <td> <p>(15.5\u201322.9)</p> </td> \n       <td> <p>13.7</p> </td> \n       <td> <p>(8.1\u201322.3)</p> </td> \n       <td> <p>17.8</p> </td> \n       <td> <p>(14.8\u201321.4)</p> </td> \n       <td> <p>19.3</p> </td> \n       <td> <p>(15.5\u201323.7)</p> </td> \n       <td> <p>20.2<span>\u00b6</span></p> </td> \n       <td> <p>(9.1\u201338.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total</b></p> </td> \n       <td> <p><b>18.4</b></p> </td> \n       <td> <p><b>(17.1\u201319.7)</b></p> </td> \n       <td> <p><b>18.3</b></p> </td> \n       <td> <p><b>(15.9\u201321.0)</b></p> </td> \n       <td> <p><b>19.0</b></p> </td> \n       <td> <p><b>(17.3\u201320.8)</b></p> </td> \n       <td> <p><b>16.4</b></p> </td> \n       <td> <p><b>(13.8\u201319.3)</b></p> </td> \n       <td> <p><b>17.6</b></p> </td> \n       <td> <p><b>(15.9\u201319.4)</b></p> </td> \n       <td> <p><b>21.0</b></p> </td> \n       <td> <p><b>(18.7\u201323.5)</b></p> </td> \n       <td> <p><b>16.2</b></p> </td> \n       <td> <p><b>(12.5\u201320.8)</b></p> </td> \n       <td> <p><b>20.6</b></p> </td> \n       <td> <p><b>(17.1\u201324.6)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>18.4</b></p> </td> \n       <td colspan=\"2\"> <p>18.2</p> </td> \n       <td colspan=\"2\"> <p>19.3</p> </td> \n       <td colspan=\"2\"> <p>16.0</p> </td> \n       <td colspan=\"2\"> <p>17.9</p> </td> \n       <td colspan=\"2\"> <p>21.0</p> </td> \n       <td colspan=\"2\"> <p>17.9</p> </td> \n       <td colspan=\"2\"> <p>23.6</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>17.7</b></p> </td> \n       <td colspan=\"2\"> <p>16.9</p> </td> \n       <td colspan=\"2\"> <p>17.9</p> </td> \n       <td colspan=\"2\"> <p>13.7</p> </td> \n       <td colspan=\"2\"> <p>15.9</p> </td> \n       <td colspan=\"2\"> <p>19.3</p> </td> \n       <td colspan=\"2\"> <p>10.0</p> </td> \n       <td colspan=\"2\"> <p>21.0</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>19.8</b></p> </td> \n       <td colspan=\"2\"> <p>20.5</p> </td> \n       <td colspan=\"2\"> <p>19.7</p> </td> \n       <td colspan=\"2\"> <p>20.9</p> </td> \n       <td colspan=\"2\"> <p>18.2</p> </td> \n       <td colspan=\"2\"> <p>23.5</p> </td> \n       <td colspan=\"2\"> <p>20.2</p> </td> \n       <td colspan=\"2\"> <p>24.4</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;30 respondents).</p> <p> * White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other. </p> <p> <span>\u2020</span> Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p> <span>\u00a7</span> 95% confidence interval.</p> <p> <span>\u00b6</span> Represents 30\u201359 respondents; might not be reliable.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab11\" href=\"http://www.cdc.gov\"></a>TABLE 11. Estimated prevalence of women aged 18\u201344 years having a live birth who had a previous preterm birth (among multiparous women), overall and by age group and race/ethnicity \u2014 Pregnancy Risk Assessment Monitoring System, United States, 29 reporting areas, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity*</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u2020</span></p> </td> \n       <td> <p><b>CI</b><span>\u00a7</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>10.7</b></p> </td> \n       <td> <p><b>(8.2\u201313.7)</b></p> </td> \n       <td> <p>12.2</p> </td> \n       <td> <p>(7.7\u201318.8)</p> </td> \n       <td> <p>10.5</p> </td> \n       <td> <p>(7.5\u201314.6)</p> </td> \n       <td> <p>8.6</p> </td> \n       <td> <p>(4.1\u201317.1)</p> </td> \n       <td> <p>8.3</p> </td> \n       <td> <p>(5.5\u201312.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>11.3</p> </td> \n       <td> <p>(8.2\u201315.5)</p> </td> \n       <td> <p>16.2<span>\u00b6</span></p> </td> \n       <td> <p>(6.3\u201335.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>15.2</b></p> </td> \n       <td> <p><b>(11.9\u201319.2)</b></p> </td> \n       <td> <p>14.6</p> </td> \n       <td> <p>(9.5\u201321.8)</p> </td> \n       <td> <p>16.3</p> </td> \n       <td> <p>(11.8\u201322.0)</p> </td> \n       <td> <p>11.6</p> </td> \n       <td> <p>(5.2\u201323.8)</p> </td> \n       <td> <p>13.7</p> </td> \n       <td> <p>(10.1\u201318.5)</p> </td> \n       <td> <p>22.3</p> </td> \n       <td> <p>(13.6\u201334.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>15.3</p> </td> \n       <td> <p>(7.5\u201328.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>13.5</b></p> </td> \n       <td> <p><b>(10.8\u201316.6)</b></p> </td> \n       <td> <p>16.5</p> </td> \n       <td> <p>(10.7\u201324.5)</p> </td> \n       <td> <p>13.4</p> </td> \n       <td> <p>(10.0\u201317.6)</p> </td> \n       <td> <p>10.7</p> </td> \n       <td> <p>(6.3\u201317.4)</p> </td> \n       <td> <p>12.7</p> </td> \n       <td> <p>(9.6\u201316.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>14.5<span>\u00b6</span></p> </td> \n       <td> <p>(4.7\u201336.9)</p> </td> \n       <td> <p>14.9</p> </td> \n       <td> <p>(10.3\u201321.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>11.5</b></p> </td> \n       <td> <p><b>(9.3\u201314.2)</b></p> </td> \n       <td> <p>10.6</p> </td> \n       <td> <p>(6.7\u201316.4)</p> </td> \n       <td> <p>12.6</p> </td> \n       <td> <p>(9.6\u201316.4)</p> </td> \n       <td> <p>9.5</p> </td> \n       <td> <p>(5.6\u201315.6)</p> </td> \n       <td> <p>10.5</p> </td> \n       <td> <p>(7.7\u201314.3)</p> </td> \n       <td> <p>13.0</p> </td> \n       <td> <p>(8.8\u201318.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>12.8</p> </td> \n       <td> <p>(7.7\u201320.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>12.3</b></p> </td> \n       <td> <p><b>(8.5\u201317.5)</b></p> </td> \n       <td> <p>12.4</p> </td> \n       <td> <p>(6.0\u201323.8)</p> </td> \n       <td> <p>13.8</p> </td> \n       <td> <p>(8.7\u201321.0)</p> </td> \n       <td> <p>5.0</p> </td> \n       <td> <p>(1.2\u201317.9)</p> </td> \n       <td> <p>14.0</p> </td> \n       <td> <p>(8.2\u201323.0)</p> </td> \n       <td> <p>8.3</p> </td> \n       <td> <p>(3.8\u201317.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>15.3</p> </td> \n       <td> <p>(7.3\u201329.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>14.4</b></p> </td> \n       <td> <p><b>(11.6\u201317.7)</b></p> </td> \n       <td> <p>18.6</p> </td> \n       <td> <p>(12.3\u201327.2)</p> </td> \n       <td> <p>12.8</p> </td> \n       <td> <p>(9.4\u201317.3)</p> </td> \n       <td> <p>14.3</p> </td> \n       <td> <p>(9.2\u201321.7)</p> </td> \n       <td> <p>8.1</p> </td> \n       <td> <p>(4.1\u201315.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>16.0</p> </td> \n       <td> <p>(12.3\u201320.6)</p> </td> \n       <td> <p>16.0</p> </td> \n       <td> <p>(9.9\u201324.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>12.3</b></p> </td> \n       <td> <p><b>(10.3\u201314.8)</b></p> </td> \n       <td> <p>16.7</p> </td> \n       <td> <p>(11.5\u201323.6)</p> </td> \n       <td> <p>11.7</p> </td> \n       <td> <p>(9.2\u201314.9)</p> </td> \n       <td> <p>10.2</p> </td> \n       <td> <p>(6.5\u201315.8)</p> </td> \n       <td> <p>10.5</p> </td> \n       <td> <p>(8.0\u201313.8)</p> </td> \n       <td> <p>11.4</p> </td> \n       <td> <p>(6.8\u201318.6)</p> </td> \n       <td> <p>12.0<span>\u00b6</span></p> </td> \n       <td> <p>(5.5\u201324.1)</p> </td> \n       <td> <p>16.3</p> </td> \n       <td> <p>(12.0\u201321.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>10.8</b></p> </td> \n       <td> <p><b>(8.2\u201314.0)</b></p> </td> \n       <td> <p>8.9</p> </td> \n       <td> <p>(4.2\u201317.8)</p> </td> \n       <td> <p>10.9</p> </td> \n       <td> <p>(7.8\u201315.2)</p> </td> \n       <td> <p>12.3</p> </td> \n       <td> <p>(6.9\u201321.2)</p> </td> \n       <td> <p>10.9</p> </td> \n       <td> <p>(8.2\u201314.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>14.0</b></p> </td> \n       <td> <p><b>(10.9\u201317.7)</b></p> </td> \n       <td> <p>16.3</p> </td> \n       <td> <p>(9.5\u201326.5)</p> </td> \n       <td> <p>14.2</p> </td> \n       <td> <p>(10.0\u201319.9)</p> </td> \n       <td> <p>10.9</p> </td> \n       <td> <p>(8.3\u201314.2)</p> </td> \n       <td> <p>10.6</p> </td> \n       <td> <p>(7.1\u201315.6)</p> </td> \n       <td> <p>17.8</p> </td> \n       <td> <p>(12.1\u201325.3)</p> </td> \n       <td> <p>16.2</p> </td> \n       <td> <p>(6.1\u201336.3)</p> </td> \n       <td> <p>14.8</p> </td> \n       <td> <p>(7.5\u201327.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>11.1</b></p> </td> \n       <td> <p><b>(8.5\u201314.4)</b></p> </td> \n       <td> <p>10.3</p> </td> \n       <td> <p>(6.5\u201315.9)</p> </td> \n       <td> <p>12.3</p> </td> \n       <td> <p>(8.6\u201317.3)</p> </td> \n       <td> <p>8.9</p> </td> \n       <td> <p>(4.9\u201315.6)</p> </td> \n       <td> <p>7.9</p> </td> \n       <td> <p>(4.7\u201313.1)</p> </td> \n       <td> <p>20.1</p> </td> \n       <td> <p>(14.4\u201327.3)</p> </td> \n       <td> <p>10.1</p> </td> \n       <td> <p>(5.9\u201316.7)</p> </td> \n       <td> <p>19.0</p> </td> \n       <td> <p>(14.0\u201325.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>15.0</b></p> </td> \n       <td> <p><b>(12.6\u201317.9)</b></p> </td> \n       <td> <p>15.3</p> </td> \n       <td> <p>(10.7\u201321.4)</p> </td> \n       <td> <p>15.6</p> </td> \n       <td> <p>(12.4\u201319.5)</p> </td> \n       <td> <p>12.7</p> </td> \n       <td> <p>(8.1\u201319.3)</p> </td> \n       <td> <p>14.2</p> </td> \n       <td> <p>(11.1\u201317.8)</p> </td> \n       <td> <p>19.1</p> </td> \n       <td> <p>(15.2\u201323.7)</p> </td> \n       <td> <p>22.0<span>\u00b6</span></p> </td> \n       <td> <p>(11.1\u201339.0)</p> </td> \n       <td> <p>7.0<span>\u00b6</span></p> </td> \n       <td> <p>(2.4\u201318.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>13.2</b></p> </td> \n       <td> <p><b>(10.7\u201316.1)</b></p> </td> \n       <td> <p>11.4</p> </td> \n       <td> <p>(6.4\u201319.3)</p> </td> \n       <td> <p>14.9</p> </td> \n       <td> <p>(11.8\u201318.8)</p> </td> \n       <td> <p>8.6</p> </td> \n       <td> <p>(4.9\u201314.7)</p> </td> \n       <td> <p>12.8</p> </td> \n       <td> <p>(10.1\u201316.1)</p> </td> \n       <td> <p>21.2</p> </td> \n       <td> <p>(11.8\u201335.1)</p> </td> \n       <td> <p>9.5</p> </td> \n       <td> <p>(4.4\u201319.3)</p> </td> \n       <td> <p>9.9</p> </td> \n       <td> <p>(4.3\u201320.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>19.6</b></p> </td> \n       <td> <p><b>(16.4\u201323.2)</b></p> </td> \n       <td> <p>22.4</p> </td> \n       <td> <p>(16.8\u201329.2)</p> </td> \n       <td> <p>17.7</p> </td> \n       <td> <p>(13.8\u201322.5)</p> </td> \n       <td> <p>21.1</p> </td> \n       <td> <p>(12.3\u201333.9)</p> </td> \n       <td> <p>13.1</p> </td> \n       <td> <p>(9.4\u201317.8)</p> </td> \n       <td> <p>26.8</p> </td> \n       <td> <p>(21.6\u201332.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>15.0</b></p> </td> \n       <td> <p><b>(12.2\u201318.3)</b></p> </td> \n       <td> <p>16.8</p> </td> \n       <td> <p>(11.4\u201324.0)</p> </td> \n       <td> <p>14.5</p> </td> \n       <td> <p>(11.1\u201318.9)</p> </td> \n       <td> <p>13.5</p> </td> \n       <td> <p>(7.3\u201323.7)</p> </td> \n       <td> <p>12.0</p> </td> \n       <td> <p>(9.5\u201315.2)</p> </td> \n       <td> <p>34.2</p> </td> \n       <td> <p>(22.3\u201348.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>12.3</b></p> </td> \n       <td> <p><b>(10.3\u201314.7)</b></p> </td> \n       <td> <p>16.0</p> </td> \n       <td> <p>(11.6\u201321.6)</p> </td> \n       <td> <p>11.3</p> </td> \n       <td> <p>(8.9\u201314.3)</p> </td> \n       <td> <p>11.7</p> </td> \n       <td> <p>(7.3\u201318.1)</p> </td> \n       <td> <p>10.2</p> </td> \n       <td> <p>(7.6\u201313.4)</p> </td> \n       <td> <p>23.5</p> </td> \n       <td> <p>(18.0\u201330.0)</p> </td> \n       <td> <p>18.0</p> </td> \n       <td> <p>(13.2\u201324.1)</p> </td> \n       <td> <p>14.9</p> </td> \n       <td> <p>(11.2\u201319.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>12.4</b></p> </td> \n       <td> <p><b>(10.2\u201315.0)</b></p> </td> \n       <td> <p>17.8</p> </td> \n       <td> <p>(11.6\u201326.4)</p> </td> \n       <td> <p>12.9</p> </td> \n       <td> <p>(10.0\u201316.5)</p> </td> \n       <td> <p>8.3</p> </td> \n       <td> <p>(5.1\u201313.2)</p> </td> \n       <td> <p>9.1</p> </td> \n       <td> <p>(6.1\u201313.1)</p> </td> \n       <td> <p>14.3</p> </td> \n       <td> <p>(9.4\u201321.1)</p> </td> \n       <td> <p>13.4</p> </td> \n       <td> <p>(8.1\u201321.6)</p> </td> \n       <td> <p>15.5</p> </td> \n       <td> <p>(11.1\u201321.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>14.8</b></p> </td> \n       <td> <p><b>(11.9\u201318.2)</b></p> </td> \n       <td> <p>17.5</p> </td> \n       <td> <p>(11.4\u201325.8)</p> </td> \n       <td> <p>14.7</p> </td> \n       <td> <p>(11.2\u201319.2)</p> </td> \n       <td> <p>10.6</p> </td> \n       <td> <p>(5.6\u201319.2)</p> </td> \n       <td> <p>13.4</p> </td> \n       <td> <p>(10.1\u201317.6)</p> </td> \n       <td> <p>21.5</p> </td> \n       <td> <p>(16.8\u201327.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>10.6</b></p> </td> \n       <td> <p><b>(8.1\u201313.8)</b></p> </td> \n       <td> <p>14.4</p> </td> \n       <td> <p>(9.3\u201321.6)</p> </td> \n       <td> <p>9.1</p> </td> \n       <td> <p>(6.2\u201313.0)</p> </td> \n       <td> <p>8.0</p> </td> \n       <td> <p>(3.0\u201319.7)</p> </td> \n       <td> <p>8.5</p> </td> \n       <td> <p>(5.7\u201312.3)</p> </td> \n       <td> <p>12.0</p> </td> \n       <td> <p>(5.2\u201325.3)</p> </td> \n       <td> <p>15.0</p> </td> \n       <td> <p>(8.2\u201325.9)</p> </td> \n       <td> <p>13.5</p> </td> \n       <td> <p>(7.3\u201323.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>13.0</b></p> </td> \n       <td> <p><b>(10.0\u201316.7)</b></p> </td> \n       <td> <p>12.4</p> </td> \n       <td> <p>(6.8\u201321.6)</p> </td> \n       <td> <p>14.0</p> </td> \n       <td> <p>(10.1\u201318.9)</p> </td> \n       <td> <p>10.3</p> </td> \n       <td> <p>(5.3\u201319.2)</p> </td> \n       <td> <p>13.1</p> </td> \n       <td> <p>(9.0\u201318.6)</p> </td> \n       <td> <p>14.9</p> </td> \n       <td> <p>(9.6\u201322.3)</p> </td> \n       <td> <p>14.2</p> </td> \n       <td> <p>(10.9\u201318.3)</p> </td> \n       <td> <p>12.3</p> </td> \n       <td> <p>(8.7\u201317.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>12.9</b></p> </td> \n       <td> <p><b>(10.1\u201316.3)</b></p> </td> \n       <td> <p>13.7</p> </td> \n       <td> <p>(7.9\u201322.7)</p> </td> \n       <td> <p>11.2</p> </td> \n       <td> <p>(7.9\u201315.6)</p> </td> \n       <td> <p>16.9</p> </td> \n       <td> <p>(10.9\u201325.2)</p> </td> \n       <td> <p>11.8</p> </td> \n       <td> <p>(8.7\u201315.6)</p> </td> \n       <td> <p>12.6</p> </td> \n       <td> <p>(6.2\u201324.0)</p> </td> \n       <td> <p>11.5<span>\u00b6</span></p> </td> \n       <td> <p>(5.0\u201324.1)</p> </td> \n       <td> <p>23.0\u00b6</p> </td> \n       <td> <p>(11.3\u201340.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>11.4</b></p> </td> \n       <td> <p><b>(8.9\u201314.5)</b></p> </td> \n       <td> <p>9.0</p> </td> \n       <td> <p>(4.9\u201316.1)</p> </td> \n       <td> <p>11.9</p> </td> \n       <td> <p>(8.7\u201316.2)</p> </td> \n       <td> <p>12.0</p> </td> \n       <td> <p>(7.1\u201319.5)</p> </td> \n       <td> <p>9.3</p> </td> \n       <td> <p>(6.4\u201313.2)</p> </td> \n       <td> <p>24.0<span>\u00b6</span></p> </td> \n       <td> <p>(11.6\u201343.1)</p> </td> \n       <td> <p>21.3<span>\u00b6</span></p> </td> \n       <td> <p>(10.1\u201339.5)</p> </td> \n       <td> <p>11.9</p> </td> \n       <td> <p>(7.5\u201318.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>14.0</b></p> </td> \n       <td> <p><b>(10.2\u201319.0)</b></p> </td> \n       <td> <p>15.0</p> </td> \n       <td> <p>(8.5\u201325.0)</p> </td> \n       <td> <p>13.7</p> </td> \n       <td> <p>(8.9\u201320.6)</p> </td> \n       <td> <p>13.5<span>\u00b6</span></p> </td> \n       <td> <p>(5.6\u201329.3)</p> </td> \n       <td> <p>12.1</p> </td> \n       <td> <p>(7.9\u201318.1)</p> </td> \n       <td> <p>20.9</p> </td> \n       <td> <p>(11.4\u201335.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>17.9<span>\u00b6</span></p> </td> \n       <td> <p>(6.8\u201339.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>18.3</b></p> </td> \n       <td> <p><b>(15.4\u201321.7)</b></p> </td> \n       <td> <p>21.4</p> </td> \n       <td> <p>(15.2\u201329.2)</p> </td> \n       <td> <p>17.9</p> </td> \n       <td> <p>(14.2\u201322.3)</p> </td> \n       <td> <p>15.3</p> </td> \n       <td> <p>(9.4\u201324.0)</p> </td> \n       <td> <p>16.1</p> </td> \n       <td> <p>(12.1\u201321.2)</p> </td> \n       <td> <p>21.0</p> </td> \n       <td> <p>(16.3\u201326.5)</p> </td> \n       <td> <p>14.7<span>\u00b6</span></p> </td> \n       <td> <p>(5.8\u201332.3)</p> </td> \n       <td> <p>19.4</p> </td> \n       <td> <p>(14.8\u201325.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>11.5</b></p> </td> \n       <td> <p><b>(9.6\u201313.6)</b></p> </td> \n       <td> <p>17.9</p> </td> \n       <td> <p>(13.1\u201324.1)</p> </td> \n       <td> <p>9.9</p> </td> \n       <td> <p>(7.9\u201312.5)</p> </td> \n       <td> <p>10.7</p> </td> \n       <td> <p>(6.2\u201317.7)</p> </td> \n       <td> <p>10.9</p> </td> \n       <td> <p>(8.7\u201313.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>21.0<span>\u00b6</span></p> </td> \n       <td> <p>(11.6\u201335.0)</p> </td> \n       <td> <p>10.6</p> </td> \n       <td> <p>(7.3\u201315.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>11.0</b></p> </td> \n       <td> <p><b>(8.6\u201314.0)</b></p> </td> \n       <td> <p>7.7</p> </td> \n       <td> <p>(3.6\u201315.4)</p> </td> \n       <td> <p>11.8</p> </td> \n       <td> <p>(8.7\u201315.9)</p> </td> \n       <td> <p>11.3</p> </td> \n       <td> <p>(6.8\u201318.2)</p> </td> \n       <td> <p>11.0</p> </td> \n       <td> <p>(8.5\u201314.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>14.9</b></p> </td> \n       <td> <p><b>(11.9\u201318.6)</b></p> </td> \n       <td> <p>18.2</p> </td> \n       <td> <p>(11.6\u201327.3)</p> </td> \n       <td> <p>13.1</p> </td> \n       <td> <p>(9.6\u201317.7)</p> </td> \n       <td> <p>17.2</p> </td> \n       <td> <p>(10.4\u201327.1)</p> </td> \n       <td> <p>15.1</p> </td> \n       <td> <p>(10.8\u201320.6)</p> </td> \n       <td> <p>10.9</p> </td> \n       <td> <p>(6.4\u201318.1)</p> </td> \n       <td> <p>15.7</p> </td> \n       <td> <p>(10.0\u201323.9)</p> </td> \n       <td> <p>14.7</p> </td> \n       <td> <p>(10.5\u201320.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>15.6</b></p> </td> \n       <td> <p><b>(12.9\u201318.8)</b></p> </td> \n       <td> <p>19.0</p> </td> \n       <td> <p>(14.2\u201325.1)</p> </td> \n       <td> <p>14.7</p> </td> \n       <td> <p>(11.2\u201319.1)</p> </td> \n       <td> <p>8.9</p> </td> \n       <td> <p>(4.3\u201317.5)</p> </td> \n       <td> <p>15.6</p> </td> \n       <td> <p>(12.8\u201318.8)</p> </td> \n       <td> <p>19.9<span>\u00b6</span></p> </td> \n       <td> <p>(7.9\u201341.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>13.7</b></p> </td> \n       <td> <p><b>(10.6\u201317.4)</b></p> </td> \n       <td> <p>18.8</p> </td> \n       <td> <p>(11.3\u201329.6)</p> </td> \n       <td> <p>12.7</p> </td> \n       <td> <p>(9.2\u201317.3)</p> </td> \n       <td> <p>12.1</p> </td> \n       <td> <p>(6.3\u201321.9)</p> </td> \n       <td> <p>13.5</p> </td> \n       <td> <p>(9.7\u201318.6)</p> </td> \n       <td> <p>15.6</p> </td> \n       <td> <p>(10.4\u201322.9)</p> </td> \n       <td> <p>16.6</p> </td> \n       <td> <p>(9.5\u201327.6)</p> </td> \n       <td> <p>11.1</p> </td> \n       <td> <p>(6.7\u201317.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>11.4</b></p> </td> \n       <td> <p><b>(8.9\u201314.5)</b></p> </td> \n       <td> <p>10.2</p> </td> \n       <td> <p>(6.2\u201316.1)</p> </td> \n       <td> <p>11.0</p> </td> \n       <td> <p>(7.9\u201315.1)</p> </td> \n       <td> <p>17.0<span>\u00b6</span></p> </td> \n       <td> <p>(8.8\u201330.3)</p> </td> \n       <td> <p>10.2</p> </td> \n       <td> <p>(7.4\u201314.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>19.8<span>\u00b6</span></p> </td> \n       <td> <p>(11.7\u201331.7)</p> </td> \n       <td> <p>15.1</p> </td> \n       <td> <p>(10.3\u201321.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total**</b></p> </td> \n       <td> <p><b>14.4</b></p> </td> \n       <td> <p><b>(13.5\u201315.2)</b></p> </td> \n       <td> <p><b>16.8</b></p> </td> \n       <td> <p><b>(14.9\u201318.9)</b></p> </td> \n       <td> <p><b>14.1</b></p> </td> \n       <td> <p><b>(13.1\u201315.2)</b></p> </td> \n       <td> <p><b>12.1</b></p> </td> \n       <td> <p><b>(10.4\u201314.0)</b></p> </td> \n       <td> <p><b>12.6</b></p> </td> \n       <td> <p><b>(11.7\u201313.6)</b></p> </td> \n       <td> <p><b>17.5</b></p> </td> \n       <td> <p><b>(15.8\u201319.5)</b></p> </td> \n       <td> <p><b>13.5</b></p> </td> \n       <td> <p><b>(11.4\u201316.0)</b></p> </td> \n       <td> <p><b>17.1</b></p> </td> \n       <td> <p><b>(14.7\u201319.9)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>13.0</b></p> </td> \n       <td colspan=\"2\"> <p>15.3</p> </td> \n       <td colspan=\"2\"> <p>12.9</p> </td> \n       <td colspan=\"2\"> <p>11.3</p> </td> \n       <td colspan=\"2\"> <p>11.8</p> </td> \n       <td colspan=\"2\"> <p>19.5</p> </td> \n       <td colspan=\"2\"> <p>15.0</p> </td> \n       <td colspan=\"2\"> <p>14.9</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>10.6</b></p> </td> \n       <td colspan=\"2\"> <p>7.7</p> </td> \n       <td colspan=\"2\"> <p>9.1</p> </td> \n       <td colspan=\"2\"> <p>5.0</p> </td> \n       <td colspan=\"2\"> <p>7.9</p> </td> \n       <td colspan=\"2\"> <p>8.3</p> </td> \n       <td colspan=\"2\"> <p>9.5</p> </td> \n       <td colspan=\"2\"> <p>7.0</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>19.6</b></p> </td> \n       <td colspan=\"2\"> <p>22.4</p> </td> \n       <td colspan=\"2\"> <p>17.9</p> </td> \n       <td colspan=\"2\"> <p>21.1</p> </td> \n       <td colspan=\"2\"> <p>16.1</p> </td> \n       <td colspan=\"2\"> <p>34.2</p> </td> \n       <td colspan=\"2\"> <p>22.0</p> </td> \n       <td colspan=\"2\"> <p>23.0</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;30 respondents).</p> <p> * White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other. </p> <p> <span>\u2020</span> Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p> <span>\u00a7</span> 95% confidence interval.</p> <p> <span>\u00b6</span> Represents 30\u201359 respondents; might not be reliable.</p> <p> ** Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity..</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab12\" href=\"http://www.cdc.gov\"></a>TABLE 12. Estimated prevalence of women aged 18\u201344 years having a live birth who reported a miscarriage, fetal death, or stillbirth in the 12 months before getting pregnant with their most recent live born infant, overall and by age group and race/ethnicity \u2014 Pregnancy Risk Assessment Monitoring System, United States, two reporting areas, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity*</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u2020</span></p> </td> \n       <td> <p><b>CI</b><span>\u00a7</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>18.2</b></p> </td> \n       <td> <p><b>(15.3\u201321.5)</b></p> </td> \n       <td> <p>13.6</p> </td> \n       <td> <p>(8.7\u201320.7)</p> </td> \n       <td> <p>17.0</p> </td> \n       <td> <p>(13.4\u201321.4)</p> </td> \n       <td> <p>25.5</p> </td> \n       <td> <p>(18.8\u201333.6)</p> </td> \n       <td> <p>17.5</p> </td> \n       <td> <p>(13.7\u201322.0)</p> </td> \n       <td> <p>20.8</p> </td> \n       <td> <p>(15.0\u201328.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>13.8</p> </td> \n       <td> <p>(8.5\u201321.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>14.4</b></p> </td> \n       <td> <p><b>(11.4\u201318.0)</b></p> </td> \n       <td> <p>12.6</p> </td> \n       <td> <p>(7.2\u201321.3)</p> </td> \n       <td> <p>13.2</p> </td> \n       <td> <p>(9.7\u201317.6)</p> </td> \n       <td> <p>21.2</p> </td> \n       <td> <p>(13.3\u201332.0)</p> </td> \n       <td> <p>14.3</p> </td> \n       <td> <p>(10.5\u201319.1)</p> </td> \n       <td> <p>13.7</p> </td> \n       <td> <p>(8.9\u201320.6)</p> </td> \n       <td> <p>21.0</p> </td> \n       <td> <p>(12.9\u201332.2)</p> </td> \n       <td> <p>12.9</p> </td> \n       <td> <p>(8.4\u201319.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total</b></p> </td> \n       <td> <p><b>14.9</b></p> </td> \n       <td> <p><b>(12.3\u201318.0)</b></p> </td> \n       <td> <p><b>12.8</b></p> </td> \n       <td> <p><b>(7.9\u201319.9)</b></p> </td> \n       <td> <p><b>13.6</b></p> </td> \n       <td> <p><b>(10.5\u201317.5)</b></p> </td> \n       <td> <p><b>21.9</b></p> </td> \n       <td> <p><b>(15.1\u201330.8)</b></p> </td> \n       <td> <p><b>14.6</b></p> </td> \n       <td> <p><b>(11.2\u201318.9)</b></p> </td> \n       <td> <p><b>15.7</b></p> </td> \n       <td> <p><b>(11.7\u201320.9)</b></p> </td> \n       <td> <p><b>21.8</b></p> </td> \n       <td> <p><b>(14.2\u201331.9)</b></p> </td> \n       <td> <p><b>13.0</b></p> </td> \n       <td> <p><b>(9.1\u201318.3)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>16.3</b></p> </td> \n       <td colspan=\"2\"> <p>13.1</p> </td> \n       <td colspan=\"2\"> <p>15.1</p> </td> \n       <td colspan=\"2\"> <p>23.4</p> </td> \n       <td colspan=\"2\"> <p>15.9</p> </td> \n       <td colspan=\"2\"> <p>17.3</p> </td> \n       <td colspan=\"2\"> <p>21.0</p> </td> \n       <td colspan=\"2\"> <p>13.3</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>14.4</b></p> </td> \n       <td colspan=\"2\"> <p>12.6</p> </td> \n       <td colspan=\"2\"> <p>13.2</p> </td> \n       <td colspan=\"2\"> <p>21.2</p> </td> \n       <td colspan=\"2\"> <p>14.3</p> </td> \n       <td colspan=\"2\"> <p>13.7</p> </td> \n       <td colspan=\"2\"> <p>21.0</p> </td> \n       <td colspan=\"2\"> <p>12.9</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>18.2</b></p> </td> \n       <td colspan=\"2\"> <p>13.6</p> </td> \n       <td colspan=\"2\"> <p>17.0</p> </td> \n       <td colspan=\"2\"> <p>25.5</p> </td> \n       <td colspan=\"2\"> <p>17.5</p> </td> \n       <td colspan=\"2\"> <p>20.8</p> </td> \n       <td colspan=\"2\"> <p>21.0</p> </td> \n       <td colspan=\"2\"> <p>13.8</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;30 respondents).</p> <p> * White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other. </p> <p> <span>\u2020</span> Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p> <span>\u00a7</span> 95% confidence interval.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab13\" href=\"http://www.cdc.gov\"></a>TABLE 13. Estimated prevalence of women aged 18\u201344 years having a live birth who reported that the pregnancy was unintended (unwanted or wanted to be pregnant later), overall and by age group and race/ethnicity \u2014 Pregnancy Risk Assessment Monitoring System, United States, 29 reporting areas, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity*</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u2020</span></p> </td> \n       <td> <p><b>CI</b><span>\u00a7</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>40.8</b></p> </td> \n       <td> <p><b>(37.5\u201344.3)</b></p> </td> \n       <td> <p>52.8</p> </td> \n       <td> <p>(47.0\u201358.5)</p> </td> \n       <td> <p>32.5</p> </td> \n       <td> <p>(28.2\u201337.1)</p> </td> \n       <td> <p>42.3</p> </td> \n       <td> <p>(31.8\u201353.5)</p> </td> \n       <td> <p>34.9</p> </td> \n       <td> <p>(30.3\u201339.7)</p> </td> \n       <td> <p>58.2<span>\u00b6</span></p> </td> \n       <td> <p>(34.4\u201378.8)</p> </td> \n       <td> <p>50.5</p> </td> \n       <td> <p>(45.6\u201355.5)</p> </td> \n       <td> <p>39.8</p> </td> \n       <td> <p>(24.8\u201356.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>50.7</b></p> </td> \n       <td> <p><b>(46.7\u201354.6)</b></p> </td> \n       <td> <p>63.7</p> </td> \n       <td> <p>(57.6\u201369.4)</p> </td> \n       <td> <p>41.9</p> </td> \n       <td> <p>(36.5\u201347.5)</p> </td> \n       <td> <p>43.3</p> </td> \n       <td> <p>(31.2\u201356.3)</p> </td> \n       <td> <p>47.5</p> </td> \n       <td> <p>(42.8\u201352.2)</p> </td> \n       <td> <p>69.0</p> </td> \n       <td> <p>(59.4\u201377.2)</p> </td> \n       <td> <p>63.8<span>\u00b6</span></p> </td> \n       <td> <p>(38.6\u201383.2)</p> </td> \n       <td> <p>35.9</p> </td> \n       <td> <p>(24.9\u201348.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>37.5</b></p> </td> \n       <td> <p><b>(34.4\u201340.6)</b></p> </td> \n       <td> <p>58.9</p> </td> \n       <td> <p>(52.7\u201364.8)</p> </td> \n       <td> <p>30.2</p> </td> \n       <td> <p>(26.5\u201334.2)</p> </td> \n       <td> <p>27.6</p> </td> \n       <td> <p>(20.8\u201335.7)</p> </td> \n       <td> <p>33.2</p> </td> \n       <td> <p>(29.6\u201337.0)</p> </td> \n       <td> <p>58.2<span>\u00b6</span></p> </td> \n       <td> <p>(33.6\u201379.3)</p> </td> \n       <td> <p>44.0</p> </td> \n       <td> <p>(31.3\u201357.6)</p> </td> \n       <td> <p>44.2</p> </td> \n       <td> <p>(38.0\u201350.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>50.0</b></p> </td> \n       <td> <p><b>(46.9\u201353.0)</b></p> </td> \n       <td> <p>68.3</p> </td> \n       <td> <p>(63.0\u201373.2)</p> </td> \n       <td> <p>43.1</p> </td> \n       <td> <p>(39.0\u201347.3)</p> </td> \n       <td> <p>38.5</p> </td> \n       <td> <p>(31.6\u201345.8)</p> </td> \n       <td> <p>43.8</p> </td> \n       <td> <p>(39.8\u201347.8)</p> </td> \n       <td> <p>66.7</p> </td> \n       <td> <p>(60.4\u201372.4)</p> </td> \n       <td> <p>37.5</p> </td> \n       <td> <p>(26.5\u201349.9)</p> </td> \n       <td> <p>50.5</p> </td> \n       <td> <p>(42.6\u201358.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>51.2</b></p> </td> \n       <td> <p><b>(46.2\u201356.2)</b></p> </td> \n       <td> <p>65.7</p> </td> \n       <td> <p>(57.6\u201373.0)</p> </td> \n       <td> <p>43.9</p> </td> \n       <td> <p>(37.1\u201350.9)</p> </td> \n       <td> <p>31.8</p> </td> \n       <td> <p>(19.7\u201347.1)</p> </td> \n       <td> <p>41.9</p> </td> \n       <td> <p>(34.7\u201349.4)</p> </td> \n       <td> <p>68.3</p> </td> \n       <td> <p>(59.8\u201375.8)</p> </td> \n       <td> <p>30.3<span>\u00b6</span></p> </td> \n       <td> <p>(14.8\u201352.2)</p> </td> \n       <td> <p>50.4</p> </td> \n       <td> <p>(38.6\u201362.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>46.3</b></p> </td> \n       <td> <p><b>(43.1\u201349.5)</b></p> </td> \n       <td> <p>69.3</p> </td> \n       <td> <p>(63.9\u201374.2)</p> </td> \n       <td> <p>35.4</p> </td> \n       <td> <p>(31.3\u201339.8)</p> </td> \n       <td> <p>36.1</p> </td> \n       <td> <p>(29.1\u201343.7)</p> </td> \n       <td> <p>32.0</p> </td> \n       <td> <p>(25.9\u201338.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>47.3</p> </td> \n       <td> <p>(43.2\u201351.5)</p> </td> \n       <td> <p>59.3</p> </td> \n       <td> <p>(51.9\u201366.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>43.2</b></p> </td> \n       <td> <p><b>(40.5\u201345.9)</b></p> </td> \n       <td> <p>68.4</p> </td> \n       <td> <p>(63.4\u201373.0)</p> </td> \n       <td> <p>36.0</p> </td> \n       <td> <p>(32.6\u201339.6)</p> </td> \n       <td> <p>24.4</p> </td> \n       <td> <p>(19.0\u201330.8)</p> </td> \n       <td> <p>34.7</p> </td> \n       <td> <p>(31.3\u201338.2)</p> </td> \n       <td> <p>75.4</p> </td> \n       <td> <p>(68.2\u201381.4)</p> </td> \n       <td> <p>27.9</p> </td> \n       <td> <p>(19.1\u201338.9)</p> </td> \n       <td> <p>45.4</p> </td> \n       <td> <p>(40.1\u201350.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>38.3</b></p> </td> \n       <td> <p><b>(35.0\u201341.8)</b></p> </td> \n       <td> <p>58.1</p> </td> \n       <td> <p>(51.6\u201364.4)</p> </td> \n       <td> <p>29.8</p> </td> \n       <td> <p>(25.7\u201334.2)</p> </td> \n       <td> <p>28.2</p> </td> \n       <td> <p>(20.5\u201337.6)</p> </td> \n       <td> <p>38.1</p> </td> \n       <td> <p>(34.7\u201341.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>44.6</b></p> </td> \n       <td> <p><b>(40.8\u201348.5)</b></p> </td> \n       <td> <p>69.0</p> </td> \n       <td> <p>(60.7\u201376.2)</p> </td> \n       <td> <p>39.2</p> </td> \n       <td> <p>(34.1\u201344.6)</p> </td> \n       <td> <p>26.9</p> </td> \n       <td> <p>(23.3\u201330.8)</p> </td> \n       <td> <p>31.2</p> </td> \n       <td> <p>(26.3\u201336.7)</p> </td> \n       <td> <p>67.3</p> </td> \n       <td> <p>(60.7\u201373.2)</p> </td> \n       <td> <p>37.7</p> </td> \n       <td> <p>(25.8\u201351.4)</p> </td> \n       <td> <p>40.7</p> </td> \n       <td> <p>(30.6\u201351.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>32.4</b></p> </td> \n       <td> <p><b>(29.1\u201335.8)</b></p> </td> \n       <td> <p>60.1</p> </td> \n       <td> <p>(52.7\u201367.0)</p> </td> \n       <td> <p>27.0</p> </td> \n       <td> <p>(23.1\u201331.3)</p> </td> \n       <td> <p>13.3</p> </td> \n       <td> <p>(9.0\u201319.3)</p> </td> \n       <td> <p>28.7</p> </td> \n       <td> <p>(24.2\u201333.6)</p> </td> \n       <td> <p>49.3</p> </td> \n       <td> <p>(43.5\u201355.2)</p> </td> \n       <td> <p>24.4</p> </td> \n       <td> <p>(19.7\u201329.8)</p> </td> \n       <td> <p>44.7</p> </td> \n       <td> <p>(39.5\u201350.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>42.8</b></p> </td> \n       <td> <p><b>(40.0\u201345.7)</b></p> </td> \n       <td> <p>62.9</p> </td> \n       <td> <p>(57.7\u201367.8)</p> </td> \n       <td> <p>35.2</p> </td> \n       <td> <p>(31.5\u201339.1)</p> </td> \n       <td> <p>28.9</p> </td> \n       <td> <p>(22.3\u201336.5)</p> </td> \n       <td> <p>38.6</p> </td> \n       <td> <p>(35.0\u201342.3)</p> </td> \n       <td> <p>61.0</p> </td> \n       <td> <p>(56.9\u201364.9)</p> </td> \n       <td> <p>34.4</p> </td> \n       <td> <p>(23.5\u201347.3)</p> </td> \n       <td> <p>48.0<span>\u00b6</span></p> </td> \n       <td> <p>(33.6\u201362.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>34.8</b></p> </td> \n       <td> <p><b>(32.1\u201337.7)</b></p> </td> \n       <td> <p>55.7</p> </td> \n       <td> <p>(49.6\u201361.6)</p> </td> \n       <td> <p>29.2</p> </td> \n       <td> <p>(25.8\u201332.8)</p> </td> \n       <td> <p>25.3</p> </td> \n       <td> <p>(19.0\u201332.9)</p> </td> \n       <td> <p>30.8</p> </td> \n       <td> <p>(27.7\u201334.1)</p> </td> \n       <td> <p>57.2</p> </td> \n       <td> <p>(46.4\u201367.4)</p> </td> \n       <td> <p>36.1</p> </td> \n       <td> <p>(27.2\u201346.1)</p> </td> \n       <td> <p>43.1</p> </td> \n       <td> <p>(33.0\u201353.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>56.1</b></p> </td> \n       <td> <p><b>(52.7\u201359.4)</b></p> </td> \n       <td> <p>66.6</p> </td> \n       <td> <p>(61.7\u201371.1)</p> </td> \n       <td> <p>48.7</p> </td> \n       <td> <p>(43.8\u201353.5)</p> </td> \n       <td> <p>37.2</p> </td> \n       <td> <p>(26.0\u201350.0)</p> </td> \n       <td> <p>43.7</p> </td> \n       <td> <p>(39.1\u201348.5)</p> </td> \n       <td> <p>71.0</p> </td> \n       <td> <p>(66.4\u201375.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>44.3</b></p> </td> \n       <td> <p><b>(41.0\u201347.6)</b></p> </td> \n       <td> <p>61.1</p> </td> \n       <td> <p>(55.5\u201366.4)</p> </td> \n       <td> <p>35.6</p> </td> \n       <td> <p>(31.4\u201340.1)</p> </td> \n       <td> <p>30.4</p> </td> \n       <td> <p>(22.2\u201340.1)</p> </td> \n       <td> <p>42.0</p> </td> \n       <td> <p>(38.5\u201345.6)</p> </td> \n       <td> <p>63.6</p> </td> \n       <td> <p>(52.9\u201373.2)</p> </td> \n       <td> <p>29.7<span>\u00b6</span></p> </td> \n       <td> <p>(14.3\u201351.8)</p> </td> \n       <td> <p>41.6<span>\u00b6</span></p> </td> \n       <td> <p>(25.5\u201359.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>38.5</b></p> </td> \n       <td> <p><b>(35.9\u201341.3)</b></p> </td> \n       <td> <p>57.2</p> </td> \n       <td> <p>(52.0\u201362.2)</p> </td> \n       <td> <p>31.2</p> </td> \n       <td> <p>(27.9\u201334.8)</p> </td> \n       <td> <p>28.6</p> </td> \n       <td> <p>(22.1\u201336.2)</p> </td> \n       <td> <p>35.5</p> </td> \n       <td> <p>(32.1\u201339.1)</p> </td> \n       <td> <p>63.3</p> </td> \n       <td> <p>(57.6\u201368.6)</p> </td> \n       <td> <p>47.6</p> </td> \n       <td> <p>(42.0\u201353.2)</p> </td> \n       <td> <p>40.0</p> </td> \n       <td> <p>(35.1\u201345.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>37.4</b></p> </td> \n       <td> <p><b>(34.8\u201340.1)</b></p> </td> \n       <td> <p>56.5</p> </td> \n       <td> <p>(50.2\u201362.5)</p> </td> \n       <td> <p>33.8</p> </td> \n       <td> <p>(30.5\u201337.2)</p> </td> \n       <td> <p>27.8</p> </td> \n       <td> <p>(22.5\u201333.7)</p> </td> \n       <td> <p>27.3</p> </td> \n       <td> <p>(23.5\u201331.4)</p> </td> \n       <td> <p>59.0</p> </td> \n       <td> <p>(52.5\u201365.3)</p> </td> \n       <td> <p>29.1</p> </td> \n       <td> <p>(23.8\u201335.2)</p> </td> \n       <td> <p>46.2</p> </td> \n       <td> <p>(40.7\u201351.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>47.9</b></p> </td> \n       <td> <p><b>(44.3\u201351.5)</b></p> </td> \n       <td> <p>68.6</p> </td> \n       <td> <p>(62.2\u201374.3)</p> </td> \n       <td> <p>39.7</p> </td> \n       <td> <p>(35.1\u201344.5)</p> </td> \n       <td> <p>30.3</p> </td> \n       <td> <p>(21.7\u201340.6)</p> </td> \n       <td> <p>43.6</p> </td> \n       <td> <p>(39.3\u201348.0)</p> </td> \n       <td> <p>68.6</p> </td> \n       <td> <p>(63.5\u201373.2)</p> </td> \n       <td> <p>47.9<span>\u00b6</span></p> </td> \n       <td> <p>(30.1\u201366.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>46.3</b></p> </td> \n       <td> <p><b>(42.6\u201350.0)</b></p> </td> \n       <td> <p>59.5</p> </td> \n       <td> <p>(53.6\u201365.1)</p> </td> \n       <td> <p>36.6</p> </td> \n       <td> <p>(31.8\u201341.8)</p> </td> \n       <td> <p>39.6</p> </td> \n       <td> <p>(27.8\u201352.6)</p> </td> \n       <td> <p>44.8</p> </td> \n       <td> <p>(40.2\u201349.5)</p> </td> \n       <td> <p>53.4</p> </td> \n       <td> <p>(39.6\u201366.7)</p> </td> \n       <td> <p>52.0</p> </td> \n       <td> <p>(42.4\u201361.4)</p> </td> \n       <td> <p>41.4</p> </td> \n       <td> <p>(32.2\u201351.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>40.3</b></p> </td> \n       <td> <p><b>(36.6\u201344.1)</b></p> </td> \n       <td> <p>57.4</p> </td> \n       <td> <p>(50.2\u201364.3)</p> </td> \n       <td> <p>33.9</p> </td> \n       <td> <p>(29.3\u201338.7)</p> </td> \n       <td> <p>34.7</p> </td> \n       <td> <p>(25.9\u201344.6)</p> </td> \n       <td> <p>38.7</p> </td> \n       <td> <p>(33.6\u201344.1)</p> </td> \n       <td> <p>54.5</p> </td> \n       <td> <p>(47.6\u201361.2)</p> </td> \n       <td> <p>36.3</p> </td> \n       <td> <p>(32.8\u201339.9)</p> </td> \n       <td> <p>46.3</p> </td> \n       <td> <p>(41.2\u201351.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>40.9</b></p> </td> \n       <td> <p><b>(37.5\u201344.4)</b></p> </td> \n       <td> <p>61.9</p> </td> \n       <td> <p>(55.0\u201368.4)</p> </td> \n       <td> <p>33.4</p> </td> \n       <td> <p>(29.1\u201337.9)</p> </td> \n       <td> <p>27.4</p> </td> \n       <td> <p>(20.5\u201335.5)</p> </td> \n       <td> <p>36.5</p> </td> \n       <td> <p>(32.7\u201340.5)</p> </td> \n       <td> <p>61.9</p> </td> \n       <td> <p>(50.8\u201371.8)</p> </td> \n       <td> <p>39.1</p> </td> \n       <td> <p>(27.7\u201351.8)</p> </td> \n       <td> <p>49.7</p> </td> \n       <td> <p>(36.1\u201363.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>35.7</b></p> </td> \n       <td> <p><b>(32.6\u201339.0)</b></p> </td> \n       <td> <p>62.1</p> </td> \n       <td> <p>(55.4\u201368.4)</p> </td> \n       <td> <p>27.7</p> </td> \n       <td> <p>(24.0\u201331.8)</p> </td> \n       <td> <p>22.4</p> </td> \n       <td> <p>(16.5\u201329.8)</p> </td> \n       <td> <p>30.2</p> </td> \n       <td> <p>(26.3\u201334.4)</p> </td> \n       <td> <p>51.1</p> </td> \n       <td> <p>(37.3\u201364.7)</p> </td> \n       <td> <p>41.7</p> </td> \n       <td> <p>(30.9\u201353.4)</p> </td> \n       <td> <p>44.2</p> </td> \n       <td> <p>(37.5\u201351.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>49.0</b></p> </td> \n       <td> <p><b>(44.1\u201354.0)</b></p> </td> \n       <td> <p>62.7</p> </td> \n       <td> <p>(54.7\u201370.0)</p> </td> \n       <td> <p>42.6</p> </td> \n       <td> <p>(35.8\u201349.7)</p> </td> \n       <td> <p>31.4</p> </td> \n       <td> <p>(20.2\u201345.2)</p> </td> \n       <td> <p>44.4</p> </td> \n       <td> <p>(38.6\u201350.4)</p> </td> \n       <td> <p>61.9</p> </td> \n       <td> <p>(50.1\u201372.4)</p> </td> \n       <td> <p>54.1<span>\u00b6</span></p> </td> \n       <td> <p>(32.7\u201374.1)</p> </td> \n       <td> <p>55.5<span>\u00b6</span></p> </td> \n       <td> <p>(37.7\u201372.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>45.1</b></p> </td> \n       <td> <p><b>(41.9\u201348.3)</b></p> </td> \n       <td> <p>60.1</p> </td> \n       <td> <p>(54.5\u201365.4)</p> </td> \n       <td> <p>36.9</p> </td> \n       <td> <p>(32.7\u201341.2)</p> </td> \n       <td> <p>37.8</p> </td> \n       <td> <p>(29.6\u201346.8)</p> </td> \n       <td> <p>40.4</p> </td> \n       <td> <p>(35.9\u201345.0)</p> </td> \n       <td> <p>63.9</p> </td> \n       <td> <p>(58.9\u201368.5)</p> </td> \n       <td> <p>29.1</p> </td> \n       <td> <p>(18.1\u201343.3)</p> </td> \n       <td> <p>45.8</p> </td> \n       <td> <p>(40.5\u201351.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>32.6</b></p> </td> \n       <td> <p><b>(30.1\u201335.2)</b></p> </td> \n       <td> <p>46.7</p> </td> \n       <td> <p>(41.9\u201351.5)</p> </td> \n       <td> <p>27.0</p> </td> \n       <td> <p>(23.9\u201330.2)</p> </td> \n       <td> <p>23.2</p> </td> \n       <td> <p>(16.4\u201331.8)</p> </td> \n       <td> <p>29.0</p> </td> \n       <td> <p>(26.2\u201332.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>42.5</p> </td> \n       <td> <p>(30.6\u201355.4)</p> </td> \n       <td> <p>44.7</p> </td> \n       <td> <p>(38.9\u201350.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>37.1</b></p> </td> \n       <td> <p><b>(34.1\u201340.2)</b></p> </td> \n       <td> <p>63.1</p> </td> \n       <td> <p>(56.9\u201369.0)</p> </td> \n       <td> <p>30.1</p> </td> \n       <td> <p>(26.4\u201334.0)</p> </td> \n       <td> <p>20.4</p> </td> \n       <td> <p>(15.1\u201327.0)</p> </td> \n       <td> <p>36.7</p> </td> \n       <td> <p>(33.6\u201339.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>42.0<span>\u00b6</span></p> </td> \n       <td> <p>(27.2\u201358.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>37.5</b></p> </td> \n       <td> <p><b>(34.3\u201340.9)</b></p> </td> \n       <td> <p>55.4</p> </td> \n       <td> <p>(49.1\u201361.5)</p> </td> \n       <td> <p>30.2</p> </td> \n       <td> <p>(26.2\u201334.5)</p> </td> \n       <td> <p>23.1</p> </td> \n       <td> <p>(16.8\u201330.9)</p> </td> \n       <td> <p>33.4</p> </td> \n       <td> <p>(28.8\u201338.3)</p> </td> \n       <td> <p>58.9</p> </td> \n       <td> <p>(52.3\u201365.1)</p> </td> \n       <td> <p>40.0</p> </td> \n       <td> <p>(34.5\u201345.8)</p> </td> \n       <td> <p>45.7</p> </td> \n       <td> <p>(40.2\u201351.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>46.4</b></p> </td> \n       <td> <p><b>(43.3\u201349.5)</b></p> </td> \n       <td> <p>58.0</p> </td> \n       <td> <p>(53.3\u201362.5)</p> </td> \n       <td> <p>37.6</p> </td> \n       <td> <p>(33.3\u201342.0)</p> </td> \n       <td> <p>33.9</p> </td> \n       <td> <p>(24.2\u201345.2)</p> </td> \n       <td> <p>46.1</p> </td> \n       <td> <p>(43.0\u201349.3)</p> </td> \n       <td> <p>67.8</p> </td> \n       <td> <p>(48.2\u201382.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>34.7</b></p> </td> \n       <td> <p><b>(31.3\u201338.3)</b></p> </td> \n       <td> <p>55.2</p> </td> \n       <td> <p>(47.9\u201362.2)</p> </td> \n       <td> <p>28.8</p> </td> \n       <td> <p>(24.7\u201333.4)</p> </td> \n       <td> <p>18.4</p> </td> \n       <td> <p>(11.9\u201327.2)</p> </td> \n       <td> <p>29.2</p> </td> \n       <td> <p>(24.9\u201333.9)</p> </td> \n       <td> <p>67.6</p> </td> \n       <td> <p>(61.0\u201373.6)</p> </td> \n       <td> <p>38.9</p> </td> \n       <td> <p>(30.0\u201348.6)</p> </td> \n       <td> <p>40.6</p> </td> \n       <td> <p>(33.9\u201347.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>41.4</b></p> </td> \n       <td> <p><b>(37.5\u201345.4)</b></p> </td> \n       <td> <p>55.7</p> </td> \n       <td> <p>(49.0\u201362.2)</p> </td> \n       <td> <p>34.5</p> </td> \n       <td> <p>(29.5\u201339.8)</p> </td> \n       <td> <p>24.1</p> </td> \n       <td> <p>(14.6\u201336.9)</p> </td> \n       <td> <p>40.7</p> </td> \n       <td> <p>(36.0\u201345.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>38.2</p> </td> \n       <td> <p>(28.8\u201348.5)</p> </td> \n       <td> <p>47.2</p> </td> \n       <td> <p>(40.6\u201353.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total**</b></p> </td> \n       <td> <p><b>42.9</b></p> </td> \n       <td> <p><b>(42.0\u201343.8)</b></p> </td> \n       <td> <p><b>61.6</b></p> </td> \n       <td> <p><b>(59.9\u201363.2)</b></p> </td> \n       <td> <p><b>35.4</b></p> </td> \n       <td> <p><b>(34.3\u201336.6)</b></p> </td> \n       <td> <p><b>29.2</b></p> </td> \n       <td> <p><b>(27.1\u201331.5)</b></p> </td> \n       <td> <p><b>37.3</b></p> </td> \n       <td> <p><b>(36.3\u201338.4)</b></p> </td> \n       <td> <p><b>65.2</b></p> </td> \n       <td> <p><b>(63.3\u201367.2)</b></p> </td> \n       <td> <p><b>37.9</b></p> </td> \n       <td> <p><b>(35.3\u201340.5)</b></p> </td> \n       <td> <p><b>45.9</b></p> </td> \n       <td> <p><b>(43.2\u201348.7)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>41.4</b></p> </td> \n       <td colspan=\"2\"> <p>60.1</p> </td> \n       <td colspan=\"2\"> <p>34.5</p> </td> \n       <td colspan=\"2\"> <p>28.6</p> </td> \n       <td colspan=\"2\"> <p>36.7</p> </td> \n       <td colspan=\"2\"> <p>62.6</p> </td> \n       <td colspan=\"2\"> <p>39.0</p> </td> \n       <td colspan=\"2\"> <p>45.1</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>32.4</b></p> </td> \n       <td colspan=\"2\"> <p>46.7</p> </td> \n       <td colspan=\"2\"> <p>27.0</p> </td> \n       <td colspan=\"2\"> <p>13.3</p> </td> \n       <td colspan=\"2\"> <p>27.3</p> </td> \n       <td colspan=\"2\"> <p>49.3</p> </td> \n       <td colspan=\"2\"> <p>24.4</p> </td> \n       <td colspan=\"2\"> <p>35.9</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>56.1</b></p> </td> \n       <td colspan=\"2\"> <p>69.3</p> </td> \n       <td colspan=\"2\"> <p>48.7</p> </td> \n       <td colspan=\"2\"> <p>43.3</p> </td> \n       <td colspan=\"2\"> <p>47.5</p> </td> \n       <td colspan=\"2\"> <p>75.4</p> </td> \n       <td colspan=\"2\"> <p>63.8</p> </td> \n       <td colspan=\"2\"> <p>59.3</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;30 respondents).</p> <p> * White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other. </p> <p> <span>\u2020</span> Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p> <span>\u00a7</span> 95% confidence interval.</p> <p> <span>\u00b6</span> Represents 30\u201359 respondents; might not be reliable.</p> <p> ** Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab14\" href=\"http://www.cdc.gov\"></a>TABLE 14. Estimated prevalence of women aged 18\u201344 years having a live birth who reported not using contraception at time of conception (among those not trying to get pregnant), overall and by age group and race/ethnicity \u2014 Pregnancy Risk Assessment Monitoring System, United States, 29 reporting areas, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity*</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u2020</span></p> </td> \n       <td> <p><b>CI</b><span>\u00a7</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>58.0</b></p> </td> \n       <td> <p><b>(52.9\u201362.9)</b></p> </td> \n       <td> <p>52.9</p> </td> \n       <td> <p>(45.2\u201360.5)</p> </td> \n       <td> <p>60.2</p> </td> \n       <td> <p>(52.9\u201367.0)</p> </td> \n       <td> <p>70.5</p> </td> \n       <td> <p>(53.5\u201383.2)</p> </td> \n       <td> <p>55.2</p> </td> \n       <td> <p>(47.3\u201362.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>61.6</p> </td> \n       <td> <p>(55.3\u201367.5)</p> </td> \n       <td> <p>42.3<span>\u00b6</span></p> </td> \n       <td> <p>(21.3\u201366.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>56.0</b></p> </td> \n       <td> <p><b>(50.6\u201361.1)</b></p> </td> \n       <td> <p>55.0</p> </td> \n       <td> <p>(47.4\u201362.5)</p> </td> \n       <td> <p>58.7</p> </td> \n       <td> <p>(50.6\u201366.4)</p> </td> \n       <td> <p>46.8<span>\u00b6</span></p> </td> \n       <td> <p>(29.9\u201364.4)</p> </td> \n       <td> <p>55.2</p> </td> \n       <td> <p>(48.7\u201361.5)</p> </td> \n       <td> <p>58.2</p> </td> \n       <td> <p>(46.9\u201368.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>64.5<span>\u00b6</span></p> </td> \n       <td> <p>(45.8\u201379.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>47.9</b></p> </td> \n       <td> <p><b>(43.2\u201352.7)</b></p> </td> \n       <td> <p>47.8</p> </td> \n       <td> <p>(40.2\u201355.4)</p> </td> \n       <td> <p>47.4</p> </td> \n       <td> <p>(40.8\u201354.1)</p> </td> \n       <td> <p>50.8</p> </td> \n       <td> <p>(36.8\u201364.6)</p> </td> \n       <td> <p>51.7</p> </td> \n       <td> <p>(45.7\u201357.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>44.0<span>\u00b6</span></p> </td> \n       <td> <p>(27.0\u201362.4)</p> </td> \n       <td> <p>40.9</p> </td> \n       <td> <p>(32.7\u201349.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>55.2</b></p> </td> \n       <td> <p><b>(51.1\u201359.2)</b></p> </td> \n       <td> <p>59.9</p> </td> \n       <td> <p>(53.4\u201366.1)</p> </td> \n       <td> <p>52.7</p> </td> \n       <td> <p>(46.7\u201358.7)</p> </td> \n       <td> <p>50.0</p> </td> \n       <td> <p>(39.3\u201360.7)</p> </td> \n       <td> <p>53.3</p> </td> \n       <td> <p>(47.6\u201359.0)</p> </td> \n       <td> <p>61.4</p> </td> \n       <td> <p>(53.7\u201368.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>50.2</p> </td> \n       <td> <p>(40.0\u201360.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>47.3</b></p> </td> \n       <td> <p><b>(41.0\u201353.7)</b></p> </td> \n       <td> <p>52.2</p> </td> \n       <td> <p>(42.8\u201361.4)</p> </td> \n       <td> <p>41.5</p> </td> \n       <td> <p>(32.5\u201351.1)</p> </td> \n       <td> <p>48.9<span>\u00b6</span></p> </td> \n       <td> <p>(28.3\u201369.9)</p> </td> \n       <td> <p>46.8</p> </td> \n       <td> <p>(36.5\u201357.4)</p> </td> \n       <td> <p>47.6</p> </td> \n       <td> <p>(38.1\u201357.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>42.5</p> </td> \n       <td> <p>(27.7\u201358.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>55.2</b></p> </td> \n       <td> <p><b>(50.9\u201359.4)</b></p> </td> \n       <td> <p>52.0</p> </td> \n       <td> <p>(45.4\u201358.5)</p> </td> \n       <td> <p>57.1</p> </td> \n       <td> <p>(50.6\u201363.4)</p> </td> \n       <td> <p>59.4</p> </td> \n       <td> <p>(48.3\u201369.6)</p> </td> \n       <td> <p>42.8</p> </td> \n       <td> <p>(32.8\u201353.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>60.5</p> </td> \n       <td> <p>(55.0\u201365.6)</p> </td> \n       <td> <p>46.3</p> </td> \n       <td> <p>(37.2\u201355.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>50.1</b></p> </td> \n       <td> <p><b>(46.2\u201354.1)</b></p> </td> \n       <td> <p>54.1</p> </td> \n       <td> <p>(48.0\u201360.1)</p> </td> \n       <td> <p>46.9</p> </td> \n       <td> <p>(41.1\u201352.7)</p> </td> \n       <td> <p>48.5</p> </td> \n       <td> <p>(37.4\u201359.7)</p> </td> \n       <td> <p>53.8</p> </td> \n       <td> <p>(48.2\u201359.4)</p> </td> \n       <td> <p>50.6</p> </td> \n       <td> <p>(42.1\u201359.2)</p> </td> \n       <td> <p>66.1<span>\u00b6</span></p> </td> \n       <td> <p>(46.7\u201381.3)</p> </td> \n       <td> <p>40.9</p> </td> \n       <td> <p>(33.6\u201348.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>55.1</b></p> </td> \n       <td> <p><b>(50.0\u201360.1)</b></p> </td> \n       <td> <p>53.3</p> </td> \n       <td> <p>(45.5\u201360.8)</p> </td> \n       <td> <p>58.4</p> </td> \n       <td> <p>(50.7\u201365.7)</p> </td> \n       <td> <p>49.2</p> </td> \n       <td> <p>(34.8\u201363.7)</p> </td> \n       <td> <p>55.2</p> </td> \n       <td> <p>(50.0\u201360.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>50.4</b></p> </td> \n       <td> <p><b>(44.9\u201355.8)</b></p> </td> \n       <td> <p>52.6</p> </td> \n       <td> <p>(42.8\u201362.3)</p> </td> \n       <td> <p>47.1</p> </td> \n       <td> <p>(39.3\u201355.1)</p> </td> \n       <td> <p>56.8</p> </td> \n       <td> <p>(49.9\u201363.5)</p> </td> \n       <td> <p>51.5</p> </td> \n       <td> <p>(42.5\u201360.5)</p> </td> \n       <td> <p>51.4</p> </td> \n       <td> <p>(43.0\u201359.6)</p> </td> \n       <td> <p>35.0<span>\u00b6</span></p> </td> \n       <td> <p>(18.8\u201355.6)</p> </td> \n       <td> <p>50.5</p> </td> \n       <td> <p>(36.2\u201364.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>53.6</b></p> </td> \n       <td> <p><b>(48.0\u201359.1)</b></p> </td> \n       <td> <p>56.3</p> </td> \n       <td> <p>(47.2\u201365.1)</p> </td> \n       <td> <p>51.8</p> </td> \n       <td> <p>(43.9\u201359.6)</p> </td> \n       <td> <p>52.1</p> </td> \n       <td> <p>(37.0\u201366.8)</p> </td> \n       <td> <p>53.2</p> </td> \n       <td> <p>(44.6\u201361.5)</p> </td> \n       <td> <p>56.7</p> </td> \n       <td> <p>(49.1\u201363.9)</p> </td> \n       <td> <p>64.1</p> </td> \n       <td> <p>(53.4\u201373.5)</p> </td> \n       <td> <p>49.1</p> </td> \n       <td> <p>(41.8\u201356.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>56.0</b></p> </td> \n       <td> <p><b>(52.0\u201360.0)</b></p> </td> \n       <td> <p>56.9</p> </td> \n       <td> <p>(50.7\u201362.9)</p> </td> \n       <td> <p>56.2</p> </td> \n       <td> <p>(50.3\u201361.9)</p> </td> \n       <td> <p>52.5</p> </td> \n       <td> <p>(40.9\u201363.8)</p> </td> \n       <td> <p>56.1</p> </td> \n       <td> <p>(50.6\u201361.5)</p> </td> \n       <td> <p>58.5</p> </td> \n       <td> <p>(53.7\u201363.2)</p> </td> \n       <td> <p>53.5<span>\u00b6</span></p> </td> \n       <td> <p>(36.5\u201369.7)</p> </td> \n       <td> <p>45.6<span>\u00b6</span></p> </td> \n       <td> <p>(27.1\u201365.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>55.2</b></p> </td> \n       <td> <p><b>(50.5\u201359.8)</b></p> </td> \n       <td> <p>55.1</p> </td> \n       <td> <p>(47.3\u201362.6)</p> </td> \n       <td> <p>52.7</p> </td> \n       <td> <p>(46.2\u201359.1)</p> </td> \n       <td> <p>66.1</p> </td> \n       <td> <p>(52.9\u201377.3)</p> </td> \n       <td> <p>57.9</p> </td> \n       <td> <p>(52.2\u201363.4)</p> </td> \n       <td> <p>53.1</p> </td> \n       <td> <p>(40.0\u201365.7)</p> </td> \n       <td> <p>54.7</p> </td> \n       <td> <p>(39.8\u201368.8)</p> </td> \n       <td> <p>39.0<span>\u00b6</span></p> </td> \n       <td> <p>(25.9\u201353.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>57.2</b></p> </td> \n       <td> <p><b>(53.0\u201361.3)</b></p> </td> \n       <td> <p>55.5</p> </td> \n       <td> <p>(49.6\u201361.3)</p> </td> \n       <td> <p>59.2</p> </td> \n       <td> <p>(52.6\u201365.5)</p> </td> \n       <td> <p>57.5</p> </td> \n       <td> <p>(41.4\u201372.2)</p> </td> \n       <td> <p>59.9</p> </td> \n       <td> <p>(53.2\u201366.2)</p> </td> \n       <td> <p>55.1</p> </td> \n       <td> <p>(49.4\u201360.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>53.5</b></p> </td> \n       <td> <p><b>(48.8\u201358.1)</b></p> </td> \n       <td> <p>53.8</p> </td> \n       <td> <p>(46.9\u201360.6)</p> </td> \n       <td> <p>52.4</p> </td> \n       <td> <p>(45.5\u201359.3)</p> </td> \n       <td> <p>56.6</p> </td> \n       <td> <p>(42.6\u201369.7)</p> </td> \n       <td> <p>53.7</p> </td> \n       <td> <p>(48.6\u201358.8)</p> </td> \n       <td> <p>51.0</p> </td> \n       <td> <p>(38.7\u201363.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>52.1</b></p> </td> \n       <td> <p><b>(48.0\u201356.1)</b></p> </td> \n       <td> <p>54.1</p> </td> \n       <td> <p>(47.6\u201360.3)</p> </td> \n       <td> <p>52.3</p> </td> \n       <td> <p>(46.4\u201358.0)</p> </td> \n       <td> <p>44.0</p> </td> \n       <td> <p>(32.6\u201356.0)</p> </td> \n       <td> <p>54.0</p> </td> \n       <td> <p>(48.4\u201359.6)</p> </td> \n       <td> <p>53.6</p> </td> \n       <td> <p>(46.8\u201360.2)</p> </td> \n       <td> <p>52.9</p> </td> \n       <td> <p>(45.5\u201360.1)</p> </td> \n       <td> <p>42.1</p> </td> \n       <td> <p>(35.3\u201349.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>53.8</b></p> </td> \n       <td> <p><b>(49.7\u201357.9)</b></p> </td> \n       <td> <p>56.8</p> </td> \n       <td> <p>(49.2\u201364.2)</p> </td> \n       <td> <p>51.6</p> </td> \n       <td> <p>(45.9\u201357.3)</p> </td> \n       <td> <p>55.0</p> </td> \n       <td> <p>(45.0\u201364.5)</p> </td> \n       <td> <p>59.4</p> </td> \n       <td> <p>(52.0\u201366.4)</p> </td> \n       <td> <p>60.2</p> </td> \n       <td> <p>(52.2\u201367.8)</p> </td> \n       <td> <p>53.5</p> </td> \n       <td> <p>(42.0\u201364.6)</p> </td> \n       <td> <p>43.2</p> </td> \n       <td> <p>(36.1\u201350.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>55.2</b></p> </td> \n       <td> <p><b>(50.3\u201360.0)</b></p> </td> \n       <td> <p>61.1</p> </td> \n       <td> <p>(53.6\u201368.1)</p> </td> \n       <td> <p>50.0</p> </td> \n       <td> <p>(43.0\u201357.0)</p> </td> \n       <td> <p>55.2</p> </td> \n       <td> <p>(40.4\u201369.2)</p> </td> \n       <td> <p>54.7</p> </td> \n       <td> <p>(48.5\u201360.8)</p> </td> \n       <td> <p>54.3</p> </td> \n       <td> <p>(48.3\u201360.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>55.9</b></p> </td> \n       <td> <p><b>(50.8\u201360.9)</b></p> </td> \n       <td> <p>60.1</p> </td> \n       <td> <p>(52.8\u201367.0)</p> </td> \n       <td> <p>53.0</p> </td> \n       <td> <p>(45.3\u201360.6)</p> </td> \n       <td> <p>45.3</p> </td> \n       <td> <p>(29.0\u201362.7)</p> </td> \n       <td> <p>57.7</p> </td> \n       <td> <p>(51.1\u201364.0)</p> </td> \n       <td> <p>51.9</p> </td> \n       <td> <p>(35.5\u201367.8)</p> </td> \n       <td> <p>51.2</p> </td> \n       <td> <p>(39.0\u201363.3)</p> </td> \n       <td> <p>57.6</p> </td> \n       <td> <p>(44.4\u201369.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>46.9</b></p> </td> \n       <td> <p><b>(41.5\u201352.5)</b></p> </td> \n       <td> <p>53.7</p> </td> \n       <td> <p>(44.5\u201362.6)</p> </td> \n       <td> <p>46.4</p> </td> \n       <td> <p>(38.8\u201354.1)</p> </td> \n       <td> <p>28.7</p> </td> \n       <td> <p>(18.0\u201342.4)</p> </td> \n       <td> <p>48.5</p> </td> \n       <td> <p>(40.7\u201356.5)</p> </td> \n       <td> <p>58.6</p> </td> \n       <td> <p>(49.6\u201367.1)</p> </td> \n       <td> <p>55.5</p> </td> \n       <td> <p>(50.1\u201360.9)</p> </td> \n       <td> <p>37</p> </td> \n       <td> <p>(30.4\u201344.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>57.6</b></p> </td> \n       <td> <p><b>(52.4\u201362.6)</b></p> </td> \n       <td> <p>57.3</p> </td> \n       <td> <p>(48.7\u201365.4)</p> </td> \n       <td> <p>55.1</p> </td> \n       <td> <p>(47.6\u201362.3)</p> </td> \n       <td> <p>67.2</p> </td> \n       <td> <p>(54.4\u201377.8)</p> </td> \n       <td> <p>57.4</p> </td> \n       <td> <p>(51.3\u201363.3)</p> </td> \n       <td> <p>62.0</p> </td> \n       <td> <p>(48.5\u201373.8)</p> </td> \n       <td> <p>68.1<span>\u00b6</span></p> </td> \n       <td> <p>(49.9\u201382.1)</p> </td> \n       <td> <p>40.8<span>\u00b6</span></p> </td> \n       <td> <p>(24.7\u201359.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>49.5</b></p> </td> \n       <td> <p><b>(44.4\u201354.6)</b></p> </td> \n       <td> <p>52.6</p> </td> \n       <td> <p>(44.3\u201360.7)</p> </td> \n       <td> <p>45.3</p> </td> \n       <td> <p>(38.1\u201352.6)</p> </td> \n       <td> <p>56.5</p> </td> \n       <td> <p>(42.1\u201369.8)</p> </td> \n       <td> <p>50.7</p> </td> \n       <td> <p>(43.5\u201357.9)</p> </td> \n       <td> <p>44.9<span>\u00b6</span></p> </td> \n       <td> <p>(27.8\u201363.3)</p> </td> \n       <td> <p>73.3<span>\u00b6</span></p> </td> \n       <td> <p>(57.6\u201384.7)</p> </td> \n       <td> <p>37.7</p> </td> \n       <td> <p>(28.8\u201347.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>53.2</b></p> </td> \n       <td> <p><b>(46.7\u201359.6)</b></p> </td> \n       <td> <p>53.9</p> </td> \n       <td> <p>(44.2\u201363.3)</p> </td> \n       <td> <p>53.5</p> </td> \n       <td> <p>(43.6\u201363.0)</p> </td> \n       <td> <p>49.0<span>\u00b6</span></p> </td> \n       <td> <p>(29.9\u201368.3)</p> </td> \n       <td> <p>54.0</p> </td> \n       <td> <p>(45.9\u201361.9)</p> </td> \n       <td> <p>52.9</p> </td> \n       <td> <p>(39.8\u201365.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>52.4</b></p> </td> \n       <td> <p><b>(48.0\u201356.8)</b></p> </td> \n       <td> <p>53.6</p> </td> \n       <td> <p>(46.9\u201360.1)</p> </td> \n       <td> <p>53.7</p> </td> \n       <td> <p>(47.0\u201360.2)</p> </td> \n       <td> <p>42.6</p> </td> \n       <td> <p>(30.5\u201355.8)</p> </td> \n       <td> <p>56.3</p> </td> \n       <td> <p>(49.6\u201362.8)</p> </td> \n       <td> <p>59.7</p> </td> \n       <td> <p>(53.6\u201365.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>47.6</p> </td> \n       <td> <p>(40.4\u201354.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>52.0</b></p> </td> \n       <td> <p><b>(47.6\u201356.3)</b></p> </td> \n       <td> <p>55.2</p> </td> \n       <td> <p>(48.4\u201361.7)</p> </td> \n       <td> <p>49.4</p> </td> \n       <td> <p>(43.1\u201355.7)</p> </td> \n       <td> <p>52.0</p> </td> \n       <td> <p>(37.8\u201365.9)</p> </td> \n       <td> <p>54.4</p> </td> \n       <td> <p>(48.9\u201359.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>43.1<span>\u00b6</span></p> </td> \n       <td> <p>(26.6\u201361.4)</p> </td> \n       <td> <p>45.3</p> </td> \n       <td> <p>(37.4\u201353.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>49.6</b></p> </td> \n       <td> <p><b>(44.8\u201354.3)</b></p> </td> \n       <td> <p>48.1</p> </td> \n       <td> <p>(40.4\u201355.9)</p> </td> \n       <td> <p>52.2</p> </td> \n       <td> <p>(45.4\u201358.8)</p> </td> \n       <td> <p>44.2<span>\u00b6</span></p> </td> \n       <td> <p>(32.2\u201357.0)</p> </td> \n       <td> <p>49.4</p> </td> \n       <td> <p>(44.4\u201354.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>46.7</b></p> </td> \n       <td> <p><b>(41.7\u201351.8)</b></p> </td> \n       <td> <p>49.6</p> </td> \n       <td> <p>(41.8\u201357.4)</p> </td> \n       <td> <p>42.4</p> </td> \n       <td> <p>(35.3\u201349.7)</p> </td> \n       <td> <p>52.2</p> </td> \n       <td> <p>(37.4\u201366.6)</p> </td> \n       <td> <p>48.7</p> </td> \n       <td> <p>(40.8\u201356.7)</p> </td> \n       <td> <p>45.7</p> </td> \n       <td> <p>(37.8\u201353.7)</p> </td> \n       <td> <p>48.6</p> </td> \n       <td> <p>(40.4\u201357.0)</p> </td> \n       <td> <p>40.4</p> </td> \n       <td> <p>(33.2\u201347.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>58.1</b></p> </td> \n       <td> <p><b>(54.0\u201362.2)</b></p> </td> \n       <td> <p>56.1</p> </td> \n       <td> <p>(50.5\u201361.6)</p> </td> \n       <td> <p>59.0</p> </td> \n       <td> <p>(52.3\u201365.4)</p> </td> \n       <td> <p>70.2</p> </td> \n       <td> <p>(53.8\u201382.6)</p> </td> \n       <td> <p>57.8</p> </td> \n       <td> <p>(53.5\u201362.0)</p> </td> \n       <td> <p>63.2<span>\u00b6</span></p> </td> \n       <td> <p>(42.7\u201379.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>49.0</b></p> </td> \n       <td> <p><b>(43.3\u201354.6)</b></p> </td> \n       <td> <p>49.4</p> </td> \n       <td> <p>(40.5\u201358.4)</p> </td> \n       <td> <p>50.1</p> </td> \n       <td> <p>(42.2\u201358.0)</p> </td> \n       <td> <p>41.4<span>\u00b6</span></p> </td> \n       <td> <p>(25.3\u201359.6)</p> </td> \n       <td> <p>46.7</p> </td> \n       <td> <p>(38.9\u201354.7)</p> </td> \n       <td> <p>57.3</p> </td> \n       <td> <p>(49.2\u201365.1)</p> </td> \n       <td> <p>51.5<span>\u00b6</span></p> </td> \n       <td> <p>(37.0\u201365.7)</p> </td> \n       <td> <p>48.7</p> </td> \n       <td> <p>(38.8\u201358.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>49.2</b></p> </td> \n       <td> <p><b>(43.4\u201355.0)</b></p> </td> \n       <td> <p>47.8</p> </td> \n       <td> <p>(39.2\u201356.5)</p> </td> \n       <td> <p>49.3</p> </td> \n       <td> <p>(41.2\u201357.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>48.3</p> </td> \n       <td> <p>(41.2\u201355.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>63.8<span>\u00b6</span></p> </td> \n       <td> <p>(49.3\u201376.2)</p> </td> \n       <td> <p>49.7</p> </td> \n       <td> <p>(41.2\u201358.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total**</b></p> </td> \n       <td> <p><b>52.6</b></p> </td> \n       <td> <p><b>(51.3\u201353.9)</b></p> </td> \n       <td> <p><b>54.5</b></p> </td> \n       <td> <p><b>(52.5\u201356.6)</b></p> </td> \n       <td> <p><b>51.1</b></p> </td> \n       <td> <p><b>(49.2\u201353.0)</b></p> </td> \n       <td> <p><b>51.3</b></p> </td> \n       <td> <p><b>(47.5\u201355.1)</b></p> </td> \n       <td> <p><b>54.1</b></p> </td> \n       <td> <p><b>(52.5\u201355.8)</b></p> </td> \n       <td> <p><b>54.5</b></p> </td> \n       <td> <p><b>(52.0\u201357.0)</b></p> </td> \n       <td> <p><b>55.4</b></p> </td> \n       <td> <p><b>(51.5\u201359.3)</b></p> </td> \n       <td> <p><b>45.9</b></p> </td> \n       <td> <p><b>(42.2\u201349.6)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>53.5</b></p> </td> \n       <td colspan=\"2\"> <p>53.9</p> </td> \n       <td colspan=\"2\"> <p>52.3</p> </td> \n       <td colspan=\"2\"> <p>52.0</p> </td> \n       <td colspan=\"2\"> <p>54.0</p> </td> \n       <td colspan=\"2\"> <p>54.7</p> </td> \n       <td colspan=\"2\"> <p>54.1</p> </td> \n       <td colspan=\"2\"> <p>44.3</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>46.7</b></p> </td> \n       <td colspan=\"2\"> <p>47.8</p> </td> \n       <td colspan=\"2\"> <p>41.5</p> </td> \n       <td colspan=\"2\"> <p>28.7</p> </td> \n       <td colspan=\"2\"> <p>42.8</p> </td> \n       <td colspan=\"2\"> <p>44.9</p> </td> \n       <td colspan=\"2\"> <p>35.0</p> </td> \n       <td colspan=\"2\"> <p>37.0</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>58.1</b></p> </td> \n       <td colspan=\"2\"> <p>61.1</p> </td> \n       <td colspan=\"2\"> <p>60.2</p> </td> \n       <td colspan=\"2\"> <p>70.5</p> </td> \n       <td colspan=\"2\"> <p>59.9</p> </td> \n       <td colspan=\"2\"> <p>63.2</p> </td> \n       <td colspan=\"2\"> <p>73.3</p> </td> \n       <td colspan=\"2\"> <p>64.5</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;30 respondents).</p> <p> * White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other. </p> <p> <span>\u2020</span> Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p> <span>\u00a7</span> 95% confidence interval.</p> <p> <span>\u00b6</span> Represents 30\u201359 respondents; might not be reliable.</p> <p> ** Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab15\" href=\"http://www.cdc.gov\"></a>TABLE 15. Estimated prevalence of women aged 18\u201344 years having a live birth who reported postpartum contraceptive use, overall and by age group and race/ethnicity \u2014 Pregnancy Risk Assessment Monitoring System\u2013United States, 29 reporting areas, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity*</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u2020</span></p> </td> \n       <td> <p><b>CI</b><span>\u00a7</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>83.2</b></p> </td> \n       <td> <p><b>(80.5\u201385.6)</b></p> </td> \n       <td> <p>80.6</p> </td> \n       <td> <p>(75.8\u201384.6)</p> </td> \n       <td> <p>84.1</p> </td> \n       <td> <p>(80.4\u201387.2)</p> </td> \n       <td> <p>87.7</p> </td> \n       <td> <p>(79.4\u201392.9)</p> </td> \n       <td> <p>86.9</p> </td> \n       <td> <p>(83.2\u201389.8)</p> </td> \n       <td> <p>84.2<span>\u00b6</span></p> </td> \n       <td> <p>(58.0\u201395.4)</p> </td> \n       <td> <p>74.9</p> </td> \n       <td> <p>(70.4\u201379.0)</p> </td> \n       <td> <p>90.1</p> </td> \n       <td> <p>(74.6\u201396.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>85.6</b></p> </td> \n       <td> <p><b>(82.7\u201388.1)</b></p> </td> \n       <td> <p>82.1</p> </td> \n       <td> <p>(77.0\u201386.3)</p> </td> \n       <td> <p>87.3</p> </td> \n       <td> <p>(83.2\u201390.5)</p> </td> \n       <td> <p>91.7</p> </td> \n       <td> <p>(83.3\u201396.0)</p> </td> \n       <td> <p>87.1</p> </td> \n       <td> <p>(83.8\u201389.8)</p> </td> \n       <td> <p>82.6</p> </td> \n       <td> <p>(74.5\u201388.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>83.8</p> </td> \n       <td> <p>(72.9\u201390.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>88.0</b></p> </td> \n       <td> <p><b>(85.8\u201389.9)</b></p> </td> \n       <td> <p>89.0</p> </td> \n       <td> <p>(84.9\u201392.0)</p> </td> \n       <td> <p>87.8</p> </td> \n       <td> <p>(84.7\u201390.2)</p> </td> \n       <td> <p>87.3</p> </td> \n       <td> <p>(81.5\u201391.5)</p> </td> \n       <td> <p>86.9</p> </td> \n       <td> <p>(84.1\u201389.2)</p> </td> \n       <td> <p>81.2<span>\u00b6</span></p> </td> \n       <td> <p>(54.7\u201393.9)</p> </td> \n       <td> <p>89.5</p> </td> \n       <td> <p>(78.6\u201395.2)</p> </td> \n       <td> <p>90.5</p> </td> \n       <td> <p>(86.3\u201393.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>83.6</b></p> </td> \n       <td> <p><b>(81.2\u201385.7)</b></p> </td> \n       <td> <p>84.8</p> </td> \n       <td> <p>(80.4\u201388.4)</p> </td> \n       <td> <p>85.4</p> </td> \n       <td> <p>(82.2\u201388.1)</p> </td> \n       <td> <p>75.4</p> </td> \n       <td> <p>(68.6\u201381.2)</p> </td> \n       <td> <p>84.5</p> </td> \n       <td> <p>(81.4\u201387.2)</p> </td> \n       <td> <p>85.7</p> </td> \n       <td> <p>(80.6\u201389.6)</p> </td> \n       <td> <p>70.9</p> </td> \n       <td> <p>(58.7\u201380.6)</p> </td> \n       <td> <p>81.3</p> </td> \n       <td> <p>(74.1\u201386.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>85.9</b></p> </td> \n       <td> <p><b>(82.1\u201389.1)</b></p> </td> \n       <td> <p>85.3</p> </td> \n       <td> <p>(78.4\u201390.3)</p> </td> \n       <td> <p>87.8</p> </td> \n       <td> <p>(82.3\u201391.7)</p> </td> \n       <td> <p>79.7</p> </td> \n       <td> <p>(65.8\u201388.9)</p> </td> \n       <td> <p>89.1</p> </td> \n       <td> <p>(83.8\u201392.9)</p> </td> \n       <td> <p>87.3</p> </td> \n       <td> <p>(80.5\u201392.0)</p> </td> \n       <td> <p>80.2<span>\u00b6</span></p> </td> \n       <td> <p>(56.5\u201392.7)</p> </td> \n       <td> <p>78.1</p> </td> \n       <td> <p>(66.3\u201386.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>79.4</b></p> </td> \n       <td> <p><b>(76.7\u201381.9)</b></p> </td> \n       <td> <p>79.7</p> </td> \n       <td> <p>(74.5\u201384.0)</p> </td> \n       <td> <p>79.7</p> </td> \n       <td> <p>(75.9\u201383.1)</p> </td> \n       <td> <p>77.7</p> </td> \n       <td> <p>(70.7\u201383.4)</p> </td> \n       <td> <p>84.1</p> </td> \n       <td> <p>(78.4\u201388.5)</p> </td> \n       <td> <p>76.6<span>\u00b6</span></p> </td> \n       <td> <p>(53.6\u201390.3)</p> </td> \n       <td> <p>77.2</p> </td> \n       <td> <p>(73.6\u201380.6)</p> </td> \n       <td> <p>81.7</p> </td> \n       <td> <p>(74.9\u201387.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>84.1</b></p> </td> \n       <td> <p><b>(82.0\u201386.0)</b></p> </td> \n       <td> <p>88.4</p> </td> \n       <td> <p>(84.6\u201391.4)</p> </td> \n       <td> <p>82.7</p> </td> \n       <td> <p>(79.8\u201385.2)</p> </td> \n       <td> <p>81.6</p> </td> \n       <td> <p>(75.8\u201386.3)</p> </td> \n       <td> <p>83.8</p> </td> \n       <td> <p>(81.0\u201386.3)</p> </td> \n       <td> <p>79.7</p> </td> \n       <td> <p>(72.8\u201385.2)</p> </td> \n       <td> <p>79.5</p> </td> \n       <td> <p>(69.2\u201387.0)</p> </td> \n       <td> <p>88.8</p> </td> \n       <td> <p>(84.8\u201391.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>86.6</b></p> </td> \n       <td> <p><b>(84.0\u201388.8)</b></p> </td> \n       <td> <p>88.2</p> </td> \n       <td> <p>(83.4\u201391.8)</p> </td> \n       <td> <p>84.9</p> </td> \n       <td> <p>(81.3\u201387.9)</p> </td> \n       <td> <p>90.2</p> </td> \n       <td> <p>(82.7\u201394.6)</p> </td> \n       <td> <p>86.6</p> </td> \n       <td> <p>(83.9\u201388.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>83.6</b></p> </td> \n       <td> <p><b>(80.6\u201386.2)</b></p> </td> \n       <td> <p>85.2</p> </td> \n       <td> <p>(78.0\u201390.3)</p> </td> \n       <td> <p>84.0</p> </td> \n       <td> <p>(79.7\u201387.5)</p> </td> \n       <td> <p>79.9</p> </td> \n       <td> <p>(76.3\u201383.1)</p> </td> \n       <td> <p>83.6</p> </td> \n       <td> <p>(79.3\u201387.2)</p> </td> \n       <td> <p>82.3</p> </td> \n       <td> <p>(76.2\u201387.1)</p> </td> \n       <td> <p>82.8</p> </td> \n       <td> <p>(72.5\u201389.8)</p> </td> \n       <td> <p>86.9</p> </td> \n       <td> <p>(78.4\u201392.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>84.2</b></p> </td> \n       <td> <p><b>(81.4\u201386.5)</b></p> </td> \n       <td> <p>91.1</p> </td> \n       <td> <p>(86.9\u201394.1)</p> </td> \n       <td> <p>85.4</p> </td> \n       <td> <p>(82.0\u201388.3)</p> </td> \n       <td> <p>70.5</p> </td> \n       <td> <p>(62.2\u201377.7)</p> </td> \n       <td> <p>85.0</p> </td> \n       <td> <p>(81.1\u201388.2)</p> </td> \n       <td> <p>83.4</p> </td> \n       <td> <p>(78.6\u201387.2)</p> </td> \n       <td> <p>77.4</p> </td> \n       <td> <p>(72.4\u201381.7)</p> </td> \n       <td> <p>84.8</p> </td> \n       <td> <p>(80.6\u201388.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>86.2</b></p> </td> \n       <td> <p><b>(84.0\u201388.1)</b></p> </td> \n       <td> <p>88.4</p> </td> \n       <td> <p>(84.9\u201391.2)</p> </td> \n       <td> <p>85.6</p> </td> \n       <td> <p>(82.4\u201388.2)</p> </td> \n       <td> <p>84.0</p> </td> \n       <td> <p>(77.3\u201389.0)</p> </td> \n       <td> <p>86.8</p> </td> \n       <td> <p>(84.0\u201389.1)</p> </td> \n       <td> <p>83.7</p> </td> \n       <td> <p>(80.3\u201386.6)</p> </td> \n       <td> <p>82.1</p> </td> \n       <td> <p>(70.3\u201389.8)</p> </td> \n       <td> <p>91.0<span>\u00b6</span></p> </td> \n       <td> <p>(79.6\u201396.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>86.1</b></p> </td> \n       <td> <p><b>(84.0\u201388.0)</b></p> </td> \n       <td> <p>89.3</p> </td> \n       <td> <p>(85.2\u201392.4)</p> </td> \n       <td> <p>86.2</p> </td> \n       <td> <p>(83.4\u201388.6)</p> </td> \n       <td> <p>80.3</p> </td> \n       <td> <p>(73.6\u201385.7)</p> </td> \n       <td> <p>86.2</p> </td> \n       <td> <p>(83.7\u201388.4)</p> </td> \n       <td> <p>92.0</p> </td> \n       <td> <p>(85.6\u201395.7)</p> </td> \n       <td> <p>76.5</p> </td> \n       <td> <p>(66.5\u201384.1)</p> </td> \n       <td> <p>86.6</p> </td> \n       <td> <p>(77.6\u201392.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>88.8</b></p> </td> \n       <td> <p><b>(86.5\u201390.8)</b></p> </td> \n       <td> <p>89.8</p> </td> \n       <td> <p>(86.4\u201392.4)</p> </td> \n       <td> <p>88.9</p> </td> \n       <td> <p>(85.4\u201391.6)</p> </td> \n       <td> <p>81.5</p> </td> \n       <td> <p>(69.5\u201389.4)</p> </td> \n       <td> <p>87.9</p> </td> \n       <td> <p>(84.4\u201390.7)</p> </td> \n       <td> <p>90.5</p> </td> \n       <td> <p>(87.2\u201393.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>85.4</b></p> </td> \n       <td> <p><b>(82.9\u201387.6)</b></p> </td> \n       <td> <p>84.8</p> </td> \n       <td> <p>(80.4\u201388.5)</p> </td> \n       <td> <p>85.8</p> </td> \n       <td> <p>(82.3\u201388.7)</p> </td> \n       <td> <p>85.2</p> </td> \n       <td> <p>(76.8\u201390.9)</p> </td> \n       <td> <p>86.2</p> </td> \n       <td> <p>(83.5\u201388.5)</p> </td> \n       <td> <p>84.5</p> </td> \n       <td> <p>(75.4\u201390.6)</p> </td> \n       <td> <p>77.7<span>\u00b6</span></p> </td> \n       <td> <p>(58.2\u201389.7)</p> </td> \n       <td> <p>76.4<span>\u00b6</span></p> </td> \n       <td> <p>(56.9\u201388.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>85.4</b></p> </td> \n       <td> <p><b>(83.4\u201387.3)</b></p> </td> \n       <td> <p>82.2</p> </td> \n       <td> <p>(78.0\u201385.7)</p> </td> \n       <td> <p>86.9</p> </td> \n       <td> <p>(84.3\u201389.2)</p> </td> \n       <td> <p>85.9</p> </td> \n       <td> <p>(79.8\u201390.4)</p> </td> \n       <td> <p>86.4</p> </td> \n       <td> <p>(83.8\u201388.7)</p> </td> \n       <td> <p>83.3</p> </td> \n       <td> <p>(78.5\u201387.2)</p> </td> \n       <td> <p>79.5</p> </td> \n       <td> <p>(74.3\u201383.8)</p> </td> \n       <td> <p>84.1</p> </td> \n       <td> <p>(79.7\u201387.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>74.9</b></p> </td> \n       <td> <p><b>(72.4\u201377.3)</b></p> </td> \n       <td> <p>71.2</p> </td> \n       <td> <p>(65.2\u201376.6)</p> </td> \n       <td> <p>76.4</p> </td> \n       <td> <p>(73.2\u201379.3)</p> </td> \n       <td> <p>74.5</p> </td> \n       <td> <p>(68.5\u201379.7)</p> </td> \n       <td> <p>73.6</p> </td> \n       <td> <p>(69.5\u201377.3)</p> </td> \n       <td> <p>74.6</p> </td> \n       <td> <p>(68.4\u201380.0)</p> </td> \n       <td> <p>69.2</p> </td> \n       <td> <p>(63.3\u201374.6)</p> </td> \n       <td> <p>80.0</p> </td> \n       <td> <p>(75.1\u201384.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>85.3</b></p> </td> \n       <td> <p><b>(82.6\u201387.6)</b></p> </td> \n       <td> <p>88.5</p> </td> \n       <td> <p>(83.9\u201391.9)</p> </td> \n       <td> <p>83.6</p> </td> \n       <td> <p>(79.7\u201386.9)</p> </td> \n       <td> <p>84.5</p> </td> \n       <td> <p>(76.0\u201390.4)</p> </td> \n       <td> <p>85.4</p> </td> \n       <td> <p>(82.0\u201388.2)</p> </td> \n       <td> <p>83.5</p> </td> \n       <td> <p>(79.2\u201387.0)</p> </td> \n       <td> <p>84.2<span>\u00b6</span></p> </td> \n       <td> <p>(67.7\u201393.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>86.5</b></p> </td> \n       <td> <p><b>(83.9\u201388.8)</b></p> </td> \n       <td> <p>87.2</p> </td> \n       <td> <p>(82.9\u201390.5)</p> </td> \n       <td> <p>85.3</p> </td> \n       <td> <p>(81.3\u201388.6)</p> </td> \n       <td> <p>91.0</p> </td> \n       <td> <p>(83.4\u201395.3)</p> </td> \n       <td> <p>86.2</p> </td> \n       <td> <p>(82.8\u201389.1)</p> </td> \n       <td> <p>81.5</p> </td> \n       <td> <p>(69.6\u201389.5)</p> </td> \n       <td> <p>85.1</p> </td> \n       <td> <p>(76.8\u201390.7)</p> </td> \n       <td> <p>93.5</p> </td> \n       <td> <p>(87.7\u201396.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>90.1</b></p> </td> \n       <td> <p><b>(87.8\u201392.0)</b></p> </td> \n       <td> <p>90.6</p> </td> \n       <td> <p>(86.4\u201393.7)</p> </td> \n       <td> <p>90.9</p> </td> \n       <td> <p>(87.9\u201393.3)</p> </td> \n       <td> <p>85.7</p> </td> \n       <td> <p>(77.1\u201391.4)</p> </td> \n       <td> <p>91.8</p> </td> \n       <td> <p>(88.4\u201394.3)</p> </td> \n       <td> <p>85.1</p> </td> \n       <td> <p>(79.4\u201389.4)</p> </td> \n       <td> <p>79.2</p> </td> \n       <td> <p>(75.8\u201382.2)</p> </td> \n       <td> <p>90.2</p> </td> \n       <td> <p>(86.7\u201392.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>85.4</b></p> </td> \n       <td> <p><b>(82.7\u201387.7)</b></p> </td> \n       <td> <p>84.6</p> </td> \n       <td> <p>(78.7\u201389.1)</p> </td> \n       <td> <p>86.4</p> </td> \n       <td> <p>(82.9\u201389.2)</p> </td> \n       <td> <p>83.2</p> </td> \n       <td> <p>(76.3\u201388.3)</p> </td> \n       <td> <p>87.1</p> </td> \n       <td> <p>(84.2\u201389.5)</p> </td> \n       <td> <p>83.2</p> </td> \n       <td> <p>(73.8\u201389.7)</p> </td> \n       <td> <p>73.5</p> </td> \n       <td> <p>(60.4\u201383.4)</p> </td> \n       <td> <p>83.7</p> </td> \n       <td> <p>(70.8\u201391.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>88.6</b></p> </td> \n       <td> <p><b>(86.3\u201390.5)</b></p> </td> \n       <td> <p>89.5</p> </td> \n       <td> <p>(84.4\u201393.0)</p> </td> \n       <td> <p>89.6</p> </td> \n       <td> <p>(86.7\u201391.9)</p> </td> \n       <td> <p>83.3</p> </td> \n       <td> <p>(76.4\u201388.4)</p> </td> \n       <td> <p>88.6</p> </td> \n       <td> <p>(85.6\u201391.0)</p> </td> \n       <td> <p>90.7</p> </td> \n       <td> <p>(80.6\u201395.8)</p> </td> \n       <td> <p>86.3</p> </td> \n       <td> <p>(76.2\u201392.6)</p> </td> \n       <td> <p>88.8</p> </td> \n       <td> <p>(83.6\u201392.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>86.4</b></p> </td> \n       <td> <p><b>(82.7\u201389.5)</b></p> </td> \n       <td> <p>84.7</p> </td> \n       <td> <p>(78.0\u201389.7)</p> </td> \n       <td> <p>88.7</p> </td> \n       <td> <p>(83.4\u201392.5)</p> </td> \n       <td> <p>83.0</p> </td> \n       <td> <p>(70.9\u201390.7)</p> </td> \n       <td> <p>88.0</p> </td> \n       <td> <p>(83.6\u201391.3)</p> </td> \n       <td> <p>88.7</p> </td> \n       <td> <p>(79.7\u201394.1)</p> </td> \n       <td> <p>83.9<span>\u00b6</span></p> </td> \n       <td> <p>(62.7\u201394.2)</p> </td> \n       <td> <p>71.0<span>\u00b6</span></p> </td> \n       <td> <p>(52.4\u201384.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>84.6</b></p> </td> \n       <td> <p><b>(82.2\u201386.8)</b></p> </td> \n       <td> <p>86.3</p> </td> \n       <td> <p>(82.3\u201389.5)</p> </td> \n       <td> <p>83.4</p> </td> \n       <td> <p>(79.8\u201386.4)</p> </td> \n       <td> <p>85.2</p> </td> \n       <td> <p>(77.9\u201390.4)</p> </td> \n       <td> <p>83.9</p> </td> \n       <td> <p>(80.2\u201387.1)</p> </td> \n       <td> <p>81.4</p> </td> \n       <td> <p>(77.1\u201385.0)</p> </td> \n       <td> <p>78.6</p> </td> \n       <td> <p>(65.0\u201387.9)</p> </td> \n       <td> <p>86.2</p> </td> \n       <td> <p>(82.1\u201389.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>90.1</b></p> </td> \n       <td> <p><b>(88.4\u201391.6)</b></p> </td> \n       <td> <p>89.6</p> </td> \n       <td> <p>(86.5\u201392.1)</p> </td> \n       <td> <p>91.0</p> </td> \n       <td> <p>(88.7\u201392.8)</p> </td> \n       <td> <p>86.2</p> </td> \n       <td> <p>(78.5\u201391.4)</p> </td> \n       <td> <p>92.0</p> </td> \n       <td> <p>(90.1\u201393.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>82.9</p> </td> \n       <td> <p>(71.3\u201390.5)</p> </td> \n       <td> <p>85.2</p> </td> \n       <td> <p>(80.7\u201388.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>86.4</b></p> </td> \n       <td> <p><b>(84.1\u201388.4)</b></p> </td> \n       <td> <p>84.3</p> </td> \n       <td> <p>(79.2\u201388.3)</p> </td> \n       <td> <p>88.1</p> </td> \n       <td> <p>(85.2\u201390.5)</p> </td> \n       <td> <p>84.1</p> </td> \n       <td> <p>(78.2\u201388.7)</p> </td> \n       <td> <p>86.3</p> </td> \n       <td> <p>(83.9\u201388.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>83.3<span>\u00b6</span></p> </td> \n       <td> <p>(67.6\u201392.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>87.8</b></p> </td> \n       <td> <p><b>(85.4\u201389.8)</b></p> </td> \n       <td> <p>88.0</p> </td> \n       <td> <p>(83.3\u201391.6)</p> </td> \n       <td> <p>89.6</p> </td> \n       <td> <p>(86.6\u201392.0)</p> </td> \n       <td> <p>80.5</p> </td> \n       <td> <p>(73.0\u201386.3)</p> </td> \n       <td> <p>88.7</p> </td> \n       <td> <p>(85.1\u201391.5)</p> </td> \n       <td> <p>85.8</p> </td> \n       <td> <p>(80.7\u201389.7)</p> </td> \n       <td> <p>80.7</p> </td> \n       <td> <p>(76.0\u201384.7)</p> </td> \n       <td> <p>91.5</p> </td> \n       <td> <p>(87.8\u201394.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>86.5</b></p> </td> \n       <td> <p><b>(84.3\u201388.5)</b></p> </td> \n       <td> <p>84.4</p> </td> \n       <td> <p>(80.7\u201387.5)</p> </td> \n       <td> <p>88.3</p> </td> \n       <td> <p>(85.1\u201390.8)</p> </td> \n       <td> <p>88.1</p> </td> \n       <td> <p>(78.9\u201393.6)</p> </td> \n       <td> <p>86.8</p> </td> \n       <td> <p>(84.5\u201388.8)</p> </td> \n       <td> <p>80.5</p> </td> \n       <td> <p>(60.9\u201391.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>84.3</b></p> </td> \n       <td> <p><b>(81.4\u201386.8)</b></p> </td> \n       <td> <p>82.6</p> </td> \n       <td> <p>(76.6\u201387.3)</p> </td> \n       <td> <p>85.0</p> </td> \n       <td> <p>(81.1\u201388.1)</p> </td> \n       <td> <p>84.8</p> </td> \n       <td> <p>(76.5\u201390.4)</p> </td> \n       <td> <p>85.4</p> </td> \n       <td> <p>(81.6\u201388.5)</p> </td> \n       <td> <p>84.3</p> </td> \n       <td> <p>(78.7\u201388.7)</p> </td> \n       <td> <p>69.4</p> </td> \n       <td> <p>(59.8\u201377.6)</p> </td> \n       <td> <p>83.7</p> </td> \n       <td> <p>(77.9\u201388.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>87.9</b></p> </td> \n       <td> <p><b>(85.3\u201390.1)</b></p> </td> \n       <td> <p>89.4</p> </td> \n       <td> <p>(84.9\u201392.7)</p> </td> \n       <td> <p>87.0</p> </td> \n       <td> <p>(83.4\u201389.9)</p> </td> \n       <td> <p>87.3</p> </td> \n       <td> <p>(76.1\u201393.7)</p> </td> \n       <td> <p>89.5</p> </td> \n       <td> <p>(86.4\u201391.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>74.8</p> </td> \n       <td> <p>(64.6\u201382.8)</p> </td> \n       <td> <p>84.1</p> </td> \n       <td> <p>(78.9\u201388.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total**</b></p> </td> \n       <td> <p><b>85.1</b></p> </td> \n       <td> <p><b>(84.5\u201385.7)</b></p> </td> \n       <td> <p><b>86.2</b></p> </td> \n       <td> <p><b>(85.0\u201387.2)</b></p> </td> \n       <td> <p><b>85.2</b></p> </td> \n       <td> <p><b>(84.3\u201386.0)</b></p> </td> \n       <td> <p><b>82.4</b></p> </td> \n       <td> <p><b>(80.6\u201384.0)</b></p> </td> \n       <td> <p><b>85.9</b></p> </td> \n       <td> <p><b>(85.2\u201386.7)</b></p> </td> \n       <td> <p><b>83.7</b></p> </td> \n       <td> <p><b>(82.2\u201385.2)</b></p> </td> \n       <td> <p><b>78.7</b></p> </td> \n       <td> <p><b>(76.4\u201380.8)</b></p> </td> \n       <td> <p><b>85.7</b></p> </td> \n       <td> <p><b>(83.7\u201387.5)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>85.9</b></p> </td> \n       <td colspan=\"2\"> <p>86.3</p> </td> \n       <td colspan=\"2\"> <p>86.2</p> </td> \n       <td colspan=\"2\"> <p>84.1</p> </td> \n       <td colspan=\"2\"> <p>86.6</p> </td> \n       <td colspan=\"2\"> <p>83.5</p> </td> \n       <td colspan=\"2\"> <p>79.5</p> </td> \n       <td colspan=\"2\"> <p>85.0</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>74.9</b></p> </td> \n       <td colspan=\"2\"> <p>71.2</p> </td> \n       <td colspan=\"2\"> <p>76.4</p> </td> \n       <td colspan=\"2\"> <p>70.5</p> </td> \n       <td colspan=\"2\"> <p>73.6</p> </td> \n       <td colspan=\"2\"> <p>74.6</p> </td> \n       <td colspan=\"2\"> <p>69.2</p> </td> \n       <td colspan=\"2\"> <p>71.0</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>90.1</b></p> </td> \n       <td colspan=\"2\"> <p>91.1</p> </td> \n       <td colspan=\"2\"> <p>91.0</p> </td> \n       <td colspan=\"2\"> <p>91.7</p> </td> \n       <td colspan=\"2\"> <p>92.0</p> </td> \n       <td colspan=\"2\"> <p>92.0</p> </td> \n       <td colspan=\"2\"> <p>89.5</p> </td> \n       <td colspan=\"2\"> <p>93.5</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;30 respondents).</p> <p> * White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other. </p> <p> <span>\u2020</span> Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p> <span>\u00a7</span> 95% confidence interval.</p> <p> <span>\u00b6</span> Represents 30\u201359 respondents; might not be reliable.</p> <p> ** Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab16\" href=\"http://www.cdc.gov\"></a>TABLE 16. Estimated prevalence of women aged 18\u201344 years having a live birth who used fertility drugs or received any medical procedures from a doctor, nurse, or other health-care worker to help them get pregnant (among those trying to get pregnant at the time of conception), overall and by age group and race/ethnicity \u2014 Pregnancy Risk Assessment Monitoring System, United States, eight reporting areas, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity*</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u2020</span></p> </td> \n       <td> <p><b>CI</b><span>\u00a7</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>11.7</b></p> </td> \n       <td> <p><b>(9.1\u201314.9)</b></p> </td> \n       <td> <p>1.1</p> </td> \n       <td> <p>(0.3\u2013 3.6)</p> </td> \n       <td> <p>10.3</p> </td> \n       <td> <p>(7.3\u201314.3)</p> </td> \n       <td> <p>24.8</p> </td> \n       <td> <p>(17.2\u201334.2)</p> </td> \n       <td> <p>12.8</p> </td> \n       <td> <p>(9.5\u201317.0)</p> </td> \n       <td> <p>13.6</p> </td> \n       <td> <p>(7.4\u201323.7)</p> </td> \n       <td> <p>11.4<span>\u00b6</span></p> </td> \n       <td> <p>(4.3\u201326.9)</p> </td> \n       <td> <p>3.7</p> </td> \n       <td> <p>(1.2\u201310.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>10.9</b></p> </td> \n       <td> <p><b>(8.8\u201313.4)</b></p> </td> \n       <td> <p>1.2</p> </td> \n       <td> <p>(0.2\u2013 8.2)</p> </td> \n       <td> <p>10.0</p> </td> \n       <td> <p>(7.7\u201313.0)</p> </td> \n       <td> <p>20.3</p> </td> \n       <td> <p>(14.4\u201327.8)</p> </td> \n       <td> <p>12.8</p> </td> \n       <td> <p>(10.1\u201316.1)</p> </td> \n       <td> <p>9.2<span>\u00b6</span></p> </td> \n       <td> <p>(3.0\u201325.1)</p> </td> \n       <td> <p>14.9</p> </td> \n       <td> <p>(7.7\u201326.7)</p> </td> \n       <td> <p>5.0</p> </td> \n       <td> <p>(2.6\u2013 9.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>13.2</b></p> </td> \n       <td> <p><b>(10.1\u201316.9)</b></p> </td> \n       <td> <p>0.6</p> </td> \n       <td> <p>(0.1\u2013 2.2)</p> </td> \n       <td> <p>13.3</p> </td> \n       <td> <p>(9.2\u201318.9)</p> </td> \n       <td> <p>19.6</p> </td> \n       <td> <p>(15.8\u201324.1)</p> </td> \n       <td> <p>14.4</p> </td> \n       <td> <p>(10.5\u201319.4)</p> </td> \n       <td> <p>10.0</p> </td> \n       <td> <p>(5.2\u201318.2)</p> </td> \n       <td> <p>19.1</p> </td> \n       <td> <p>(8.8\u201336.8)</p> </td> \n       <td> <p>6.9</p> </td> \n       <td> <p>(2.0\u201321.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>15.5</b></p> </td> \n       <td> <p><b>(12.3\u201319.4)</b></p> </td> \n       <td> <p>0.4</p> </td> \n       <td> <p>(0.1\u2013 2.9)</p> </td> \n       <td> <p>12.7</p> </td> \n       <td> <p>(9.2\u201317.3)</p> </td> \n       <td> <p>32.1</p> </td> \n       <td> <p>(23.5\u201342.2)</p> </td> \n       <td> <p>17.3</p> </td> \n       <td> <p>(13.0\u201322.6)</p> </td> \n       <td> <p>12.6</p> </td> \n       <td> <p>(7.7\u201320.0)</p> </td> \n       <td> <p>14.7</p> </td> \n       <td> <p>(10.6\u201320.1)</p> </td> \n       <td> <p>6.2</p> </td> \n       <td> <p>(3.4\u201311.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>9.2</b></p> </td> \n       <td> <p><b>(7.0\u201312.1)</b></p> </td> \n       <td> <p>5.0</p> </td> \n       <td> <p>(2.1\u201311.4)</p> </td> \n       <td> <p>8.0</p> </td> \n       <td> <p>(5.5\u201311.6)</p> </td> \n       <td> <p>18.1</p> </td> \n       <td> <p>(11.2\u201327.8)</p> </td> \n       <td> <p>9.7</p> </td> \n       <td> <p>(7.1\u201313.2)</p> </td> \n       <td> <p>4.6</p> </td> \n       <td> <p>(2.0\u201310.3)</p> </td> \n       <td> <p>12.6<span>\u00b6</span></p> </td> \n       <td> <p>(4.4\u201331.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>9.6</b></p> </td> \n       <td> <p><b>(7.2\u201312.8)</b></p> </td> \n       <td> <p>8.3</p> </td> \n       <td> <p>(4.0\u201316.4)</p> </td> \n       <td> <p>9.5</p> </td> \n       <td> <p>(6.6\u201313.4)</p> </td> \n       <td> <p>12.9</p> </td> \n       <td> <p>(6.6\u201323.6)</p> </td> \n       <td> <p>9.8</p> </td> \n       <td> <p>(7.3\u201313.0)</p> </td> \n       <td> <p>13.8<span>\u00b6</span></p> </td> \n       <td> <p>(3.6\u201340.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>10.1</b></p> </td> \n       <td> <p><b>(8.0\u201312.8)</b></p> </td> \n       <td> <p>4.1</p> </td> \n       <td> <p>(1.8\u2013 8.9)</p> </td> \n       <td> <p>10.1</p> </td> \n       <td> <p>(7.5\u201313.5)</p> </td> \n       <td> <p>19.2</p> </td> \n       <td> <p>(12.2\u201328.9)</p> </td> \n       <td> <p>11.8</p> </td> \n       <td> <p>(9.1\u201315.2)</p> </td> \n       <td> <p>6.0</p> </td> \n       <td> <p>(2.5\u201313.9)</p> </td> \n       <td> <p>6.3</p> </td> \n       <td> <p>(4.0\u2013 9.6)</p> </td> \n       <td> <p>3.0</p> </td> \n       <td> <p>(1.3\u2013 6.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>8.3</b></p> </td> \n       <td> <p><b>(6.6\u201310.5)</b></p> </td> \n       <td> <p>6.4</p> </td> \n       <td> <p>(3.5\u201311.4)</p> </td> \n       <td> <p>9.3</p> </td> \n       <td> <p>(7.1\u201312.0)</p> </td> \n       <td> <p>6.4</p> </td> \n       <td> <p>(2.6\u201315.0)</p> </td> \n       <td> <p>8.6</p> </td> \n       <td> <p>(6.7\u201311.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>8.5<span>\u00b6</span></p> </td> \n       <td> <p>(2.6\u201324.0)</p> </td> \n       <td> <p>7.1</p> </td> \n       <td> <p>(3.6\u201313.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total**</b></p> </td> \n       <td> <p><b>11.1</b></p> </td> \n       <td> <p><b>(10.0\u201312.2)</b></p> </td> \n       <td> <p><b>3.9</b></p> </td> \n       <td> <p><b>(2.7\u2013 5.8)</b></p> </td> \n       <td> <p><b>10.3</b></p> </td> \n       <td> <p><b>(9.1\u201311.7)</b></p> </td> \n       <td> <p><b>20.7</b></p> </td> \n       <td> <p><b>(17.6\u201324.1)</b></p> </td> \n       <td> <p><b>12.0</b></p> </td> \n       <td> <p><b>(10.8\u201313.4)</b></p> </td> \n       <td> <p><b>9.4</b></p> </td> \n       <td> <p><b>(6.4\u201313.7)</b></p> </td> \n       <td> <p><b>13.5</b></p> </td> \n       <td> <p><b>(9.9\u201318.2)</b></p> </td> \n       <td> <p><b>5.5</b></p> </td> \n       <td> <p><b>(3.8\u2013 8.0)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>10.5</b></p> </td> \n       <td colspan=\"2\"> <p>2.7</p> </td> \n       <td colspan=\"2\"> <p>10.1</p> </td> \n       <td colspan=\"2\"> <p>19.4</p> </td> \n       <td colspan=\"2\"> <p>12.3</p> </td> \n       <td colspan=\"2\"> <p>10.0</p> </td> \n       <td colspan=\"2\"> <p>12.6</p> </td> \n       <td colspan=\"2\"> <p>5.6</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>8.3</b></p> </td> \n       <td colspan=\"2\"> <p>0.4</p> </td> \n       <td colspan=\"2\"> <p>8.0</p> </td> \n       <td colspan=\"2\"> <p>6.4</p> </td> \n       <td colspan=\"2\"> <p>8.6</p> </td> \n       <td colspan=\"2\"> <p>4.6</p> </td> \n       <td colspan=\"2\"> <p>6.3</p> </td> \n       <td colspan=\"2\"> <p>3.0</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>15.5</b></p> </td> \n       <td colspan=\"2\"> <p>8.3</p> </td> \n       <td colspan=\"2\"> <p>13.3</p> </td> \n       <td colspan=\"2\"> <p>32.1</p> </td> \n       <td colspan=\"2\"> <p>17.3</p> </td> \n       <td colspan=\"2\"> <p>13.8</p> </td> \n       <td colspan=\"2\"> <p>19.1</p> </td> \n       <td colspan=\"2\"> <p>7.1</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;30 respondents).</p> <p> * White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other. </p> <p> <span>\u2020</span> Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p> <span>\u00a7</span> 95% confidence interval.</p> <p> <span>\u00b6</span> Represents 30\u201359 respondents; might not be reliable.</p> <p> ** Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab17\" href=\"http://www.cdc.gov\"></a>TABLE 17. Estimated prevalence of women aged 18\u201344 years who currently smoke cigarettes everyday or some days,* overall and by age group and race/ethnicity \u2014 Behavioral Risk Factor Surveillance System, United States, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity</b><span>\u2020</span></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u00a7</span></p> </td> \n       <td> <p><b>CI\u00b6</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alabama</p> </td> \n       <td> <p><b>23.6</b></p> </td> \n       <td> <p><b>(20.4\u201327.2)</b></p> </td> \n       <td> <p>23.0</p> </td> \n       <td> <p>(15.0\u201333.5)</p> </td> \n       <td> <p>23.0</p> </td> \n       <td> <p>(18.2\u201328.6)</p> </td> \n       <td> <p>24.4</p> </td> \n       <td> <p>(19.7\u201329.9)</p> </td> \n       <td> <p>27.8</p> </td> \n       <td> <p>(23.5\u201332.6)</p> </td> \n       <td> <p>13.2</p> </td> \n       <td> <p>(9.4\u201318.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>20.0</b></p> </td> \n       <td> <p><b>(15.1\u201326.0)</b></p> </td> \n       <td> <p>27.4</p> </td> \n       <td> <p>(15.0\u201344.8)</p> </td> \n       <td> <p>17.7</p> </td> \n       <td> <p>(10.7\u201328.0)</p> </td> \n       <td> <p>17.3</p> </td> \n       <td> <p>(12.4\u201323.7)</p> </td> \n       <td> <p>15.8</p> </td> \n       <td> <p>(10.6\u201322.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>27.1</p> </td> \n       <td> <p>(16.7\u201340.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arizona</p> </td> \n       <td> <p><b>15.1</b></p> </td> \n       <td> <p><b>(11.1\u201320.2)</b></p> </td> \n       <td> <p>23.2<span>**</span></p> </td> \n       <td> <p>(9.2\u201347.4)</p> </td> \n       <td> <p>17.7</p> </td> \n       <td> <p>(12.2\u201325.1)</p> </td> \n       <td> <p>8.9</p> </td> \n       <td> <p>(5.6\u201314.0)</p> </td> \n       <td> <p>15.5</p> </td> \n       <td> <p>(10.9\u201321.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>20.3</p> </td> \n       <td> <p>(11.2\u201334.1)</p> </td> \n       <td> <p>14.0</p> </td> \n       <td> <p>(6.4\u201328.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>27.7</b></p> </td> \n       <td> <p><b>(22.8\u201333.2)</b></p> </td> \n       <td> <p>28.6<span>**</span></p> </td> \n       <td> <p>(16.7\u201344.4)</p> </td> \n       <td> <p>31.0</p> </td> \n       <td> <p>(22.7\u201340.7)</p> </td> \n       <td> <p>23.7</p> </td> \n       <td> <p>(18.6\u201329.6)</p> </td> \n       <td> <p>30.0</p> </td> \n       <td> <p>(24.4\u201336.2)</p> </td> \n       <td> <p>12.8</p> </td> \n       <td> <p>(6.7\u201323.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>California</p> </td> \n       <td> <p><b>10.2</b></p> </td> \n       <td> <p><b>(8.8\u201311.8)</b></p> </td> \n       <td> <p>10.9</p> </td> \n       <td> <p>(7.6\u201315.4)</p> </td> \n       <td> <p>10.9</p> </td> \n       <td> <p>(8.8\u201313.5)</p> </td> \n       <td> <p>9.0</p> </td> \n       <td> <p>(7.4\u201310.9)</p> </td> \n       <td> <p>15.2</p> </td> \n       <td> <p>(12.8\u201318.1)</p> </td> \n       <td> <p>18.0</p> </td> \n       <td> <p>(9.0\u201332.7)</p> </td> \n       <td> <p>7.8</p> </td> \n       <td> <p>(4.3\u201313.7)</p> </td> \n       <td> <p>6.3</p> </td> \n       <td> <p>(4.8\u2013 8.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>16.4</b></p> </td> \n       <td> <p><b>(14.1\u201318.9)</b></p> </td> \n       <td> <p>21.0</p> </td> \n       <td> <p>(14.4\u201329.5)</p> </td> \n       <td> <p>17.5</p> </td> \n       <td> <p>(14.2\u201321.3)</p> </td> \n       <td> <p>12.7</p> </td> \n       <td> <p>(10.5\u201315.2)</p> </td> \n       <td> <p>17.4</p> </td> \n       <td> <p>(14.8\u201320.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>16.6</p> </td> \n       <td> <p>(8.0\u201331.2)</p> </td> \n       <td> <p>12.7</p> </td> \n       <td> <p>(8.3\u201318.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Connecticut</p> </td> \n       <td> <p><b>19.3</b></p> </td> \n       <td> <p><b>(15.6\u201323.6)</b></p> </td> \n       <td> <p>25.7</p> </td> \n       <td> <p>(14.7\u201341.1)</p> </td> \n       <td> <p>19.7</p> </td> \n       <td> <p>(14.2\u201326.6)</p> </td> \n       <td> <p>16.0</p> </td> \n       <td> <p>(12.5\u201320.1)</p> </td> \n       <td> <p>20.0</p> </td> \n       <td> <p>(15.7\u201325.0)</p> </td> \n       <td> <p>28.6</p> </td> \n       <td> <p>(11.8\u201354.3)</p> </td> \n       <td> <p>9.2</p> </td> \n       <td> <p>(3.7\u201321.1)</p> </td> \n       <td> <p>16.0</p> </td> \n       <td> <p>(8.8\u201327.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>19.2</b></p> </td> \n       <td> <p><b>(15.5\u201323.6)</b></p> </td> \n       <td> <p>21.3</p> </td> \n       <td> <p>(12.0\u201334.9)</p> </td> \n       <td> <p>19.9</p> </td> \n       <td> <p>(14.8\u201326.3)</p> </td> \n       <td> <p>17.1</p> </td> \n       <td> <p>(12.9\u201322.3)</p> </td> \n       <td> <p>22.8</p> </td> \n       <td> <p>(18.1\u201328.3)</p> </td> \n       <td> <p>9.5</p> </td> \n       <td> <p>(5.6\u201315.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>D.C.</p> </td> \n       <td> <p><b>15.6</b></p> </td> \n       <td> <p><b>(12.7\u201319.1)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>14.8</p> </td> \n       <td> <p>(10.8\u201320.0)</p> </td> \n       <td> <p>18.7</p> </td> \n       <td> <p>(14.3\u201324.0)</p> </td> \n       <td> <p>8.7</p> </td> \n       <td> <p>(5.7\u201313.1)</p> </td> \n       <td> <p>23.1</p> </td> \n       <td> <p>(17.8\u201329.4)</p> </td> \n       <td> <p>12.8<span>**</span></p> </td> \n       <td> <p>(5.3\u201327.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Florida</p> </td> \n       <td> <p><b>18.8</b></p> </td> \n       <td> <p><b>(15.8\u201322.2)</b></p> </td> \n       <td> <p>27.9</p> </td> \n       <td> <p>(16.8\u201342.5)</p> </td> \n       <td> <p>16.2</p> </td> \n       <td> <p>(12.1\u201321.4)</p> </td> \n       <td> <p>18.3</p> </td> \n       <td> <p>(14.6\u201322.8)</p> </td> \n       <td> <p>23.2</p> </td> \n       <td> <p>(19.4\u201327.6)</p> </td> \n       <td> <p>10.9</p> </td> \n       <td> <p>(6.5\u201317.9)</p> </td> \n       <td> <p>23.3</p> </td> \n       <td> <p>(12.2\u201340.0)</p> </td> \n       <td> <p>13.7</p> </td> \n       <td> <p>(7.3\u201324.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>16.6</b></p> </td> \n       <td> <p><b>(13.9\u201319.7)</b></p> </td> \n       <td> <p>20.3</p> </td> \n       <td> <p>(11.6\u201333.1)</p> </td> \n       <td> <p>17.1</p> </td> \n       <td> <p>(12.9\u201322.4)</p> </td> \n       <td> <p>14.8</p> </td> \n       <td> <p>(11.8\u201318.3)</p> </td> \n       <td> <p>21.1</p> </td> \n       <td> <p>(17.2\u201325.7)</p> </td> \n       <td> <p>11.4</p> </td> \n       <td> <p>(7.8\u201316.4)</p> </td> \n       <td> <p>21.8<span>**</span></p> </td> \n       <td> <p>(10.0\u201341.1)</p> </td> \n       <td> <p>2.8<span>**</span></p> </td> \n       <td> <p>(0.7\u2013 9.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>17.5</b></p> </td> \n       <td> <p><b>(14.7\u201320.8)</b></p> </td> \n       <td> <p>18.3</p> </td> \n       <td> <p>(11.9\u201327.2)</p> </td> \n       <td> <p>17.2</p> </td> \n       <td> <p>(12.8\u201322.8)</p> </td> \n       <td> <p>17.3</p> </td> \n       <td> <p>(13.7\u201321.6)</p> </td> \n       <td> <p>22.2</p> </td> \n       <td> <p>(15.8\u201330.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>15.1</p> </td> \n       <td> <p>(12.0\u201318.7)</p> </td> \n       <td> <p>29.1</p> </td> \n       <td> <p>(18.4\u201342.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Idaho</p> </td> \n       <td> <p><b>14.1</b></p> </td> \n       <td> <p><b>(11.3\u201317.5)</b></p> </td> \n       <td> <p>13.2</p> </td> \n       <td> <p>(6.8\u201324.0)</p> </td> \n       <td> <p>18.1</p> </td> \n       <td> <p>(13.3\u201324.1)</p> </td> \n       <td> <p>9.9</p> </td> \n       <td> <p>(7.3\u201313.3)</p> </td> \n       <td> <p>14.6</p> </td> \n       <td> <p>(11.5\u201318.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>5.6</p> </td> \n       <td> <p>(2.4\u201312.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>19.2</b></p> </td> \n       <td> <p><b>(16.4\u201322.4)</b></p> </td> \n       <td> <p>18.7</p> </td> \n       <td> <p>(12.4\u201327.3)</p> </td> \n       <td> <p>22.6</p> </td> \n       <td> <p>(17.9\u201328.3)</p> </td> \n       <td> <p>16.4</p> </td> \n       <td> <p>(13.1\u201320.4)</p> </td> \n       <td> <p>22.7</p> </td> \n       <td> <p>(19.0\u201326.8)</p> </td> \n       <td> <p>15.8</p> </td> \n       <td> <p>(9.8\u201324.5)</p> </td> \n       <td> <p>16.3<span>**</span></p> </td> \n       <td> <p>(8.4\u201329.5)</p> </td> \n       <td> <p>10.9</p> </td> \n       <td> <p>(5.6\u201320.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Indiana</p> </td> \n       <td> <p><b>27.0</b></p> </td> \n       <td> <p><b>(23.9\u201330.2)</b></p> </td> \n       <td> <p>21.9</p> </td> \n       <td> <p>(14.9\u201331.0)</p> </td> \n       <td> <p>31.9</p> </td> \n       <td> <p>(27.2\u201337.1)</p> </td> \n       <td> <p>25.7</p> </td> \n       <td> <p>(22.2\u201329.6)</p> </td> \n       <td> <p>27.7</p> </td> \n       <td> <p>(24.4\u201331.4)</p> </td> \n       <td> <p>27.7</p> </td> \n       <td> <p>(18.5\u201339.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>14.8</p> </td> \n       <td> <p>(7.3\u201327.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Iowa</p> </td> \n       <td> <p><b>19.3</b></p> </td> \n       <td> <p><b>(16.1\u201323.0)</b></p> </td> \n       <td> <p>17.1</p> </td> \n       <td> <p>(9.8\u201327.9)</p> </td> \n       <td> <p>24.2</p> </td> \n       <td> <p>(19.4\u201329.8)</p> </td> \n       <td> <p>16.6</p> </td> \n       <td> <p>(13.0\u201320.9)</p> </td> \n       <td> <p>19.7</p> </td> \n       <td> <p>(16.4\u201323.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kansas</p> </td> \n       <td> <p><b>20.2</b></p> </td> \n       <td> <p><b>(18.3\u201322.2)</b></p> </td> \n       <td> <p>20.3</p> </td> \n       <td> <p>(15.3\u201326.4)</p> </td> \n       <td> <p>22.0</p> </td> \n       <td> <p>(19.2\u201325.1)</p> </td> \n       <td> <p>18.3</p> </td> \n       <td> <p>(16.4\u201320.5)</p> </td> \n       <td> <p>19.6</p> </td> \n       <td> <p>(17.6\u201321.7)</p> </td> \n       <td> <p>31.5</p> </td> \n       <td> <p>(21.7\u201343.2)</p> </td> \n       <td> <p>27.5</p> </td> \n       <td> <p>(18.2\u201339.3)</p> </td> \n       <td> <p>13.3</p> </td> \n       <td> <p>(8.2\u201320.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kentucky</p> </td> \n       <td> <p><b>30.5</b></p> </td> \n       <td> <p><b>(27.0\u201334.4)</b></p> </td> \n       <td> <p>37.0</p> </td> \n       <td> <p>(25.6\u201350.1)</p> </td> \n       <td> <p>30.4</p> </td> \n       <td> <p>(25.0\u201336.4)</p> </td> \n       <td> <p>28.3</p> </td> \n       <td> <p>(23.9\u201333.1)</p> </td> \n       <td> <p>31.1</p> </td> \n       <td> <p>(27.3\u201335.1)</p> </td> \n       <td> <p>21.1</p> </td> \n       <td> <p>(10.6\u201337.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Louisiana</p> </td> \n       <td> <p><b>22.3</b></p> </td> \n       <td> <p><b>(19.8\u201325.1)</b></p> </td> \n       <td> <p>19.8</p> </td> \n       <td> <p>(13.9\u201327.3)</p> </td> \n       <td> <p>25.7</p> </td> \n       <td> <p>(21.1\u201330.8)</p> </td> \n       <td> <p>20.6</p> </td> \n       <td> <p>(17.3\u201324.2)</p> </td> \n       <td> <p>27.3</p> </td> \n       <td> <p>(23.9\u201331.1)</p> </td> \n       <td> <p>12.1</p> </td> \n       <td> <p>(8.8\u201316.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>20.1</b></p> </td> \n       <td> <p><b>(17.4\u201323.2)</b></p> </td> \n       <td> <p>17.5</p> </td> \n       <td> <p>(10.9\u201326.9)</p> </td> \n       <td> <p>22.2</p> </td> \n       <td> <p>(17.7\u201327.4)</p> </td> \n       <td> <p>20.1</p> </td> \n       <td> <p>(17.0\u201323.7)</p> </td> \n       <td> <p>19.8</p> </td> \n       <td> <p>(17.1\u201322.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>15.0</b></p> </td> \n       <td> <p><b>(12.7\u201317.7)</b></p> </td> \n       <td> <p>16.2</p> </td> \n       <td> <p>(10.3\u201324.5)</p> </td> \n       <td> <p>15.3</p> </td> \n       <td> <p>(11.8\u201319.5)</p> </td> \n       <td> <p>14.2</p> </td> \n       <td> <p>(11.4\u201317.6)</p> </td> \n       <td> <p>18.6</p> </td> \n       <td> <p>(15.3\u201322.4)</p> </td> \n       <td> <p>13.0</p> </td> \n       <td> <p>(8.9\u201318.5)</p> </td> \n       <td> <p>15.3</p> </td> \n       <td> <p>(8.0\u201327.2)</p> </td> \n       <td> <p>3.1</p> </td> \n       <td> <p>(1.0\u2013 9.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>17.2</b></p> </td> \n       <td> <p><b>(14.9\u201319.7)</b></p> </td> \n       <td> <p>20.6</p> </td> \n       <td> <p>(14.5\u201328.4)</p> </td> \n       <td> <p>15.5</p> </td> \n       <td> <p>(12.3\u201319.3)</p> </td> \n       <td> <p>16.4</p> </td> \n       <td> <p>(13.9\u201319.3)</p> </td> \n       <td> <p>17.5</p> </td> \n       <td> <p>(14.8\u201320.5)</p> </td> \n       <td> <p>19.5</p> </td> \n       <td> <p>(12.5\u201329.1)</p> </td> \n       <td> <p>8.2</p> </td> \n       <td> <p>(5.1\u201313.1)</p> </td> \n       <td> <p>16.9</p> </td> \n       <td> <p>(11.6\u201324.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>21.2</b></p> </td> \n       <td> <p><b>(18.6\u201324.2)</b></p> </td> \n       <td> <p>16.4</p> </td> \n       <td> <p>(11.3\u201323.4)</p> </td> \n       <td> <p>26.2</p> </td> \n       <td> <p>(21.3\u201331.9)</p> </td> \n       <td> <p>19.6</p> </td> \n       <td> <p>(16.4\u201323.2)</p> </td> \n       <td> <p>21.6</p> </td> \n       <td> <p>(18.6\u201324.9)</p> </td> \n       <td> <p>21.0</p> </td> \n       <td> <p>(14.9\u201328.8)</p> </td> \n       <td> <p>15.5</p> </td> \n       <td> <p>(6.5\u201332.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>19.1</b></p> </td> \n       <td> <p><b>(15.7\u201323.0)</b></p> </td> \n       <td> <p>22.0</p> </td> \n       <td> <p>(13.4\u201333.9)</p> </td> \n       <td> <p>19.8</p> </td> \n       <td> <p>(15.0\u201325.6)</p> </td> \n       <td> <p>16.5</p> </td> \n       <td> <p>(13.2\u201320.5)</p> </td> \n       <td> <p>18.5</p> </td> \n       <td> <p>(15.1\u201322.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>22.2</b></p> </td> \n       <td> <p><b>(19.6\u201325.2)</b></p> </td> \n       <td> <p>19.2</p> </td> \n       <td> <p>(13.1\u201327.4)</p> </td> \n       <td> <p>25.4</p> </td> \n       <td> <p>(21.1\u201330.2)</p> </td> \n       <td> <p>20.0</p> </td> \n       <td> <p>(16.8\u201323.8)</p> </td> \n       <td> <p>26.8</p> </td> \n       <td> <p>(23.0\u201331.0)</p> </td> \n       <td> <p>15.9</p> </td> \n       <td> <p>(12.6\u201320.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>24.8</b></p> </td> \n       <td> <p><b>(20.6\u201329.6)</b></p> </td> \n       <td> <p>29.7</p> </td> \n       <td> <p>(17.8\u201345.3)</p> </td> \n       <td> <p>27.4</p> </td> \n       <td> <p>(21.1\u201334.9)</p> </td> \n       <td> <p>19.5</p> </td> \n       <td> <p>(15.2\u201324.7)</p> </td> \n       <td> <p>25.3</p> </td> \n       <td> <p>(20.7\u201330.6)</p> </td> \n       <td> <p>16.2</p> </td> \n       <td> <p>(8.7\u201328.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Montana</p> </td> \n       <td> <p><b>21.3</b></p> </td> \n       <td> <p><b>(17.9\u201325.3)</b></p> </td> \n       <td> <p>22.3</p> </td> \n       <td> <p>(13.7\u201334.1)</p> </td> \n       <td> <p>22.9</p> </td> \n       <td> <p>(17.7\u201329.0)</p> </td> \n       <td> <p>19.3</p> </td> \n       <td> <p>(15.5\u201323.7)</p> </td> \n       <td> <p>19.4</p> </td> \n       <td> <p>(15.7\u201323.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>37.6</p> </td> \n       <td> <p>(26.8\u201349.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>18.5</b></p> </td> \n       <td> <p><b>(15.3\u201322.1)</b></p> </td> \n       <td> <p>12.3</p> </td> \n       <td> <p>(6.8\u201321.3)</p> </td> \n       <td> <p>23.1</p> </td> \n       <td> <p>(17.6\u201329.6)</p> </td> \n       <td> <p>16.1</p> </td> \n       <td> <p>(12.6\u201320.3)</p> </td> \n       <td> <p>18.2</p> </td> \n       <td> <p>(14.8\u201322.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>56.7</p> </td> \n       <td> <p>(37.1\u201374.5)</p> </td> \n       <td> <p>6.9</p> </td> \n       <td> <p>(2.9\u201315.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nevada</p> </td> \n       <td> <p><b>22.3</b></p> </td> \n       <td> <p><b>(17.3\u201328.2)</b></p> </td> \n       <td> <p>18.7<span>**</span></p> </td> \n       <td> <p>(10.5\u201331.1)</p> </td> \n       <td> <p>21.6</p> </td> \n       <td> <p>(13.5\u201332.9)</p> </td> \n       <td> <p>24.6</p> </td> \n       <td> <p>(17.9\u201332.8)</p> </td> \n       <td> <p>26.7</p> </td> \n       <td> <p>(19.9\u201334.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>22.2<span>**</span></p> </td> \n       <td> <p>(9.0\u201345.1)</p> </td> \n       <td> <p>13.1</p> </td> \n       <td> <p>(6.9\u201323.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Hampshire</p> </td> \n       <td> <p><b>17.7</b></p> </td> \n       <td> <p><b>(14.5\u201321.5)</b></p> </td> \n       <td> <p>26.4</p> </td> \n       <td> <p>(15.9\u201340.4)</p> </td> \n       <td> <p>12.9</p> </td> \n       <td> <p>(9.0\u201318.1)</p> </td> \n       <td> <p>17.8</p> </td> \n       <td> <p>(14.3\u201322.0)</p> </td> \n       <td> <p>17.1</p> </td> \n       <td> <p>(14.1\u201320.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>15.5</b></p> </td> \n       <td> <p><b>(13.4\u201317.9)</b></p> </td> \n       <td> <p>14.2</p> </td> \n       <td> <p>(8.7\u201322.4)</p> </td> \n       <td> <p>16.7</p> </td> \n       <td> <p>(13.5\u201320.4)</p> </td> \n       <td> <p>15.3</p> </td> \n       <td> <p>(13.0\u201317.9)</p> </td> \n       <td> <p>18.5</p> </td> \n       <td> <p>(15.7\u201321.8)</p> </td> \n       <td> <p>13.3</p> </td> \n       <td> <p>(8.7\u201319.8)</p> </td> \n       <td> <p>8.1</p> </td> \n       <td> <p>(2.8\u201320.9)</p> </td> \n       <td> <p>11.9</p> </td> \n       <td> <p>(8.3\u201316.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Mexico</p> </td> \n       <td> <p><b>17.1</b></p> </td> \n       <td> <p><b>(14.2\u201320.5)</b></p> </td> \n       <td> <p>17.6</p> </td> \n       <td> <p>(10.5\u201327.9)</p> </td> \n       <td> <p>19.6</p> </td> \n       <td> <p>(15.2\u201325.0)</p> </td> \n       <td> <p>14.3</p> </td> \n       <td> <p>(11.4\u201317.7)</p> </td> \n       <td> <p>18.8</p> </td> \n       <td> <p>(14.2\u201324.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>13.4</p> </td> \n       <td> <p>(7.4\u201322.9)</p> </td> \n       <td> <p>15.8</p> </td> \n       <td> <p>(11.8\u201320.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New York</p> </td> \n       <td> <p><b>20.7</b></p> </td> \n       <td> <p><b>(17.8\u201323.9)</b></p> </td> \n       <td> <p>21.7</p> </td> \n       <td> <p>(14.6\u201330.9)</p> </td> \n       <td> <p>21.8</p> </td> \n       <td> <p>(17.4\u201327.0)</p> </td> \n       <td> <p>19.0</p> </td> \n       <td> <p>(15.5\u201323.0)</p> </td> \n       <td> <p>25.4</p> </td> \n       <td> <p>(21.4\u201329.8)</p> </td> \n       <td> <p>15.7</p> </td> \n       <td> <p>(9.5\u201324.8)</p> </td> \n       <td> <p>14.5</p> </td> \n       <td> <p>(7.9\u201325.2)</p> </td> \n       <td> <p>13.8</p> </td> \n       <td> <p>(8.5\u201321.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Carolina</p> </td> \n       <td> <p><b>20.5</b></p> </td> \n       <td> <p><b>(18.0\u201323.3)</b></p> </td> \n       <td> <p>19.4</p> </td> \n       <td> <p>(13.0\u201327.8)</p> </td> \n       <td> <p>24.0</p> </td> \n       <td> <p>(19.9\u201328.6)</p> </td> \n       <td> <p>18.3</p> </td> \n       <td> <p>(15.4\u201321.5)</p> </td> \n       <td> <p>22.1</p> </td> \n       <td> <p>(19.0\u201325.5)</p> </td> \n       <td> <p>22.1</p> </td> \n       <td> <p>(16.0\u201329.7)</p> </td> \n       <td> <p>19.3</p> </td> \n       <td> <p>(11.7\u201330.3)</p> </td> \n       <td> <p>6.9</p> </td> \n       <td> <p>(3.8\u201312.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Dakota</p> </td> \n       <td> <p><b>23.1</b></p> </td> \n       <td> <p><b>(19.2\u201327.5)</b></p> </td> \n       <td> <p>20.2</p> </td> \n       <td> <p>(12.3\u201331.3)</p> </td> \n       <td> <p>28.2</p> </td> \n       <td> <p>(22.3\u201334.9)</p> </td> \n       <td> <p>21.2</p> </td> \n       <td> <p>(17.0\u201326.2)</p> </td> \n       <td> <p>17.9</p> </td> \n       <td> <p>(14.4\u201322.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>48.4<span>**</span></p> </td> \n       <td> <p>(32.2\u201364.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>24.5</b></p> </td> \n       <td> <p><b>(21.6\u201327.6)</b></p> </td> \n       <td> <p>27.8</p> </td> \n       <td> <p>(19.5\u201338.0)</p> </td> \n       <td> <p>23.9</p> </td> \n       <td> <p>(19.3\u201329.2)</p> </td> \n       <td> <p>23.7</p> </td> \n       <td> <p>(20.4\u201327.4)</p> </td> \n       <td> <p>25.6</p> </td> \n       <td> <p>(22.4\u201329.1)</p> </td> \n       <td> <p>15.8</p> </td> \n       <td> <p>(10.7\u201322.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>27.8</b></p> </td> \n       <td> <p><b>(25.0\u201330.7)</b></p> </td> \n       <td> <p>26.8</p> </td> \n       <td> <p>(19.3\u201335.9)</p> </td> \n       <td> <p>29.7</p> </td> \n       <td> <p>(25.4\u201334.4)</p> </td> \n       <td> <p>26.0</p> </td> \n       <td> <p>(22.5\u201329.9)</p> </td> \n       <td> <p>29.5</p> </td> \n       <td> <p>(26.1\u201333.2)</p> </td> \n       <td> <p>30.2</p> </td> \n       <td> <p>(21.0\u201341.3)</p> </td> \n       <td> <p>32.6</p> </td> \n       <td> <p>(25.5\u201340.5)</p> </td> \n       <td> <p>6.1</p> </td> \n       <td> <p>(3.3\u201311.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>20.4</b></p> </td> \n       <td> <p><b>(16.4\u201325.2)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>22.9</p> </td> \n       <td> <p>(16.8\u201330.5)</p> </td> \n       <td> <p>15.2</p> </td> \n       <td> <p>(11.0\u201320.7)</p> </td> \n       <td> <p>20.6</p> </td> \n       <td> <p>(15.9\u201326.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>27.1</p> </td> \n       <td> <p>(16.5\u201341.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>23.3</b></p> </td> \n       <td> <p><b>(20.4\u201326.6)</b></p> </td> \n       <td> <p>24.1</p> </td> \n       <td> <p>(17.0\u201332.9)</p> </td> \n       <td> <p>23.6</p> </td> \n       <td> <p>(18.9\u201329.0)</p> </td> \n       <td> <p>22.6</p> </td> \n       <td> <p>(19.1\u201326.6)</p> </td> \n       <td> <p>23.9</p> </td> \n       <td> <p>(20.6\u201327.6)</p> </td> \n       <td> <p>32.1</p> </td> \n       <td> <p>(20.9\u201345.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>13.0<span>**</span></p> </td> \n       <td> <p>(6.2\u201325.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>17.5</b></p> </td> \n       <td> <p><b>(14.5\u201321.0)</b></p> </td> \n       <td> <p>14.9</p> </td> \n       <td> <p>(8.2\u201325.4)</p> </td> \n       <td> <p>21.1</p> </td> \n       <td> <p>(16.3\u201327.0)</p> </td> \n       <td> <p>16.4</p> </td> \n       <td> <p>(13.3\u201320.0)</p> </td> \n       <td> <p>19.3</p> </td> \n       <td> <p>(15.7\u201323.5)</p> </td> \n       <td> <p>17.9<span>**</span></p> </td> \n       <td> <p>(6.4\u201341.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>7.6</p> </td> \n       <td> <p>(3.7\u201315.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Carolina</p> </td> \n       <td> <p><b>22.8</b></p> </td> \n       <td> <p><b>(19.6\u201326.4)</b></p> </td> \n       <td> <p>21.1</p> </td> \n       <td> <p>(12.8\u201332.9)</p> </td> \n       <td> <p>21.6</p> </td> \n       <td> <p>(16.6\u201327.6)</p> </td> \n       <td> <p>24.5</p> </td> \n       <td> <p>(20.2\u201329.3)</p> </td> \n       <td> <p>26.1</p> </td> \n       <td> <p>(21.7\u201331.0)</p> </td> \n       <td> <p>13.3</p> </td> \n       <td> <p>(9.8\u201318.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Dakota</p> </td> \n       <td> <p><b>22.9</b></p> </td> \n       <td> <p><b>(19.2\u201327.0)</b></p> </td> \n       <td> <p>23.0</p> </td> \n       <td> <p>(14.3\u201334.9)</p> </td> \n       <td> <p>22.9</p> </td> \n       <td> <p>(17.8\u201328.9)</p> </td> \n       <td> <p>22.7</p> </td> \n       <td> <p>(18.5\u201327.5)</p> </td> \n       <td> <p>18.6</p> </td> \n       <td> <p>(15.1\u201322.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>54.0</p> </td> \n       <td> <p>(42.2\u201365.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>24.7</b></p> </td> \n       <td> <p><b>(21.1\u201328.7)</b></p> </td> \n       <td> <p>21.9</p> </td> \n       <td> <p>(12.1\u201336.4)</p> </td> \n       <td> <p>25.2</p> </td> \n       <td> <p>(19.2\u201332.3)</p> </td> \n       <td> <p>24.9</p> </td> \n       <td> <p>(20.1\u201330.3)</p> </td> \n       <td> <p>27.1</p> </td> \n       <td> <p>(23.0\u201331.6)</p> </td> \n       <td> <p>18.1</p> </td> \n       <td> <p>(10.6\u201329.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>14.5</b></p> </td> \n       <td> <p><b>(12.4\u201316.8)</b></p> </td> \n       <td> <p>13.9</p> </td> \n       <td> <p>(8.9\u201321.0)</p> </td> \n       <td> <p>17.8</p> </td> \n       <td> <p>(14.1\u201322.3)</p> </td> \n       <td> <p>11.7</p> </td> \n       <td> <p>(9.4\u201314.5)</p> </td> \n       <td> <p>22.3</p> </td> \n       <td> <p>(18.6\u201326.6)</p> </td> \n       <td> <p>11.2</p> </td> \n       <td> <p>(7.1\u201317.2)</p> </td> \n       <td> <p>12.7</p> </td> \n       <td> <p>(5.5\u201326.8)</p> </td> \n       <td> <p>7.4</p> </td> \n       <td> <p>(5.1\u201310.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>8.3</b></p> </td> \n       <td> <p><b>(6.8\u201310.1)</b></p> </td> \n       <td> <p>6.7</p> </td> \n       <td> <p>(3.7\u201311.9)</p> </td> \n       <td> <p>10.1</p> </td> \n       <td> <p>(7.9\u201313.0)</p> </td> \n       <td> <p>7.5</p> </td> \n       <td> <p>(5.8\u2013 9.7)</p> </td> \n       <td> <p>8.7</p> </td> \n       <td> <p>(7.0\u201310.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>9.9</p> </td> \n       <td> <p>(4.0\u201322.4)</p> </td> \n       <td> <p>4.0</p> </td> \n       <td> <p>(1.7\u2013 9.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>20.9</b></p> </td> \n       <td> <p><b>(17.6\u201324.6)</b></p> </td> \n       <td> <p>23.1</p> </td> \n       <td> <p>(14.8\u201334.3)</p> </td> \n       <td> <p>24.4</p> </td> \n       <td> <p>(19.3\u201330.3)</p> </td> \n       <td> <p>16.8</p> </td> \n       <td> <p>(13.7\u201320.3)</p> </td> \n       <td> <p>20.8</p> </td> \n       <td> <p>(17.5\u201324.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Virginia</p> </td> \n       <td> <p><b>17.0</b></p> </td> \n       <td> <p><b>(13.8\u201320.9)</b></p> </td> \n       <td> <p>8.9<span>**</span></p> </td> \n       <td> <p>(4.2\u201317.8)</p> </td> \n       <td> <p>23.3</p> </td> \n       <td> <p>(17.4\u201330.6)</p> </td> \n       <td> <p>16.8</p> </td> \n       <td> <p>(12.8\u201321.7)</p> </td> \n       <td> <p>18.4</p> </td> \n       <td> <p>(14.4\u201323.1)</p> </td> \n       <td> <p>14.4</p> </td> \n       <td> <p>(8.3\u201323.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>16.4</b></p> </td> \n       <td> <p><b>(14.7\u201318.3)</b></p> </td> \n       <td> <p>15.5</p> </td> \n       <td> <p>(11.2\u201321.0)</p> </td> \n       <td> <p>18.4</p> </td> \n       <td> <p>(15.7\u201321.5)</p> </td> \n       <td> <p>15.1</p> </td> \n       <td> <p>(13.1\u201317.4)</p> </td> \n       <td> <p>18.5</p> </td> \n       <td> <p>(16.5\u201320.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>14.8</p> </td> \n       <td> <p>(9.5\u201322.3)</p> </td> \n       <td> <p>7.3</p> </td> \n       <td> <p>(4.4\u201311.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>30.9</b></p> </td> \n       <td> <p><b>(27.2\u201334.8)</b></p> </td> \n       <td> <p>31.7</p> </td> \n       <td> <p>(22.5\u201342.6)</p> </td> \n       <td> <p>33.5</p> </td> \n       <td> <p>(28.1\u201339.4)</p> </td> \n       <td> <p>28.0</p> </td> \n       <td> <p>(23.4\u201333.2)</p> </td> \n       <td> <p>31.2</p> </td> \n       <td> <p>(27.4\u201335.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>23.6</b></p> </td> \n       <td> <p><b>(19.2\u201328.5)</b></p> </td> \n       <td> <p>14.5</p> </td> \n       <td> <p>(7.1\u201327.4)</p> </td> \n       <td> <p>32.3</p> </td> \n       <td> <p>(24.2\u201341.6)</p> </td> \n       <td> <p>21.8</p> </td> \n       <td> <p>(16.8\u201327.8)</p> </td> \n       <td> <p>24.5</p> </td> \n       <td> <p>(19.6\u201330.0)</p> </td> \n       <td> <p>25.4</p> </td> \n       <td> <p>(12.6\u201344.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>24.3</b></p> </td> \n       <td> <p><b>(20.6\u201328.6)</b></p> </td> \n       <td> <p>29.6</p> </td> \n       <td> <p>(19.3\u201342.6)</p> </td> \n       <td> <p>22.5</p> </td> \n       <td> <p>(18.0\u201327.8)</p> </td> \n       <td> <p>22.3</p> </td> \n       <td> <p>(18.1\u201327.2)</p> </td> \n       <td> <p>23.5</p> </td> \n       <td> <p>(19.5\u201328.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>29.5</p> </td> \n       <td> <p>(17.7\u201345.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total</b><span>\u2020\u2020</span></p> </td> \n       <td> <p><b>18.7</b></p> </td> \n       <td> <p><b>(18.2\u201319.3)</b></p> </td> \n       <td> <p><b>18.7</b></p> </td> \n       <td> <p><b>(17.3\u201320.3)</b></p> </td> \n       <td> <p><b>20.4</b></p> </td> \n       <td> <p><b>(19.6\u201321.3)</b></p> </td> \n       <td> <p><b>17.2</b></p> </td> \n       <td> <p><b>(16.5\u201317.9)</b></p> </td> \n       <td> <p><b>22.0</b></p> </td> \n       <td> <p><b>(21.3\u201322.7)</b></p> </td> \n       <td> <p><b>15.7</b></p> </td> \n       <td> <p><b>(14.3\u201317.3)</b></p> </td> \n       <td> <p><b>16.9</b></p> </td> \n       <td> <p><b>(15.0\u201319.0)</b></p> </td> \n       <td> <p><b>9.8</b></p> </td> \n       <td> <p><b>(8.6\u201311.2)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>20.1</b></p> </td> \n       <td colspan=\"2\"> <p>20.6</p> </td> \n       <td colspan=\"2\"> <p>22.2</p> </td> \n       <td colspan=\"2\"> <p>18.3</p> </td> \n       <td colspan=\"2\"> <p>20.8</p> </td> \n       <td colspan=\"2\"> <p>16.0</p> </td> \n       <td colspan=\"2\"> <p>16.5</p> </td> \n       <td colspan=\"2\"> <p>12.3</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>8.3</b></p> </td> \n       <td colspan=\"2\"> <p>6.7</p> </td> \n       <td colspan=\"2\"> <p>10.1</p> </td> \n       <td colspan=\"2\"> <p>7.5</p> </td> \n       <td colspan=\"2\"> <p>8.7</p> </td> \n       <td colspan=\"2\"> <p>9.5</p> </td> \n       <td colspan=\"2\"> <p>7.8</p> </td> \n       <td colspan=\"2\"> <p>2.8</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>30.9</b></p> </td> \n       <td colspan=\"2\"> <p>37.0</p> </td> \n       <td colspan=\"2\"> <p>33.5</p> </td> \n       <td colspan=\"2\"> <p>28.3</p> </td> \n       <td colspan=\"2\"> <p>31.2</p> </td> \n       <td colspan=\"2\"> <p>32.1</p> </td> \n       <td colspan=\"2\"> <p>56.7</p> </td> \n       <td colspan=\"2\"> <p>29.5</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;50 respondents).</p> <p> * Current smoking was defined as smoking \u2265100 cigarettes in a lifetime and currently smoking cigarettes every day or some days at the time of the interview. </p> <p><span> \u2020 </span>White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other.</p> <p><span> \u00a7 </span>Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p><span> \u00b6 </span>95% confidence interval.</p> <p> ** Represents 50\u201359 respondents; might not be reliable.</p> <p><span> \u2020\u2020 </span>Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab18\" href=\"http://www.cdc.gov\"></a>TABLE 18. Estimated prevalence of women aged 18\u201344 years having a live birth who reported smoking cigarettes during the 3 months before pregnancy,* overall and by age group and race/ethnicity \u2014 Pregnancy Risk Assessment Monitoring System, United States, 29 reporting areas, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity</b><span>\u2020</span></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u00a7</span></p> </td> \n       <td> <p><b>CI</b><span>\u00b6</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>32.2</b></p> </td> \n       <td> <p><b>(29.2\u201335.3)</b></p> </td> \n       <td> <p>43.6</p> </td> \n       <td> <p>(38.0\u201349.3)</p> </td> \n       <td> <p>25.5</p> </td> \n       <td> <p>(21.8\u201329.6)</p> </td> \n       <td> <p>27.8</p> </td> \n       <td> <p>(19.3\u201338.2)</p> </td> \n       <td> <p>24.8</p> </td> \n       <td> <p>(20.8\u201329.3)</p> </td> \n       <td> <p>24.6**</p> </td> \n       <td> <p>(9.6\u201350.0)</p> </td> \n       <td> <p>49.4</p> </td> \n       <td> <p>(44.5\u201354.3)</p> </td> \n       <td> <p>20.9</p> </td> \n       <td> <p>(10.6\u201337.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>32.0</b></p> </td> \n       <td> <p><b>(28.5\u201335.7)</b></p> </td> \n       <td> <p>36.1</p> </td> \n       <td> <p>(30.3\u201342.3)</p> </td> \n       <td> <p>31.0</p> </td> \n       <td> <p>(26.2\u201336.3)</p> </td> \n       <td> <p>20.3</p> </td> \n       <td> <p>(11.8\u201332.5)</p> </td> \n       <td> <p>36.2</p> </td> \n       <td> <p>(31.9\u201340.7)</p> </td> \n       <td> <p>30.0</p> </td> \n       <td> <p>(21.8\u201339.6)</p> </td> \n       <td> <p>31.7**</p> </td> \n       <td> <p>(13.4\u201358.2)</p> </td> \n       <td> <p>8.8</p> </td> \n       <td> <p>(3.7\u201319.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>22.6</b></p> </td> \n       <td> <p><b>(20.1\u201325.3)</b></p> </td> \n       <td> <p>38.3</p> </td> \n       <td> <p>(32.5\u201344.4)</p> </td> \n       <td> <p>18.9</p> </td> \n       <td> <p>(15.9\u201322.2)</p> </td> \n       <td> <p>9.2</p> </td> \n       <td> <p>(5.7\u201314.6)</p> </td> \n       <td> <p>25.7</p> </td> \n       <td> <p>(22.5\u201329.1)</p> </td> \n       <td> <p>28.1**</p> </td> \n       <td> <p>(11.4\u201354.3)</p> </td> \n       <td> <p>24.0</p> </td> \n       <td> <p>(14.8\u201336.5)</p> </td> \n       <td> <p>15.3</p> </td> \n       <td> <p>(11.4\u201320.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>28.9</b></p> </td> \n       <td> <p><b>(26.2\u201331.7)</b></p> </td> \n       <td> <p>39.5</p> </td> \n       <td> <p>(34.3\u201345.0)</p> </td> \n       <td> <p>25.7</p> </td> \n       <td> <p>(22.2\u201329.5)</p> </td> \n       <td> <p>19.9</p> </td> \n       <td> <p>(14.7\u201326.4)</p> </td> \n       <td> <p>35.1</p> </td> \n       <td> <p>(31.4\u201339.1)</p> </td> \n       <td> <p>27.0</p> </td> \n       <td> <p>(21.8\u201333.0)</p> </td> \n       <td> <p>16.2</p> </td> \n       <td> <p>(8.8\u201327.9)</p> </td> \n       <td> <p>13.2</p> </td> \n       <td> <p>(8.6\u201319.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>20.2</b></p> </td> \n       <td> <p><b>(16.4\u201324.5)</b></p> </td> \n       <td> <p>29.5</p> </td> \n       <td> <p>(22.6\u201337.6)</p> </td> \n       <td> <p>15.4</p> </td> \n       <td> <p>(11.0\u201321.2)</p> </td> \n       <td> <p>8.0</p> </td> \n       <td> <p>(3.2\u201318.6)</p> </td> \n       <td> <p>29.8</p> </td> \n       <td> <p>(23.4\u201337.2)</p> </td> \n       <td> <p>18.1</p> </td> \n       <td> <p>(12.3\u201326.0)</p> </td> \n       <td> <p>1.8**</p> </td> \n       <td> <p>(0.6\u2013 5.5)</p> </td> \n       <td> <p>8.0</p> </td> \n       <td> <p>(3.5\u201317.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>22.4</b></p> </td> \n       <td> <p><b>(19.9\u201325.2)</b></p> </td> \n       <td> <p>29.2</p> </td> \n       <td> <p>(24.2\u201334.7)</p> </td> \n       <td> <p>21.1</p> </td> \n       <td> <p>(17.8\u201324.9)</p> </td> \n       <td> <p>13.8</p> </td> \n       <td> <p>(9.5\u201319.7)</p> </td> \n       <td> <p>21.5</p> </td> \n       <td> <p>(16.3\u201327.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>22.0</p> </td> \n       <td> <p>(18.8\u201325.6)</p> </td> \n       <td> <p>25.7</p> </td> \n       <td> <p>(19.7\u201332.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>21.3</b></p> </td> \n       <td> <p><b>(19.1\u201323.6)</b></p> </td> \n       <td> <p>31.2</p> </td> \n       <td> <p>(26.6\u201336.3)</p> </td> \n       <td> <p>20.0</p> </td> \n       <td> <p>(17.3\u201323.0)</p> </td> \n       <td> <p>8.7</p> </td> \n       <td> <p>(5.6\u201313.3)</p> </td> \n       <td> <p>28.6</p> </td> \n       <td> <p>(25.4\u201331.9)</p> </td> \n       <td> <p>21.2</p> </td> \n       <td> <p>(15.6\u201328.2)</p> </td> \n       <td> <p>6.9</p> </td> \n       <td> <p>(3.0\u201315.0)</p> </td> \n       <td> <p>9.1</p> </td> \n       <td> <p>(6.4\u201312.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>36.6</b></p> </td> \n       <td> <p><b>(33.3\u201340.1)</b></p> </td> \n       <td> <p>51.5</p> </td> \n       <td> <p>(45.1\u201358.0)</p> </td> \n       <td> <p>33.3</p> </td> \n       <td> <p>(29.1\u201337.8)</p> </td> \n       <td> <p>15.2</p> </td> \n       <td> <p>(9.7\u201323.1)</p> </td> \n       <td> <p>37.0</p> </td> \n       <td> <p>(33.6\u201340.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>16.7</b></p> </td> \n       <td> <p><b>(14.0\u201319.8)</b></p> </td> \n       <td> <p>25.4</p> </td> \n       <td> <p>(18.8\u201333.4)</p> </td> \n       <td> <p>14.2</p> </td> \n       <td> <p>(10.9\u201318.4)</p> </td> \n       <td> <p>12.4</p> </td> \n       <td> <p>(9.9\u201315.5)</p> </td> \n       <td> <p>21.0</p> </td> \n       <td> <p>(16.8\u201325.8)</p> </td> \n       <td> <p>17.0</p> </td> \n       <td> <p>(12.3\u201322.9)</p> </td> \n       <td> <p>14.2</p> </td> \n       <td> <p>(6.5\u201328.3)</p> </td> \n       <td> <p>1.9</p> </td> \n       <td> <p>(0.4\u2013 7.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>22.4</b></p> </td> \n       <td> <p><b>(19.3\u201325.8)</b></p> </td> \n       <td> <p>35.0</p> </td> \n       <td> <p>(28.0\u201342.7)</p> </td> \n       <td> <p>20.8</p> </td> \n       <td> <p>(16.9\u201325.2)</p> </td> \n       <td> <p>11.1</p> </td> \n       <td> <p>(6.7\u201318.0)</p> </td> \n       <td> <p>26.0</p> </td> \n       <td> <p>(21.7\u201330.9)</p> </td> \n       <td> <p>14.6</p> </td> \n       <td> <p>(10.9\u201319.3)</p> </td> \n       <td> <p>6.8</p> </td> \n       <td> <p>(4.3\u201310.5)</p> </td> \n       <td> <p>20.3</p> </td> \n       <td> <p>(16.3\u201324.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>33.1</b></p> </td> \n       <td> <p><b>(30.3\u201336.0)</b></p> </td> \n       <td> <p>46.3</p> </td> \n       <td> <p>(41.1\u201351.5)</p> </td> \n       <td> <p>29.6</p> </td> \n       <td> <p>(26.1\u201333.4)</p> </td> \n       <td> <p>18.5</p> </td> \n       <td> <p>(13.1\u201325.4)</p> </td> \n       <td> <p>35.1</p> </td> \n       <td> <p>(31.6\u201338.8)</p> </td> \n       <td> <p>30.6</p> </td> \n       <td> <p>(26.9\u201334.6)</p> </td> \n       <td> <p>18.0</p> </td> \n       <td> <p>(10.4\u201329.4)</p> </td> \n       <td> <p>27.9**</p> </td> \n       <td> <p>(16.4\u201343.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>26.2</b></p> </td> \n       <td> <p><b>(23.8\u201328.8)</b></p> </td> \n       <td> <p>39.1</p> </td> \n       <td> <p>(33.5\u201345.1)</p> </td> \n       <td> <p>24.1</p> </td> \n       <td> <p>(21.1\u201327.4)</p> </td> \n       <td> <p>14.0</p> </td> \n       <td> <p>(9.6\u201320.1)</p> </td> \n       <td> <p>29.4</p> </td> \n       <td> <p>(26.4\u201332.6)</p> </td> \n       <td> <p>16.6</p> </td> \n       <td> <p>(12.4\u201321.9)</p> </td> \n       <td> <p>25.5</p> </td> \n       <td> <p>(18.6\u201333.7)</p> </td> \n       <td> <p>11.8</p> </td> \n       <td> <p>(6.8\u201319.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>30.5</b></p> </td> \n       <td> <p><b>(27.5\u201333.6)</b></p> </td> \n       <td> <p>37.2</p> </td> \n       <td> <p>(32.5\u201342.1)</p> </td> \n       <td> <p>24.4</p> </td> \n       <td> <p>(20.4\u201328.8)</p> </td> \n       <td> <p>28.0</p> </td> \n       <td> <p>(18.1\u201340.7)</p> </td> \n       <td> <p>41.2</p> </td> \n       <td> <p>(36.7\u201345.9)</p> </td> \n       <td> <p>18.9</p> </td> \n       <td> <p>(15.4\u201323.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>35.6</b></p> </td> \n       <td> <p><b>(32.5\u201338.9)</b></p> </td> \n       <td> <p>49.9</p> </td> \n       <td> <p>(44.2\u201355.5)</p> </td> \n       <td> <p>31.0</p> </td> \n       <td> <p>(26.9\u201335.4)</p> </td> \n       <td> <p>10.1</p> </td> \n       <td> <p>(5.7\u201317.2)</p> </td> \n       <td> <p>35.5</p> </td> \n       <td> <p>(32.1\u201339.1)</p> </td> \n       <td> <p>40.6</p> </td> \n       <td> <p>(30.5\u201351.6)</p> </td> \n       <td> <p>20.0**</p> </td> \n       <td> <p>(8.5\u201340.1)</p> </td> \n       <td> <p>32.5**</p> </td> \n       <td> <p>(18.0\u201351.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>29.5</b></p> </td> \n       <td> <p><b>(26.9\u201332.1)</b></p> </td> \n       <td> <p>43.6</p> </td> \n       <td> <p>(38.6\u201348.8)</p> </td> \n       <td> <p>26.1</p> </td> \n       <td> <p>(22.9\u201329.5)</p> </td> \n       <td> <p>11.6</p> </td> \n       <td> <p>(7.4\u201317.8)</p> </td> \n       <td> <p>32.2</p> </td> \n       <td> <p>(28.8\u201335.7)</p> </td> \n       <td> <p>33.0</p> </td> \n       <td> <p>(27.8\u201338.6)</p> </td> \n       <td> <p>38.4</p> </td> \n       <td> <p>(33.5\u201343.5)</p> </td> \n       <td> <p>10.0</p> </td> \n       <td> <p>(7.4\u201313.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>19.1</b></p> </td> \n       <td> <p><b>(17.2\u201321.2)</b></p> </td> \n       <td> <p>24.1</p> </td> \n       <td> <p>(19.6\u201329.4)</p> </td> \n       <td> <p>18.3</p> </td> \n       <td> <p>(15.8\u201321.1)</p> </td> \n       <td> <p>16.2</p> </td> \n       <td> <p>(12.2\u201321.3)</p> </td> \n       <td> <p>26.3</p> </td> \n       <td> <p>(22.8\u201330.0)</p> </td> \n       <td> <p>25.0</p> </td> \n       <td> <p>(20.3\u201330.3)</p> </td> \n       <td> <p>4.4</p> </td> \n       <td> <p>(2.5\u2013 7.8)</p> </td> \n       <td> <p>10.5</p> </td> \n       <td> <p>(7.8\u201314.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>35.1</b></p> </td> \n       <td> <p><b>(31.7\u201338.7)</b></p> </td> \n       <td> <p>46.1</p> </td> \n       <td> <p>(39.8\u201352.6)</p> </td> \n       <td> <p>31.6</p> </td> \n       <td> <p>(27.2\u201336.4)</p> </td> \n       <td> <p>21.5</p> </td> \n       <td> <p>(13.9\u201331.7)</p> </td> \n       <td> <p>37.3</p> </td> \n       <td> <p>(33.1\u201341.6)</p> </td> \n       <td> <p>28.6</p> </td> \n       <td> <p>(24.0\u201333.6)</p> </td> \n       <td> <p>19.8**</p> </td> \n       <td> <p>(8.1\u201340.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>34.8</b></p> </td> \n       <td> <p><b>(31.3\u201338.5)</b></p> </td> \n       <td> <p>42.1</p> </td> \n       <td> <p>(36.4\u201348.1)</p> </td> \n       <td> <p>30.0</p> </td> \n       <td> <p>(25.4\u201335.1)</p> </td> \n       <td> <p>28.0</p> </td> \n       <td> <p>(17.8\u201341.0)</p> </td> \n       <td> <p>37.0</p> </td> \n       <td> <p>(32.6\u201341.7)</p> </td> \n       <td> <p>31.1</p> </td> \n       <td> <p>(19.7\u201345.2)</p> </td> \n       <td> <p>43.6</p> </td> \n       <td> <p>(34.5\u201353.1)</p> </td> \n       <td> <p>15.5</p> </td> \n       <td> <p>(9.7\u201323.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>25.7</b></p> </td> \n       <td> <p><b>(22.3\u201329.3)</b></p> </td> \n       <td> <p>41.5</p> </td> \n       <td> <p>(34.5\u201348.9)</p> </td> \n       <td> <p>20.7</p> </td> \n       <td> <p>(16.8\u201325.3)</p> </td> \n       <td> <p>15.9</p> </td> \n       <td> <p>(9.3\u201325.8)</p> </td> \n       <td> <p>31.1</p> </td> \n       <td> <p>(26.3\u201336.3)</p> </td> \n       <td> <p>29.4</p> </td> \n       <td> <p>(23.4\u201336.2)</p> </td> \n       <td> <p>21.5</p> </td> \n       <td> <p>(19.0\u201324.2)</p> </td> \n       <td> <p>8.8</p> </td> \n       <td> <p>(6.3\u201312.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>27.2</b></p> </td> \n       <td> <p><b>(24.2\u201330.5)</b></p> </td> \n       <td> <p>39.2</p> </td> \n       <td> <p>(32.6\u201346.2)</p> </td> \n       <td> <p>23.6</p> </td> \n       <td> <p>(19.9\u201327.9)</p> </td> \n       <td> <p>17.4</p> </td> \n       <td> <p>(12.0\u201324.4)</p> </td> \n       <td> <p>30.2</p> </td> \n       <td> <p>(26.6\u201334.1)</p> </td> \n       <td> <p>18.9</p> </td> \n       <td> <p>(11.5\u201329.4)</p> </td> \n       <td> <p>18.8</p> </td> \n       <td> <p>(10.8\u201330.7)</p> </td> \n       <td> <p>18.6</p> </td> \n       <td> <p>(10.7\u201330.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>22.9</b></p> </td> \n       <td> <p><b>(20.1\u201325.8)</b></p> </td> \n       <td> <p>32.8</p> </td> \n       <td> <p>(26.7\u201339.6)</p> </td> \n       <td> <p>20.6</p> </td> \n       <td> <p>(17.2\u201324.4)</p> </td> \n       <td> <p>15.3</p> </td> \n       <td> <p>(10.3\u201322.2)</p> </td> \n       <td> <p>28.5</p> </td> \n       <td> <p>(24.7\u201332.7)</p> </td> \n       <td> <p>7.0</p> </td> \n       <td> <p>(2.5\u201318.0)</p> </td> \n       <td> <p>23.8</p> </td> \n       <td> <p>(15.4\u201334.9)</p> </td> \n       <td> <p>10.7</p> </td> \n       <td> <p>(7.0\u201316.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>34.2</b></p> </td> \n       <td> <p><b>(29.7\u201339.0)</b></p> </td> \n       <td> <p>46.4</p> </td> \n       <td> <p>(38.6\u201354.4)</p> </td> \n       <td> <p>27.6</p> </td> \n       <td> <p>(21.8\u201334.2)</p> </td> \n       <td> <p>22.5</p> </td> \n       <td> <p>(13.4\u201335.1)</p> </td> \n       <td> <p>41.0</p> </td> \n       <td> <p>(35.3\u201346.9)</p> </td> \n       <td> <p>21.1</p> </td> \n       <td> <p>(13.4\u201331.6)</p> </td> \n       <td> <p>22.5**</p> </td> \n       <td> <p>(9.3\u201345.1)</p> </td> \n       <td> <p>12.2**</p> </td> \n       <td> <p>(4.4\u201329.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>19.6</b></p> </td> \n       <td> <p><b>(17.3\u201322.1)</b></p> </td> \n       <td> <p>27.1</p> </td> \n       <td> <p>(22.8\u201332.0)</p> </td> \n       <td> <p>16.2</p> </td> \n       <td> <p>(13.3\u201319.5)</p> </td> \n       <td> <p>12.8</p> </td> \n       <td> <p>(7.8\u201320.3)</p> </td> \n       <td> <p>29.2</p> </td> \n       <td> <p>(25.1\u201333.7)</p> </td> \n       <td> <p>22.4</p> </td> \n       <td> <p>(18.5\u201326.9)</p> </td> \n       <td> <p>14.5</p> </td> \n       <td> <p>(7.0\u201327.6)</p> </td> \n       <td> <p>12.3</p> </td> \n       <td> <p>(9.2\u201316.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>12.8</b></p> </td> \n       <td> <p><b>(11.2\u201314.7)</b></p> </td> \n       <td> <p>20.1</p> </td> \n       <td> <p>(16.6\u201324.2)</p> </td> \n       <td> <p>10.6</p> </td> \n       <td> <p>(8.6\u201313.0)</p> </td> \n       <td> <p>3.3</p> </td> \n       <td> <p>(1.7\u2013 6.3)</p> </td> \n       <td> <p>13.5</p> </td> \n       <td> <p>(11.5\u201315.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>16.2</p> </td> \n       <td> <p>(9.3\u201326.6)</p> </td> \n       <td> <p>8.5</p> </td> \n       <td> <p>(5.5\u201312.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>33.0</b></p> </td> \n       <td> <p><b>(30.1\u201336.0)</b></p> </td> \n       <td> <p>59.3</p> </td> \n       <td> <p>(53.0\u201365.4)</p> </td> \n       <td> <p>27.0</p> </td> \n       <td> <p>(23.5\u201330.8)</p> </td> \n       <td> <p>13.7</p> </td> \n       <td> <p>(9.3\u201319.6)</p> </td> \n       <td> <p>33.1</p> </td> \n       <td> <p>(30.1\u201336.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>30.3**</p> </td> \n       <td> <p>(17.6\u201346.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>21.8</b></p> </td> \n       <td> <p><b>(19.0\u201324.9)</b></p> </td> \n       <td> <p>37.6</p> </td> \n       <td> <p>(31.7\u201343.9)</p> </td> \n       <td> <p>14.7</p> </td> \n       <td> <p>(11.6\u201318.4)</p> </td> \n       <td> <p>11.6</p> </td> \n       <td> <p>(7.0\u201318.5)</p> </td> \n       <td> <p>24.5</p> </td> \n       <td> <p>(20.4\u201329.2)</p> </td> \n       <td> <p>24.0</p> </td> \n       <td> <p>(18.8\u201330.2)</p> </td> \n       <td> <p>19.7</p> </td> \n       <td> <p>(15.6\u201324.6)</p> </td> \n       <td> <p>13.2</p> </td> \n       <td> <p>(9.9\u201317.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>42.9</b></p> </td> \n       <td> <p><b>(39.9\u201346.0)</b></p> </td> \n       <td> <p>54.2</p> </td> \n       <td> <p>(49.5\u201358.8)</p> </td> \n       <td> <p>35.7</p> </td> \n       <td> <p>(31.6\u201340.1)</p> </td> \n       <td> <p>23.0</p> </td> \n       <td> <p>(15.1\u201333.5)</p> </td> \n       <td> <p>43.3</p> </td> \n       <td> <p>(40.2\u201346.4)</p> </td> \n       <td> <p>46.3</p> </td> \n       <td> <p>(29.3\u201364.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>26.8</b></p> </td> \n       <td> <p><b>(23.5\u201330.4)</b></p> </td> \n       <td> <p>36.8</p> </td> \n       <td> <p>(30.0\u201344.2)</p> </td> \n       <td> <p>26.0</p> </td> \n       <td> <p>(21.8\u201330.7)</p> </td> \n       <td> <p>10.6</p> </td> \n       <td> <p>(5.5\u201319.3)</p> </td> \n       <td> <p>28.6</p> </td> \n       <td> <p>(24.3\u201333.3)</p> </td> \n       <td> <p>24.9</p> </td> \n       <td> <p>(19.5\u201331.2)</p> </td> \n       <td> <p>22.3</p> </td> \n       <td> <p>(15.1\u201331.6)</p> </td> \n       <td> <p>17.5</p> </td> \n       <td> <p>(12.9\u201323.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>31.9</b></p> </td> \n       <td> <p><b>(28.2\u201335.8)</b></p> </td> \n       <td> <p>51.8</p> </td> \n       <td> <p>(45.1\u201358.4)</p> </td> \n       <td> <p>22.2</p> </td> \n       <td> <p>(18.1\u201326.9)</p> </td> \n       <td> <p>12.3</p> </td> \n       <td> <p>(6.9\u201321.0)</p> </td> \n       <td> <p>32.4</p> </td> \n       <td> <p>(28.0\u201337.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>46.2</p> </td> \n       <td> <p>(36.3\u201356.3)</p> </td> \n       <td> <p>22.3</p> </td> \n       <td> <p>(17.6\u201327.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total</b><span>\u2020\u2020</span></p> </td> \n       <td> <p><b>25.1</b></p> </td> \n       <td> <p><b>(24.4\u201325.9)</b></p> </td> \n       <td> <p><b>35.8</b></p> </td> \n       <td> <p><b>(34.3\u201337.4)</b></p> </td> \n       <td> <p><b>21.7</b></p> </td> \n       <td> <p><b>(20.8\u201322.6)</b></p> </td> \n       <td> <p><b>14.1</b></p> </td> \n       <td> <p><b>(12.6\u201315.8)</b></p> </td> \n       <td> <p><b>30.8</b></p> </td> \n       <td> <p><b>(29.8\u201331.8)</b></p> </td> \n       <td> <p><b>22.7</b></p> </td> \n       <td> <p><b>(21.0\u201324.5)</b></p> </td> \n       <td> <p><b>18.7</b></p> </td> \n       <td> <p><b>(16.8\u201320.7)</b></p> </td> \n       <td> <p><b>12.4</b></p> </td> \n       <td> <p><b>(10.8\u201314.3)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>27.2</b></p> </td> \n       <td colspan=\"2\"> <p>39.1</p> </td> \n       <td colspan=\"2\"> <p>24.1</p> </td> \n       <td colspan=\"2\"> <p>14.0</p> </td> \n       <td colspan=\"2\"> <p>30.2</p> </td> \n       <td colspan=\"2\"> <p>24.7</p> </td> \n       <td colspan=\"2\"> <p>20.7</p> </td> \n       <td colspan=\"2\"> <p>12.7</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>12.8</b></p> </td> \n       <td colspan=\"2\"> <p>20.1</p> </td> \n       <td colspan=\"2\"> <p>10.6</p> </td> \n       <td colspan=\"2\"> <p>3.3</p> </td> \n       <td colspan=\"2\"> <p>13.5</p> </td> \n       <td colspan=\"2\"> <p>7.0</p> </td> \n       <td colspan=\"2\"> <p>1.8</p> </td> \n       <td colspan=\"2\"> <p>1.9</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>42.9</b></p> </td> \n       <td colspan=\"2\"> <p>59.3</p> </td> \n       <td colspan=\"2\"> <p>35.7</p> </td> \n       <td colspan=\"2\"> <p>28.0</p> </td> \n       <td colspan=\"2\"> <p>43.3</p> </td> \n       <td colspan=\"2\"> <p>46.3</p> </td> \n       <td colspan=\"2\"> <p>49.4</p> </td> \n       <td colspan=\"2\"> <p>32.5</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;30 respondents).</p> <p> * Smoking during the 3 months before pregnancy was defined as smoking \u2265100 cigarettes in the preceding 2 years and smoking any number of cigarettes, including &lt;1 cigarette, on an average day. </p> <p><span> \u2020 </span>White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other.</p> <p><span> \u00a7 </span>Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p><span> \u00b6 </span>95% confidence interval.</p> <p> ** Represents 30\u201359 respondents; might not be reliable.</p> <p><span> \u2020\u2020 </span>Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab19\" href=\"http://www.cdc.gov\"></a>TABLE 19. Estimated prevalence of women aged 18\u201344 years having a live birth who reported current secondhand smoke exposure,* overall and by age group and race/ethnicity \u2014 Pregnancy Risk Assessment Monitoring System, United States, 29 reporting areas, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity</b><span>\u2020</span></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u00a7</span></p> </td> \n       <td> <p><b>CI</b><span>\u00b6</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>2.2</b></p> </td> \n       <td> <p><b>(1.4\u2013 3.5)</b></p> </td> \n       <td> <p>3.2</p> </td> \n       <td> <p>(1.7\u2013 5.6)</p> </td> \n       <td> <p>1.3</p> </td> \n       <td> <p>(0.6\u2013 2.9)</p> </td> \n       <td> <p>3.9</p> </td> \n       <td> <p>(1.2\u201311.5)</p> </td> \n       <td> <p>1.9</p> </td> \n       <td> <p>(0.9\u2013 3.8)</p> </td> \n       <td> <p>0.0**</p> </td> \n       <td> <p>\u2014<span>\u2020\u2020</span></p> </td> \n       <td> <p>2.9</p> </td> \n       <td> <p>(1.6\u2013 5.2)</p> </td> \n       <td> <p>2.6</p> </td> \n       <td> <p>(0.4\u201315.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>8.1</b></p> </td> \n       <td> <p><b>(6.2\u201310.5)</b></p> </td> \n       <td> <p>9.8</p> </td> \n       <td> <p>(6.6\u201314.2)</p> </td> \n       <td> <p>7.4</p> </td> \n       <td> <p>(5.0\u201310.8)</p> </td> \n       <td> <p>4.6</p> </td> \n       <td> <p>(2.0\u2013 9.9)</p> </td> \n       <td> <p>5.9</p> </td> \n       <td> <p>(4.2\u2013 8.2)</p> </td> \n       <td> <p>19.1</p> </td> \n       <td> <p>(12.5\u201328.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>3.0</p> </td> \n       <td> <p>(0.7\u201312.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>3.7</b></p> </td> \n       <td> <p><b>(2.6\u2013 5.2)</b></p> </td> \n       <td> <p>7.0</p> </td> \n       <td> <p>(4.2\u201311.5)</p> </td> \n       <td> <p>2.6</p> </td> \n       <td> <p>(1.5\u2013 4.5)</p> </td> \n       <td> <p>1.8</p> </td> \n       <td> <p>(0.7\u2013 4.4)</p> </td> \n       <td> <p>3.6</p> </td> \n       <td> <p>(2.4\u2013 5.6)</p> </td> \n       <td> <p>12.0**</p> </td> \n       <td> <p>(2.7\u201339.9)</p> </td> \n       <td> <p>2.1</p> </td> \n       <td> <p>(0.5\u2013 8.8)</p> </td> \n       <td> <p>3.5</p> </td> \n       <td> <p>(1.7\u2013 7.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>8.6</b></p> </td> \n       <td> <p><b>(7.0\u201310.5)</b></p> </td> \n       <td> <p>12.8</p> </td> \n       <td> <p>(9.5\u201317.1)</p> </td> \n       <td> <p>7.5</p> </td> \n       <td> <p>(5.5\u201310.0)</p> </td> \n       <td> <p>4.5</p> </td> \n       <td> <p>(2.2\u2013 8.9)</p> </td> \n       <td> <p>7.5</p> </td> \n       <td> <p>(5.6\u2013 9.9)</p> </td> \n       <td> <p>14.8</p> </td> \n       <td> <p>(10.8\u201320.1)</p> </td> \n       <td> <p>2.0</p> </td> \n       <td> <p>(0.3\u201311.7)</p> </td> \n       <td> <p>4.8</p> </td> \n       <td> <p>(2.3\u2013 9.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>5.1</b></p> </td> \n       <td> <p><b>(3.3\u2013 7.9)</b></p> </td> \n       <td> <p>9.8</p> </td> \n       <td> <p>(5.8\u201316.1)</p> </td> \n       <td> <p>2.5</p> </td> \n       <td> <p>(1.0\u2013 5.7)</p> </td> \n       <td> <p>0.3</p> </td> \n       <td> <p>(0.0\u2013 1.7)</p> </td> \n       <td> <p>5.8</p> </td> \n       <td> <p>(2.9\u201311.1)</p> </td> \n       <td> <p>6.3</p> </td> \n       <td> <p>(3.2\u201312.0)</p> </td> \n       <td> <p>0.6**</p> </td> \n       <td> <p>(0.1\u2013 4.0)</p> </td> \n       <td> <p>3.1</p> </td> \n       <td> <p>(0.8\u201310.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>3.8</b></p> </td> \n       <td> <p><b>(2.8\u2013 5.3)</b></p> </td> \n       <td> <p>5.4</p> </td> \n       <td> <p>(3.3\u2013 8.8)</p> </td> \n       <td> <p>3.2</p> </td> \n       <td> <p>(2.0\u2013 5.2)</p> </td> \n       <td> <p>2.7</p> </td> \n       <td> <p>(1.0\u2013 6.7)</p> </td> \n       <td> <p>0.7</p> </td> \n       <td> <p>(0.3\u2013 1.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>4.7</p> </td> \n       <td> <p>(3.2\u2013 6.9)</p> </td> \n       <td> <p>4.8</p> </td> \n       <td> <p>(2.4\u2013 9.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>6.6</b></p> </td> \n       <td> <p><b>(5.3\u2013 8.2)</b></p> </td> \n       <td> <p>12.5</p> </td> \n       <td> <p>(9.3\u201316.5)</p> </td> \n       <td> <p>5.0</p> </td> \n       <td> <p>(3.6\u2013 6.9)</p> </td> \n       <td> <p>2.4</p> </td> \n       <td> <p>(1.0\u2013 5.8)</p> </td> \n       <td> <p>6.7</p> </td> \n       <td> <p>(5.1\u2013 8.8)</p> </td> \n       <td> <p>16.5</p> </td> \n       <td> <p>(11.4\u201323.3)</p> </td> \n       <td> <p>0.0</p> </td> \n       <td> <p>\u2014<span>\u2020\u2020</span></p> </td> \n       <td> <p>2.1</p> </td> \n       <td> <p>(1.0\u2013 4.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>3.9</b></p> </td> \n       <td> <p><b>(2.7\u2013 5.5)</b></p> </td> \n       <td> <p>7.5</p> </td> \n       <td> <p>(4.8\u201311.7)</p> </td> \n       <td> <p>2.7</p> </td> \n       <td> <p>(1.6\u2013 4.7)</p> </td> \n       <td> <p>0.1</p> </td> \n       <td> <p>(0.0\u2013 0.4)</p> </td> \n       <td> <p>3.9</p> </td> \n       <td> <p>(2.7\u2013 5.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>5.9</b></p> </td> \n       <td> <p><b>(4.2\u2013 8.1)</b></p> </td> \n       <td> <p>11.2</p> </td> \n       <td> <p>(6.8\u201317.7)</p> </td> \n       <td> <p>4.7</p> </td> \n       <td> <p>(2.8\u2013 7.6)</p> </td> \n       <td> <p>2.3</p> </td> \n       <td> <p>(1.3\u2013 3.9)</p> </td> \n       <td> <p>4.0</p> </td> \n       <td> <p>(2.3\u2013 6.9)</p> </td> \n       <td> <p>10.0</p> </td> \n       <td> <p>(6.4\u201315.3)</p> </td> \n       <td> <p>9.6</p> </td> \n       <td> <p>(3.6\u201323.4)</p> </td> \n       <td> <p>0.3</p> </td> \n       <td> <p>(0.1\u2013 1.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>5.8</b></p> </td> \n       <td> <p><b>(4.3\u2013 7.9)</b></p> </td> \n       <td> <p>12.3</p> </td> \n       <td> <p>(7.9\u201318.6)</p> </td> \n       <td> <p>4.2</p> </td> \n       <td> <p>(2.7\u2013 6.7)</p> </td> \n       <td> <p>2.5</p> </td> \n       <td> <p>(0.8\u2013 7.3)</p> </td> \n       <td> <p>6.4</p> </td> \n       <td> <p>(4.2\u2013 9.5)</p> </td> \n       <td> <p>6.3</p> </td> \n       <td> <p>(4.0\u2013 9.8)</p> </td> \n       <td> <p>3.0</p> </td> \n       <td> <p>(1.5\u2013 5.9)</p> </td> \n       <td> <p>4.9</p> </td> \n       <td> <p>(3.1\u2013 7.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>9.9</b></p> </td> \n       <td> <p><b>(8.3\u201311.8)</b></p> </td> \n       <td> <p>18.9</p> </td> \n       <td> <p>(15.1\u201323.3)</p> </td> \n       <td> <p>6.6</p> </td> \n       <td> <p>(4.9\u2013 8.9)</p> </td> \n       <td> <p>3.3</p> </td> \n       <td> <p>(1.7\u2013 6.3)</p> </td> \n       <td> <p>8.7</p> </td> \n       <td> <p>(6.8\u201311.2)</p> </td> \n       <td> <p>18.3</p> </td> \n       <td> <p>(15.3\u201321.8)</p> </td> \n       <td> <p>1.7</p> </td> \n       <td> <p>(0.5\u2013 5.3)</p> </td> \n       <td> <p>7.7**</p> </td> \n       <td> <p>(2.6\u201320.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>4.2</b></p> </td> \n       <td> <p><b>(3.2\u2013 5.6)</b></p> </td> \n       <td> <p>7.2</p> </td> \n       <td> <p>(4.9\u201310.5)</p> </td> \n       <td> <p>3.6</p> </td> \n       <td> <p>(2.4\u2013 5.5)</p> </td> \n       <td> <p>2.1</p> </td> \n       <td> <p>(0.8\u2013 5.5)</p> </td> \n       <td> <p>2.6</p> </td> \n       <td> <p>(1.7\u2013 4.1)</p> </td> \n       <td> <p>12.9</p> </td> \n       <td> <p>(7.9\u201320.5)</p> </td> \n       <td> <p>2.6</p> </td> \n       <td> <p>(1.6\u2013 4.3)</p> </td> \n       <td> <p>7.9</p> </td> \n       <td> <p>(3.7\u201315.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>10.9</b></p> </td> \n       <td> <p><b>(8.9\u201313.1)</b></p> </td> \n       <td> <p>14.3</p> </td> \n       <td> <p>(11.1\u201318.1)</p> </td> \n       <td> <p>7.4</p> </td> \n       <td> <p>(5.2\u201310.4)</p> </td> \n       <td> <p>12.3</p> </td> \n       <td> <p>(6.2\u201323.0)</p> </td> \n       <td> <p>9.9</p> </td> \n       <td> <p>(7.4\u201313.2)</p> </td> \n       <td> <p>12.9</p> </td> \n       <td> <p>(10.0\u201316.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>10.6</b></p> </td> \n       <td> <p><b>(8.7\u201312.9)</b></p> </td> \n       <td> <p>16.4</p> </td> \n       <td> <p>(12.7\u201321.0)</p> </td> \n       <td> <p>7.5</p> </td> \n       <td> <p>(5.3\u201310.5)</p> </td> \n       <td> <p>5.7</p> </td> \n       <td> <p>(2.3\u201313.5)</p> </td> \n       <td> <p>9.7</p> </td> \n       <td> <p>(7.7\u201312.2)</p> </td> \n       <td> <p>20.6</p> </td> \n       <td> <p>(13.3\u201330.5)</p> </td> \n       <td> <p>3.1**</p> </td> \n       <td> <p>(0.4\u201318.9)</p> </td> \n       <td> <p>2.7**</p> </td> \n       <td> <p>(0.5\u201312.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>3.9</b></p> </td> \n       <td> <p><b>(2.9\u2013 5.0)</b></p> </td> \n       <td> <p>7.6</p> </td> \n       <td> <p>(5.4\u201310.7)</p> </td> \n       <td> <p>2.5</p> </td> \n       <td> <p>(1.6\u2013 3.9)</p> </td> \n       <td> <p>1.4</p> </td> \n       <td> <p>(0.4\u2013 5.4)</p> </td> \n       <td> <p>3.3</p> </td> \n       <td> <p>(2.2\u2013 5.0)</p> </td> \n       <td> <p>13.3</p> </td> \n       <td> <p>(9.8\u201317.8)</p> </td> \n       <td> <p>6.2</p> </td> \n       <td> <p>(4.1\u2013 9.1)</p> </td> \n       <td> <p>1.9</p> </td> \n       <td> <p>(0.9\u2013 3.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>3.2</b></p> </td> \n       <td> <p><b>(2.4\u2013 4.2)</b></p> </td> \n       <td> <p>6.1</p> </td> \n       <td> <p>(3.7\u2013 9.8)</p> </td> \n       <td> <p>2.4</p> </td> \n       <td> <p>(1.6\u2013 3.5)</p> </td> \n       <td> <p>2.5</p> </td> \n       <td> <p>(1.3\u2013 4.8)</p> </td> \n       <td> <p>2.8</p> </td> \n       <td> <p>(1.7\u2013 4.5)</p> </td> \n       <td> <p>9.2</p> </td> \n       <td> <p>(6.2\u201313.4)</p> </td> \n       <td> <p>1.8</p> </td> \n       <td> <p>(0.8\u2013 3.9)</p> </td> \n       <td> <p>1.2</p> </td> \n       <td> <p>(0.5\u2013 2.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>13.6</b></p> </td> \n       <td> <p><b>(11.2\u201316.5)</b></p> </td> \n       <td> <p>18.9</p> </td> \n       <td> <p>(14.2\u201324.8)</p> </td> \n       <td> <p>11.2</p> </td> \n       <td> <p>(8.4\u201314.9)</p> </td> \n       <td> <p>10.3</p> </td> \n       <td> <p>(5.2\u201319.5)</p> </td> \n       <td> <p>13.8</p> </td> \n       <td> <p>(10.9\u201317.4)</p> </td> \n       <td> <p>15.2</p> </td> \n       <td> <p>(11.8\u201319.3)</p> </td> \n       <td> <p>16.1**</p> </td> \n       <td> <p>(6.4\u201335.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>9.2</b></p> </td> \n       <td> <p><b>(7.2\u201311.8)</b></p> </td> \n       <td> <p>14.2</p> </td> \n       <td> <p>(10.4\u201319.0)</p> </td> \n       <td> <p>5.6</p> </td> \n       <td> <p>(3.5\u2013 8.7)</p> </td> \n       <td> <p>7.5</p> </td> \n       <td> <p>(2.8\u201318.4)</p> </td> \n       <td> <p>8.3</p> </td> \n       <td> <p>(6.0\u201311.5)</p> </td> \n       <td> <p>14.0</p> </td> \n       <td> <p>(6.9\u201326.4)</p> </td> \n       <td> <p>12.3</p> </td> \n       <td> <p>(7.1\u201320.4)</p> </td> \n       <td> <p>6.3</p> </td> \n       <td> <p>(2.8\u201313.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>1.4</b></p> </td> \n       <td> <p><b>(0.8\u2013 2.7)</b></p> </td> \n       <td> <p>1.6</p> </td> \n       <td> <p>(0.6\u2013 4.6)</p> </td> \n       <td> <p>0.6</p> </td> \n       <td> <p>(0.2\u2013 1.8)</p> </td> \n       <td> <p>4.6</p> </td> \n       <td> <p>(1.7\u201312.2)</p> </td> \n       <td> <p>1.5</p> </td> \n       <td> <p>(0.6\u2013 3.5)</p> </td> \n       <td> <p>1.8</p> </td> \n       <td> <p>(0.6\u2013 4.8)</p> </td> \n       <td> <p>2.3</p> </td> \n       <td> <p>(1.5\u2013 3.6)</p> </td> \n       <td> <p>0.9</p> </td> \n       <td> <p>(0.3\u2013 2.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>7.8</b></p> </td> \n       <td> <p><b>(6.1\u201310.0)</b></p> </td> \n       <td> <p>12.4</p> </td> \n       <td> <p>(8.4\u201317.8)</p> </td> \n       <td> <p>6.2</p> </td> \n       <td> <p>(4.3\u2013 9.0)</p> </td> \n       <td> <p>4.9</p> </td> \n       <td> <p>(2.3\u201310.1)</p> </td> \n       <td> <p>8.6</p> </td> \n       <td> <p>(6.4\u201311.4)</p> </td> \n       <td> <p>6.1</p> </td> \n       <td> <p>(2.7\u201313.0)</p> </td> \n       <td> <p>10.6</p> </td> \n       <td> <p>(5.0\u201321.2)</p> </td> \n       <td> <p>0.5</p> </td> \n       <td> <p>(0.1\u2013 3.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>3.3</b></p> </td> \n       <td> <p><b>(2.3\u2013 4.7)</b></p> </td> \n       <td> <p>6.4</p> </td> \n       <td> <p>(3.8\u201310.7)</p> </td> \n       <td> <p>2.1</p> </td> \n       <td> <p>(1.2\u2013 3.6)</p> </td> \n       <td> <p>3.0</p> </td> \n       <td> <p>(1.1\u2013 7.8)</p> </td> \n       <td> <p>3.6</p> </td> \n       <td> <p>(2.2\u2013 5.7)</p> </td> \n       <td> <p>4.1</p> </td> \n       <td> <p>(1.5\u201310.4)</p> </td> \n       <td> <p>1.9</p> </td> \n       <td> <p>(0.5\u2013 7.1)</p> </td> \n       <td> <p>3.4</p> </td> \n       <td> <p>(1.7\u2013 6.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>11.7</b></p> </td> \n       <td> <p><b>(8.8\u201315.3)</b></p> </td> \n       <td> <p>16.7</p> </td> \n       <td> <p>(11.5\u201323.7)</p> </td> \n       <td> <p>9.5</p> </td> \n       <td> <p>(6.0\u201314.8)</p> </td> \n       <td> <p>4.8</p> </td> \n       <td> <p>(1.4\u201314.8)</p> </td> \n       <td> <p>9.5</p> </td> \n       <td> <p>(6.5\u201313.7)</p> </td> \n       <td> <p>22.6</p> </td> \n       <td> <p>(14.1\u201334.1)</p> </td> \n       <td> <p>16.4**</p> </td> \n       <td> <p>(5.5\u201339.7)</p> </td> \n       <td> <p>3.8**</p> </td> \n       <td> <p>(0.5\u201322.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>4.0</b></p> </td> \n       <td> <p><b>(3.0\u2013 5.4)</b></p> </td> \n       <td> <p>7.7</p> </td> \n       <td> <p>(5.3\u201311.0)</p> </td> \n       <td> <p>2.3</p> </td> \n       <td> <p>(1.4\u2013 3.9)</p> </td> \n       <td> <p>0.7</p> </td> \n       <td> <p>(0.2\u2013 2.2)</p> </td> \n       <td> <p>4.5</p> </td> \n       <td> <p>(2.8\u2013 7.0)</p> </td> \n       <td> <p>9.5</p> </td> \n       <td> <p>(6.9\u201313.0)</p> </td> \n       <td> <p>0.0**</p> </td> \n       <td> <p>\u2014<span>\u2020\u2020</span></p> </td> \n       <td> <p>2.7</p> </td> \n       <td> <p>(1.4\u2013 5.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>1.1</b></p> </td> \n       <td> <p><b>(0.7\u2013 1.7)</b></p> </td> \n       <td> <p>1.9</p> </td> \n       <td> <p>(1.1\u2013 3.2)</p> </td> \n       <td> <p>0.8</p> </td> \n       <td> <p>(0.4\u2013 1.7)</p> </td> \n       <td> <p>0.0</p> </td> \n       <td> <p>\u2014<span>\u2020\u2020</span></p> </td> \n       <td> <p>1.0</p> </td> \n       <td> <p>(0.6\u2013 1.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>1.0</p> </td> \n       <td> <p>(0.1\u2013 6.6)</p> </td> \n       <td> <p>1.6</p> </td> \n       <td> <p>(0.7\u2013 3.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>4.9</b></p> </td> \n       <td> <p><b>(3.6\u2013 6.5)</b></p> </td> \n       <td> <p>13.4</p> </td> \n       <td> <p>(9.5\u201318.5)</p> </td> \n       <td> <p>2.2</p> </td> \n       <td> <p>(1.3\u2013 3.7)</p> </td> \n       <td> <p>0.9</p> </td> \n       <td> <p>(0.2\u2013 4.0)</p> </td> \n       <td> <p>5.0</p> </td> \n       <td> <p>(3.7\u2013 6.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>8.5**</p> </td> \n       <td> <p>(2.6\u201324.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>2.4</b></p> </td> \n       <td> <p><b>(1.6\u2013 3.8)</b></p> </td> \n       <td> <p>4.6</p> </td> \n       <td> <p>(2.5\u2013 8.2)</p> </td> \n       <td> <p>1.6</p> </td> \n       <td> <p>(0.8\u2013 3.3)</p> </td> \n       <td> <p>0.5</p> </td> \n       <td> <p>(0.1\u2013 1.8)</p> </td> \n       <td> <p>2.3</p> </td> \n       <td> <p>(1.1\u2013 4.5)</p> </td> \n       <td> <p>1.9</p> </td> \n       <td> <p>(0.7\u2013 4.9)</p> </td> \n       <td> <p>4.4</p> </td> \n       <td> <p>(2.3\u2013 8.4)</p> </td> \n       <td> <p>1.6</p> </td> \n       <td> <p>(0.7\u2013 3.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>14.3</b></p> </td> \n       <td> <p><b>(12.3\u201316.6)</b></p> </td> \n       <td> <p>17.5</p> </td> \n       <td> <p>(14.3\u201321.3)</p> </td> \n       <td> <p>12.1</p> </td> \n       <td> <p>(9.5\u201315.3)</p> </td> \n       <td> <p>9.9</p> </td> \n       <td> <p>(4.9\u201318.9)</p> </td> \n       <td> <p>14.4</p> </td> \n       <td> <p>(12.3\u201316.8)</p> </td> \n       <td> <p>15.7</p> </td> \n       <td> <p>(6.2\u201334.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>8.0</b></p> </td> \n       <td> <p><b>(6.1\u201310.4)</b></p> </td> \n       <td> <p>15.5</p> </td> \n       <td> <p>(10.9\u201321.5)</p> </td> \n       <td> <p>5.7</p> </td> \n       <td> <p>(3.7\u2013 8.6)</p> </td> \n       <td> <p>3.1</p> </td> \n       <td> <p>(0.9\u201310.4)</p> </td> \n       <td> <p>7.1</p> </td> \n       <td> <p>(4.8\u201310.3)</p> </td> \n       <td> <p>20.5</p> </td> \n       <td> <p>(15.5\u201326.6)</p> </td> \n       <td> <p>5.8</p> </td> \n       <td> <p>(2.4\u201313.2)</p> </td> \n       <td> <p>3.8</p> </td> \n       <td> <p>(1.8\u2013 7.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>5.0</b></p> </td> \n       <td> <p><b>(3.6\u2013 6.9)</b></p> </td> \n       <td> <p>8.6</p> </td> \n       <td> <p>(5.5\u201313.2)</p> </td> \n       <td> <p>3.0</p> </td> \n       <td> <p>(1.8\u2013 5.0)</p> </td> \n       <td> <p>2.8</p> </td> \n       <td> <p>(1.2\u2013 6.8)</p> </td> \n       <td> <p>5.0</p> </td> \n       <td> <p>(3.4\u2013 7.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>6.4</p> </td> \n       <td> <p>(2.8\u201313.9)</p> </td> \n       <td> <p>4.3</p> </td> \n       <td> <p>(2.2\u2013 8.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total</b><span>\u00a7\u00a7</span></p> </td> \n       <td> <p><b>6.4</b></p> </td> \n       <td> <p><b>(6.0\u2013 6.9)</b></p> </td> \n       <td> <p><b>11.1</b></p> </td> \n       <td> <p><b>(10.1\u201312.1)</b></p> </td> \n       <td> <p><b>4.6</b></p> </td> \n       <td> <p><b>(4.1\u2013 5.1)</b></p> </td> \n       <td> <p><b>3.0</b></p> </td> \n       <td> <p><b>(2.4\u2013 3.8)</b></p> </td> \n       <td> <p><b>6.6</b></p> </td> \n       <td> <p><b>(6.1\u2013 7.2)</b></p> </td> \n       <td> <p><b>12.2</b></p> </td> \n       <td> <p><b>(10.9\u201313.5)</b></p> </td> \n       <td> <p><b>4.9</b></p> </td> \n       <td> <p><b>(3.8\u2013 6.2)</b></p> </td> \n       <td> <p><b>2.7</b></p> </td> \n       <td> <p><b>(1.9\u2013 3.7)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>5.1</b></p> </td> \n       <td colspan=\"2\"> <p>9.8</p> </td> \n       <td colspan=\"2\"> <p>3.6</p> </td> \n       <td colspan=\"2\"> <p>2.8</p> </td> \n       <td colspan=\"2\"> <p>5.0</p> </td> \n       <td colspan=\"2\"> <p>12.9</p> </td> \n       <td colspan=\"2\"> <p>3.0</p> </td> \n       <td colspan=\"2\"> <p>3.0</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>1.1</b></p> </td> \n       <td colspan=\"2\"> <p>1.6</p> </td> \n       <td colspan=\"2\"> <p>0.6</p> </td> \n       <td colspan=\"2\"> <p>0.0</p> </td> \n       <td colspan=\"2\"> <p>0.7</p> </td> \n       <td colspan=\"2\"> <p>0.0</p> </td> \n       <td colspan=\"2\"> <p>0.0</p> </td> \n       <td colspan=\"2\"> <p>0.3</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>14.3</b></p> </td> \n       <td colspan=\"2\"> <p>18.9</p> </td> \n       <td colspan=\"2\"> <p>12.1</p> </td> \n       <td colspan=\"2\"> <p>12.3</p> </td> \n       <td colspan=\"2\"> <p>14.4</p> </td> \n       <td colspan=\"2\"> <p>22.6</p> </td> \n       <td colspan=\"2\"> <p>16.4</p> </td> \n       <td colspan=\"2\"> <p>7.9</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;30 respondents).</p> <p> * Current secondhand smoke exposure was defined as smoking being allowed anywhere in the home or allowed in some rooms or at some times in the home at the time of the interview. </p> <p> <span>\u2020</span> White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other.</p> <p><span> \u00a7 </span>Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p><span> \u00b6 </span>95% confidence interval.</p> <p> ** Represents 30\u201359 respondents; might not be reliable.</p> <p><span> \u2020\u2020 </span>Undefined.</p> <p><span> \u00a7\u00a7 </span>Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab20\" href=\"http://www.cdc.gov\"></a>TABLE 20. Estimated prevalence of women aged 18\u201344 years who participated in binge drinking* on at least one occasion within the past month, overall and by age group and race/ethnicity \u2014 Behavioral Risk Factor Surveillance System, United States, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity</b><span>\u2020</span></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u00a7</span></p> </td> \n       <td> <p><b>CI</b><span>\u00b6</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alabama</p> </td> \n       <td> <p><b>9.1</b></p> </td> \n       <td> <p><b>(7.0\u201311.8)</b></p> </td> \n       <td> <p>13.5</p> </td> \n       <td> <p>(7.2\u201323.8)</p> </td> \n       <td> <p>12.1</p> </td> \n       <td> <p>(8.4\u201317.0)</p> </td> \n       <td> <p>4.8</p> </td> \n       <td> <p>(3.1\u2013 7.4)</p> </td> \n       <td> <p>7.6</p> </td> \n       <td> <p>(5.3\u201310.8)</p> </td> \n       <td> <p>11.0</p> </td> \n       <td> <p>(7.3\u201316.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>18.8</b></p> </td> \n       <td> <p><b>(14.5\u201324.1)</b></p> </td> \n       <td> <p>27.3</p> </td> \n       <td> <p>(15.6\u201343.4)</p> </td> \n       <td> <p>18.6</p> </td> \n       <td> <p>(12.3\u201327.0)</p> </td> \n       <td> <p>14.0</p> </td> \n       <td> <p>(9.3\u201320.5)</p> </td> \n       <td> <p>18.3</p> </td> \n       <td> <p>(12.9\u201325.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>17.7</p> </td> \n       <td> <p>(11.4\u201326.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arizona</p> </td> \n       <td> <p><b>14.9</b></p> </td> \n       <td> <p><b>(10.9\u201320.1)</b></p> </td> \n       <td> <p>27.9**</p> </td> \n       <td> <p>(11.7\u201353.0)</p> </td> \n       <td> <p>17.8</p> </td> \n       <td> <p>(12.3\u201325.1)</p> </td> \n       <td> <p>6.8</p> </td> \n       <td> <p>(4.2\u201310.8)</p> </td> \n       <td> <p>14.7</p> </td> \n       <td> <p>(10.1\u201320.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>14.6</p> </td> \n       <td> <p>(6.9\u201328.5)</p> </td> \n       <td> <p>14.8</p> </td> \n       <td> <p>(7.0\u201328.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>10.1</b></p> </td> \n       <td> <p><b>(6.9\u201314.4)</b></p> </td> \n       <td> <p>14.1**</p> </td> \n       <td> <p>(5.6\u201331.1)</p> </td> \n       <td> <p>9.0</p> </td> \n       <td> <p>(4.9\u201315.9)</p> </td> \n       <td> <p>8.9</p> </td> \n       <td> <p>(6.0\u201313.0)</p> </td> \n       <td> <p>11.2</p> </td> \n       <td> <p>(7.5\u201316.4)</p> </td> \n       <td> <p>7.1</p> </td> \n       <td> <p>(2.9\u201316.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>California</p> </td> \n       <td> <p><b>14.9</b></p> </td> \n       <td> <p><b>(13.2\u201316.7)</b></p> </td> \n       <td> <p>19.6</p> </td> \n       <td> <p>(15.3\u201324.7)</p> </td> \n       <td> <p>16.8</p> </td> \n       <td> <p>(14.3\u201319.6)</p> </td> \n       <td> <p>9.7</p> </td> \n       <td> <p>(8.1\u201311.5)</p> </td> \n       <td> <p>21.3</p> </td> \n       <td> <p>(18.5\u201324.6)</p> </td> \n       <td> <p>12.8</p> </td> \n       <td> <p>(6.6\u201323.2)</p> </td> \n       <td> <p>12.7</p> </td> \n       <td> <p>(8.9\u201317.8)</p> </td> \n       <td> <p>10.7</p> </td> \n       <td> <p>(8.5\u201313.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>16.1</b></p> </td> \n       <td> <p><b>(13.8\u201318.6)</b></p> </td> \n       <td> <p>20.6</p> </td> \n       <td> <p>(13.9\u201329.3)</p> </td> \n       <td> <p>16.0</p> </td> \n       <td> <p>(12.8\u201319.8)</p> </td> \n       <td> <p>13.4</p> </td> \n       <td> <p>(11.2\u201316.0)</p> </td> \n       <td> <p>19.8</p> </td> \n       <td> <p>(16.9\u201323.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>3.0</p> </td> \n       <td> <p>(1.2\u2013 7.3)</p> </td> \n       <td> <p>8.9</p> </td> \n       <td> <p>(5.3\u201314.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Connecticut</p> </td> \n       <td> <p><b>20.1</b></p> </td> \n       <td> <p><b>(16.2\u201324.7)</b></p> </td> \n       <td> <p>37.1</p> </td> \n       <td> <p>(24.4\u201351.9)</p> </td> \n       <td> <p>16.1</p> </td> \n       <td> <p>(11.4\u201322.4)</p> </td> \n       <td> <p>14.7</p> </td> \n       <td> <p>(11.5\u201318.7)</p> </td> \n       <td> <p>21.8</p> </td> \n       <td> <p>(17.3\u201327.1)</p> </td> \n       <td> <p>25.6</p> </td> \n       <td> <p>(9.2\u201353.9)</p> </td> \n       <td> <p>7.2</p> </td> \n       <td> <p>(2.3\u201320.5)</p> </td> \n       <td> <p>14.8</p> </td> \n       <td> <p>(6.9\u201329.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>20.6</b></p> </td> \n       <td> <p><b>(16.1\u201326.1)</b></p> </td> \n       <td> <p>28.7</p> </td> \n       <td> <p>(15.9\u201346.1)</p> </td> \n       <td> <p>20.3</p> </td> \n       <td> <p>(14.6\u201327.4)</p> </td> \n       <td> <p>15.7</p> </td> \n       <td> <p>(11.8\u201320.6)</p> </td> \n       <td> <p>26.6</p> </td> \n       <td> <p>(20.6\u201333.5)</p> </td> \n       <td> <p>9.5</p> </td> \n       <td> <p>(4.1\u201320.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>D.C.</p> </td> \n       <td> <p><b>21.4</b></p> </td> \n       <td> <p><b>(17.9\u201325.4)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>25.7</p> </td> \n       <td> <p>(20.4\u201331.8)</p> </td> \n       <td> <p>15.0</p> </td> \n       <td> <p>(11.4\u201319.5)</p> </td> \n       <td> <p>34.1</p> </td> \n       <td> <p>(27.9\u201340.9)</p> </td> \n       <td> <p>10.0</p> </td> \n       <td> <p>(6.4\u201315.5)</p> </td> \n       <td> <p>21.5**</p> </td> \n       <td> <p>(11.2\u201337.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Florida</p> </td> \n       <td> <p><b>12.9</b></p> </td> \n       <td> <p><b>(10.5\u201315.8)</b></p> </td> \n       <td> <p>13.9</p> </td> \n       <td> <p>(6.9\u201326.0)</p> </td> \n       <td> <p>16.1</p> </td> \n       <td> <p>(11.3\u201322.6)</p> </td> \n       <td> <p>10.9</p> </td> \n       <td> <p>(8.4\u201314.1)</p> </td> \n       <td> <p>15.4</p> </td> \n       <td> <p>(12.5\u201318.9)</p> </td> \n       <td> <p>12.5</p> </td> \n       <td> <p>(6.8\u201321.8)</p> </td> \n       <td> <p>4.1</p> </td> \n       <td> <p>(1.3\u201312.0)</p> </td> \n       <td> <p>9.9</p> </td> \n       <td> <p>(5.0\u201318.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>9.5</b></p> </td> \n       <td> <p><b>(7.5\u201312.0)</b></p> </td> \n       <td> <p>12.0</p> </td> \n       <td> <p>(5.8\u201323.4)</p> </td> \n       <td> <p>9.5</p> </td> \n       <td> <p>(6.6\u201313.6)</p> </td> \n       <td> <p>8.7</p> </td> \n       <td> <p>(6.4\u201311.8)</p> </td> \n       <td> <p>11.3</p> </td> \n       <td> <p>(8.5\u201314.8)</p> </td> \n       <td> <p>10.8</p> </td> \n       <td> <p>(6.9\u201316.5)</p> </td> \n       <td> <p>0.0**</p> </td> \n       <td> <p>\u2014<span>\u2020\u2020</span></p> </td> \n       <td> <p>2.5**</p> </td> \n       <td> <p>(0.4\u201316.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>17.8</b></p> </td> \n       <td> <p><b>(14.4\u201321.7)</b></p> </td> \n       <td> <p>24.1</p> </td> \n       <td> <p>(15.5\u201335.4)</p> </td> \n       <td> <p>21.2</p> </td> \n       <td> <p>(15.7\u201328.0)</p> </td> \n       <td> <p>10.6</p> </td> \n       <td> <p>(7.8\u201314.4)</p> </td> \n       <td> <p>22.4</p> </td> \n       <td> <p>(16.2\u201330.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>16.0</p> </td> \n       <td> <p>(12.1\u201321.0)</p> </td> \n       <td> <p>22.5</p> </td> \n       <td> <p>(12.9\u201336.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Idaho</p> </td> \n       <td> <p><b>11.6</b></p> </td> \n       <td> <p><b>(8.9\u201315.1)</b></p> </td> \n       <td> <p>12.9</p> </td> \n       <td> <p>(5.8\u201326.3)</p> </td> \n       <td> <p>13.4</p> </td> \n       <td> <p>(9.4\u201318.9)</p> </td> \n       <td> <p>8.7</p> </td> \n       <td> <p>(6.2\u201312.0)</p> </td> \n       <td> <p>12.4</p> </td> \n       <td> <p>(9.4\u201316.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>3.9</p> </td> \n       <td> <p>(1.1\u201312.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>18.0</b></p> </td> \n       <td> <p><b>(15.3\u201321.2)</b></p> </td> \n       <td> <p>23.1</p> </td> \n       <td> <p>(15.7\u201332.5)</p> </td> \n       <td> <p>18.4</p> </td> \n       <td> <p>(14.3\u201323.5)</p> </td> \n       <td> <p>14.4</p> </td> \n       <td> <p>(11.6\u201317.7)</p> </td> \n       <td> <p>22.3</p> </td> \n       <td> <p>(18.8\u201326.2)</p> </td> \n       <td> <p>6.7</p> </td> \n       <td> <p>(3.1\u201313.9)</p> </td> \n       <td> <p>10.5**</p> </td> \n       <td> <p>(4.5\u201322.7)</p> </td> \n       <td> <p>15.9</p> </td> \n       <td> <p>(8.7\u201327.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Indiana</p> </td> \n       <td> <p><b>14.6</b></p> </td> \n       <td> <p><b>(12.2\u201317.3)</b></p> </td> \n       <td> <p>11.3</p> </td> \n       <td> <p>(6.4\u201319.3)</p> </td> \n       <td> <p>19.2</p> </td> \n       <td> <p>(15.1\u201324.1)</p> </td> \n       <td> <p>12.5</p> </td> \n       <td> <p>(9.9\u201315.6)</p> </td> \n       <td> <p>15.7</p> </td> \n       <td> <p>(13.0\u201318.8)</p> </td> \n       <td> <p>7.4</p> </td> \n       <td> <p>(4.0\u201313.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>13.1</p> </td> \n       <td> <p>(5.1\u201329.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Iowa</p> </td> \n       <td> <p><b>20.2</b></p> </td> \n       <td> <p><b>(17.0\u201323.9)</b></p> </td> \n       <td> <p>19.3</p> </td> \n       <td> <p>(11.7\u201330.1)</p> </td> \n       <td> <p>23.6</p> </td> \n       <td> <p>(18.8\u201329.2)</p> </td> \n       <td> <p>17.9</p> </td> \n       <td> <p>(14.5\u201321.8)</p> </td> \n       <td> <p>22.1</p> </td> \n       <td> <p>(18.7\u201326.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kansas</p> </td> \n       <td> <p><b>15.4</b></p> </td> \n       <td> <p><b>(13.6\u201317.3)</b></p> </td> \n       <td> <p>21.1</p> </td> \n       <td> <p>(16.1\u201327.0)</p> </td> \n       <td> <p>15.6</p> </td> \n       <td> <p>(13.3\u201318.3)</p> </td> \n       <td> <p>11.2</p> </td> \n       <td> <p>(9.7\u201313.0)</p> </td> \n       <td> <p>16.1</p> </td> \n       <td> <p>(14.2\u201318.2)</p> </td> \n       <td> <p>12.4</p> </td> \n       <td> <p>(6.9\u201321.3)</p> </td> \n       <td> <p>13.0</p> </td> \n       <td> <p>(6.9\u201323.3)</p> </td> \n       <td> <p>11.4</p> </td> \n       <td> <p>(6.9\u201318.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kentucky</p> </td> \n       <td> <p><b>11.0</b></p> </td> \n       <td> <p><b>(8.7\u201313.9)</b></p> </td> \n       <td> <p>18.6</p> </td> \n       <td> <p>(10.4\u201330.8)</p> </td> \n       <td> <p>10.4</p> </td> \n       <td> <p>(7.3\u201314.8)</p> </td> \n       <td> <p>8.8</p> </td> \n       <td> <p>(6.2\u201312.3)</p> </td> \n       <td> <p>11.3</p> </td> \n       <td> <p>(8.8\u201314.4)</p> </td> \n       <td> <p>9.4</p> </td> \n       <td> <p>(3.5\u201322.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Louisiana</p> </td> \n       <td> <p><b>13.4</b></p> </td> \n       <td> <p><b>(11.5\u201315.7)</b></p> </td> \n       <td> <p>18.2</p> </td> \n       <td> <p>(12.7\u201325.4)</p> </td> \n       <td> <p>13.0</p> </td> \n       <td> <p>(10.0\u201316.9)</p> </td> \n       <td> <p>11.7</p> </td> \n       <td> <p>(9.3\u201314.6)</p> </td> \n       <td> <p>17.2</p> </td> \n       <td> <p>(14.4\u201320.3)</p> </td> \n       <td> <p>7.0</p> </td> \n       <td> <p>(4.6\u201310.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>18.6</b></p> </td> \n       <td> <p><b>(15.7\u201321.8)</b></p> </td> \n       <td> <p>20.5</p> </td> \n       <td> <p>(12.9\u201331.1)</p> </td> \n       <td> <p>20.6</p> </td> \n       <td> <p>(16.1\u201326.0)</p> </td> \n       <td> <p>15.9</p> </td> \n       <td> <p>(13.1\u201319.1)</p> </td> \n       <td> <p>18.7</p> </td> \n       <td> <p>(15.8\u201321.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>15.0</b></p> </td> \n       <td> <p><b>(12.5\u201317.8)</b></p> </td> \n       <td> <p>24.1</p> </td> \n       <td> <p>(16.7\u201333.4)</p> </td> \n       <td> <p>13.2</p> </td> \n       <td> <p>(10.1\u201317.1)</p> </td> \n       <td> <p>11.3</p> </td> \n       <td> <p>(8.7\u201314.4)</p> </td> \n       <td> <p>19.9</p> </td> \n       <td> <p>(16.5\u201323.8)</p> </td> \n       <td> <p>9.0</p> </td> \n       <td> <p>(5.7\u201313.9)</p> </td> \n       <td> <p>9.4</p> </td> \n       <td> <p>(4.3\u201319.4)</p> </td> \n       <td> <p>12.4</p> </td> \n       <td> <p>(4.4\u201330.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>22.1</b></p> </td> \n       <td> <p><b>(19.0\u201325.5)</b></p> </td> \n       <td> <p>37.2</p> </td> \n       <td> <p>(28.0\u201347.3)</p> </td> \n       <td> <p>20.1</p> </td> \n       <td> <p>(15.9\u201325.0)</p> </td> \n       <td> <p>14.4</p> </td> \n       <td> <p>(12.1\u201317.2)</p> </td> \n       <td> <p>25.1</p> </td> \n       <td> <p>(21.3\u201329.3)</p> </td> \n       <td> <p>14.8</p> </td> \n       <td> <p>(7.9\u201326.1)</p> </td> \n       <td> <p>10.6</p> </td> \n       <td> <p>(4.3\u201323.9)</p> </td> \n       <td> <p>13.6</p> </td> \n       <td> <p>(8.6\u201320.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>16.6</b></p> </td> \n       <td> <p><b>(14.1\u201319.4)</b></p> </td> \n       <td> <p>22.2</p> </td> \n       <td> <p>(15.6\u201330.7)</p> </td> \n       <td> <p>14.1</p> </td> \n       <td> <p>(10.7\u201318.5)</p> </td> \n       <td> <p>15.4</p> </td> \n       <td> <p>(12.6\u201318.6)</p> </td> \n       <td> <p>18.9</p> </td> \n       <td> <p>(16.0\u201322.1)</p> </td> \n       <td> <p>4.0</p> </td> \n       <td> <p>(2.0\u2013 7.7)</p> </td> \n       <td> <p>15.3</p> </td> \n       <td> <p>(6.2\u201333.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>21.7</b></p> </td> \n       <td> <p><b>(18.1\u201325.7)</b></p> </td> \n       <td> <p>30.1</p> </td> \n       <td> <p>(20.1\u201342.3)</p> </td> \n       <td> <p>19.3</p> </td> \n       <td> <p>(14.8\u201324.9)</p> </td> \n       <td> <p>17.8</p> </td> \n       <td> <p>(14.5\u201321.7)</p> </td> \n       <td> <p>22.2</p> </td> \n       <td> <p>(18.5\u201326.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>8.3</b></p> </td> \n       <td> <p><b>(6.7\u201310.3)</b></p> </td> \n       <td> <p>6.3</p> </td> \n       <td> <p>(3.3\u201311.8)</p> </td> \n       <td> <p>9.0</p> </td> \n       <td> <p>(6.5\u201312.4)</p> </td> \n       <td> <p>8.5</p> </td> \n       <td> <p>(6.3\u201311.4)</p> </td> \n       <td> <p>7.9</p> </td> \n       <td> <p>(5.8\u201310.6)</p> </td> \n       <td> <p>9.1</p> </td> \n       <td> <p>(6.5\u201312.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>21.5</b></p> </td> \n       <td> <p><b>(17.5\u201326.0)</b></p> </td> \n       <td> <p>28.0</p> </td> \n       <td> <p>(17.1\u201342.3)</p> </td> \n       <td> <p>23.5</p> </td> \n       <td> <p>(17.4\u201330.9)</p> </td> \n       <td> <p>15.8</p> </td> \n       <td> <p>(11.8\u201320.9)</p> </td> \n       <td> <p>21.1</p> </td> \n       <td> <p>(16.9\u201326.1)</p> </td> \n       <td> <p>18.2</p> </td> \n       <td> <p>(8.6\u201334.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Montana</p> </td> \n       <td> <p><b>18.1</b></p> </td> \n       <td> <p><b>(14.9\u201321.8)</b></p> </td> \n       <td> <p>21.5</p> </td> \n       <td> <p>(13.1\u201333.3)</p> </td> \n       <td> <p>17.1</p> </td> \n       <td> <p>(12.7\u201322.5)</p> </td> \n       <td> <p>16.7</p> </td> \n       <td> <p>(13.1\u201321.0)</p> </td> \n       <td> <p>16.9</p> </td> \n       <td> <p>(13.6\u201320.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>32.6</p> </td> \n       <td> <p>(20.6\u201347.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>17.3</b></p> </td> \n       <td> <p><b>(14.4\u201320.5)</b></p> </td> \n       <td> <p>15.5</p> </td> \n       <td> <p>(9.1\u201325.1)</p> </td> \n       <td> <p>18.1</p> </td> \n       <td> <p>(13.6\u201323.7)</p> </td> \n       <td> <p>17.1</p> </td> \n       <td> <p>(13.5\u201321.4)</p> </td> \n       <td> <p>17.0</p> </td> \n       <td> <p>(14.1\u201320.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>35.3</p> </td> \n       <td> <p>(17.7\u201358.0)</p> </td> \n       <td> <p>12.4</p> </td> \n       <td> <p>(4.5\u201330.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nevada</p> </td> \n       <td> <p><b>15.6</b></p> </td> \n       <td> <p><b>(11.3\u201321.3)</b></p> </td> \n       <td> <p>17.8**</p> </td> \n       <td> <p>(8.7\u201333.0)</p> </td> \n       <td> <p>19.7</p> </td> \n       <td> <p>(11.8\u201330.9)</p> </td> \n       <td> <p>10.5</p> </td> \n       <td> <p>(6.6\u201316.2)</p> </td> \n       <td> <p>20.3</p> </td> \n       <td> <p>(14.0\u201328.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>13.6**</p> </td> \n       <td> <p>(5.7\u201329.0)</p> </td> \n       <td> <p>7.7</p> </td> \n       <td> <p>(3.2\u201317.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Hampshire</p> </td> \n       <td> <p><b>18.2</b></p> </td> \n       <td> <p><b>(14.7\u201322.3)</b></p> </td> \n       <td> <p>22.5</p> </td> \n       <td> <p>(12.9\u201336.3)</p> </td> \n       <td> <p>21.1</p> </td> \n       <td> <p>(15.0\u201328.8)</p> </td> \n       <td> <p>13.9</p> </td> \n       <td> <p>(10.6\u201318.0)</p> </td> \n       <td> <p>18.9</p> </td> \n       <td> <p>(15.1\u201323.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>18.6</b></p> </td> \n       <td> <p><b>(15.6\u201321.9)</b></p> </td> \n       <td> <p>28.8</p> </td> \n       <td> <p>(19.4\u201340.4)</p> </td> \n       <td> <p>15.8</p> </td> \n       <td> <p>(12.7\u201319.4)</p> </td> \n       <td> <p>15.1</p> </td> \n       <td> <p>(12.8\u201317.7)</p> </td> \n       <td> <p>24.1</p> </td> \n       <td> <p>(20.0\u201328.8)</p> </td> \n       <td> <p>10.1</p> </td> \n       <td> <p>(6.4\u201315.6)</p> </td> \n       <td> <p>15.6</p> </td> \n       <td> <p>(6.2\u201333.9)</p> </td> \n       <td> <p>11.0</p> </td> \n       <td> <p>(7.2\u201316.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Mexico</p> </td> \n       <td> <p><b>12.7</b></p> </td> \n       <td> <p><b>(10.3\u201315.5)</b></p> </td> \n       <td> <p>12.0</p> </td> \n       <td> <p>(6.9\u201320.1)</p> </td> \n       <td> <p>14.5</p> </td> \n       <td> <p>(10.5\u201319.6)</p> </td> \n       <td> <p>11.3</p> </td> \n       <td> <p>(8.8\u201314.5)</p> </td> \n       <td> <p>13.5</p> </td> \n       <td> <p>(9.5\u201318.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>7.5</p> </td> \n       <td> <p>(4.6\u201312.2)</p> </td> \n       <td> <p>13.5</p> </td> \n       <td> <p>(10.2\u201317.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New York</p> </td> \n       <td> <p><b>18.6</b></p> </td> \n       <td> <p><b>(15.7\u201321.8)</b></p> </td> \n       <td> <p>23.6</p> </td> \n       <td> <p>(16.0\u201333.3)</p> </td> \n       <td> <p>19.9</p> </td> \n       <td> <p>(15.6\u201324.9)</p> </td> \n       <td> <p>14.1</p> </td> \n       <td> <p>(11.1\u201317.8)</p> </td> \n       <td> <p>22.1</p> </td> \n       <td> <p>(18.4\u201326.3)</p> </td> \n       <td> <p>10.1</p> </td> \n       <td> <p>(5.0\u201319.3)</p> </td> \n       <td> <p>14.0</p> </td> \n       <td> <p>(7.3\u201325.2)</p> </td> \n       <td> <p>16.9</p> </td> \n       <td> <p>(10.3\u201326.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Carolina</p> </td> \n       <td> <p><b>13.0</b></p> </td> \n       <td> <p><b>(10.8\u201315.6)</b></p> </td> \n       <td> <p>19.4</p> </td> \n       <td> <p>(12.7\u201328.5)</p> </td> \n       <td> <p>11.8</p> </td> \n       <td> <p>(9.0\u201315.3)</p> </td> \n       <td> <p>10.5</p> </td> \n       <td> <p>(8.4\u201313.0)</p> </td> \n       <td> <p>14.5</p> </td> \n       <td> <p>(11.9\u201317.5)</p> </td> \n       <td> <p>11.1</p> </td> \n       <td> <p>(6.2\u201319.2)</p> </td> \n       <td> <p>10.7</p> </td> \n       <td> <p>(5.3\u201320.5)</p> </td> \n       <td> <p>9.0</p> </td> \n       <td> <p>(4.6\u201317.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Dakota</p> </td> \n       <td> <p><b>25.6</b></p> </td> \n       <td> <p><b>(21.1\u201330.7)</b></p> </td> \n       <td> <p>32.4</p> </td> \n       <td> <p>(22.0\u201345.0)</p> </td> \n       <td> <p>24.2</p> </td> \n       <td> <p>(18.8\u201330.6)</p> </td> \n       <td> <p>19.8</p> </td> \n       <td> <p>(15.8\u201324.6)</p> </td> \n       <td> <p>25.2</p> </td> \n       <td> <p>(20.4\u201330.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>30.0**</p> </td> \n       <td> <p>(16.6\u201347.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>18.0</b></p> </td> \n       <td> <p><b>(15.3\u201321.0)</b></p> </td> \n       <td> <p>24.5</p> </td> \n       <td> <p>(16.2\u201335.3)</p> </td> \n       <td> <p>18.8</p> </td> \n       <td> <p>(14.6\u201324.0)</p> </td> \n       <td> <p>14.4</p> </td> \n       <td> <p>(11.6\u201317.6)</p> </td> \n       <td> <p>19.4</p> </td> \n       <td> <p>(16.3\u201322.8)</p> </td> \n       <td> <p>13.6</p> </td> \n       <td> <p>(8.2\u201321.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>11.3</b></p> </td> \n       <td> <p><b>(9.4\u201313.6)</b></p> </td> \n       <td> <p>20.2</p> </td> \n       <td> <p>(13.5\u201329.2)</p> </td> \n       <td> <p>10.0</p> </td> \n       <td> <p>(7.5\u201313.1)</p> </td> \n       <td> <p>9.0</p> </td> \n       <td> <p>(6.8\u201311.6)</p> </td> \n       <td> <p>12.0</p> </td> \n       <td> <p>(9.7\u201314.9)</p> </td> \n       <td> <p>14.1</p> </td> \n       <td> <p>(7.7\u201324.3)</p> </td> \n       <td> <p>10.0</p> </td> \n       <td> <p>(6.3\u201315.6)</p> </td> \n       <td> <p>7.1</p> </td> \n       <td> <p>(2.7\u201317.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>16.9</b></p> </td> \n       <td> <p><b>(13.1\u201321.5)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>17.4</p> </td> \n       <td> <p>(12.0\u201324.6)</p> </td> \n       <td> <p>11.2</p> </td> \n       <td> <p>(8.1\u201315.5)</p> </td> \n       <td> <p>14.7</p> </td> \n       <td> <p>(10.7\u201319.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>25.5</p> </td> \n       <td> <p>(14.9\u201340.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>18.4</b></p> </td> \n       <td> <p><b>(15.5\u201321.8)</b></p> </td> \n       <td> <p>23.3</p> </td> \n       <td> <p>(16.0\u201332.7)</p> </td> \n       <td> <p>21.3</p> </td> \n       <td> <p>(16.7\u201326.7)</p> </td> \n       <td> <p>12.7</p> </td> \n       <td> <p>(10.1\u201316.0)</p> </td> \n       <td> <p>19.9</p> </td> \n       <td> <p>(16.7\u201323.6)</p> </td> \n       <td> <p>9.5</p> </td> \n       <td> <p>(3.9\u201321.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>18.6**</p> </td> \n       <td> <p>(7.3\u201340.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>18.2</b></p> </td> \n       <td> <p><b>(14.9\u201322.1)</b></p> </td> \n       <td> <p>24.1</p> </td> \n       <td> <p>(15.3\u201335.8)</p> </td> \n       <td> <p>16.0</p> </td> \n       <td> <p>(11.8\u201321.3)</p> </td> \n       <td> <p>15.8</p> </td> \n       <td> <p>(12.4\u201319.9)</p> </td> \n       <td> <p>19.3</p> </td> \n       <td> <p>(15.4\u201323.8)</p> </td> \n       <td> <p>17.4**</p> </td> \n       <td> <p>(6.6\u201338.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>14.8</p> </td> \n       <td> <p>(7.6\u201326.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Carolina</p> </td> \n       <td> <p><b>11.7</b></p> </td> \n       <td> <p><b>(9.2\u201314.8)</b></p> </td> \n       <td> <p>18.3</p> </td> \n       <td> <p>(9.7\u201332.0)</p> </td> \n       <td> <p>11.3</p> </td> \n       <td> <p>(7.7\u201316.2)</p> </td> \n       <td> <p>9.7</p> </td> \n       <td> <p>(7.2\u201313.0)</p> </td> \n       <td> <p>14.4</p> </td> \n       <td> <p>(11.0\u201318.7)</p> </td> \n       <td> <p>8.2</p> </td> \n       <td> <p>(4.6\u201314.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Dakota</p> </td> \n       <td> <p><b>21.9</b></p> </td> \n       <td> <p><b>(18.1\u201326.2)</b></p> </td> \n       <td> <p>25.8</p> </td> \n       <td> <p>(16.2\u201338.5)</p> </td> \n       <td> <p>21.2</p> </td> \n       <td> <p>(16.4\u201327.1)</p> </td> \n       <td> <p>19.5</p> </td> \n       <td> <p>(15.5\u201324.3)</p> </td> \n       <td> <p>21.3</p> </td> \n       <td> <p>(17.4\u201325.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>27.2</p> </td> \n       <td> <p>(15.4\u201343.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>6.9</b></p> </td> \n       <td> <p><b>(5.0\u2013 9.4)</b></p> </td> \n       <td> <p>12.7</p> </td> \n       <td> <p>(5.2\u201327.8)</p> </td> \n       <td> <p>7.0</p> </td> \n       <td> <p>(4.1\u201311.8)</p> </td> \n       <td> <p>5.7</p> </td> \n       <td> <p>(3.7\u2013 8.7)</p> </td> \n       <td> <p>6.4</p> </td> \n       <td> <p>(4.6\u2013 8.9)</p> </td> \n       <td> <p>7.5</p> </td> \n       <td> <p>(3.2\u201316.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>12.4</b></p> </td> \n       <td> <p><b>(10.5\u201314.7)</b></p> </td> \n       <td> <p>23.0</p> </td> \n       <td> <p>(16.2\u201331.7)</p> </td> \n       <td> <p>11.8</p> </td> \n       <td> <p>(9.0\u201315.3)</p> </td> \n       <td> <p>8.9</p> </td> \n       <td> <p>(6.9\u201311.5)</p> </td> \n       <td> <p>18.3</p> </td> \n       <td> <p>(14.9\u201322.2)</p> </td> \n       <td> <p>6.2</p> </td> \n       <td> <p>(3.5\u201311.0)</p> </td> \n       <td> <p>6.1</p> </td> \n       <td> <p>(1.8\u201318.4)</p> </td> \n       <td> <p>8.6</p> </td> \n       <td> <p>(6.1\u201312.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>7.6</b></p> </td> \n       <td> <p><b>(6.2\u2013 9.3)</b></p> </td> \n       <td> <p>7.0</p> </td> \n       <td> <p>(4.0\u201312.0)</p> </td> \n       <td> <p>8.5</p> </td> \n       <td> <p>(6.5\u201311.0)</p> </td> \n       <td> <p>7.1</p> </td> \n       <td> <p>(5.4\u2013 9.2)</p> </td> \n       <td> <p>8.0</p> </td> \n       <td> <p>(6.4\u201310.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>6.5</p> </td> \n       <td> <p>(2.2\u201317.5)</p> </td> \n       <td> <p>4.3</p> </td> \n       <td> <p>(2.1\u2013 8.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>19.6</b></p> </td> \n       <td> <p><b>(16.4\u201323.2)</b></p> </td> \n       <td> <p>22.5</p> </td> \n       <td> <p>(14.3\u201333.5)</p> </td> \n       <td> <p>24.8</p> </td> \n       <td> <p>(19.6\u201330.8)</p> </td> \n       <td> <p>13.7</p> </td> \n       <td> <p>(11.0\u201316.9)</p> </td> \n       <td> <p>19.3</p> </td> \n       <td> <p>(16.1\u201322.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Virginia</p> </td> \n       <td> <p><b>10.5</b></p> </td> \n       <td> <p><b>(7.7\u201314.1)</b></p> </td> \n       <td> <p>9.3**</p> </td> \n       <td> <p>(4.3\u201319.1)</p> </td> \n       <td> <p>13.3</p> </td> \n       <td> <p>(7.9\u201321.5)</p> </td> \n       <td> <p>8.8</p> </td> \n       <td> <p>(6.2\u201312.4)</p> </td> \n       <td> <p>11.0</p> </td> \n       <td> <p>(7.8\u201315.2)</p> </td> \n       <td> <p>12.9</p> </td> \n       <td> <p>(5.5\u201327.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>16.4</b></p> </td> \n       <td> <p><b>(14.6\u201318.5)</b></p> </td> \n       <td> <p>23.4</p> </td> \n       <td> <p>(17.9\u201329.9)</p> </td> \n       <td> <p>14.9</p> </td> \n       <td> <p>(12.4\u201317.7)</p> </td> \n       <td> <p>13.6</p> </td> \n       <td> <p>(11.8\u201315.6)</p> </td> \n       <td> <p>18.7</p> </td> \n       <td> <p>(16.5\u201321.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>10.7</p> </td> \n       <td> <p>(6.7\u201316.6)</p> </td> \n       <td> <p>8.6</p> </td> \n       <td> <p>(5.2\u201314.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>6.6</b></p> </td> \n       <td> <p><b>(5.0\u2013 8.7)</b></p> </td> \n       <td> <p>4.4</p> </td> \n       <td> <p>(1.8\u201310.4)</p> </td> \n       <td> <p>10.1</p> </td> \n       <td> <p>(7.1\u201314.3)</p> </td> \n       <td> <p>4.8</p> </td> \n       <td> <p>(3.0\u2013 7.6)</p> </td> \n       <td> <p>6.6</p> </td> \n       <td> <p>(4.9\u2013 8.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>25.3</b></p> </td> \n       <td> <p><b>(20.3\u201330.9)</b></p> </td> \n       <td> <p>27.2</p> </td> \n       <td> <p>(14.8\u201344.5)</p> </td> \n       <td> <p>25.9</p> </td> \n       <td> <p>(18.5\u201334.8)</p> </td> \n       <td> <p>23.5</p> </td> \n       <td> <p>(18.1\u201329.8)</p> </td> \n       <td> <p>28.3</p> </td> \n       <td> <p>(22.7\u201334.8)</p> </td> \n       <td> <p>17.3**</p> </td> \n       <td> <p>(7.2\u201335.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>15.8</b></p> </td> \n       <td> <p><b>(12.8\u201319.2)</b></p> </td> \n       <td> <p>19.2</p> </td> \n       <td> <p>(11.5\u201330.3)</p> </td> \n       <td> <p>16.9</p> </td> \n       <td> <p>(13.1\u201321.4)</p> </td> \n       <td> <p>12.1</p> </td> \n       <td> <p>(9.1\u201315.8)</p> </td> \n       <td> <p>16.4</p> </td> \n       <td> <p>(13.3\u201320.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>15.2</p> </td> \n       <td> <p>(6.6\u201331.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total</b><span>\u00a7\u00a7</span></p> </td> \n       <td> <p><b>15.2</b></p> </td> \n       <td> <p><b>(14.7\u201315.8)</b></p> </td> \n       <td> <p><b>21.2</b></p> </td> \n       <td> <p><b>(19.6\u201322.9)</b></p> </td> \n       <td> <p><b>15.8</b></p> </td> \n       <td> <p><b>(15.0\u201316.6)</b></p> </td> \n       <td> <p><b>11.7</b></p> </td> \n       <td> <p><b>(11.1\u201312.2)</b></p> </td> \n       <td> <p><b>17.9</b></p> </td> \n       <td> <p><b>(17.2\u201318.5)</b></p> </td> \n       <td> <p><b>10.1</b></p> </td> \n       <td> <p><b>(8.8\u201311.5)</b></p> </td> \n       <td> <p><b>11.7</b></p> </td> \n       <td> <p><b>(10.0\u201313.6)</b></p> </td> \n       <td> <p><b>11.0</b></p> </td> \n       <td> <p><b>(9.7\u201312.5)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>16.4</b></p> </td> \n       <td colspan=\"2\"> <p>21.1</p> </td> \n       <td colspan=\"2\"> <p>16.8</p> </td> \n       <td colspan=\"2\"> <p>12.5</p> </td> \n       <td colspan=\"2\"> <p>18.7</p> </td> \n       <td colspan=\"2\"> <p>10.1</p> </td> \n       <td colspan=\"2\"> <p>12.8</p> </td> \n       <td colspan=\"2\"> <p>11.9</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>6.6</b></p> </td> \n       <td colspan=\"2\"> <p>4.4</p> </td> \n       <td colspan=\"2\"> <p>7.0</p> </td> \n       <td colspan=\"2\"> <p>4.8</p> </td> \n       <td colspan=\"2\"> <p>6.4</p> </td> \n       <td colspan=\"2\"> <p>4.0</p> </td> \n       <td colspan=\"2\"> <p>0.0</p> </td> \n       <td colspan=\"2\"> <p>2.5</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>25.6</b></p> </td> \n       <td colspan=\"2\"> <p>37.2</p> </td> \n       <td colspan=\"2\"> <p>25.9</p> </td> \n       <td colspan=\"2\"> <p>23.5</p> </td> \n       <td colspan=\"2\"> <p>34.1</p> </td> \n       <td colspan=\"2\"> <p>25.6</p> </td> \n       <td colspan=\"2\"> <p>35.3</p> </td> \n       <td colspan=\"2\"> <p>22.5</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;50 respondents).</p> <p> * Binge drinking was defined as drinking four or more alcoholic beverages in one sitting on at least one occasion during the preceding month at the time of the interview. </p> <p><span> \u2020 </span>White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other.</p> <p><span> \u00a7 </span>Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p><span> \u00b6 </span>95% confidence interval.</p> <p> ** Represents 50\u201359 respondents; might not be reliable.</p> <p> <span>\u2020\u2020</span> Undefined<span>.</span></p> <p><span> \u00a7\u00a7 </span>Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab21\" href=\"http://www.cdc.gov\"></a>TABLE 21. Estimated prevalence of women aged 18\u201344 years having a live birth who reported drinking any amount of alcohol during the 3 months before pregnancy, overall and by age group and race/ethnicity \u2014 Pregnancy Risk Assessment Monitoring System, United States, 29 reporting areas, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity*</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u2020</span></p> </td> \n       <td> <p><b>CI</b><span>\u00a7</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>60.0</b></p> </td> \n       <td> <p><b>(56.5\u201363.4)</b></p> </td> \n       <td> <p>58.9</p> </td> \n       <td> <p>(53.1\u201364.5)</p> </td> \n       <td> <p>60.9</p> </td> \n       <td> <p>(56.2\u201365.5)</p> </td> \n       <td> <p>58.9</p> </td> \n       <td> <p>(47.8\u201369.1)</p> </td> \n       <td> <p>66.8</p> </td> \n       <td> <p>(62.0\u201371.2)</p> </td> \n       <td> <p>60.9<span>\u00b6</span></p> </td> \n       <td> <p>(36.3\u201381.0)</p> </td> \n       <td> <p>50.8</p> </td> \n       <td> <p>(45.8\u201355.8)</p> </td> \n       <td> <p>38.3</p> </td> \n       <td> <p>(24.3\u201354.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>49.2</b></p> </td> \n       <td> <p><b>(45.3\u201353.2)</b></p> </td> \n       <td> <p>42.8</p> </td> \n       <td> <p>(36.7\u201349.1)</p> </td> \n       <td> <p>55.7</p> </td> \n       <td> <p>(50.3\u201361.1)</p> </td> \n       <td> <p>40.8</p> </td> \n       <td> <p>(29.0\u201353.9)</p> </td> \n       <td> <p>55.6</p> </td> \n       <td> <p>(51.0\u201360.1)</p> </td> \n       <td> <p>44.7</p> </td> \n       <td> <p>(35.3\u201354.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>20.9</p> </td> \n       <td> <p>(12.2\u201333.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>62.5</b></p> </td> \n       <td> <p><b>(59.4\u201365.5)</b></p> </td> \n       <td> <p>53.8</p> </td> \n       <td> <p>(47.6\u201359.9)</p> </td> \n       <td> <p>65.2</p> </td> \n       <td> <p>(61.1\u201369.1)</p> </td> \n       <td> <p>67.3</p> </td> \n       <td> <p>(59.8\u201374.1)</p> </td> \n       <td> <p>74.5</p> </td> \n       <td> <p>(71.0\u201377.6)</p> </td> \n       <td> <p>68.8<span>\u00b6</span></p> </td> \n       <td> <p>(45.1\u201385.6)</p> </td> \n       <td> <p>43.4</p> </td> \n       <td> <p>(30.7\u201357.1)</p> </td> \n       <td> <p>39.9</p> </td> \n       <td> <p>(33.9\u201346.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>58.3</b></p> </td> \n       <td> <p><b>(55.3\u201361.3)</b></p> </td> \n       <td> <p>52.7</p> </td> \n       <td> <p>(47.2\u201358.1)</p> </td> \n       <td> <p>60.3</p> </td> \n       <td> <p>(56.1\u201364.3)</p> </td> \n       <td> <p>62.3</p> </td> \n       <td> <p>(55.0\u201369.2)</p> </td> \n       <td> <p>70.6</p> </td> \n       <td> <p>(66.8\u201374.2)</p> </td> \n       <td> <p>53.1</p> </td> \n       <td> <p>(46.8\u201359.3)</p> </td> \n       <td> <p>34.5</p> </td> \n       <td> <p>(23.7\u201347.3)</p> </td> \n       <td> <p>28.9</p> </td> \n       <td> <p>(22.2\u201336.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>41.8</b></p> </td> \n       <td> <p><b>(36.9\u201346.8)</b></p> </td> \n       <td> <p>40.5</p> </td> \n       <td> <p>(32.7\u201348.8)</p> </td> \n       <td> <p>41.2</p> </td> \n       <td> <p>(34.6\u201348.1)</p> </td> \n       <td> <p>49.2</p> </td> \n       <td> <p>(35.3\u201363.2)</p> </td> \n       <td> <p>55.3</p> </td> \n       <td> <p>(47.9\u201362.5)</p> </td> \n       <td> <p>33.5</p> </td> \n       <td> <p>(25.7\u201342.3)</p> </td> \n       <td> <p>38.6<span>\u00b6</span></p> </td> \n       <td> <p>(20.5\u201360.5)</p> </td> \n       <td> <p>27.4</p> </td> \n       <td> <p>(18.0\u201339.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>50.1</b></p> </td> \n       <td> <p><b>(47.0\u201353.3)</b></p> </td> \n       <td> <p>51.4</p> </td> \n       <td> <p>(45.6\u201357.2)</p> </td> \n       <td> <p>51.9</p> </td> \n       <td> <p>(47.5\u201356.3)</p> </td> \n       <td> <p>42.5</p> </td> \n       <td> <p>(35.3\u201350.0)</p> </td> \n       <td> <p>66.5</p> </td> \n       <td> <p>(59.5\u201372.9)</p> </td> \n       <td> <p>57.1<span>\u00b6</span></p> </td> \n       <td> <p>(35.3\u201376.4)</p> </td> \n       <td> <p>44.1</p> </td> \n       <td> <p>(40.1\u201348.2)</p> </td> \n       <td> <p>50.9</p> </td> \n       <td> <p>(43.4\u201358.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>54.5</b></p> </td> \n       <td> <p><b>(51.7\u201357.2)</b></p> </td> \n       <td> <p>46.7</p> </td> \n       <td> <p>(41.5\u201352.0)</p> </td> \n       <td> <p>59.2</p> </td> \n       <td> <p>(55.6\u201362.7)</p> </td> \n       <td> <p>51.8</p> </td> \n       <td> <p>(45.0\u201358.5)</p> </td> \n       <td> <p>71.7</p> </td> \n       <td> <p>(68.3\u201374.8)</p> </td> \n       <td> <p>46.8</p> </td> \n       <td> <p>(39.2\u201354.6)</p> </td> \n       <td> <p>24.3</p> </td> \n       <td> <p>(16.2\u201334.8)</p> </td> \n       <td> <p>28.1</p> </td> \n       <td> <p>(23.4\u201333.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>68.4</b></p> </td> \n       <td> <p><b>(65.0\u201371.6)</b></p> </td> \n       <td> <p>67.4</p> </td> \n       <td> <p>(61.0\u201373.2)</p> </td> \n       <td> <p>69.4</p> </td> \n       <td> <p>(64.9\u201373.5)</p> </td> \n       <td> <p>66.4</p> </td> \n       <td> <p>(56.9\u201374.7)</p> </td> \n       <td> <p>69.8</p> </td> \n       <td> <p>(66.4\u201373.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>55.5</b></p> </td> \n       <td> <p><b>(51.7\u201359.3)</b></p> </td> \n       <td> <p>50.0</p> </td> \n       <td> <p>(41.6\u201358.5)</p> </td> \n       <td> <p>57.6</p> </td> \n       <td> <p>(52.2\u201362.8)</p> </td> \n       <td> <p>56.6</p> </td> \n       <td> <p>(52.4\u201360.8)</p> </td> \n       <td> <p>73.7</p> </td> \n       <td> <p>(68.6\u201378.2)</p> </td> \n       <td> <p>45.3</p> </td> \n       <td> <p>(38.3\u201352.4)</p> </td> \n       <td> <p>45.8</p> </td> \n       <td> <p>(32.9\u201359.3)</p> </td> \n       <td> <p>18.5</p> </td> \n       <td> <p>(11.5\u201328.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>61.6</b></p> </td> \n       <td> <p><b>(58.3\u201364.8)</b></p> </td> \n       <td> <p>50.5</p> </td> \n       <td> <p>(43.1\u201357.9)</p> </td> \n       <td> <p>66.0</p> </td> \n       <td> <p>(61.8\u201370.0)</p> </td> \n       <td> <p>61.3</p> </td> \n       <td> <p>(53.4\u201368.7)</p> </td> \n       <td> <p>73.3</p> </td> \n       <td> <p>(68.4\u201377.6)</p> </td> \n       <td> <p>37.1</p> </td> \n       <td> <p>(31.7\u201342.8)</p> </td> \n       <td> <p>34.1</p> </td> \n       <td> <p>(29.0\u201339.6)</p> </td> \n       <td> <p>39.0</p> </td> \n       <td> <p>(34.0\u201344.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>66.2</b></p> </td> \n       <td> <p><b>(63.4\u201368.9)</b></p> </td> \n       <td> <p>61.8</p> </td> \n       <td> <p>(56.7\u201366.7)</p> </td> \n       <td> <p>69.4</p> </td> \n       <td> <p>(65.6\u201372.9)</p> </td> \n       <td> <p>63.4</p> </td> \n       <td> <p>(55.7\u201370.5)</p> </td> \n       <td> <p>71.7</p> </td> \n       <td> <p>(68.2\u201374.9)</p> </td> \n       <td> <p>51.9</p> </td> \n       <td> <p>(47.7\u201356.1)</p> </td> \n       <td> <p>48.5</p> </td> \n       <td> <p>(36.3\u201360.9)</p> </td> \n       <td> <p>58.3<span>\u00b6</span></p> </td> \n       <td> <p>(43.2\u201372.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>69.6</b></p> </td> \n       <td> <p><b>(66.7\u201372.3)</b></p> </td> \n       <td> <p>59.5</p> </td> \n       <td> <p>(53.4\u201365.3)</p> </td> \n       <td> <p>73.5</p> </td> \n       <td> <p>(69.9\u201376.8)</p> </td> \n       <td> <p>69.2</p> </td> \n       <td> <p>(61.5\u201376.0)</p> </td> \n       <td> <p>80.7</p> </td> \n       <td> <p>(77.9\u201383.3)</p> </td> \n       <td> <p>35.5</p> </td> \n       <td> <p>(27.3\u201344.6)</p> </td> \n       <td> <p>48.3</p> </td> \n       <td> <p>(38.4\u201358.4)</p> </td> \n       <td> <p>34.3</p> </td> \n       <td> <p>(25.1\u201344.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>42.1</b></p> </td> \n       <td> <p><b>(38.8\u201345.4)</b></p> </td> \n       <td> <p>39.0</p> </td> \n       <td> <p>(34.3\u201344.0)</p> </td> \n       <td> <p>45.0</p> </td> \n       <td> <p>(40.2\u201349.9)</p> </td> \n       <td> <p>42.1</p> </td> \n       <td> <p>(30.0\u201355.2)</p> </td> \n       <td> <p>54.0</p> </td> \n       <td> <p>(49.3\u201358.7)</p> </td> \n       <td> <p>29.4</p> </td> \n       <td> <p>(25.1\u201334.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>59.9</b></p> </td> \n       <td> <p><b>(56.7\u201363.0)</b></p> </td> \n       <td> <p>58.1</p> </td> \n       <td> <p>(52.6\u201363.5)</p> </td> \n       <td> <p>60.5</p> </td> \n       <td> <p>(56.1\u201364.6)</p> </td> \n       <td> <p>63.4</p> </td> \n       <td> <p>(53.9\u201372.0)</p> </td> \n       <td> <p>63.6</p> </td> \n       <td> <p>(60.3\u201366.8)</p> </td> \n       <td> <p>45.4</p> </td> \n       <td> <p>(35.2\u201356.0)</p> </td> \n       <td> <p>31.2<span>\u00b6</span></p> </td> \n       <td> <p>(16.1\u201351.8)</p> </td> \n       <td> <p>47.5<span>\u00b6</span></p> </td> \n       <td> <p>(30.3\u201365.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>64.8</b></p> </td> \n       <td> <p><b>(62.3\u201367.2)</b></p> </td> \n       <td> <p>59.5</p> </td> \n       <td> <p>(54.6\u201364.2)</p> </td> \n       <td> <p>68.9</p> </td> \n       <td> <p>(65.6\u201372.0)</p> </td> \n       <td> <p>57.9</p> </td> \n       <td> <p>(50.3\u201365.1)</p> </td> \n       <td> <p>75.3</p> </td> \n       <td> <p>(72.0\u201378.3)</p> </td> \n       <td> <p>43.5</p> </td> \n       <td> <p>(37.9\u201349.2)</p> </td> \n       <td> <p>49.1</p> </td> \n       <td> <p>(43.6\u201354.6)</p> </td> \n       <td> <p>27.9</p> </td> \n       <td> <p>(23.4\u201332.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>51.9</b></p> </td> \n       <td> <p><b>(49.3\u201354.6)</b></p> </td> \n       <td> <p>44.8</p> </td> \n       <td> <p>(38.7\u201351.1)</p> </td> \n       <td> <p>51.5</p> </td> \n       <td> <p>(48.0\u201355.0)</p> </td> \n       <td> <p>60.6</p> </td> \n       <td> <p>(54.5\u201366.4)</p> </td> \n       <td> <p>69.7</p> </td> \n       <td> <p>(65.5\u201373.6)</p> </td> \n       <td> <p>48.5</p> </td> \n       <td> <p>(42.0\u201355.1)</p> </td> \n       <td> <p>31.0</p> </td> \n       <td> <p>(25.7\u201336.9)</p> </td> \n       <td> <p>32.4</p> </td> \n       <td> <p>(27.5\u201337.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>60.7</b></p> </td> \n       <td> <p><b>(57.2\u201364.2)</b></p> </td> \n       <td> <p>59.0</p> </td> \n       <td> <p>(52.6\u201365.2)</p> </td> \n       <td> <p>60.0</p> </td> \n       <td> <p>(55.2\u201364.6)</p> </td> \n       <td> <p>68.6</p> </td> \n       <td> <p>(58.8\u201377.0)</p> </td> \n       <td> <p>63.7</p> </td> \n       <td> <p>(59.4\u201367.8)</p> </td> \n       <td> <p>51.3</p> </td> \n       <td> <p>(46.0\u201356.6)</p> </td> \n       <td> <p>48.3<span>\u00b6</span></p> </td> \n       <td> <p>(30.1\u201366.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>51.7</b></p> </td> \n       <td> <p><b>(48.0\u201355.4)</b></p> </td> \n       <td> <p>50.4</p> </td> \n       <td> <p>(44.5\u201356.3)</p> </td> \n       <td> <p>53.7</p> </td> \n       <td> <p>(48.6\u201358.8)</p> </td> \n       <td> <p>46.2</p> </td> \n       <td> <p>(34.1\u201358.8)</p> </td> \n       <td> <p>62.2</p> </td> \n       <td> <p>(57.6\u201366.6)</p> </td> \n       <td> <p>40.0</p> </td> \n       <td> <p>(27.4\u201354.0)</p> </td> \n       <td> <p>43.8</p> </td> \n       <td> <p>(34.8\u201353.2)</p> </td> \n       <td> <p>18.7</p> </td> \n       <td> <p>(12.4\u201327.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>60.9</b></p> </td> \n       <td> <p><b>(57.5\u201364.2)</b></p> </td> \n       <td> <p>55.7</p> </td> \n       <td> <p>(48.7\u201362.4)</p> </td> \n       <td> <p>63.6</p> </td> \n       <td> <p>(59.1\u201367.9)</p> </td> \n       <td> <p>59.7</p> </td> \n       <td> <p>(50.2\u201368.6)</p> </td> \n       <td> <p>73.2</p> </td> \n       <td> <p>(68.2\u201377.6)</p> </td> \n       <td> <p>47.2</p> </td> \n       <td> <p>(40.4\u201354.1)</p> </td> \n       <td> <p>46.0</p> </td> \n       <td> <p>(42.4\u201349.7)</p> </td> \n       <td> <p>27.5</p> </td> \n       <td> <p>(23.2\u201332.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>62.2</b></p> </td> \n       <td> <p><b>(58.7\u201365.5)</b></p> </td> \n       <td> <p>52.8</p> </td> \n       <td> <p>(45.7\u201359.7)</p> </td> \n       <td> <p>67.2</p> </td> \n       <td> <p>(62.7\u201371.4)</p> </td> \n       <td> <p>61.9</p> </td> \n       <td> <p>(53.5\u201369.6)</p> </td> \n       <td> <p>70.5</p> </td> \n       <td> <p>(66.8\u201374.0)</p> </td> \n       <td> <p>47.8</p> </td> \n       <td> <p>(37.1\u201358.8)</p> </td> \n       <td> <p>32.9</p> </td> \n       <td> <p>(22.6\u201345.1)</p> </td> \n       <td> <p>33.3</p> </td> \n       <td> <p>(22.0\u201347.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>60.6</b></p> </td> \n       <td> <p><b>(57.3\u201363.7)</b></p> </td> \n       <td> <p>47.5</p> </td> \n       <td> <p>(40.7\u201354.3)</p> </td> \n       <td> <p>65.5</p> </td> \n       <td> <p>(61.3\u201369.5)</p> </td> \n       <td> <p>62.8</p> </td> \n       <td> <p>(54.9\u201370.1)</p> </td> \n       <td> <p>74.3</p> </td> \n       <td> <p>(70.3\u201378.0)</p> </td> \n       <td> <p>37.8</p> </td> \n       <td> <p>(25.1\u201352.4)</p> </td> \n       <td> <p>47.5</p> </td> \n       <td> <p>(36.2\u201359.0)</p> </td> \n       <td> <p>33.6</p> </td> \n       <td> <p>(27.4\u201340.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>49.7</b></p> </td> \n       <td> <p><b>(44.8\u201354.6)</b></p> </td> \n       <td> <p>47.7</p> </td> \n       <td> <p>(39.8\u201355.7)</p> </td> \n       <td> <p>54.0</p> </td> \n       <td> <p>(47.0\u201360.8)</p> </td> \n       <td> <p>40.3</p> </td> \n       <td> <p>(28.6\u201353.2)</p> </td> \n       <td> <p>52.1</p> </td> \n       <td> <p>(46.2\u201357.8)</p> </td> \n       <td> <p>47.7</p> </td> \n       <td> <p>(36.5\u201359.1)</p> </td> \n       <td> <p>54.6<span>\u00b6</span></p> </td> \n       <td> <p>(33.6\u201374.0)</p> </td> \n       <td> <p>31.3<span>\u00b6</span></p> </td> \n       <td> <p>(17.4\u201349.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>45.2</b></p> </td> \n       <td> <p><b>(42.2\u201348.3)</b></p> </td> \n       <td> <p>43.5</p> </td> \n       <td> <p>(38.2\u201348.9)</p> </td> \n       <td> <p>45.1</p> </td> \n       <td> <p>(40.9\u201349.4)</p> </td> \n       <td> <p>50.7</p> </td> \n       <td> <p>(42.0\u201359.4)</p> </td> \n       <td> <p>63.1</p> </td> \n       <td> <p>(58.5\u201367.5)</p> </td> \n       <td> <p>47.4</p> </td> \n       <td> <p>(42.4\u201352.4)</p> </td> \n       <td> <p>31.2</p> </td> \n       <td> <p>(19.8\u201345.3)</p> </td> \n       <td> <p>32.7</p> </td> \n       <td> <p>(27.9\u201337.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>24.0</b></p> </td> \n       <td> <p><b>(21.7\u201326.5)</b></p> </td> \n       <td> <p>32.0</p> </td> \n       <td> <p>(27.6\u201336.8)</p> </td> \n       <td> <p>20.6</p> </td> \n       <td> <p>(17.8\u201323.6)</p> </td> \n       <td> <p>20.9</p> </td> \n       <td> <p>(14.1\u201329.9)</p> </td> \n       <td> <p>24.1</p> </td> \n       <td> <p>(21.5\u201326.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>30.7</p> </td> \n       <td> <p>(20.0\u201343.9)</p> </td> \n       <td> <p>21.8</p> </td> \n       <td> <p>(17.0\u201327.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>71.6</b></p> </td> \n       <td> <p><b>(68.6\u201374.4)</b></p> </td> \n       <td> <p>65.4</p> </td> \n       <td> <p>(59.1\u201371.2)</p> </td> \n       <td> <p>75.5</p> </td> \n       <td> <p>(71.7\u201378.9)</p> </td> \n       <td> <p>68.6</p> </td> \n       <td> <p>(61.3\u201375.1)</p> </td> \n       <td> <p>72.6</p> </td> \n       <td> <p>(69.5\u201375.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>59.3<span>\u00b6</span></p> </td> \n       <td> <p>(43.1\u201373.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>57.3</b></p> </td> \n       <td> <p><b>(54.1\u201360.5)</b></p> </td> \n       <td> <p>58.9</p> </td> \n       <td> <p>(52.8\u201364.6)</p> </td> \n       <td> <p>55.6</p> </td> \n       <td> <p>(51.1\u201360.1)</p> </td> \n       <td> <p>59.9</p> </td> \n       <td> <p>(51.7\u201367.6)</p> </td> \n       <td> <p>68.0</p> </td> \n       <td> <p>(63.1\u201372.5)</p> </td> \n       <td> <p>45.1</p> </td> \n       <td> <p>(38.8\u201351.6)</p> </td> \n       <td> <p>45.6</p> </td> \n       <td> <p>(40.0\u201351.3)</p> </td> \n       <td> <p>32.7</p> </td> \n       <td> <p>(27.8\u201338.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>40.9</b></p> </td> \n       <td> <p><b>(37.9\u201344.0)</b></p> </td> \n       <td> <p>33.5</p> </td> \n       <td> <p>(29.3\u201338.1)</p> </td> \n       <td> <p>47.8</p> </td> \n       <td> <p>(43.4\u201352.3)</p> </td> \n       <td> <p>39.9</p> </td> \n       <td> <p>(29.5\u201351.3)</p> </td> \n       <td> <p>41.1</p> </td> \n       <td> <p>(38.0\u201344.2)</p> </td> \n       <td> <p>35.7</p> </td> \n       <td> <p>(20.4\u201354.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>69.0</b></p> </td> \n       <td> <p><b>(65.7\u201372.1)</b></p> </td> \n       <td> <p>61.1</p> </td> \n       <td> <p>(54.1\u201367.6)</p> </td> \n       <td> <p>73.7</p> </td> \n       <td> <p>(69.5\u201377.4)</p> </td> \n       <td> <p>64.8</p> </td> \n       <td> <p>(55.0\u201373.5)</p> </td> \n       <td> <p>78.1</p> </td> \n       <td> <p>(73.8\u201381.9)</p> </td> \n       <td> <p>49.0</p> </td> \n       <td> <p>(42.3\u201355.8)</p> </td> \n       <td> <p>45.1</p> </td> \n       <td> <p>(35.8\u201354.7)</p> </td> \n       <td> <p>35.8</p> </td> \n       <td> <p>(29.5\u201342.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>61.3</b></p> </td> \n       <td> <p><b>(57.4\u201365.0)</b></p> </td> \n       <td> <p>67.7</p> </td> \n       <td> <p>(61.3\u201373.4)</p> </td> \n       <td> <p>59.3</p> </td> \n       <td> <p>(54.2\u201364.3)</p> </td> \n       <td> <p>46.1</p> </td> \n       <td> <p>(33.2\u201359.5)</p> </td> \n       <td> <p>64.6</p> </td> \n       <td> <p>(60.1\u201369.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>56.2</p> </td> \n       <td> <p>(46.3\u201365.7)</p> </td> \n       <td> <p>43.7</p> </td> \n       <td> <p>(37.4\u201350.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total**</b></p> </td> \n       <td> <p><b>54.2</b></p> </td> \n       <td> <p><b>(53.3\u201355.1)</b></p> </td> \n       <td> <p><b>49.6</b></p> </td> \n       <td> <p><b>(47.9\u201351.2)</b></p> </td> \n       <td> <p><b>56.3</b></p> </td> \n       <td> <p><b>(55.1\u201357.4)</b></p> </td> \n       <td> <p><b>56.5</b></p> </td> \n       <td> <p><b>(54.2\u201358.8)</b></p> </td> \n       <td> <p><b>65.7</b></p> </td> \n       <td> <p><b>(64.7\u201366.7)</b></p> </td> \n       <td> <p><b>44.2</b></p> </td> \n       <td> <p><b>(42.1\u201346.2)</b></p> </td> \n       <td> <p><b>39.7</b></p> </td> \n       <td> <p><b>(37.2\u201342.4)</b></p> </td> \n       <td> <p><b>32.2</b></p> </td> \n       <td> <p><b>(29.7\u201334.8)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>59.9</b></p> </td> \n       <td colspan=\"2\"> <p>52.7</p> </td> \n       <td colspan=\"2\"> <p>60.0</p> </td> \n       <td colspan=\"2\"> <p>59.7</p> </td> \n       <td colspan=\"2\"> <p>69.7</p> </td> \n       <td colspan=\"2\"> <p>46.8</p> </td> \n       <td colspan=\"2\"> <p>45.1</p> </td> \n       <td colspan=\"2\"> <p>32.7</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>24.0</b></p> </td> \n       <td colspan=\"2\"> <p>32.0</p> </td> \n       <td colspan=\"2\"> <p>20.6</p> </td> \n       <td colspan=\"2\"> <p>20.9</p> </td> \n       <td colspan=\"2\"> <p>24.1</p> </td> \n       <td colspan=\"2\"> <p>29.4</p> </td> \n       <td colspan=\"2\"> <p>24.3</p> </td> \n       <td colspan=\"2\"> <p>18.5</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>71.6</b></p> </td> \n       <td colspan=\"2\"> <p>67.7</p> </td> \n       <td colspan=\"2\"> <p>75.5</p> </td> \n       <td colspan=\"2\"> <p>69.2</p> </td> \n       <td colspan=\"2\"> <p>80.7</p> </td> \n       <td colspan=\"2\"> <p>68.8</p> </td> \n       <td colspan=\"2\"> <p>59.3</p> </td> \n       <td colspan=\"2\"> <p>58.3</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;30 respondents).</p> <p> * White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other. </p> <p> <span>\u2020</span> Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p> <span>\u00a7</span> 95% confidence interval.</p> <p> <span>\u00b6</span> Represents 30\u201359 respondents; might not be reliable.</p> <p> ** Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity..</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab22\" href=\"http://www.cdc.gov\"></a>TABLE 22. Estimated prevalence of women aged 18\u201344 years having a live birth who reported binge drinking during the 3 months before pregnancy,* overall and by age group and race/ethnicity \u2014 Pregnancy Risk Assessment Monitoring System, United States, 29 reporting areas, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity</b><span>\u2020</span></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u00a7</span></p> </td> \n       <td> <p><b>CI</b><span>\u00b6</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>29.5</b></p> </td> \n       <td> <p><b>(26.4\u201332.7)</b></p> </td> \n       <td> <p>35.6</p> </td> \n       <td> <p>(30.3\u201341.3)</p> </td> \n       <td> <p>26.3</p> </td> \n       <td> <p>(22.4\u201330.7)</p> </td> \n       <td> <p>24.3</p> </td> \n       <td> <p>(16.4\u201334.6)</p> </td> \n       <td> <p>31.2</p> </td> \n       <td> <p>(26.9\u201335.9)</p> </td> \n       <td> <p>15.7**</p> </td> \n       <td> <p>(4.6\u201341.8)</p> </td> \n       <td> <p>31.1</p> </td> \n       <td> <p>(26.9\u201335.7)</p> </td> \n       <td> <p>10.9</p> </td> \n       <td> <p>(5.1\u201321.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>19.5</b></p> </td> \n       <td> <p><b>(16.5\u201322.9)</b></p> </td> \n       <td> <p>19.1</p> </td> \n       <td> <p>(14.7\u201324.5)</p> </td> \n       <td> <p>20.8</p> </td> \n       <td> <p>(16.5\u201325.8)</p> </td> \n       <td> <p>14.4</p> </td> \n       <td> <p>(7.4\u201326.3)</p> </td> \n       <td> <p>21.5</p> </td> \n       <td> <p>(17.9\u201325.6)</p> </td> \n       <td> <p>16.1</p> </td> \n       <td> <p>(9.8\u201325.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>10.7</p> </td> \n       <td> <p>(4.8\u201322.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>26.5</b></p> </td> \n       <td> <p><b>(23.8\u201329.3)</b></p> </td> \n       <td> <p>27.3</p> </td> \n       <td> <p>(22.2\u201333.1)</p> </td> \n       <td> <p>27.3</p> </td> \n       <td> <p>(23.8\u201331.0)</p> </td> \n       <td> <p>21.7</p> </td> \n       <td> <p>(15.7\u201329.2)</p> </td> \n       <td> <p>30.8</p> </td> \n       <td> <p>(27.4\u201334.4)</p> </td> \n       <td> <p>45.0**</p> </td> \n       <td> <p>(22.9\u201369.2)</p> </td> \n       <td> <p>9.5</p> </td> \n       <td> <p>(4.8\u201317.8)</p> </td> \n       <td> <p>19.7</p> </td> \n       <td> <p>(15.1\u201325.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>25.5</b></p> </td> \n       <td> <p><b>(22.9\u201328.2)</b></p> </td> \n       <td> <p>27.1</p> </td> \n       <td> <p>(22.5\u201332.2)</p> </td> \n       <td> <p>27.2</p> </td> \n       <td> <p>(23.7\u201331.1)</p> </td> \n       <td> <p>17.2</p> </td> \n       <td> <p>(12.4\u201323.4)</p> </td> \n       <td> <p>29.6</p> </td> \n       <td> <p>(26.1\u201333.4)</p> </td> \n       <td> <p>24.2</p> </td> \n       <td> <p>(19.2\u201330.0)</p> </td> \n       <td> <p>15.7</p> </td> \n       <td> <p>(8.5\u201327.2)</p> </td> \n       <td> <p>15.6</p> </td> \n       <td> <p>(10.7\u201322.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>16.3</b></p> </td> \n       <td> <p><b>(12.9\u201320.3)</b></p> </td> \n       <td> <p>19.2</p> </td> \n       <td> <p>(13.4\u201326.7)</p> </td> \n       <td> <p>13.3</p> </td> \n       <td> <p>(9.3\u201318.6)</p> </td> \n       <td> <p>19.8</p> </td> \n       <td> <p>(10.7\u201333.8)</p> </td> \n       <td> <p>24.1</p> </td> \n       <td> <p>(18.3\u201331.0)</p> </td> \n       <td> <p>10.9</p> </td> \n       <td> <p>(6.5\u201317.8)</p> </td> \n       <td> <p>5.8**</p> </td> \n       <td> <p>(1.1\u201325.0)</p> </td> \n       <td> <p>10.8</p> </td> \n       <td> <p>(5.1\u201321.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>23.1</b></p> </td> \n       <td> <p><b>(20.6\u201325.8)</b></p> </td> \n       <td> <p>26.4</p> </td> \n       <td> <p>(21.7\u201331.7)</p> </td> \n       <td> <p>25.0</p> </td> \n       <td> <p>(21.5\u201328.9)</p> </td> \n       <td> <p>11.4</p> </td> \n       <td> <p>(7.6\u201316.7)</p> </td> \n       <td> <p>31.6</p> </td> \n       <td> <p>(25.6\u201338.3)</p> </td> \n       <td> <p>10.5**</p> </td> \n       <td> <p>(3.1\u201330.6)</p> </td> \n       <td> <p>20.2</p> </td> \n       <td> <p>(17.1\u201323.6)</p> </td> \n       <td> <p>25.4</p> </td> \n       <td> <p>(19.6\u201332.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>22.9</b></p> </td> \n       <td> <p><b>(20.7\u201325.2)</b></p> </td> \n       <td> <p>22.1</p> </td> \n       <td> <p>(18.0\u201326.8)</p> </td> \n       <td> <p>25.5</p> </td> \n       <td> <p>(22.5\u201328.8)</p> </td> \n       <td> <p>15.0</p> </td> \n       <td> <p>(10.9\u201320.5)</p> </td> \n       <td> <p>31.0</p> </td> \n       <td> <p>(27.7\u201334.4)</p> </td> \n       <td> <p>16.4</p> </td> \n       <td> <p>(11.4\u201323.1)</p> </td> \n       <td> <p>7.6</p> </td> \n       <td> <p>(3.5\u201315.7)</p> </td> \n       <td> <p>12.8</p> </td> \n       <td> <p>(9.6\u201317.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>29.0</b></p> </td> \n       <td> <p><b>(25.9\u201332.3)</b></p> </td> \n       <td> <p>37.6</p> </td> \n       <td> <p>(31.5\u201344.0)</p> </td> \n       <td> <p>27.2</p> </td> \n       <td> <p>(23.2\u201331.5)</p> </td> \n       <td> <p>16.0</p> </td> \n       <td> <p>(10.2\u201324.2)</p> </td> \n       <td> <p>29.4</p> </td> \n       <td> <p>(26.3\u201332.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>23.0</b></p> </td> \n       <td> <p><b>(19.8\u201326.5)</b></p> </td> \n       <td> <p>30.3</p> </td> \n       <td> <p>(23.0\u201338.8)</p> </td> \n       <td> <p>21.3</p> </td> \n       <td> <p>(17.2\u201326.2)</p> </td> \n       <td> <p>17.8</p> </td> \n       <td> <p>(14.8\u201321.3)</p> </td> \n       <td> <p>32.0</p> </td> \n       <td> <p>(27.0\u201337.4)</p> </td> \n       <td> <p>18.1</p> </td> \n       <td> <p>(13.2\u201324.5)</p> </td> \n       <td> <p>14.9</p> </td> \n       <td> <p>(7.1\u201328.4)</p> </td> \n       <td> <p>6.4</p> </td> \n       <td> <p>(2.7\u201314.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>27.9</b></p> </td> \n       <td> <p><b>(24.7\u201331.4)</b></p> </td> \n       <td> <p>26.8</p> </td> \n       <td> <p>(20.5\u201334.2)</p> </td> \n       <td> <p>30.2</p> </td> \n       <td> <p>(25.9\u201334.9)</p> </td> \n       <td> <p>21.8</p> </td> \n       <td> <p>(15.2\u201330.2)</p> </td> \n       <td> <p>34.7</p> </td> \n       <td> <p>(30.0\u201339.7)</p> </td> \n       <td> <p>12.7</p> </td> \n       <td> <p>(9.3\u201317.1)</p> </td> \n       <td> <p>7.4</p> </td> \n       <td> <p>(4.9\u201310.9)</p> </td> \n       <td> <p>18.8</p> </td> \n       <td> <p>(15.1\u201323.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>32.0</b></p> </td> \n       <td> <p><b>(29.3\u201334.9)</b></p> </td> \n       <td> <p>33.3</p> </td> \n       <td> <p>(28.5\u201338.6)</p> </td> \n       <td> <p>34.0</p> </td> \n       <td> <p>(30.2\u201337.9)</p> </td> \n       <td> <p>22.0</p> </td> \n       <td> <p>(16.2\u201329.1)</p> </td> \n       <td> <p>34.3</p> </td> \n       <td> <p>(30.9\u201338.0)</p> </td> \n       <td> <p>23.6</p> </td> \n       <td> <p>(20.2\u201327.4)</p> </td> \n       <td> <p>31.2</p> </td> \n       <td> <p>(20.5\u201344.4)</p> </td> \n       <td> <p>29.7**</p> </td> \n       <td> <p>(18.0\u201344.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>34.8</b></p> </td> \n       <td> <p><b>(32.0\u201337.6)</b></p> </td> \n       <td> <p>37.2</p> </td> \n       <td> <p>(31.7\u201343.2)</p> </td> \n       <td> <p>36.3</p> </td> \n       <td> <p>(32.8\u201339.9)</p> </td> \n       <td> <p>24.2</p> </td> \n       <td> <p>(18.3\u201331.3)</p> </td> \n       <td> <p>40.2</p> </td> \n       <td> <p>(36.9\u201343.6)</p> </td> \n       <td> <p>17.1</p> </td> \n       <td> <p>(11.4\u201324.7)</p> </td> \n       <td> <p>26.0</p> </td> \n       <td> <p>(18.5\u201335.3)</p> </td> \n       <td> <p>19.1</p> </td> \n       <td> <p>(12.3\u201328.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>16.3</b></p> </td> \n       <td> <p><b>(14.0\u201319.0)</b></p> </td> \n       <td> <p>17.3</p> </td> \n       <td> <p>(13.9\u201321.4)</p> </td> \n       <td> <p>15.1</p> </td> \n       <td> <p>(11.9\u201318.9)</p> </td> \n       <td> <p>18.5</p> </td> \n       <td> <p>(10.4\u201330.7)</p> </td> \n       <td> <p>23.5</p> </td> \n       <td> <p>(19.7\u201327.7)</p> </td> \n       <td> <p>8.1</p> </td> \n       <td> <p>(5.8\u201311.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>31.4</b></p> </td> \n       <td> <p><b>(28.4\u201334.6)</b></p> </td> \n       <td> <p>32.1</p> </td> \n       <td> <p>(27.1\u201337.7)</p> </td> \n       <td> <p>32.1</p> </td> \n       <td> <p>(28.0\u201336.5)</p> </td> \n       <td> <p>25.8</p> </td> \n       <td> <p>(17.7\u201336.0)</p> </td> \n       <td> <p>34.0</p> </td> \n       <td> <p>(30.7\u201337.6)</p> </td> \n       <td> <p>18.4</p> </td> \n       <td> <p>(11.4\u201328.2)</p> </td> \n       <td> <p>16.3**</p> </td> \n       <td> <p>(6.1\u201336.9)</p> </td> \n       <td> <p>27.5**</p> </td> \n       <td> <p>(14.1\u201346.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>34.0</b></p> </td> \n       <td> <p><b>(31.4\u201336.8)</b></p> </td> \n       <td> <p>35.4</p> </td> \n       <td> <p>(30.5\u201340.7)</p> </td> \n       <td> <p>36.5</p> </td> \n       <td> <p>(32.9\u201340.2)</p> </td> \n       <td> <p>18.8</p> </td> \n       <td> <p>(13.1\u201326.0)</p> </td> \n       <td> <p>40.0</p> </td> \n       <td> <p>(36.4\u201343.6)</p> </td> \n       <td> <p>17.5</p> </td> \n       <td> <p>(13.6\u201322.4)</p> </td> \n       <td> <p>27.7</p> </td> \n       <td> <p>(23.4\u201332.4)</p> </td> \n       <td> <p>13.5</p> </td> \n       <td> <p>(10.0\u201317.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>21.8</b></p> </td> \n       <td> <p><b>(19.5\u201324.2)</b></p> </td> \n       <td> <p>21.8</p> </td> \n       <td> <p>(17.1\u201327.5)</p> </td> \n       <td> <p>22.4</p> </td> \n       <td> <p>(19.5\u201325.6)</p> </td> \n       <td> <p>20.0</p> </td> \n       <td> <p>(15.3\u201325.6)</p> </td> \n       <td> <p>30.8</p> </td> \n       <td> <p>(26.8\u201335.0)</p> </td> \n       <td> <p>16.2</p> </td> \n       <td> <p>(12.0\u201321.4)</p> </td> \n       <td> <p>6.7</p> </td> \n       <td> <p>(4.4\u201310.2)</p> </td> \n       <td> <p>16.2</p> </td> \n       <td> <p>(12.6\u201320.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>26.7</b></p> </td> \n       <td> <p><b>(23.6\u201330.1)</b></p> </td> \n       <td> <p>26.0</p> </td> \n       <td> <p>(20.7\u201332.1)</p> </td> \n       <td> <p>27.5</p> </td> \n       <td> <p>(23.4\u201332.1)</p> </td> \n       <td> <p>24.8</p> </td> \n       <td> <p>(16.9\u201334.9)</p> </td> \n       <td> <p>28.7</p> </td> \n       <td> <p>(25.0\u201332.8)</p> </td> \n       <td> <p>16.3</p> </td> \n       <td> <p>(12.8\u201320.6)</p> </td> \n       <td> <p>25.0**</p> </td> \n       <td> <p>(11.5\u201345.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>23.6</b></p> </td> \n       <td> <p><b>(20.6\u201326.9)</b></p> </td> \n       <td> <p>26.0</p> </td> \n       <td> <p>(21.1\u201331.5)</p> </td> \n       <td> <p>22.0</p> </td> \n       <td> <p>(17.9\u201326.6)</p> </td> \n       <td> <p>21.9</p> </td> \n       <td> <p>(13.2\u201334.1)</p> </td> \n       <td> <p>27.2</p> </td> \n       <td> <p>(23.2\u201331.6)</p> </td> \n       <td> <p>14.0</p> </td> \n       <td> <p>(6.9\u201326.4)</p> </td> \n       <td> <p>25.2</p> </td> \n       <td> <p>(17.7\u201334.5)</p> </td> \n       <td> <p>10.4</p> </td> \n       <td> <p>(5.9\u201317.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>25.6</b></p> </td> \n       <td> <p><b>(22.3\u201329.1)</b></p> </td> \n       <td> <p>24.5</p> </td> \n       <td> <p>(18.6\u201331.4)</p> </td> \n       <td> <p>29.3</p> </td> \n       <td> <p>(24.8\u201334.3)</p> </td> \n       <td> <p>12.2</p> </td> \n       <td> <p>(6.9\u201320.6)</p> </td> \n       <td> <p>30.6</p> </td> \n       <td> <p>(25.9\u201335.7)</p> </td> \n       <td> <p>21.3</p> </td> \n       <td> <p>(16.1\u201327.6)</p> </td> \n       <td> <p>20.5</p> </td> \n       <td> <p>(17.8\u201323.6)</p> </td> \n       <td> <p>11.1</p> </td> \n       <td> <p>(8.2\u201314.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>30.4</b></p> </td> \n       <td> <p><b>(27.2\u201333.7)</b></p> </td> \n       <td> <p>34.6</p> </td> \n       <td> <p>(28.2\u201341.6)</p> </td> \n       <td> <p>31.0</p> </td> \n       <td> <p>(27.0\u201335.3)</p> </td> \n       <td> <p>20.2</p> </td> \n       <td> <p>(14.4\u201327.7)</p> </td> \n       <td> <p>35.7</p> </td> \n       <td> <p>(31.9\u201339.6)</p> </td> \n       <td> <p>15.3</p> </td> \n       <td> <p>(8.9\u201325.1)</p> </td> \n       <td> <p>14.5</p> </td> \n       <td> <p>(7.7\u201325.7)</p> </td> \n       <td> <p>18.0</p> </td> \n       <td> <p>(9.6\u201331.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>25.9</b></p> </td> \n       <td> <p><b>(23.1\u201329.0)</b></p> </td> \n       <td> <p>22.7</p> </td> \n       <td> <p>(17.4\u201329.1)</p> </td> \n       <td> <p>29.1</p> </td> \n       <td> <p>(25.3\u201333.1)</p> </td> \n       <td> <p>19.2</p> </td> \n       <td> <p>(13.5\u201326.4)</p> </td> \n       <td> <p>30.8</p> </td> \n       <td> <p>(26.9\u201334.9)</p> </td> \n       <td> <p>24.7</p> </td> \n       <td> <p>(13.9\u201340.0)</p> </td> \n       <td> <p>18.3</p> </td> \n       <td> <p>(11.0\u201328.9)</p> </td> \n       <td> <p>15.5</p> </td> \n       <td> <p>(11.1\u201321.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>21.4</b></p> </td> \n       <td> <p><b>(17.6\u201325.7)</b></p> </td> \n       <td> <p>23.1</p> </td> \n       <td> <p>(17.0\u201330.5)</p> </td> \n       <td> <p>24.3</p> </td> \n       <td> <p>(18.7\u201330.9)</p> </td> \n       <td> <p>6.7</p> </td> \n       <td> <p>(3.0\u201314.6)</p> </td> \n       <td> <p>24.1</p> </td> \n       <td> <p>(19.5\u201329.5)</p> </td> \n       <td> <p>8.6</p> </td> \n       <td> <p>(4.0\u201317.6)</p> </td> \n       <td> <p>18.6**</p> </td> \n       <td> <p>(6.8\u201341.6)</p> </td> \n       <td> <p>26.4**</p> </td> \n       <td> <p>(13.9\u201344.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>19.8</b></p> </td> \n       <td> <p><b>(17.5\u201322.4)</b></p> </td> \n       <td> <p>22.1</p> </td> \n       <td> <p>(18.0\u201327.0)</p> </td> \n       <td> <p>20.1</p> </td> \n       <td> <p>(17.0\u201323.6)</p> </td> \n       <td> <p>12.6</p> </td> \n       <td> <p>(8.0\u201319.4)</p> </td> \n       <td> <p>30.9</p> </td> \n       <td> <p>(26.8\u201335.4)</p> </td> \n       <td> <p>14.8</p> </td> \n       <td> <p>(11.5\u201318.7)</p> </td> \n       <td> <p>17.1</p> </td> \n       <td> <p>(8.9\u201330.1)</p> </td> \n       <td> <p>13.2</p> </td> \n       <td> <p>(10.0\u201317.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>11.8</b></p> </td> \n       <td> <p><b>(10.1\u201313.6)</b></p> </td> \n       <td> <p>18.5</p> </td> \n       <td> <p>(14.9\u201322.6)</p> </td> \n       <td> <p>9.3</p> </td> \n       <td> <p>(7.5\u201311.5)</p> </td> \n       <td> <p>5.8</p> </td> \n       <td> <p>(3.0\u201311.2)</p> </td> \n       <td> <p>11.9</p> </td> \n       <td> <p>(10.0\u201314.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>11.2</p> </td> \n       <td> <p>(5.8\u201320.5)</p> </td> \n       <td> <p>10.5</p> </td> \n       <td> <p>(7.2\u201314.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>29.4</b></p> </td> \n       <td> <p><b>(26.7\u201332.4)</b></p> </td> \n       <td> <p>36.9</p> </td> \n       <td> <p>(31.1\u201343.2)</p> </td> \n       <td> <p>29.1</p> </td> \n       <td> <p>(25.5\u201333.0)</p> </td> \n       <td> <p>18.9</p> </td> \n       <td> <p>(13.9\u201325.3)</p> </td> \n       <td> <p>30.2</p> </td> \n       <td> <p>(27.2\u201333.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>22.1**</p> </td> \n       <td> <p>(11.3\u201338.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>25.8</b></p> </td> \n       <td> <p><b>(22.9\u201329.1)</b></p> </td> \n       <td> <p>37.7</p> </td> \n       <td> <p>(31.7\u201344.0)</p> </td> \n       <td> <p>20.8</p> </td> \n       <td> <p>(17.3\u201324.9)</p> </td> \n       <td> <p>16.7</p> </td> \n       <td> <p>(11.0\u201324.7)</p> </td> \n       <td> <p>30.2</p> </td> \n       <td> <p>(25.8\u201335.0)</p> </td> \n       <td> <p>16.1</p> </td> \n       <td> <p>(11.8\u201321.6)</p> </td> \n       <td> <p>21.7</p> </td> \n       <td> <p>(17.2\u201327.0)</p> </td> \n       <td> <p>15.8</p> </td> \n       <td> <p>(12.2\u201320.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>21.6</b></p> </td> \n       <td> <p><b>(19.2\u201324.3)</b></p> </td> \n       <td> <p>19.4</p> </td> \n       <td> <p>(16.0\u201323.4)</p> </td> \n       <td> <p>25.1</p> </td> \n       <td> <p>(21.3\u201329.2)</p> </td> \n       <td> <p>13.0</p> </td> \n       <td> <p>(7.1\u201322.8)</p> </td> \n       <td> <p>21.7</p> </td> \n       <td> <p>(19.2\u201324.5)</p> </td> \n       <td> <p>29.4</p> </td> \n       <td> <p>(15.3\u201348.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>34.4</b></p> </td> \n       <td> <p><b>(30.8\u201338.1)</b></p> </td> \n       <td> <p>38.2</p> </td> \n       <td> <p>(31.2\u201345.7)</p> </td> \n       <td> <p>35.5</p> </td> \n       <td> <p>(30.8\u201340.4)</p> </td> \n       <td> <p>22.3</p> </td> \n       <td> <p>(14.9\u201331.8)</p> </td> \n       <td> <p>39.9</p> </td> \n       <td> <p>(35.3\u201344.8)</p> </td> \n       <td> <p>20.4</p> </td> \n       <td> <p>(15.4\u201326.5)</p> </td> \n       <td> <p>14.0</p> </td> \n       <td> <p>(8.5\u201322.1)</p> </td> \n       <td> <p>18.0</p> </td> \n       <td> <p>(13.2\u201324.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>29.5</b></p> </td> \n       <td> <p><b>(25.9\u201333.4)</b></p> </td> \n       <td> <p>41.7</p> </td> \n       <td> <p>(35.1\u201348.7)</p> </td> \n       <td> <p>24.8</p> </td> \n       <td> <p>(20.6\u201329.6)</p> </td> \n       <td> <p>7.6</p> </td> \n       <td> <p>(3.8\u201314.6)</p> </td> \n       <td> <p>30.0</p> </td> \n       <td> <p>(25.8\u201334.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>39.1</p> </td> \n       <td> <p>(29.7\u201349.4)</p> </td> \n       <td> <p>24.6</p> </td> \n       <td> <p>(19.5\u201330.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total</b><span>\u2020\u2020</span></p> </td> \n       <td> <p><b>24.4</b></p> </td> \n       <td> <p><b>(23.6\u201325.1)</b></p> </td> \n       <td> <p><b>26.2</b></p> </td> \n       <td> <p><b>(24.8\u201327.7)</b></p> </td> \n       <td> <p><b>24.9</b></p> </td> \n       <td> <p><b>(24.0\u201325.9)</b></p> </td> \n       <td> <p><b>17.8</b></p> </td> \n       <td> <p><b>(16.2\u201319.6)</b></p> </td> \n       <td> <p><b>30.7</b></p> </td> \n       <td> <p><b>(29.7\u201331.7)</b></p> </td> \n       <td> <p><b>15.3</b></p> </td> \n       <td> <p><b>(13.9\u201316.9)</b></p> </td> \n       <td> <p><b>17.2</b></p> </td> \n       <td> <p><b>(15.3\u201319.3)</b></p> </td> \n       <td> <p><b>14.5</b></p> </td> \n       <td> <p><b>(12.8\u201316.5)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>25.8</b></p> </td> \n       <td colspan=\"2\"> <p>26.8</p> </td> \n       <td colspan=\"2\"> <p>26.3</p> </td> \n       <td colspan=\"2\"> <p>18.8</p> </td> \n       <td colspan=\"2\"> <p>30.8</p> </td> \n       <td colspan=\"2\"> <p>16.3</p> </td> \n       <td colspan=\"2\"> <p>18.3</p> </td> \n       <td colspan=\"2\"> <p>15.7</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>11.8</b></p> </td> \n       <td colspan=\"2\"> <p>17.3</p> </td> \n       <td colspan=\"2\"> <p>9.3</p> </td> \n       <td colspan=\"2\"> <p>5.8</p> </td> \n       <td colspan=\"2\"> <p>11.9</p> </td> \n       <td colspan=\"2\"> <p>8.1</p> </td> \n       <td colspan=\"2\"> <p>5.8</p> </td> \n       <td colspan=\"2\"> <p>6.4</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>34.8</b></p> </td> \n       <td colspan=\"2\"> <p>41.7</p> </td> \n       <td colspan=\"2\"> <p>36.5</p> </td> \n       <td colspan=\"2\"> <p>25.8</p> </td> \n       <td colspan=\"2\"> <p>40.2</p> </td> \n       <td colspan=\"2\"> <p>45.0</p> </td> \n       <td colspan=\"2\"> <p>39.1</p> </td> \n       <td colspan=\"2\"> <p>29.7</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;30 respondents).</p> <p> * Binge drinking before pregnancy was defined as drinking four or more drinks in one sitting at least once in the 3 months before pregnancy. </p> <p><span> \u2020 </span>White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other.</p> <p><span> \u00a7 </span>Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p><span> \u00b6 </span>95% confidence interval.</p> <p> ** Represents 30\u201359 respondents; might not be reliable.</p> <p><span> \u2020\u2020 </span>Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab23\" href=\"http://www.cdc.gov\"></a>TABLE 23. Estimated prevalence of women aged 18-44 years who consume fruits and vegetables at least five times per day, overall and by age group and race/ethnicity \u2014 Behavioral Risk Factor Surveillance System, United States, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity*</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u2020</span></p> </td> \n       <td> <p><b>CI</b><span>\u00a7</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alabama</p> </td> \n       <td> <p><b>22.2</b></p> </td> \n       <td> <p><b>(19.1\u201325.6)</b></p> </td> \n       <td> <p>18.2</p> </td> \n       <td> <p>(11.0\u201328.4)</p> </td> \n       <td> <p>25.1</p> </td> \n       <td> <p>(20.0\u201331.1)</p> </td> \n       <td> <p>21.0</p> </td> \n       <td> <p>(17.1\u201325.5)</p> </td> \n       <td> <p>22.2</p> </td> \n       <td> <p>(18.4\u201326.5)</p> </td> \n       <td> <p>20.9</p> </td> \n       <td> <p>(15.7\u201327.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>26.6</b></p> </td> \n       <td> <p><b>(21.0\u201333.2)</b></p> </td> \n       <td> <p>28.0</p> </td> \n       <td> <p>(15.5\u201345.2)</p> </td> \n       <td> <p>26.5</p> </td> \n       <td> <p>(17.5\u201338.0)</p> </td> \n       <td> <p>25.9</p> </td> \n       <td> <p>(19.0\u201334.1)</p> </td> \n       <td> <p>31.3</p> </td> \n       <td> <p>(23.8\u201339.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>14.7</p> </td> \n       <td> <p>(8.1\u201325.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arizona</p> </td> \n       <td> <p><b>25.7</b></p> </td> \n       <td> <p><b>(20.9\u201331.3)</b></p> </td> \n       <td> <p>25.8<span>\u00b6</span></p> </td> \n       <td> <p>(10.8\u201350.0)</p> </td> \n       <td> <p>20.9</p> </td> \n       <td> <p>(15.0\u201328.2)</p> </td> \n       <td> <p>30.9</p> </td> \n       <td> <p>(24.8\u201337.8)</p> </td> \n       <td> <p>26.8</p> </td> \n       <td> <p>(20.1\u201334.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>36.0</p> </td> \n       <td> <p>(23.1\u201351.3)</p> </td> \n       <td> <p>17.9</p> </td> \n       <td> <p>(11.9\u201326.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>21.6</b></p> </td> \n       <td> <p><b>(17.3\u201326.7)</b></p> </td> \n       <td> <p>21.4<span>\u00b6</span></p> </td> \n       <td> <p>(10.7\u201338.3)</p> </td> \n       <td> <p>19.4</p> </td> \n       <td> <p>(13.2\u201327.5)</p> </td> \n       <td> <p>24.0</p> </td> \n       <td> <p>(18.7\u201330.4)</p> </td> \n       <td> <p>21.7</p> </td> \n       <td> <p>(16.8\u201327.6)</p> </td> \n       <td> <p>20.8</p> </td> \n       <td> <p>(12.6\u201332.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>California</p> </td> \n       <td> <p><b>29.1</b></p> </td> \n       <td> <p><b>(27.0\u201331.2)</b></p> </td> \n       <td> <p>21.0</p> </td> \n       <td> <p>(16.4\u201326.5)</p> </td> \n       <td> <p>32.5</p> </td> \n       <td> <p>(29.2\u201336.0)</p> </td> \n       <td> <p>31.7</p> </td> \n       <td> <p>(28.9\u201334.6)</p> </td> \n       <td> <p>29.8</p> </td> \n       <td> <p>(26.8\u201333.1)</p> </td> \n       <td> <p>36.0</p> </td> \n       <td> <p>(23.7\u201350.5)</p> </td> \n       <td> <p>31.3</p> </td> \n       <td> <p>(24.1\u201339.5)</p> </td> \n       <td> <p>27.5</p> </td> \n       <td> <p>(24.5\u201330.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>26.8</b></p> </td> \n       <td> <p><b>(24.1\u201329.7)</b></p> </td> \n       <td> <p>21.4</p> </td> \n       <td> <p>(14.7\u201330.1)</p> </td> \n       <td> <p>26.2</p> </td> \n       <td> <p>(22.2\u201330.6)</p> </td> \n       <td> <p>30.7</p> </td> \n       <td> <p>(27.3\u201334.3)</p> </td> \n       <td> <p>29.0</p> </td> \n       <td> <p>(25.8\u201332.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>20.2</p> </td> \n       <td> <p>(10.5\u201335.1)</p> </td> \n       <td> <p>22.4</p> </td> \n       <td> <p>(17.1\u201328.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Connecticut</p> </td> \n       <td> <p><b>31.8</b></p> </td> \n       <td> <p><b>(27.8\u201336.0)</b></p> </td> \n       <td> <p>29.3</p> </td> \n       <td> <p>(18.6\u201342.9)</p> </td> \n       <td> <p>30.6</p> </td> \n       <td> <p>(24.3\u201337.7)</p> </td> \n       <td> <p>33.7</p> </td> \n       <td> <p>(29.0\u201338.8)</p> </td> \n       <td> <p>33.6</p> </td> \n       <td> <p>(28.9\u201338.6)</p> </td> \n       <td> <p>16.3</p> </td> \n       <td> <p>(8.3\u201329.4)</p> </td> \n       <td> <p>31.0</p> </td> \n       <td> <p>(19.0\u201346.3)</p> </td> \n       <td> <p>28.5</p> </td> \n       <td> <p>(17.9\u201342.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>27.0</b></p> </td> \n       <td> <p><b>(22.5\u201332.1)</b></p> </td> \n       <td> <p>18.7</p> </td> \n       <td> <p>(9.5\u201333.4)</p> </td> \n       <td> <p>29.5</p> </td> \n       <td> <p>(22.6\u201337.5)</p> </td> \n       <td> <p>30.3</p> </td> \n       <td> <p>(24.6\u201336.7)</p> </td> \n       <td> <p>26.6</p> </td> \n       <td> <p>(21.3\u201332.6)</p> </td> \n       <td> <p>21.8</p> </td> \n       <td> <p>(13.8\u201332.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>D.C.</p> </td> \n       <td> <p><b>33.5</b></p> </td> \n       <td> <p><b>(29.2\u201338.1)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>36.7</p> </td> \n       <td> <p>(30.4\u201343.5)</p> </td> \n       <td> <p>32.1</p> </td> \n       <td> <p>(26.7\u201338.0)</p> </td> \n       <td> <p>37.3</p> </td> \n       <td> <p>(31.0\u201344.1)</p> </td> \n       <td> <p>29.7</p> </td> \n       <td> <p>(23.2\u201337.2)</p> </td> \n       <td> <p>38.8<span>\u00b6</span></p> </td> \n       <td> <p>(23.8\u201356.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Florida</p> </td> \n       <td> <p><b>26.3</b></p> </td> \n       <td> <p><b>(22.7\u201330.1)</b></p> </td> \n       <td> <p>25.1</p> </td> \n       <td> <p>(15.7\u201337.7)</p> </td> \n       <td> <p>28.0</p> </td> \n       <td> <p>(21.5\u201335.6)</p> </td> \n       <td> <p>25.6</p> </td> \n       <td> <p>(21.2\u201330.5)</p> </td> \n       <td> <p>23.8</p> </td> \n       <td> <p>(20.0\u201328.1)</p> </td> \n       <td> <p>30.8</p> </td> \n       <td> <p>(21.8\u201341.4)</p> </td> \n       <td> <p>26.2</p> </td> \n       <td> <p>(14.3\u201343.1)</p> </td> \n       <td> <p>28.7</p> </td> \n       <td> <p>(19.9\u201339.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>26.5</b></p> </td> \n       <td> <p><b>(23.1\u201330.3)</b></p> </td> \n       <td> <p>25.2</p> </td> \n       <td> <p>(15.8\u201337.7)</p> </td> \n       <td> <p>26.2</p> </td> \n       <td> <p>(20.8\u201332.5)</p> </td> \n       <td> <p>27.3</p> </td> \n       <td> <p>(23.0\u201332.2)</p> </td> \n       <td> <p>29.5</p> </td> \n       <td> <p>(24.8\u201334.8)</p> </td> \n       <td> <p>22.6</p> </td> \n       <td> <p>(17.2\u201329.1)</p> </td> \n       <td> <p>32.7<span>\u00b6</span></p> </td> \n       <td> <p>(18.8\u201350.4)</p> </td> \n       <td> <p>16.4<span>\u00b6</span></p> </td> \n       <td> <p>(7.8\u201331.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>22.6</b></p> </td> \n       <td> <p><b>(19.2\u201326.4)</b></p> </td> \n       <td> <p>17.0</p> </td> \n       <td> <p>(10.0\u201327.2)</p> </td> \n       <td> <p>25.4</p> </td> \n       <td> <p>(19.6\u201332.2)</p> </td> \n       <td> <p>23.4</p> </td> \n       <td> <p>(19.2\u201328.3)</p> </td> \n       <td> <p>27.6</p> </td> \n       <td> <p>(20.7\u201335.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>19.4</p> </td> \n       <td> <p>(15.7\u201323.7)</p> </td> \n       <td> <p>34.7</p> </td> \n       <td> <p>(22.2\u201349.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Idaho</p> </td> \n       <td> <p><b>30.0</b></p> </td> \n       <td> <p><b>(26.1\u201334.3)</b></p> </td> \n       <td> <p>28.4</p> </td> \n       <td> <p>(17.9\u201341.9)</p> </td> \n       <td> <p>29.3</p> </td> \n       <td> <p>(23.5\u201335.8)</p> </td> \n       <td> <p>31.8</p> </td> \n       <td> <p>(26.9\u201337.2)</p> </td> \n       <td> <p>29.6</p> </td> \n       <td> <p>(25.4\u201334.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>30.8</p> </td> \n       <td> <p>(19.7\u201344.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>23.4</b></p> </td> \n       <td> <p><b>(20.3\u201326.9)</b></p> </td> \n       <td> <p>15.8</p> </td> \n       <td> <p>(9.8\u201324.6)</p> </td> \n       <td> <p>26.1</p> </td> \n       <td> <p>(20.9\u201332.0)</p> </td> \n       <td> <p>26.0</p> </td> \n       <td> <p>(21.8\u201330.7)</p> </td> \n       <td> <p>21.8</p> </td> \n       <td> <p>(18.5\u201325.6)</p> </td> \n       <td> <p>23.2</p> </td> \n       <td> <p>(14.6\u201334.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>26.5</p> </td> \n       <td> <p>(17.8\u201337.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Indiana</p> </td> \n       <td> <p><b>18.9</b></p> </td> \n       <td> <p><b>(16.1\u201322.2)</b></p> </td> \n       <td> <p>18.2</p> </td> \n       <td> <p>(11.1\u201328.5)</p> </td> \n       <td> <p>20.3</p> </td> \n       <td> <p>(16.1\u201325.3)</p> </td> \n       <td> <p>18.2</p> </td> \n       <td> <p>(15.1\u201321.7)</p> </td> \n       <td> <p>18.4</p> </td> \n       <td> <p>(15.4\u201321.8)</p> </td> \n       <td> <p>20.8</p> </td> \n       <td> <p>(12.7\u201332.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>23.4</p> </td> \n       <td> <p>(10.6\u201343.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Iowa</p> </td> \n       <td> <p><b>19.8</b></p> </td> \n       <td> <p><b>(16.5\u201323.7)</b></p> </td> \n       <td> <p>20.1</p> </td> \n       <td> <p>(11.7\u201332.3)</p> </td> \n       <td> <p>18.6</p> </td> \n       <td> <p>(14.4\u201323.6)</p> </td> \n       <td> <p>20.7</p> </td> \n       <td> <p>(17.0\u201325.1)</p> </td> \n       <td> <p>20.3</p> </td> \n       <td> <p>(16.8\u201324.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kansas</p> </td> \n       <td> <p><b>19.6</b></p> </td> \n       <td> <p><b>(17.9\u201321.5)</b></p> </td> \n       <td> <p>15.0</p> </td> \n       <td> <p>(10.8\u201320.5)</p> </td> \n       <td> <p>21.6</p> </td> \n       <td> <p>(18.8\u201324.6)</p> </td> \n       <td> <p>20.9</p> </td> \n       <td> <p>(18.8\u201323.2)</p> </td> \n       <td> <p>18.7</p> </td> \n       <td> <p>(16.8\u201320.7)</p> </td> \n       <td> <p>26.2</p> </td> \n       <td> <p>(18.0\u201336.4)</p> </td> \n       <td> <p>30.1</p> </td> \n       <td> <p>(20.6\u201341.6)</p> </td> \n       <td> <p>17.4</p> </td> \n       <td> <p>(12.2\u201324.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kentucky</p> </td> \n       <td> <p><b>22.7</b></p> </td> \n       <td> <p><b>(19.5\u201326.3)</b></p> </td> \n       <td> <p>30.2</p> </td> \n       <td> <p>(20.1\u201342.7)</p> </td> \n       <td> <p>20.2</p> </td> \n       <td> <p>(15.5\u201325.9)</p> </td> \n       <td> <p>22.3</p> </td> \n       <td> <p>(18.1\u201327.1)</p> </td> \n       <td> <p>22.6</p> </td> \n       <td> <p>(19.2\u201326.4)</p> </td> \n       <td> <p>21.9</p> </td> \n       <td> <p>(10.1\u201341.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Louisiana</p> </td> \n       <td> <p><b>17.6</b></p> </td> \n       <td> <p><b>(15.4\u201320.1)</b></p> </td> \n       <td> <p>18.1</p> </td> \n       <td> <p>(12.2\u201325.9)</p> </td> \n       <td> <p>15.5</p> </td> \n       <td> <p>(12.2\u201319.4)</p> </td> \n       <td> <p>19.2</p> </td> \n       <td> <p>(16.1\u201322.8)</p> </td> \n       <td> <p>16.3</p> </td> \n       <td> <p>(13.6\u201319.3)</p> </td> \n       <td> <p>20.0</p> </td> \n       <td> <p>(15.7\u201325.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>31.0</b></p> </td> \n       <td> <p><b>(27.7\u201334.6)</b></p> </td> \n       <td> <p>27.8</p> </td> \n       <td> <p>(19.5\u201338.1)</p> </td> \n       <td> <p>29.7</p> </td> \n       <td> <p>(24.3\u201335.8)</p> </td> \n       <td> <p>33.9</p> </td> \n       <td> <p>(30.0\u201338.0)</p> </td> \n       <td> <p>30.6</p> </td> \n       <td> <p>(27.2\u201334.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>29.7</b></p> </td> \n       <td> <p><b>(26.5\u201333.0)</b></p> </td> \n       <td> <p>24.6</p> </td> \n       <td> <p>(16.6\u201334.8)</p> </td> \n       <td> <p>27.8</p> </td> \n       <td> <p>(23.0\u201333.2)</p> </td> \n       <td> <p>34.0</p> </td> \n       <td> <p>(30.0\u201338.4)</p> </td> \n       <td> <p>27.4</p> </td> \n       <td> <p>(23.9\u201331.3)</p> </td> \n       <td> <p>30.1</p> </td> \n       <td> <p>(24.1\u201336.9)</p> </td> \n       <td> <p>29.4</p> </td> \n       <td> <p>(19.3\u201342.1)</p> </td> \n       <td> <p>38.3</p> </td> \n       <td> <p>(24.3\u201354.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>31.0</b></p> </td> \n       <td> <p><b>(28.0\u201334.3)</b></p> </td> \n       <td> <p>32.5</p> </td> \n       <td> <p>(24.3\u201342.0)</p> </td> \n       <td> <p>28.8</p> </td> \n       <td> <p>(24.3\u201333.7)</p> </td> \n       <td> <p>31.9</p> </td> \n       <td> <p>(28.6\u201335.4)</p> </td> \n       <td> <p>32.5</p> </td> \n       <td> <p>(28.8\u201336.4)</p> </td> \n       <td> <p>29.0</p> </td> \n       <td> <p>(20.3\u201339.5)</p> </td> \n       <td> <p>23.1</p> </td> \n       <td> <p>(15.2\u201333.5)</p> </td> \n       <td> <p>25.6</p> </td> \n       <td> <p>(18.5\u201334.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>23.5</b></p> </td> \n       <td> <p><b>(20.7\u201326.7)</b></p> </td> \n       <td> <p>20.4</p> </td> \n       <td> <p>(14.0\u201328.7)</p> </td> \n       <td> <p>24.6</p> </td> \n       <td> <p>(19.8\u201330.2)</p> </td> \n       <td> <p>24.5</p> </td> \n       <td> <p>(21.0\u201328.4)</p> </td> \n       <td> <p>23.4</p> </td> \n       <td> <p>(20.3\u201326.9)</p> </td> \n       <td> <p>20.6</p> </td> \n       <td> <p>(15.2\u201327.4)</p> </td> \n       <td> <p>32.9</p> </td> \n       <td> <p>(18.6\u201351.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>23.7</b></p> </td> \n       <td> <p><b>(20.3\u201327.5)</b></p> </td> \n       <td> <p>16.1</p> </td> \n       <td> <p>(8.8\u201327.5)</p> </td> \n       <td> <p>28.0</p> </td> \n       <td> <p>(22.6\u201334.1)</p> </td> \n       <td> <p>25.3</p> </td> \n       <td> <p>(21.4\u201329.5)</p> </td> \n       <td> <p>24.8</p> </td> \n       <td> <p>(21.2\u201328.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>19.3</b></p> </td> \n       <td> <p><b>(16.9\u201321.9)</b></p> </td> \n       <td> <p>14.4</p> </td> \n       <td> <p>(9.2\u201321.9)</p> </td> \n       <td> <p>19.2</p> </td> \n       <td> <p>(15.6\u201323.5)</p> </td> \n       <td> <p>22.2</p> </td> \n       <td> <p>(18.9\u201325.9)</p> </td> \n       <td> <p>19.3</p> </td> \n       <td> <p>(16.2\u201322.8)</p> </td> \n       <td> <p>19.7</p> </td> \n       <td> <p>(15.9\u201324.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>22.0</b></p> </td> \n       <td> <p><b>(17.9\u201326.8)</b></p> </td> \n       <td> <p>25.6</p> </td> \n       <td> <p>(14.3\u201341.5)</p> </td> \n       <td> <p>25.8</p> </td> \n       <td> <p>(19.2\u201333.7)</p> </td> \n       <td> <p>16.2</p> </td> \n       <td> <p>(12.2\u201321.1)</p> </td> \n       <td> <p>21.4</p> </td> \n       <td> <p>(17.1\u201326.6)</p> </td> \n       <td> <p>25.3</p> </td> \n       <td> <p>(13.0\u201343.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Montana</p> </td> \n       <td> <p><b>29.6</b></p> </td> \n       <td> <p><b>(25.4\u201334.1)</b></p> </td> \n       <td> <p>31.3</p> </td> \n       <td> <p>(20.3\u201344.9)</p> </td> \n       <td> <p>29.8</p> </td> \n       <td> <p>(23.8\u201336.6)</p> </td> \n       <td> <p>28.2</p> </td> \n       <td> <p>(23.7\u201333.2)</p> </td> \n       <td> <p>29.7</p> </td> \n       <td> <p>(25.3\u201334.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>27.7</p> </td> \n       <td> <p>(16.3\u201342.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>21.8</b></p> </td> \n       <td> <p><b>(18.6\u201325.5)</b></p> </td> \n       <td> <p>23.3</p> </td> \n       <td> <p>(14.3\u201335.6)</p> </td> \n       <td> <p>20.4</p> </td> \n       <td> <p>(15.5\u201326.2)</p> </td> \n       <td> <p>22.9</p> </td> \n       <td> <p>(18.9\u201327.5)</p> </td> \n       <td> <p>21.5</p> </td> \n       <td> <p>(18.1\u201325.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>13.9<span>\u00b6</span></p> </td> \n       <td> <p>(5.3\u201331.7)</p> </td> \n       <td> <p>28.8</p> </td> \n       <td> <p>(15.4\u201347.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nevada</p> </td> \n       <td> <p><b>23.9</b></p> </td> \n       <td> <p><b>(19.0\u201329.5)</b></p> </td> \n       <td> <p>29.8<span>\u00b6</span></p> </td> \n       <td> <p>(16.6\u201347.6)</p> </td> \n       <td> <p>25.6</p> </td> \n       <td> <p>(18.1\u201334.9)</p> </td> \n       <td> <p>19.3</p> </td> \n       <td> <p>(13.7\u201326.5)</p> </td> \n       <td> <p>21.3</p> </td> \n       <td> <p>(15.6\u201328.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>23.8<span>\u00b6</span></p> </td> \n       <td> <p>(12.5\u201340.7)</p> </td> \n       <td> <p>32.5</p> </td> \n       <td> <p>(21.0\u201346.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Hampshire</p> </td> \n       <td> <p><b>31.3</b></p> </td> \n       <td> <p><b>(27.4\u201335.5)</b></p> </td> \n       <td> <p>23.9</p> </td> \n       <td> <p>(14.5\u201336.7)</p> </td> \n       <td> <p>31.7</p> </td> \n       <td> <p>(25.0\u201339.2)</p> </td> \n       <td> <p>34.3</p> </td> \n       <td> <p>(29.4\u201339.4)</p> </td> \n       <td> <p>32.3</p> </td> \n       <td> <p>(28.2\u201336.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>25.6</b></p> </td> \n       <td> <p><b>(23.1\u201328.3)</b></p> </td> \n       <td> <p>15.8</p> </td> \n       <td> <p>(10.3\u201323.5)</p> </td> \n       <td> <p>26.7</p> </td> \n       <td> <p>(22.7\u201331.1)</p> </td> \n       <td> <p>30.2</p> </td> \n       <td> <p>(27.0\u201333.6)</p> </td> \n       <td> <p>24.9</p> </td> \n       <td> <p>(21.7\u201328.5)</p> </td> \n       <td> <p>26.4</p> </td> \n       <td> <p>(20.5\u201333.4)</p> </td> \n       <td> <p>28.5</p> </td> \n       <td> <p>(20.0\u201338.9)</p> </td> \n       <td> <p>24.9</p> </td> \n       <td> <p>(19.3\u201331.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Mexico</p> </td> \n       <td> <p><b>24.3</b></p> </td> \n       <td> <p><b>(21.2\u201327.7)</b></p> </td> \n       <td> <p>23.4</p> </td> \n       <td> <p>(15.9\u201332.9)</p> </td> \n       <td> <p>25.9</p> </td> \n       <td> <p>(20.9\u201331.5)</p> </td> \n       <td> <p>23.4</p> </td> \n       <td> <p>(19.8\u201327.5)</p> </td> \n       <td> <p>32.0</p> </td> \n       <td> <p>(26.1\u201338.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>30.2</p> </td> \n       <td> <p>(22.2\u201339.6)</p> </td> \n       <td> <p>18.0</p> </td> \n       <td> <p>(14.4\u201322.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New York</p> </td> \n       <td> <p><b>26.2</b></p> </td> \n       <td> <p><b>(22.9\u201329.7)</b></p> </td> \n       <td> <p>19.7</p> </td> \n       <td> <p>(13.0\u201328.7)</p> </td> \n       <td> <p>29.1</p> </td> \n       <td> <p>(23.7\u201335.1)</p> </td> \n       <td> <p>28.0</p> </td> \n       <td> <p>(23.8\u201332.7)</p> </td> \n       <td> <p>28.4</p> </td> \n       <td> <p>(24.3\u201332.7)</p> </td> \n       <td> <p>24.3</p> </td> \n       <td> <p>(16.3\u201334.5)</p> </td> \n       <td> <p>36.6</p> </td> \n       <td> <p>(23.1\u201352.7)</p> </td> \n       <td> <p>15.2</p> </td> \n       <td> <p>(9.9\u201322.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Carolina</p> </td> \n       <td> <p><b>21.8</b></p> </td> \n       <td> <p><b>(19.3\u201324.5)</b></p> </td> \n       <td> <p>16.3</p> </td> \n       <td> <p>(10.9\u201323.7)</p> </td> \n       <td> <p>25.0</p> </td> \n       <td> <p>(20.9\u201329.5)</p> </td> \n       <td> <p>22.3</p> </td> \n       <td> <p>(19.1\u201325.8)</p> </td> \n       <td> <p>20.6</p> </td> \n       <td> <p>(17.8\u201323.7)</p> </td> \n       <td> <p>22.2</p> </td> \n       <td> <p>(16.5\u201329.2)</p> </td> \n       <td> <p>32.7</p> </td> \n       <td> <p>(22.6\u201344.6)</p> </td> \n       <td> <p>21.3</p> </td> \n       <td> <p>(12.9\u201333.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Dakota</p> </td> \n       <td> <p><b>23.2</b></p> </td> \n       <td> <p><b>(19.3\u201327.7)</b></p> </td> \n       <td> <p>22.0</p> </td> \n       <td> <p>(13.7\u201333.4)</p> </td> \n       <td> <p>25.5</p> </td> \n       <td> <p>(20.0\u201331.9)</p> </td> \n       <td> <p>22.3</p> </td> \n       <td> <p>(18.1\u201327.3)</p> </td> \n       <td> <p>21.7</p> </td> \n       <td> <p>(17.8\u201326.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>26.1<span>\u00b6</span></p> </td> \n       <td> <p>(14.0\u201343.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>20.9</b></p> </td> \n       <td> <p><b>(18.2\u201323.9)</b></p> </td> \n       <td> <p>14.7</p> </td> \n       <td> <p>(9.1\u201322.9)</p> </td> \n       <td> <p>19.1</p> </td> \n       <td> <p>(14.8\u201324.3)</p> </td> \n       <td> <p>25.5</p> </td> \n       <td> <p>(21.9\u201329.5)</p> </td> \n       <td> <p>21.0</p> </td> \n       <td> <p>(18.0\u201324.3)</p> </td> \n       <td> <p>17.7</p> </td> \n       <td> <p>(11.8\u201325.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>13.4</b></p> </td> \n       <td> <p><b>(11.4\u201315.6)</b></p> </td> \n       <td> <p>7.3</p> </td> \n       <td> <p>(3.5\u201314.5)</p> </td> \n       <td> <p>13.8</p> </td> \n       <td> <p>(10.9\u201317.3)</p> </td> \n       <td> <p>15.6</p> </td> \n       <td> <p>(12.7\u201319.0)</p> </td> \n       <td> <p>10.6</p> </td> \n       <td> <p>(8.6\u201313.0)</p> </td> \n       <td> <p>18.8</p> </td> \n       <td> <p>(11.7\u201329.0)</p> </td> \n       <td> <p>22.1</p> </td> \n       <td> <p>(16.0\u201329.8)</p> </td> \n       <td> <p>14.5</p> </td> \n       <td> <p>(9.1\u201322.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>28.1</b></p> </td> \n       <td> <p><b>(23.6\u201333.0)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>30.5</p> </td> \n       <td> <p>(23.7\u201338.4)</p> </td> \n       <td> <p>24.3</p> </td> \n       <td> <p>(19.1\u201330.2)</p> </td> \n       <td> <p>28.9</p> </td> \n       <td> <p>(23.8\u201334.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>24.3</p> </td> \n       <td> <p>(14.6\u201337.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>25.2</b></p> </td> \n       <td> <p><b>(22.0\u201328.7)</b></p> </td> \n       <td> <p>25.0</p> </td> \n       <td> <p>(17.5\u201334.4)</p> </td> \n       <td> <p>28.6</p> </td> \n       <td> <p>(23.4\u201334.5)</p> </td> \n       <td> <p>22.7</p> </td> \n       <td> <p>(19.1\u201326.7)</p> </td> \n       <td> <p>23.9</p> </td> \n       <td> <p>(20.5\u201327.6)</p> </td> \n       <td> <p>33.0</p> </td> \n       <td> <p>(20.3\u201348.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>22.0<span>\u00b6</span></p> </td> \n       <td> <p>(11.9\u201337.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>24.5</b></p> </td> \n       <td> <p><b>(20.9\u201328.5)</b></p> </td> \n       <td> <p>24.7</p> </td> \n       <td> <p>(15.6\u201336.9)</p> </td> \n       <td> <p>23.3</p> </td> \n       <td> <p>(18.4\u201329.0)</p> </td> \n       <td> <p>25.3</p> </td> \n       <td> <p>(21.5\u201329.5)</p> </td> \n       <td> <p>25.7</p> </td> \n       <td> <p>(21.5\u201330.5)</p> </td> \n       <td> <p>15.6<span>\u00b6</span></p> </td> \n       <td> <p>(8.2\u201327.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>23.6</p> </td> \n       <td> <p>(14.6\u201335.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Carolina</p> </td> \n       <td> <p><b>16.8</b></p> </td> \n       <td> <p><b>(14.1\u201319.9)</b></p> </td> \n       <td> <p>11.6</p> </td> \n       <td> <p>(6.5\u201319.6)</p> </td> \n       <td> <p>18.4</p> </td> \n       <td> <p>(13.8\u201324.1)</p> </td> \n       <td> <p>17.3</p> </td> \n       <td> <p>(13.8\u201321.4)</p> </td> \n       <td> <p>16.8</p> </td> \n       <td> <p>(13.4\u201320.8)</p> </td> \n       <td> <p>14.3</p> </td> \n       <td> <p>(10.7\u201318.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Dakota</p> </td> \n       <td> <p><b>14.4</b></p> </td> \n       <td> <p><b>(11.4\u201318.0)</b></p> </td> \n       <td> <p>16.0</p> </td> \n       <td> <p>(8.6\u201327.8)</p> </td> \n       <td> <p>14.0</p> </td> \n       <td> <p>(10.2\u201319.0)</p> </td> \n       <td> <p>13.6</p> </td> \n       <td> <p>(10.3\u201317.6)</p> </td> \n       <td> <p>15.0</p> </td> \n       <td> <p>(11.6\u201319.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>9.5</p> </td> \n       <td> <p>(5.6\u201315.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>27.4</b></p> </td> \n       <td> <p><b>(23.7\u201331.5)</b></p> </td> \n       <td> <p>18.2</p> </td> \n       <td> <p>(9.6\u201331.8)</p> </td> \n       <td> <p>25.7</p> </td> \n       <td> <p>(19.8\u201332.7)</p> </td> \n       <td> <p>30.3</p> </td> \n       <td> <p>(25.2\u201336.0)</p> </td> \n       <td> <p>29.6</p> </td> \n       <td> <p>(25.3\u201334.3)</p> </td> \n       <td> <p>20.0</p> </td> \n       <td> <p>(13.2\u201329.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>25.2</b></p> </td> \n       <td> <p><b>(22.5\u201328.2)</b></p> </td> \n       <td> <p>22.8</p> </td> \n       <td> <p>(16.1\u201331.3)</p> </td> \n       <td> <p>25.6</p> </td> \n       <td> <p>(21.2\u201330.5)</p> </td> \n       <td> <p>25.9</p> </td> \n       <td> <p>(22.1\u201330.1)</p> </td> \n       <td> <p>26.6</p> </td> \n       <td> <p>(22.8\u201330.7)</p> </td> \n       <td> <p>22.4</p> </td> \n       <td> <p>(13.9\u201334.0)</p> </td> \n       <td> <p>31.1</p> </td> \n       <td> <p>(17.1\u201349.7)</p> </td> \n       <td> <p>24.0</p> </td> \n       <td> <p>(19.8\u201328.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>27.1</b></p> </td> \n       <td> <p><b>(24.1\u201330.3)</b></p> </td> \n       <td> <p>30.0</p> </td> \n       <td> <p>(22.3\u201339.1)</p> </td> \n       <td> <p>24.5</p> </td> \n       <td> <p>(21.0\u201328.3)</p> </td> \n       <td> <p>27.5</p> </td> \n       <td> <p>(24.3\u201331.0)</p> </td> \n       <td> <p>26.6</p> </td> \n       <td> <p>(23.3\u201330.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>32.8</p> </td> \n       <td> <p>(21.1\u201347.2)</p> </td> \n       <td> <p>29.1</p> </td> \n       <td> <p>(21.2\u201338.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>32.6</b></p> </td> \n       <td> <p><b>(28.8\u201336.6)</b></p> </td> \n       <td> <p>27.2</p> </td> \n       <td> <p>(18.0\u201338.8)</p> </td> \n       <td> <p>35.4</p> </td> \n       <td> <p>(29.3\u201342.0)</p> </td> \n       <td> <p>34.0</p> </td> \n       <td> <p>(29.9\u201338.3)</p> </td> \n       <td> <p>32.7</p> </td> \n       <td> <p>(28.8\u201336.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Virginia</p> </td> \n       <td> <p><b>31.3</b></p> </td> \n       <td> <p><b>(26.2\u201336.8)</b></p> </td> \n       <td> <p>36.6<span>\u00b6</span></p> </td> \n       <td> <p>(22.1\u201354.0)</p> </td> \n       <td> <p>31.1</p> </td> \n       <td> <p>(24.0\u201339.2)</p> </td> \n       <td> <p>28.2</p> </td> \n       <td> <p>(22.9\u201334.2)</p> </td> \n       <td> <p>32.9</p> </td> \n       <td> <p>(26.7\u201339.8)</p> </td> \n       <td> <p>25.0</p> </td> \n       <td> <p>(15.5\u201337.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>27.6</b></p> </td> \n       <td> <p><b>(25.4\u201329.9)</b></p> </td> \n       <td> <p>23.1</p> </td> \n       <td> <p>(17.3\u201330.0)</p> </td> \n       <td> <p>28.9</p> </td> \n       <td> <p>(25.5\u201332.5)</p> </td> \n       <td> <p>29.3</p> </td> \n       <td> <p>(26.7\u201332.1)</p> </td> \n       <td> <p>27.0</p> </td> \n       <td> <p>(24.6\u201329.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>37.0</p> </td> \n       <td> <p>(28.7\u201346.2)</p> </td> \n       <td> <p>23.2</p> </td> \n       <td> <p>(18.0\u201329.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>16.6</b></p> </td> \n       <td> <p><b>(13.8\u201319.7)</b></p> </td> \n       <td> <p>14.2</p> </td> \n       <td> <p>(8.3\u201323.3)</p> </td> \n       <td> <p>16.5</p> </td> \n       <td> <p>(12.4\u201321.6)</p> </td> \n       <td> <p>18.1</p> </td> \n       <td> <p>(14.4\u201322.5)</p> </td> \n       <td> <p>16.4</p> </td> \n       <td> <p>(13.6\u201319.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>22.3</b></p> </td> \n       <td> <p><b>(18.1\u201327.2)</b></p> </td> \n       <td> <p>17.4</p> </td> \n       <td> <p>(8.8\u201331.4)</p> </td> \n       <td> <p>18.8</p> </td> \n       <td> <p>(12.7\u201326.8)</p> </td> \n       <td> <p>28.7</p> </td> \n       <td> <p>(22.8\u201335.4)</p> </td> \n       <td> <p>22.8</p> </td> \n       <td> <p>(18.2\u201328.2)</p> </td> \n       <td> <p>35.0<span>\u00b6</span></p> </td> \n       <td> <p>(15.3\u201361.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>25.6</b></p> </td> \n       <td> <p><b>(22.1\u201329.4)</b></p> </td> \n       <td> <p>16.1</p> </td> \n       <td> <p>(8.7\u201327.9)</p> </td> \n       <td> <p>27.3</p> </td> \n       <td> <p>(22.5\u201332.8)</p> </td> \n       <td> <p>30.7</p> </td> \n       <td> <p>(26.0\u201335.8)</p> </td> \n       <td> <p>24.9</p> </td> \n       <td> <p>(21.2\u201329.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>23.5</p> </td> \n       <td> <p>(13.8\u201337.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total**</b></p> </td> \n       <td> <p><b>25.2</b></p> </td> \n       <td> <p><b>(24.5\u201325.8)</b></p> </td> \n       <td> <p><b>21.6</b></p> </td> \n       <td> <p><b>(20.0\u201323.3)</b></p> </td> \n       <td> <p><b>25.9</b></p> </td> \n       <td> <p><b>(24.9\u201326.9)</b></p> </td> \n       <td> <p><b>26.4</b></p> </td> \n       <td> <p><b>(25.5\u201327.2)</b></p> </td> \n       <td> <p><b>25.0</b></p> </td> \n       <td> <p><b>(24.3\u201325.7)</b></p> </td> \n       <td> <p><b>24.2</b></p> </td> \n       <td> <p><b>(22.2\u201326.2)</b></p> </td> \n       <td> <p><b>29.6</b></p> </td> \n       <td> <p><b>(26.9\u201332.5)</b></p> </td> \n       <td> <p><b>24.3</b></p> </td> \n       <td> <p><b>(22.6\u201326.1)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>25.2</b></p> </td> \n       <td colspan=\"2\"> <p>21.4</p> </td> \n       <td colspan=\"2\"> <p>25.8</p> </td> \n       <td colspan=\"2\"> <p>25.6</p> </td> \n       <td colspan=\"2\"> <p>24.9</p> </td> \n       <td colspan=\"2\"> <p>22.3</p> </td> \n       <td colspan=\"2\"> <p>29.4</p> </td> \n       <td colspan=\"2\"> <p>23.8</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>13.4</b></p> </td> \n       <td colspan=\"2\"> <p>7.3</p> </td> \n       <td colspan=\"2\"> <p>13.8</p> </td> \n       <td colspan=\"2\"> <p>13.6</p> </td> \n       <td colspan=\"2\"> <p>10.6</p> </td> \n       <td colspan=\"2\"> <p>14.3</p> </td> \n       <td colspan=\"2\"> <p>9.5</p> </td> \n       <td colspan=\"2\"> <p>14.5</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>33.5</b></p> </td> \n       <td colspan=\"2\"> <p>36.6</p> </td> \n       <td colspan=\"2\"> <p>36.7</p> </td> \n       <td colspan=\"2\"> <p>34.3</p> </td> \n       <td colspan=\"2\"> <p>37.3</p> </td> \n       <td colspan=\"2\"> <p>36.0</p> </td> \n       <td colspan=\"2\"> <p>38.8</p> </td> \n       <td colspan=\"2\"> <p>38.3</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;50 respondents).</p> <p> * White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other. </p> <p> <span>\u2020</span> Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p> <span>\u00a7</span> 95% confidence interval.</p> <p> <span>\u00b6</span> Represents 50\u201359 respondents; might not be reliable.</p> <p> ** Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab24\" href=\"http://www.cdc.gov\"></a>TABLE 24. Estimated prevalence of women aged 18\u201344 years who are overweight (but not obese),* overall and by age group and race/ethnicity \u2014 Behavioral Risk Factor Surveillance System, United States, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity</b><span>\u2020</span></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u00a7</span></p> </td> \n       <td> <p><b>CI</b><span>\u00b6</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alabama</p> </td> \n       <td> <p><b>26.8</b></p> </td> \n       <td> <p><b>(23.6\u201330.4)</b></p> </td> \n       <td> <p>28.1</p> </td> \n       <td> <p>(19.5\u201338.7)</p> </td> \n       <td> <p>25.6</p> </td> \n       <td> <p>(20.6\u201331.5)</p> </td> \n       <td> <p>27.5</p> </td> \n       <td> <p>(22.9\u201332.6)</p> </td> \n       <td> <p>25.0</p> </td> \n       <td> <p>(21.0\u201329.5)</p> </td> \n       <td> <p>30.3</p> </td> \n       <td> <p>(24.6\u201336.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>33.0</b></p> </td> \n       <td> <p><b>(26.8\u201339.9)</b></p> </td> \n       <td> <p>33.4</p> </td> \n       <td> <p>(19.0\u201351.7)</p> </td> \n       <td> <p>29.0</p> </td> \n       <td> <p>(19.3\u201341.1)</p> </td> \n       <td> <p>36.7</p> </td> \n       <td> <p>(29.0\u201345.2)</p> </td> \n       <td> <p>33.0</p> </td> \n       <td> <p>(25.5\u201341.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>32.3</p> </td> \n       <td> <p>(20.6\u201346.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arizona</p> </td> \n       <td> <p><b>25.6</b></p> </td> \n       <td> <p><b>(20.7\u201331.3)</b></p> </td> \n       <td> <p>19.9**</p> </td> \n       <td> <p>(7.0\u201345.0)</p> </td> \n       <td> <p>25.7</p> </td> \n       <td> <p>(19.1\u201333.7)</p> </td> \n       <td> <p>28.2</p> </td> \n       <td> <p>(22.3\u201334.9)</p> </td> \n       <td> <p>28.4</p> </td> \n       <td> <p>(21.6\u201336.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>24.3</p> </td> \n       <td> <p>(13.4\u201340.2)</p> </td> \n       <td> <p>23.3</p> </td> \n       <td> <p>(15.6\u201333.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>22.2</b></p> </td> \n       <td> <p><b>(17.7\u201327.4)</b></p> </td> \n       <td> <p>21.2**</p> </td> \n       <td> <p>(10.7\u201337.5)</p> </td> \n       <td> <p>22.1</p> </td> \n       <td> <p>(15.1\u201331.1)</p> </td> \n       <td> <p>22.9</p> </td> \n       <td> <p>(17.8\u201328.8)</p> </td> \n       <td> <p>21.4</p> </td> \n       <td> <p>(16.6\u201327.2)</p> </td> \n       <td> <p>26.7</p> </td> \n       <td> <p>(16.9\u201339.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>California</p> </td> \n       <td> <p><b>25.8</b></p> </td> \n       <td> <p><b>(23.8\u201327.8)</b></p> </td> \n       <td> <p>17.4</p> </td> \n       <td> <p>(13.2\u201322.5)</p> </td> \n       <td> <p>26.9</p> </td> \n       <td> <p>(23.9\u201330.3)</p> </td> \n       <td> <p>30.9</p> </td> \n       <td> <p>(28.1\u201333.7)</p> </td> \n       <td> <p>22.4</p> </td> \n       <td> <p>(19.6\u201325.4)</p> </td> \n       <td> <p>19.7</p> </td> \n       <td> <p>(12.3\u201329.9)</p> </td> \n       <td> <p>21.9</p> </td> \n       <td> <p>(16.8\u201327.9)</p> </td> \n       <td> <p>29.9</p> </td> \n       <td> <p>(26.7\u201333.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>25.6</b></p> </td> \n       <td> <p><b>(22.8\u201328.6)</b></p> </td> \n       <td> <p>23.1</p> </td> \n       <td> <p>(15.5\u201332.9)</p> </td> \n       <td> <p>23.9</p> </td> \n       <td> <p>(20.1\u201328.3)</p> </td> \n       <td> <p>28.7</p> </td> \n       <td> <p>(25.4\u201332.2)</p> </td> \n       <td> <p>23.9</p> </td> \n       <td> <p>(20.7\u201327.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>24.1</p> </td> \n       <td> <p>(13.8\u201338.8)</p> </td> \n       <td> <p>31.9</p> </td> \n       <td> <p>(25.4\u201339.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Connecticut</p> </td> \n       <td> <p><b>24.6</b></p> </td> \n       <td> <p><b>(21.1\u201328.4)</b></p> </td> \n       <td> <p>13.2</p> </td> \n       <td> <p>(6.6\u201324.5)</p> </td> \n       <td> <p>27.7</p> </td> \n       <td> <p>(21.9\u201334.3)</p> </td> \n       <td> <p>27.7</p> </td> \n       <td> <p>(23.1\u201332.7)</p> </td> \n       <td> <p>22.3</p> </td> \n       <td> <p>(18.5\u201326.7)</p> </td> \n       <td> <p>32.9</p> </td> \n       <td> <p>(19.2\u201350.3)</p> </td> \n       <td> <p>29.9</p> </td> \n       <td> <p>(18.3\u201344.9)</p> </td> \n       <td> <p>32.6</p> </td> \n       <td> <p>(21.5\u201345.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>26.9</b></p> </td> \n       <td> <p><b>(22.5\u201331.7)</b></p> </td> \n       <td> <p>13.4</p> </td> \n       <td> <p>(6.8\u201324.7)</p> </td> \n       <td> <p>32.7</p> </td> \n       <td> <p>(25.5\u201340.8)</p> </td> \n       <td> <p>31.2</p> </td> \n       <td> <p>(25.5\u201337.5)</p> </td> \n       <td> <p>24.1</p> </td> \n       <td> <p>(19.5\u201329.4)</p> </td> \n       <td> <p>33.8</p> </td> \n       <td> <p>(23.6\u201345.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>D.C.</p> </td> \n       <td> <p><b>20.1</b></p> </td> \n       <td> <p><b>(16.8\u201323.9)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>19.1</p> </td> \n       <td> <p>(14.6\u201324.6)</p> </td> \n       <td> <p>21.9</p> </td> \n       <td> <p>(17.0\u201327.7)</p> </td> \n       <td> <p>12.5</p> </td> \n       <td> <p>(8.7\u201317.5)</p> </td> \n       <td> <p>28.1</p> </td> \n       <td> <p>(22.2\u201334.9)</p> </td> \n       <td> <p>15.4**</p> </td> \n       <td> <p>(7.4\u201329.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Florida</p> </td> \n       <td> <p><b>28.0</b></p> </td> \n       <td> <p><b>(24.2\u201332.1)</b></p> </td> \n       <td> <p>22.4</p> </td> \n       <td> <p>(12.6\u201336.7)</p> </td> \n       <td> <p>28.2</p> </td> \n       <td> <p>(21.9\u201335.5)</p> </td> \n       <td> <p>28.9</p> </td> \n       <td> <p>(23.9\u201334.5)</p> </td> \n       <td> <p>26.1</p> </td> \n       <td> <p>(22.0\u201330.6)</p> </td> \n       <td> <p>26.0</p> </td> \n       <td> <p>(17.1\u201337.5)</p> </td> \n       <td> <p>40.0</p> </td> \n       <td> <p>(24.4\u201358.0)</p> </td> \n       <td> <p>31.3</p> </td> \n       <td> <p>(21.5\u201343.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>29.1</b></p> </td> \n       <td> <p><b>(25.3\u201333.1)</b></p> </td> \n       <td> <p>30.5</p> </td> \n       <td> <p>(18.9\u201345.1)</p> </td> \n       <td> <p>33.0</p> </td> \n       <td> <p>(27.0\u201339.7)</p> </td> \n       <td> <p>24.1</p> </td> \n       <td> <p>(20.0\u201328.8)</p> </td> \n       <td> <p>23.4</p> </td> \n       <td> <p>(19.2\u201328.1)</p> </td> \n       <td> <p>38.0</p> </td> \n       <td> <p>(30.8\u201345.8)</p> </td> \n       <td> <p>34.6**</p> </td> \n       <td> <p>(20.0\u201352.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>24.0</b></p> </td> \n       <td> <p><b>(20.5\u201327.9)</b></p> </td> \n       <td> <p>20.8</p> </td> \n       <td> <p>(13.0\u201331.7)</p> </td> \n       <td> <p>22.5</p> </td> \n       <td> <p>(17.1\u201329.0)</p> </td> \n       <td> <p>27.5</p> </td> \n       <td> <p>(22.9\u201332.7)</p> </td> \n       <td> <p>20.1</p> </td> \n       <td> <p>(14.3\u201327.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>23.1</p> </td> \n       <td> <p>(19.0\u201327.7)</p> </td> \n       <td> <p>38.1</p> </td> \n       <td> <p>(25.5\u201352.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Idaho</p> </td> \n       <td> <p><b>26.2</b></p> </td> \n       <td> <p><b>(22.5\u201330.2)</b></p> </td> \n       <td> <p>14.0</p> </td> \n       <td> <p>(7.8\u201323.7)</p> </td> \n       <td> <p>29.7</p> </td> \n       <td> <p>(23.7\u201336.5)</p> </td> \n       <td> <p>29.1</p> </td> \n       <td> <p>(24.2\u201334.6)</p> </td> \n       <td> <p>25.2</p> </td> \n       <td> <p>(21.4\u201329.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>33.2</p> </td> \n       <td> <p>(21.4\u201347.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>29.2</b></p> </td> \n       <td> <p><b>(25.7\u201332.9)</b></p> </td> \n       <td> <p>23.1</p> </td> \n       <td> <p>(15.2\u201333.4)</p> </td> \n       <td> <p>33.6</p> </td> \n       <td> <p>(27.9\u201339.7)</p> </td> \n       <td> <p>29.4</p> </td> \n       <td> <p>(25.2\u201334.0)</p> </td> \n       <td> <p>25.6</p> </td> \n       <td> <p>(21.9\u201329.6)</p> </td> \n       <td> <p>34.6</p> </td> \n       <td> <p>(25.0\u201345.6)</p> </td> \n       <td> <p>26.2**</p> </td> \n       <td> <p>(15.3\u201341.2)</p> </td> \n       <td> <p>39.6</p> </td> \n       <td> <p>(28.5\u201351.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Indiana</p> </td> \n       <td> <p><b>28.4</b></p> </td> \n       <td> <p><b>(25.0\u201332.0)</b></p> </td> \n       <td> <p>24.3</p> </td> \n       <td> <p>(16.1\u201334.9)</p> </td> \n       <td> <p>32.1</p> </td> \n       <td> <p>(27.0\u201337.6)</p> </td> \n       <td> <p>28.0</p> </td> \n       <td> <p>(24.1\u201332.2)</p> </td> \n       <td> <p>28.2</p> </td> \n       <td> <p>(24.5\u201332.2)</p> </td> \n       <td> <p>34.3</p> </td> \n       <td> <p>(22.5\u201348.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>23.1</p> </td> \n       <td> <p>(13.6\u201336.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Iowa</p> </td> \n       <td> <p><b>25.6</b></p> </td> \n       <td> <p><b>(22.0\u201329.6)</b></p> </td> \n       <td> <p>22.1</p> </td> \n       <td> <p>(13.8\u201333.5)</p> </td> \n       <td> <p>27.3</p> </td> \n       <td> <p>(22.1\u201333.3)</p> </td> \n       <td> <p>26.6</p> </td> \n       <td> <p>(22.4\u201331.2)</p> </td> \n       <td> <p>25.5</p> </td> \n       <td> <p>(21.8\u201329.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kansas</p> </td> \n       <td> <p><b>27.8</b></p> </td> \n       <td> <p><b>(25.6\u201330.1)</b></p> </td> \n       <td> <p>29.1</p> </td> \n       <td> <p>(23.0\u201336.1)</p> </td> \n       <td> <p>27.1</p> </td> \n       <td> <p>(24.0\u201330.5)</p> </td> \n       <td> <p>27.5</p> </td> \n       <td> <p>(25.1\u201330.0)</p> </td> \n       <td> <p>28.2</p> </td> \n       <td> <p>(25.8\u201330.8)</p> </td> \n       <td> <p>23.2</p> </td> \n       <td> <p>(14.7\u201334.6)</p> </td> \n       <td> <p>26.7</p> </td> \n       <td> <p>(17.3\u201338.8)</p> </td> \n       <td> <p>27.3</p> </td> \n       <td> <p>(19.7\u201336.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kentucky</p> </td> \n       <td> <p><b>24.7</b></p> </td> \n       <td> <p><b>(21.5\u201328.2)</b></p> </td> \n       <td> <p>11.8</p> </td> \n       <td> <p>(6.7\u201320.0)</p> </td> \n       <td> <p>26.5</p> </td> \n       <td> <p>(21.3\u201332.4)</p> </td> \n       <td> <p>27.9</p> </td> \n       <td> <p>(23.4\u201333.0)</p> </td> \n       <td> <p>25.1</p> </td> \n       <td> <p>(21.7\u201328.8)</p> </td> \n       <td> <p>16.4</p> </td> \n       <td> <p>(7.2\u201333.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Louisiana</p> </td> \n       <td> <p><b>24.7</b></p> </td> \n       <td> <p><b>(22.2\u201327.5)</b></p> </td> \n       <td> <p>24.6</p> </td> \n       <td> <p>(17.8\u201333.0)</p> </td> \n       <td> <p>20.7</p> </td> \n       <td> <p>(17.0\u201324.9)</p> </td> \n       <td> <p>28.4</p> </td> \n       <td> <p>(24.8\u201332.4)</p> </td> \n       <td> <p>25.0</p> </td> \n       <td> <p>(21.8\u201328.4)</p> </td> \n       <td> <p>23.1</p> </td> \n       <td> <p>(18.8\u201328.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>26.3</b></p> </td> \n       <td> <p><b>(23.0\u201329.8)</b></p> </td> \n       <td> <p>26.1</p> </td> \n       <td> <p>(17.6\u201337.0)</p> </td> \n       <td> <p>22.4</p> </td> \n       <td> <p>(17.5\u201328.1)</p> </td> \n       <td> <p>29.4</p> </td> \n       <td> <p>(25.7\u201333.4)</p> </td> \n       <td> <p>26.0</p> </td> \n       <td> <p>(22.7\u201329.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>25.4</b></p> </td> \n       <td> <p><b>(22.6\u201328.5)</b></p> </td> \n       <td> <p>23.2</p> </td> \n       <td> <p>(15.9\u201332.5)</p> </td> \n       <td> <p>24.1</p> </td> \n       <td> <p>(20.0\u201328.8)</p> </td> \n       <td> <p>27.8</p> </td> \n       <td> <p>(24.2\u201331.8)</p> </td> \n       <td> <p>25.1</p> </td> \n       <td> <p>(21.8\u201328.7)</p> </td> \n       <td> <p>29.7</p> </td> \n       <td> <p>(23.5\u201336.7)</p> </td> \n       <td> <p>19.3</p> </td> \n       <td> <p>(11.9\u201329.8)</p> </td> \n       <td> <p>20.5</p> </td> \n       <td> <p>(11.2\u201334.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>24.6</b></p> </td> \n       <td> <p><b>(21.9\u201327.5)</b></p> </td> \n       <td> <p>21.4</p> </td> \n       <td> <p>(14.9\u201329.8)</p> </td> \n       <td> <p>23.7</p> </td> \n       <td> <p>(19.5\u201328.4)</p> </td> \n       <td> <p>27.4</p> </td> \n       <td> <p>(24.3\u201330.8)</p> </td> \n       <td> <p>23.5</p> </td> \n       <td> <p>(20.4\u201326.9)</p> </td> \n       <td> <p>27.9</p> </td> \n       <td> <p>(19.7\u201337.9)</p> </td> \n       <td> <p>26.2</p> </td> \n       <td> <p>(16.0\u201339.7)</p> </td> \n       <td> <p>29.3</p> </td> \n       <td> <p>(22.2\u201337.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>23.9</b></p> </td> \n       <td> <p><b>(21.0\u201327.0)</b></p> </td> \n       <td> <p>21.7</p> </td> \n       <td> <p>(15.1\u201330.2)</p> </td> \n       <td> <p>25.6</p> </td> \n       <td> <p>(20.8\u201331.1)</p> </td> \n       <td> <p>23.5</p> </td> \n       <td> <p>(20.2\u201327.3)</p> </td> \n       <td> <p>25.4</p> </td> \n       <td> <p>(22.0\u201329.1)</p> </td> \n       <td> <p>22.2</p> </td> \n       <td> <p>(16.0\u201330.0)</p> </td> \n       <td> <p>16.0</p> </td> \n       <td> <p>(8.7\u201327.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>25.9</b></p> </td> \n       <td> <p><b>(22.3\u201329.9)</b></p> </td> \n       <td> <p>23.8</p> </td> \n       <td> <p>(14.8\u201335.8)</p> </td> \n       <td> <p>27.8</p> </td> \n       <td> <p>(22.4\u201333.9)</p> </td> \n       <td> <p>25.7</p> </td> \n       <td> <p>(21.7\u201330.2)</p> </td> \n       <td> <p>25.1</p> </td> \n       <td> <p>(21.4\u201329.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>26.6</b></p> </td> \n       <td> <p><b>(23.9\u201329.6)</b></p> </td> \n       <td> <p>27.3</p> </td> \n       <td> <p>(19.9\u201336.3)</p> </td> \n       <td> <p>25.3</p> </td> \n       <td> <p>(21.3\u201329.8)</p> </td> \n       <td> <p>27.9</p> </td> \n       <td> <p>(24.5\u201331.7)</p> </td> \n       <td> <p>27.4</p> </td> \n       <td> <p>(23.7\u201331.4)</p> </td> \n       <td> <p>25.9</p> </td> \n       <td> <p>(21.7\u201330.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>26.3</b></p> </td> \n       <td> <p><b>(22.3\u201330.9)</b></p> </td> \n       <td> <p>18.8</p> </td> \n       <td> <p>(10.5\u201331.2)</p> </td> \n       <td> <p>29.2</p> </td> \n       <td> <p>(22.6\u201336.9)</p> </td> \n       <td> <p>27.5</p> </td> \n       <td> <p>(22.3\u201333.4)</p> </td> \n       <td> <p>26.6</p> </td> \n       <td> <p>(22.2\u201331.5)</p> </td> \n       <td> <p>19.9</p> </td> \n       <td> <p>(11.4\u201332.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Montana</p> </td> \n       <td> <p><b>28.7</b></p> </td> \n       <td> <p><b>(24.8\u201333.0)</b></p> </td> \n       <td> <p>23.2</p> </td> \n       <td> <p>(14.1\u201335.8)</p> </td> \n       <td> <p>32.5</p> </td> \n       <td> <p>(26.3\u201339.5)</p> </td> \n       <td> <p>28.6</p> </td> \n       <td> <p>(24.0\u201333.7)</p> </td> \n       <td> <p>28.6</p> </td> \n       <td> <p>(24.3\u201333.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>24.5</p> </td> \n       <td> <p>(15.3\u201337.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>24.3</b></p> </td> \n       <td> <p><b>(21.1\u201327.8)</b></p> </td> \n       <td> <p>19.0</p> </td> \n       <td> <p>(12.1\u201328.4)</p> </td> \n       <td> <p>22.7</p> </td> \n       <td> <p>(17.9\u201328.4)</p> </td> \n       <td> <p>28.7</p> </td> \n       <td> <p>(24.2\u201333.7)</p> </td> \n       <td> <p>25.3</p> </td> \n       <td> <p>(21.8\u201329.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>27.0</p> </td> \n       <td> <p>(13.2\u201347.3)</p> </td> \n       <td> <p>17.5</p> </td> \n       <td> <p>(10.6\u201327.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nevada</p> </td> \n       <td> <p><b>28.3</b></p> </td> \n       <td> <p><b>(22.9\u201334.3)</b></p> </td> \n       <td> <p>22.8**</p> </td> \n       <td> <p>(11.7\u201339.6)</p> </td> \n       <td> <p>29.5</p> </td> \n       <td> <p>(20.7\u201340.1)</p> </td> \n       <td> <p>29.3</p> </td> \n       <td> <p>(22.5\u201337.2)</p> </td> \n       <td> <p>22.5</p> </td> \n       <td> <p>(17.0\u201329.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>41.3**</p> </td> \n       <td> <p>(23.7\u201361.5)</p> </td> \n       <td> <p>38.7</p> </td> \n       <td> <p>(25.9\u201353.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Hampshire</p> </td> \n       <td> <p><b>24.1</b></p> </td> \n       <td> <p><b>(20.2\u201328.6)</b></p> </td> \n       <td> <p>27.6</p> </td> \n       <td> <p>(15.7\u201343.8)</p> </td> \n       <td> <p>20.4</p> </td> \n       <td> <p>(14.9\u201327.4)</p> </td> \n       <td> <p>25.5</p> </td> \n       <td> <p>(21.2\u201330.3)</p> </td> \n       <td> <p>23.7</p> </td> \n       <td> <p>(19.8\u201328.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>30.2</b></p> </td> \n       <td> <p><b>(27.2\u201333.4)</b></p> </td> \n       <td> <p>23.1</p> </td> \n       <td> <p>(15.3\u201333.3)</p> </td> \n       <td> <p>34.1</p> </td> \n       <td> <p>(29.6\u201339.0)</p> </td> \n       <td> <p>31.3</p> </td> \n       <td> <p>(28.0\u201334.8)</p> </td> \n       <td> <p>25.2</p> </td> \n       <td> <p>(21.5\u201329.2)</p> </td> \n       <td> <p>37.8</p> </td> \n       <td> <p>(30.4\u201345.7)</p> </td> \n       <td> <p>35.5</p> </td> \n       <td> <p>(25.2\u201347.4)</p> </td> \n       <td> <p>36.9</p> </td> \n       <td> <p>(29.8\u201344.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Mexico</p> </td> \n       <td> <p><b>27.2</b></p> </td> \n       <td> <p><b>(23.8\u201330.8)</b></p> </td> \n       <td> <p>24.9</p> </td> \n       <td> <p>(17.0\u201335.0)</p> </td> \n       <td> <p>27.5</p> </td> \n       <td> <p>(22.4\u201333.3)</p> </td> \n       <td> <p>28.4</p> </td> \n       <td> <p>(24.4\u201332.8)</p> </td> \n       <td> <p>20.1</p> </td> \n       <td> <p>(15.7\u201325.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>33.9</p> </td> \n       <td> <p>(24.8\u201344.4)</p> </td> \n       <td> <p>29.8</p> </td> \n       <td> <p>(24.8\u201335.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New York</p> </td> \n       <td> <p><b>23.2</b></p> </td> \n       <td> <p><b>(20.2\u201326.4)</b></p> </td> \n       <td> <p>15.1</p> </td> \n       <td> <p>(9.2\u201323.8)</p> </td> \n       <td> <p>22.0</p> </td> \n       <td> <p>(17.5\u201327.4)</p> </td> \n       <td> <p>29.2</p> </td> \n       <td> <p>(25.0\u201333.9)</p> </td> \n       <td> <p>23.2</p> </td> \n       <td> <p>(19.6\u201327.3)</p> </td> \n       <td> <p>25.4</p> </td> \n       <td> <p>(17.8\u201334.8)</p> </td> \n       <td> <p>13.1</p> </td> \n       <td> <p>(6.3\u201325.4)</p> </td> \n       <td> <p>23.4</p> </td> \n       <td> <p>(16.6\u201331.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Carolina</p> </td> \n       <td> <p><b>30.3</b></p> </td> \n       <td> <p><b>(27.0\u201333.9)</b></p> </td> \n       <td> <p>30.4</p> </td> \n       <td> <p>(21.0\u201341.8)</p> </td> \n       <td> <p>29.5</p> </td> \n       <td> <p>(25.1\u201334.4)</p> </td> \n       <td> <p>30.9</p> </td> \n       <td> <p>(27.1\u201335.0)</p> </td> \n       <td> <p>28.6</p> </td> \n       <td> <p>(25.0\u201332.5)</p> </td> \n       <td> <p>31.9</p> </td> \n       <td> <p>(23.7\u201341.4)</p> </td> \n       <td> <p>21.5</p> </td> \n       <td> <p>(12.8\u201333.8)</p> </td> \n       <td> <p>47.9</p> </td> \n       <td> <p>(35.1\u201360.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Dakota</p> </td> \n       <td> <p><b>27.7</b></p> </td> \n       <td> <p><b>(23.4\u201332.5)</b></p> </td> \n       <td> <p>20.7</p> </td> \n       <td> <p>(12.1\u201333.1)</p> </td> \n       <td> <p>26.2</p> </td> \n       <td> <p>(20.4\u201332.8)</p> </td> \n       <td> <p>36.4</p> </td> \n       <td> <p>(31.3\u201342.0)</p> </td> \n       <td> <p>29.2</p> </td> \n       <td> <p>(24.5\u201334.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>30.9**</p> </td> \n       <td> <p>(17.5\u201348.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>26.6</b></p> </td> \n       <td> <p><b>(23.4\u201330.0)</b></p> </td> \n       <td> <p>24.7</p> </td> \n       <td> <p>(16.0\u201336.1)</p> </td> \n       <td> <p>27.6</p> </td> \n       <td> <p>(22.5\u201333.3)</p> </td> \n       <td> <p>26.3</p> </td> \n       <td> <p>(22.6\u201330.3)</p> </td> \n       <td> <p>27.2</p> </td> \n       <td> <p>(23.7\u201331.0)</p> </td> \n       <td> <p>22.8</p> </td> \n       <td> <p>(15.7\u201331.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>27.9</b></p> </td> \n       <td> <p><b>(25.1\u201331.0)</b></p> </td> \n       <td> <p>25.2</p> </td> \n       <td> <p>(17.9\u201334.2)</p> </td> \n       <td> <p>28.7</p> </td> \n       <td> <p>(24.2\u201333.6)</p> </td> \n       <td> <p>28.3</p> </td> \n       <td> <p>(24.6\u201332.3)</p> </td> \n       <td> <p>27.1</p> </td> \n       <td> <p>(23.7\u201330.8)</p> </td> \n       <td> <p>33.1</p> </td> \n       <td> <p>(23.6\u201344.1)</p> </td> \n       <td> <p>26.5</p> </td> \n       <td> <p>(19.9\u201334.3)</p> </td> \n       <td> <p>33.4</p> </td> \n       <td> <p>(23.5\u201345.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>27.2</b></p> </td> \n       <td> <p><b>(22.7\u201332.2)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>33.1</p> </td> \n       <td> <p>(25.9\u201341.2)</p> </td> \n       <td> <p>23.9</p> </td> \n       <td> <p>(18.9\u201329.6)</p> </td> \n       <td> <p>29.1</p> </td> \n       <td> <p>(23.9\u201335.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>15.9</p> </td> \n       <td> <p>(8.5\u201327.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>25.8</b></p> </td> \n       <td> <p><b>(22.5\u201329.4)</b></p> </td> \n       <td> <p>22.7</p> </td> \n       <td> <p>(15.3\u201332.3)</p> </td> \n       <td> <p>26.8</p> </td> \n       <td> <p>(21.6\u201332.8)</p> </td> \n       <td> <p>27.2</p> </td> \n       <td> <p>(23.4\u201331.5)</p> </td> \n       <td> <p>23.5</p> </td> \n       <td> <p>(20.2\u201327.1)</p> </td> \n       <td> <p>41.4</p> </td> \n       <td> <p>(27.0\u201357.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>24.9**</p> </td> \n       <td> <p>(13.2\u201341.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>26.6</b></p> </td> \n       <td> <p><b>(22.9\u201330.6)</b></p> </td> \n       <td> <p>21.2</p> </td> \n       <td> <p>(13.0\u201332.6)</p> </td> \n       <td> <p>28.8</p> </td> \n       <td> <p>(23.2\u201335.2)</p> </td> \n       <td> <p>28.6</p> </td> \n       <td> <p>(24.3\u201333.2)</p> </td> \n       <td> <p>25.8</p> </td> \n       <td> <p>(21.7\u201330.4)</p> </td> \n       <td> <p>25.0**</p> </td> \n       <td> <p>(11.7\u201345.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>32.7</p> </td> \n       <td> <p>(21.6\u201346.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Carolina</p> </td> \n       <td> <p><b>26.4</b></p> </td> \n       <td> <p><b>(23.0\u201330.0)</b></p> </td> \n       <td> <p>17.9</p> </td> \n       <td> <p>(10.6\u201328.5)</p> </td> \n       <td> <p>28.7</p> </td> \n       <td> <p>(23.0\u201335.2)</p> </td> \n       <td> <p>27.6</p> </td> \n       <td> <p>(23.3\u201332.5)</p> </td> \n       <td> <p>24.1</p> </td> \n       <td> <p>(20.0\u201328.8)</p> </td> \n       <td> <p>28.4</p> </td> \n       <td> <p>(22.5\u201335.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Dakota</p> </td> \n       <td> <p><b>29.0</b></p> </td> \n       <td> <p><b>(24.9\u201333.5)</b></p> </td> \n       <td> <p>26.6</p> </td> \n       <td> <p>(16.9\u201339.3)</p> </td> \n       <td> <p>33.2</p> </td> \n       <td> <p>(27.2\u201339.7)</p> </td> \n       <td> <p>26.8</p> </td> \n       <td> <p>(22.2\u201331.9)</p> </td> \n       <td> <p>26.7</p> </td> \n       <td> <p>(22.5\u201331.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>47.0</p> </td> \n       <td> <p>(34.6\u201359.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>27.1</b></p> </td> \n       <td> <p><b>(23.3\u201331.2)</b></p> </td> \n       <td> <p>21.8</p> </td> \n       <td> <p>(11.7\u201336.9)</p> </td> \n       <td> <p>25.0</p> </td> \n       <td> <p>(19.0\u201332.0)</p> </td> \n       <td> <p>29.5</p> </td> \n       <td> <p>(24.3\u201335.3)</p> </td> \n       <td> <p>26.8</p> </td> \n       <td> <p>(22.6\u201331.5)</p> </td> \n       <td> <p>26.1</p> </td> \n       <td> <p>(18.1\u201336.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>30.6</b></p> </td> \n       <td> <p><b>(27.5\u201333.9)</b></p> </td> \n       <td> <p>32.2</p> </td> \n       <td> <p>(23.6\u201342.2)</p> </td> \n       <td> <p>31.6</p> </td> \n       <td> <p>(26.7\u201336.9)</p> </td> \n       <td> <p>29.2</p> </td> \n       <td> <p>(25.0\u201333.7)</p> </td> \n       <td> <p>26.5</p> </td> \n       <td> <p>(22.4\u201331.0)</p> </td> \n       <td> <p>27.4</p> </td> \n       <td> <p>(18.7\u201338.4)</p> </td> \n       <td> <p>35.2</p> </td> \n       <td> <p>(20.3\u201353.7)</p> </td> \n       <td> <p>36.0</p> </td> \n       <td> <p>(30.7\u201341.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>24.2</b></p> </td> \n       <td> <p><b>(21.5\u201327.2)</b></p> </td> \n       <td> <p>20.5</p> </td> \n       <td> <p>(14.2\u201328.8)</p> </td> \n       <td> <p>24.7</p> </td> \n       <td> <p>(21.1\u201328.7)</p> </td> \n       <td> <p>27.3</p> </td> \n       <td> <p>(24.0\u201330.8)</p> </td> \n       <td> <p>23.5</p> </td> \n       <td> <p>(20.5\u201326.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>23.3</p> </td> \n       <td> <p>(14.3\u201335.7)</p> </td> \n       <td> <p>31.2</p> </td> \n       <td> <p>(22.4\u201341.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>23.6</b></p> </td> \n       <td> <p><b>(20.4\u201327.1)</b></p> </td> \n       <td> <p>15.6</p> </td> \n       <td> <p>(9.3\u201325.1)</p> </td> \n       <td> <p>29.5</p> </td> \n       <td> <p>(23.9\u201335.9)</p> </td> \n       <td> <p>24.4</p> </td> \n       <td> <p>(20.8\u201328.5)</p> </td> \n       <td> <p>24.5</p> </td> \n       <td> <p>(21.2\u201328.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Virginia</p> </td> \n       <td> <p><b>20.0</b></p> </td> \n       <td> <p><b>(16.3\u201324.2)</b></p> </td> \n       <td> <p>6.2**</p> </td> \n       <td> <p>(2.2\u201316.5)</p> </td> \n       <td> <p>25.1</p> </td> \n       <td> <p>(18.7\u201332.7)</p> </td> \n       <td> <p>24.8</p> </td> \n       <td> <p>(20.0\u201330.4)</p> </td> \n       <td> <p>19.8</p> </td> \n       <td> <p>(15.5\u201324.9)</p> </td> \n       <td> <p>17.4</p> </td> \n       <td> <p>(10.3\u201327.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>25.3</b></p> </td> \n       <td> <p><b>(23.2\u201327.6)</b></p> </td> \n       <td> <p>17.5</p> </td> \n       <td> <p>(12.7\u201323.6)</p> </td> \n       <td> <p>27.8</p> </td> \n       <td> <p>(24.3\u201331.5)</p> </td> \n       <td> <p>28.1</p> </td> \n       <td> <p>(25.4\u201330.9)</p> </td> \n       <td> <p>23.5</p> </td> \n       <td> <p>(21.2\u201325.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>29.5</p> </td> \n       <td> <p>(21.8\u201338.6)</p> </td> \n       <td> <p>32.2</p> </td> \n       <td> <p>(25.7\u201339.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>25.9</b></p> </td> \n       <td> <p><b>(22.4\u201329.8)</b></p> </td> \n       <td> <p>24.6</p> </td> \n       <td> <p>(16.0\u201335.8)</p> </td> \n       <td> <p>27.4</p> </td> \n       <td> <p>(22.2\u201333.3)</p> </td> \n       <td> <p>25.5</p> </td> \n       <td> <p>(21.0\u201330.6)</p> </td> \n       <td> <p>26.3</p> </td> \n       <td> <p>(22.6\u201330.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>26.5</b></p> </td> \n       <td> <p><b>(21.5\u201332.2)</b></p> </td> \n       <td> <p>27.6</p> </td> \n       <td> <p>(16.0\u201343.3)</p> </td> \n       <td> <p>25.9</p> </td> \n       <td> <p>(18.4\u201335.2)</p> </td> \n       <td> <p>26.3</p> </td> \n       <td> <p>(20.4\u201333.1)</p> </td> \n       <td> <p>26.2</p> </td> \n       <td> <p>(20.9\u201332.2)</p> </td> \n       <td> <p>36.6**</p> </td> \n       <td> <p>(16.5\u201362.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>23.7</b></p> </td> \n       <td> <p><b>(20.2\u201327.6)</b></p> </td> \n       <td> <p>12.0</p> </td> \n       <td> <p>(5.3\u201324.8)</p> </td> \n       <td> <p>23.8</p> </td> \n       <td> <p>(19.1\u201329.2)</p> </td> \n       <td> <p>31.9</p> </td> \n       <td> <p>(26.9\u201337.3)</p> </td> \n       <td> <p>24.5</p> </td> \n       <td> <p>(20.7\u201328.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>23.4**</p> </td> \n       <td> <p>(13.2\u201338.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total</b><span>\u2020\u2020</span></p> </td> \n       <td> <p><b>26.6</b></p> </td> \n       <td> <p><b>(25.9\u201327.2)</b></p> </td> \n       <td> <p><b>21.6</b></p> </td> \n       <td> <p><b>(20.0\u201323.4)</b></p> </td> \n       <td> <p><b>27.7</b></p> </td> \n       <td> <p><b>(26.6\u201328.7)</b></p> </td> \n       <td> <p><b>28.3</b></p> </td> \n       <td> <p><b>(27.4\u201329.1)</b></p> </td> \n       <td> <p><b>25.0</b></p> </td> \n       <td> <p><b>(24.3\u201325.8)</b></p> </td> \n       <td> <p><b>28.4</b></p> </td> \n       <td> <p><b>(26.4\u201330.5)</b></p> </td> \n       <td> <p><b>25.6</b></p> </td> \n       <td> <p><b>(23.2\u201328.2)</b></p> </td> \n       <td> <p><b>31.1</b></p> </td> \n       <td> <p><b>(29.1\u201333.1)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>26.3</b></p> </td> \n       <td colspan=\"2\"> <p>22.7</p> </td> \n       <td colspan=\"2\"> <p>27.3</p> </td> \n       <td colspan=\"2\"> <p>27.9</p> </td> \n       <td colspan=\"2\"> <p>25.2</p> </td> \n       <td colspan=\"2\"> <p>27.7</p> </td> \n       <td colspan=\"2\"> <p>26.4</p> </td> \n       <td colspan=\"2\"> <p>31.3</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>20.0</b></p> </td> \n       <td colspan=\"2\"> <p>6.2</p> </td> \n       <td colspan=\"2\"> <p>19.1</p> </td> \n       <td colspan=\"2\"> <p>21.9</p> </td> \n       <td colspan=\"2\"> <p>12.5</p> </td> \n       <td colspan=\"2\"> <p>16.4</p> </td> \n       <td colspan=\"2\"> <p>13.1</p> </td> \n       <td colspan=\"2\"> <p>17.5</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>33.0</b></p> </td> \n       <td colspan=\"2\"> <p>33.4</p> </td> \n       <td colspan=\"2\"> <p>34.1</p> </td> \n       <td colspan=\"2\"> <p>36.7</p> </td> \n       <td colspan=\"2\"> <p>33.0</p> </td> \n       <td colspan=\"2\"> <p>41.4</p> </td> \n       <td colspan=\"2\"> <p>47.0</p> </td> \n       <td colspan=\"2\"> <p>47.9</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;50 respondents).</p> <p> * Overweight (but not obese) was defined as having a body mass index between 25.0\u201329.9. </p> <p><span> \u2020 </span>White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other.</p> <p><span> \u00a7 </span>Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p><span> \u00b6 </span>95% confidence interval.</p> <p> ** Represents 50\u201359 respondents; might not be reliable.</p> <p><span> \u2020\u2020 </span>Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab25\" href=\"http://www.cdc.gov\"></a>TABLE 25. Estimated prevalence of women having a live birth aged 18\u201344 years who were overweight (but not obese) just before they became pregnant,* overall and by age group and race/ethnicity \u2014 Pregnancy Risk Assessment Monitoring System, United States, 29 reporting areas, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity</b><span>\u2020</span></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u00a7</span></p> </td> \n       <td> <p><b>CI</b><span>\u00b6</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>28.9</b></p> </td> \n       <td> <p><b>(25.8\u201332.3)</b></p> </td> \n       <td> <p>24.9</p> </td> \n       <td> <p>(20.2\u201330.4)</p> </td> \n       <td> <p>30.9</p> </td> \n       <td> <p>(26.7\u201335.5)</p> </td> \n       <td> <p>32.5</p> </td> \n       <td> <p>(23.0\u201343.7)</p> </td> \n       <td> <p>27.6</p> </td> \n       <td> <p>(23.4\u201332.2)</p> </td> \n       <td> <p>27.2**</p> </td> \n       <td> <p>(10.9\u201353.2)</p> </td> \n       <td> <p>30.0</p> </td> \n       <td> <p>(25.6\u201334.7)</p> </td> \n       <td> <p>39.5</p> </td> \n       <td> <p>(23.9\u201357.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>24.4</b></p> </td> \n       <td> <p><b>(21.1\u201328.1)</b></p> </td> \n       <td> <p>27.9</p> </td> \n       <td> <p>(22.5\u201334.0)</p> </td> \n       <td> <p>20.7</p> </td> \n       <td> <p>(16.5\u201325.6)</p> </td> \n       <td> <p>30.7</p> </td> \n       <td> <p>(19.7\u201344.4)</p> </td> \n       <td> <p>24.8</p> </td> \n       <td> <p>(20.9\u201329.1)</p> </td> \n       <td> <p>24.7</p> </td> \n       <td> <p>(17.5\u201333.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>22.6</p> </td> \n       <td> <p>(12.2\u201338.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>23.0</b></p> </td> \n       <td> <p><b>(20.4\u201325.9)</b></p> </td> \n       <td> <p>19.9</p> </td> \n       <td> <p>(15.2\u201325.5)</p> </td> \n       <td> <p>23.7</p> </td> \n       <td> <p>(20.2\u201327.6)</p> </td> \n       <td> <p>25.7</p> </td> \n       <td> <p>(19.2\u201333.5)</p> </td> \n       <td> <p>20.9</p> </td> \n       <td> <p>(18.0\u201324.2)</p> </td> \n       <td> <p>40.2**</p> </td> \n       <td> <p>(19.9\u201364.5)</p> </td> \n       <td> <p>8.5</p> </td> \n       <td> <p>(3.4\u201319.6)</p> </td> \n       <td> <p>29.9</p> </td> \n       <td> <p>(23.9\u201336.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>24.1</b></p> </td> \n       <td> <p><b>(21.6\u201326.9)</b></p> </td> \n       <td> <p>23.4</p> </td> \n       <td> <p>(18.8\u201328.6)</p> </td> \n       <td> <p>24.8</p> </td> \n       <td> <p>(21.3\u201328.7)</p> </td> \n       <td> <p>23.3</p> </td> \n       <td> <p>(17.5\u201330.3)</p> </td> \n       <td> <p>23.4</p> </td> \n       <td> <p>(20.1\u201327.0)</p> </td> \n       <td> <p>25.5</p> </td> \n       <td> <p>(20.3\u201331.5)</p> </td> \n       <td> <p>19.9</p> </td> \n       <td> <p>(11.7\u201331.8)</p> </td> \n       <td> <p>27.3</p> </td> \n       <td> <p>(20.0\u201336.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>32.1</b></p> </td> \n       <td> <p><b>(27.5\u201337.2)</b></p> </td> \n       <td> <p>32.3</p> </td> \n       <td> <p>(24.8\u201340.8)</p> </td> \n       <td> <p>33.9</p> </td> \n       <td> <p>(27.5\u201341.0)</p> </td> \n       <td> <p>22.5</p> </td> \n       <td> <p>(12.2\u201337.9)</p> </td> \n       <td> <p>28.5</p> </td> \n       <td> <p>(22.2\u201335.8)</p> </td> \n       <td> <p>34.5</p> </td> \n       <td> <p>(26.6\u201343.3)</p> </td> \n       <td> <p>21.0**</p> </td> \n       <td> <p>(8.2\u201344.3)</p> </td> \n       <td> <p>41.5</p> </td> \n       <td> <p>(28.8\u201355.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>22.2</b></p> </td> \n       <td> <p><b>(19.6\u201325.1)</b></p> </td> \n       <td> <p>24.2</p> </td> \n       <td> <p>(19.4\u201329.7)</p> </td> \n       <td> <p>21.4</p> </td> \n       <td> <p>(18.0\u201325.3)</p> </td> \n       <td> <p>21.0</p> </td> \n       <td> <p>(15.2\u201328.4)</p> </td> \n       <td> <p>20.5</p> </td> \n       <td> <p>(15.2\u201327.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>23.4</p> </td> \n       <td> <p>(19.9\u201327.2)</p> </td> \n       <td> <p>20.1</p> </td> \n       <td> <p>(15.0\u201326.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>26.5</b></p> </td> \n       <td> <p><b>(24.1\u201329.1)</b></p> </td> \n       <td> <p>25.4</p> </td> \n       <td> <p>(21.0\u201330.4)</p> </td> \n       <td> <p>27.9</p> </td> \n       <td> <p>(24.7\u201331.4)</p> </td> \n       <td> <p>23.7</p> </td> \n       <td> <p>(18.3\u201330.0)</p> </td> \n       <td> <p>24.6</p> </td> \n       <td> <p>(21.6\u201327.9)</p> </td> \n       <td> <p>27.3</p> </td> \n       <td> <p>(20.9\u201334.9)</p> </td> \n       <td> <p>31.9</p> </td> \n       <td> <p>(22.4\u201343.1)</p> </td> \n       <td> <p>29.3</p> </td> \n       <td> <p>(24.1\u201335.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>24.6</b></p> </td> \n       <td> <p><b>(21.7\u201327.7)</b></p> </td> \n       <td> <p>19.5</p> </td> \n       <td> <p>(14.8\u201325.2)</p> </td> \n       <td> <p>27.9</p> </td> \n       <td> <p>(23.9\u201332.2)</p> </td> \n       <td> <p>22.1</p> </td> \n       <td> <p>(15.1\u201331.1)</p> </td> \n       <td> <p>25.0</p> </td> \n       <td> <p>(22.0\u201328.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>21.9</b></p> </td> \n       <td> <p><b>(18.9\u201325.3)</b></p> </td> \n       <td> <p>19.3</p> </td> \n       <td> <p>(13.4\u201327.2)</p> </td> \n       <td> <p>22.5</p> </td> \n       <td> <p>(18.2\u201327.4)</p> </td> \n       <td> <p>23.6</p> </td> \n       <td> <p>(20.1\u201327.4)</p> </td> \n       <td> <p>19.1</p> </td> \n       <td> <p>(15.2\u201323.7)</p> </td> \n       <td> <p>24.6</p> </td> \n       <td> <p>(19.1\u201331.1)</p> </td> \n       <td> <p>18.4</p> </td> \n       <td> <p>(10.0\u201331.5)</p> </td> \n       <td> <p>29.3</p> </td> \n       <td> <p>(19.4\u201341.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>21.6</b></p> </td> \n       <td> <p><b>(18.8\u201324.7)</b></p> </td> \n       <td> <p>16.9</p> </td> \n       <td> <p>(12.4\u201322.6)</p> </td> \n       <td> <p>22.4</p> </td> \n       <td> <p>(18.7\u201326.6)</p> </td> \n       <td> <p>24.9</p> </td> \n       <td> <p>(18.4\u201332.7)</p> </td> \n       <td> <p>20.5</p> </td> \n       <td> <p>(16.7\u201324.8)</p> </td> \n       <td> <p>30.1</p> </td> \n       <td> <p>(25.0\u201335.8)</p> </td> \n       <td> <p>15.2</p> </td> \n       <td> <p>(11.5\u201320.0)</p> </td> \n       <td> <p>25.7</p> </td> \n       <td> <p>(21.1\u201330.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>24.7</b></p> </td> \n       <td> <p><b>(22.2\u201327.3)</b></p> </td> \n       <td> <p>21.5</p> </td> \n       <td> <p>(17.5\u201326.1)</p> </td> \n       <td> <p>26.9</p> </td> \n       <td> <p>(23.4\u201330.6)</p> </td> \n       <td> <p>23.1</p> </td> \n       <td> <p>(17.2\u201330.3)</p> </td> \n       <td> <p>25.6</p> </td> \n       <td> <p>(22.5\u201329.1)</p> </td> \n       <td> <p>24.9</p> </td> \n       <td> <p>(21.4\u201328.7)</p> </td> \n       <td> <p>17.4</p> </td> \n       <td> <p>(9.7\u201329.3)</p> </td> \n       <td> <p>20.2**</p> </td> \n       <td> <p>(10.7\u201334.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>26.5</b></p> </td> \n       <td> <p><b>(23.9\u201329.2)</b></p> </td> \n       <td> <p>26.9</p> </td> \n       <td> <p>(21.9\u201332.7)</p> </td> \n       <td> <p>25.1</p> </td> \n       <td> <p>(22.0\u201328.4)</p> </td> \n       <td> <p>31.8</p> </td> \n       <td> <p>(25.0\u201339.5)</p> </td> \n       <td> <p>24.9</p> </td> \n       <td> <p>(22.1\u201327.9)</p> </td> \n       <td> <p>26.2</p> </td> \n       <td> <p>(17.9\u201336.7)</p> </td> \n       <td> <p>37.4</p> </td> \n       <td> <p>(28.3\u201347.6)</p> </td> \n       <td> <p>31.6</p> </td> \n       <td> <p>(21.8\u201343.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>22.7</b></p> </td> \n       <td> <p><b>(20.0\u201325.6)</b></p> </td> \n       <td> <p>23.5</p> </td> \n       <td> <p>(19.5\u201328.0)</p> </td> \n       <td> <p>21.9</p> </td> \n       <td> <p>(18.1\u201326.2)</p> </td> \n       <td> <p>22.6</p> </td> \n       <td> <p>(13.8\u201334.9)</p> </td> \n       <td> <p>21.1</p> </td> \n       <td> <p>(17.5\u201325.3)</p> </td> \n       <td> <p>24.5</p> </td> \n       <td> <p>(20.5\u201329.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>24.0</b></p> </td> \n       <td> <p><b>(21.2\u201326.9)</b></p> </td> \n       <td> <p>23.9</p> </td> \n       <td> <p>(19.4\u201329.0)</p> </td> \n       <td> <p>23.7</p> </td> \n       <td> <p>(20.2\u201327.7)</p> </td> \n       <td> <p>25.4</p> </td> \n       <td> <p>(17.7\u201335.0)</p> </td> \n       <td> <p>23.4</p> </td> \n       <td> <p>(20.5\u201326.5)</p> </td> \n       <td> <p>26.2</p> </td> \n       <td> <p>(17.9\u201336.5)</p> </td> \n       <td> <p>25.5**</p> </td> \n       <td> <p>(12.5\u201344.9)</p> </td> \n       <td> <p>29.8**</p> </td> \n       <td> <p>(15.4\u201349.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>24.5</b></p> </td> \n       <td> <p><b>(22.1\u201327.0)</b></p> </td> \n       <td> <p>20.6</p> </td> \n       <td> <p>(16.7\u201325.2)</p> </td> \n       <td> <p>25.6</p> </td> \n       <td> <p>(22.4\u201329.0)</p> </td> \n       <td> <p>28.7</p> </td> \n       <td> <p>(22.1\u201336.3)</p> </td> \n       <td> <p>23.5</p> </td> \n       <td> <p>(20.5\u201326.7)</p> </td> \n       <td> <p>30.9</p> </td> \n       <td> <p>(25.6\u201336.6)</p> </td> \n       <td> <p>23.3</p> </td> \n       <td> <p>(18.5\u201328.9)</p> </td> \n       <td> <p>29.2</p> </td> \n       <td> <p>(24.1\u201335.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>23.5</b></p> </td> \n       <td> <p><b>(21.1\u201326.1)</b></p> </td> \n       <td> <p>25.4</p> </td> \n       <td> <p>(20.0\u201331.7)</p> </td> \n       <td> <p>21.8</p> </td> \n       <td> <p>(18.9\u201325.1)</p> </td> \n       <td> <p>26.4</p> </td> \n       <td> <p>(21.1\u201332.6)</p> </td> \n       <td> <p>21.7</p> </td> \n       <td> <p>(18.2\u201325.6)</p> </td> \n       <td> <p>26.2</p> </td> \n       <td> <p>(20.8\u201332.5)</p> </td> \n       <td> <p>17.9</p> </td> \n       <td> <p>(13.9\u201322.8)</p> </td> \n       <td> <p>28.8</p> </td> \n       <td> <p>(23.5\u201334.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>25.0</b></p> </td> \n       <td> <p><b>(22.0\u201328.3)</b></p> </td> \n       <td> <p>22.7</p> </td> \n       <td> <p>(17.6\u201328.7)</p> </td> \n       <td> <p>25.2</p> </td> \n       <td> <p>(21.2\u201329.6)</p> </td> \n       <td> <p>30.8</p> </td> \n       <td> <p>(22.5\u201340.6)</p> </td> \n       <td> <p>24.7</p> </td> \n       <td> <p>(21.1\u201328.6)</p> </td> \n       <td> <p>28.3</p> </td> \n       <td> <p>(23.7\u201333.4)</p> </td> \n       <td> <p>19.3**</p> </td> \n       <td> <p>(8.7\u201337.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>23.5</b></p> </td> \n       <td> <p><b>(20.4\u201326.9)</b></p> </td> \n       <td> <p>26.0</p> </td> \n       <td> <p>(21.0\u201331.7)</p> </td> \n       <td> <p>22.0</p> </td> \n       <td> <p>(17.9\u201326.7)</p> </td> \n       <td> <p>20.3</p> </td> \n       <td> <p>(11.9\u201332.5)</p> </td> \n       <td> <p>23.0</p> </td> \n       <td> <p>(19.2\u201327.1)</p> </td> \n       <td> <p>26.6</p> </td> \n       <td> <p>(16.0\u201340.7)</p> </td> \n       <td> <p>25.8</p> </td> \n       <td> <p>(18.0\u201335.4)</p> </td> \n       <td> <p>20.8</p> </td> \n       <td> <p>(13.6\u201330.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>25.2</b></p> </td> \n       <td> <p><b>(22.1\u201328.7)</b></p> </td> \n       <td> <p>20.5</p> </td> \n       <td> <p>(15.6\u201326.6)</p> </td> \n       <td> <p>26.3</p> </td> \n       <td> <p>(22.1\u201331.0)</p> </td> \n       <td> <p>29.4</p> </td> \n       <td> <p>(21.2\u201339.2)</p> </td> \n       <td> <p>23.8</p> </td> \n       <td> <p>(19.6\u201328.6)</p> </td> \n       <td> <p>29.6</p> </td> \n       <td> <p>(23.7\u201336.2)</p> </td> \n       <td> <p>20.0</p> </td> \n       <td> <p>(17.1\u201323.3)</p> </td> \n       <td> <p>33.1</p> </td> \n       <td> <p>(28.2\u201338.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>22.2</b></p> </td> \n       <td> <p><b>(19.4\u201325.3)</b></p> </td> \n       <td> <p>19.2</p> </td> \n       <td> <p>(14.3\u201325.3)</p> </td> \n       <td> <p>23.4</p> </td> \n       <td> <p>(19.6\u201327.5)</p> </td> \n       <td> <p>24.1</p> </td> \n       <td> <p>(17.5\u201332.1)</p> </td> \n       <td> <p>21.2</p> </td> \n       <td> <p>(18.1\u201324.6)</p> </td> \n       <td> <p>28.1</p> </td> \n       <td> <p>(18.9\u201339.5)</p> </td> \n       <td> <p>17.1</p> </td> \n       <td> <p>(9.8\u201328.1)</p> </td> \n       <td> <p>29.0</p> </td> \n       <td> <p>(17.4\u201344.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>27.7</b></p> </td> \n       <td> <p><b>(24.8\u201330.8)</b></p> </td> \n       <td> <p>25.5</p> </td> \n       <td> <p>(19.9\u201332.1)</p> </td> \n       <td> <p>28.0</p> </td> \n       <td> <p>(24.2\u201332.1)</p> </td> \n       <td> <p>30.1</p> </td> \n       <td> <p>(23.3\u201338.0)</p> </td> \n       <td> <p>24.1</p> </td> \n       <td> <p>(20.5\u201327.9)</p> </td> \n       <td> <p>39.8</p> </td> \n       <td> <p>(26.6\u201354.5)</p> </td> \n       <td> <p>35.2</p> </td> \n       <td> <p>(24.9\u201347.2)</p> </td> \n       <td> <p>33.2</p> </td> \n       <td> <p>(26.8\u201340.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>23.0</b></p> </td> \n       <td> <p><b>(19.0\u201327.5)</b></p> </td> \n       <td> <p>22.8</p> </td> \n       <td> <p>(16.6\u201330.4)</p> </td> \n       <td> <p>22.4</p> </td> \n       <td> <p>(16.9\u201329.0)</p> </td> \n       <td> <p>25.8</p> </td> \n       <td> <p>(16.0\u201338.9)</p> </td> \n       <td> <p>18.6</p> </td> \n       <td> <p>(14.5\u201323.6)</p> </td> \n       <td> <p>28.9</p> </td> \n       <td> <p>(19.4\u201340.8)</p> </td> \n       <td> <p>43.1**</p> </td> \n       <td> <p>(23.2\u201365.5)</p> </td> \n       <td> <p>39.5**</p> </td> \n       <td> <p>(21.8\u201360.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>25.5</b></p> </td> \n       <td> <p><b>(22.7\u201328.5)</b></p> </td> \n       <td> <p>26.0</p> </td> \n       <td> <p>(21.3\u201331.4)</p> </td> \n       <td> <p>23.5</p> </td> \n       <td> <p>(19.9\u201327.6)</p> </td> \n       <td> <p>31.8</p> </td> \n       <td> <p>(24.0\u201340.8)</p> </td> \n       <td> <p>23.3</p> </td> \n       <td> <p>(19.5\u201327.5)</p> </td> \n       <td> <p>21.3</p> </td> \n       <td> <p>(17.4\u201325.8)</p> </td> \n       <td> <p>32.2**</p> </td> \n       <td> <p>(20.3\u201347.0)</p> </td> \n       <td> <p>27.8</p> </td> \n       <td> <p>(23.0\u201333.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>23.0</b></p> </td> \n       <td> <p><b>(20.7\u201325.5)</b></p> </td> \n       <td> <p>19.3</p> </td> \n       <td> <p>(15.7\u201323.5)</p> </td> \n       <td> <p>24.2</p> </td> \n       <td> <p>(21.2\u201327.5)</p> </td> \n       <td> <p>27.0</p> </td> \n       <td> <p>(19.2\u201336.6)</p> </td> \n       <td> <p>21.4</p> </td> \n       <td> <p>(18.8\u201324.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>15.3</p> </td> \n       <td> <p>(8.1\u201327.1)</p> </td> \n       <td> <p>33.0</p> </td> \n       <td> <p>(27.0\u201339.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>23.3</b></p> </td> \n       <td> <p><b>(20.7\u201326.0)</b></p> </td> \n       <td> <p>24.4</p> </td> \n       <td> <p>(19.4\u201330.2)</p> </td> \n       <td> <p>23.8</p> </td> \n       <td> <p>(20.5\u201327.5)</p> </td> \n       <td> <p>19.7</p> </td> \n       <td> <p>(14.5\u201326.1)</p> </td> \n       <td> <p>22.8</p> </td> \n       <td> <p>(20.2\u201325.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>36.8**</p> </td> \n       <td> <p>(22.9\u201353.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>26.9</b></p> </td> \n       <td> <p><b>(23.9\u201330.2)</b></p> </td> \n       <td> <p>26.2</p> </td> \n       <td> <p>(20.9\u201332.4)</p> </td> \n       <td> <p>27.4</p> </td> \n       <td> <p>(23.3\u201332.0)</p> </td> \n       <td> <p>26.7</p> </td> \n       <td> <p>(19.6\u201335.3)</p> </td> \n       <td> <p>27.4</p> </td> \n       <td> <p>(23.2\u201332.2)</p> </td> \n       <td> <p>28.1</p> </td> \n       <td> <p>(22.6\u201334.4)</p> </td> \n       <td> <p>21.5</p> </td> \n       <td> <p>(17.0\u201326.8)</p> </td> \n       <td> <p>29.9</p> </td> \n       <td> <p>(24.5\u201335.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>23.8</b></p> </td> \n       <td> <p><b>(21.2\u201326.6)</b></p> </td> \n       <td> <p>21.7</p> </td> \n       <td> <p>(18.0\u201325.8)</p> </td> \n       <td> <p>25.8</p> </td> \n       <td> <p>(22.0\u201329.9)</p> </td> \n       <td> <p>23.3</p> </td> \n       <td> <p>(15.2\u201334.0)</p> </td> \n       <td> <p>23.7</p> </td> \n       <td> <p>(21.1\u201326.6)</p> </td> \n       <td> <p>24.8</p> </td> \n       <td> <p>(12.0\u201344.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>24.9</b></p> </td> \n       <td> <p><b>(21.7\u201328.3)</b></p> </td> \n       <td> <p>23.1</p> </td> \n       <td> <p>(17.6\u201329.8)</p> </td> \n       <td> <p>25.6</p> </td> \n       <td> <p>(21.5\u201330.2)</p> </td> \n       <td> <p>25.2</p> </td> \n       <td> <p>(17.2\u201335.3)</p> </td> \n       <td> <p>23.2</p> </td> \n       <td> <p>(19.3\u201327.5)</p> </td> \n       <td> <p>32.6</p> </td> \n       <td> <p>(26.4\u201339.6)</p> </td> \n       <td> <p>26.3</p> </td> \n       <td> <p>(18.7\u201335.6)</p> </td> \n       <td> <p>31.2</p> </td> \n       <td> <p>(24.3\u201338.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>21.2</b></p> </td> \n       <td> <p><b>(18.2\u201324.6)</b></p> </td> \n       <td> <p>19.2</p> </td> \n       <td> <p>(14.6\u201324.8)</p> </td> \n       <td> <p>21.5</p> </td> \n       <td> <p>(17.6\u201326.1)</p> </td> \n       <td> <p>28.4</p> </td> \n       <td> <p>(16.8\u201343.6)</p> </td> \n       <td> <p>20.8</p> </td> \n       <td> <p>(17.3\u201324.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>27.6</p> </td> \n       <td> <p>(19.2\u201337.9)</p> </td> \n       <td> <p>21.4</p> </td> \n       <td> <p>(16.3\u201327.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total</b><span>\u2020\u2020</span></p> </td> \n       <td> <p><b>24.9</b></p> </td> \n       <td> <p><b>(24.1\u201325.7)</b></p> </td> \n       <td> <p><b>24.2</b></p> </td> \n       <td> <p><b>(22.7\u201325.7)</b></p> </td> \n       <td> <p><b>24.9</b></p> </td> \n       <td> <p><b>(23.9\u201326.0)</b></p> </td> \n       <td> <p><b>26.7</b></p> </td> \n       <td> <p><b>(24.6\u201328.9)</b></p> </td> \n       <td> <p><b>23.4</b></p> </td> \n       <td> <p><b>(22.5\u201324.3)</b></p> </td> \n       <td> <p><b>27.2</b></p> </td> \n       <td> <p><b>(25.3\u201329.2)</b></p> </td> \n       <td> <p><b>23.3</b></p> </td> \n       <td> <p><b>(21.0\u201325.7)</b></p> </td> \n       <td> <p><b>29.3</b></p> </td> \n       <td> <p><b>(26.6\u201332.1)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>24.1</b></p> </td> \n       <td colspan=\"2\"> <p>23.4</p> </td> \n       <td colspan=\"2\"> <p>24.2</p> </td> \n       <td colspan=\"2\"> <p>25.4</p> </td> \n       <td colspan=\"2\"> <p>23.4</p> </td> \n       <td colspan=\"2\"> <p>27.2</p> </td> \n       <td colspan=\"2\"> <p>23.3</p> </td> \n       <td colspan=\"2\"> <p>29.3</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>21.2</b></p> </td> \n       <td colspan=\"2\"> <p>16.9</p> </td> \n       <td colspan=\"2\"> <p>20.7</p> </td> \n       <td colspan=\"2\"> <p>19.7</p> </td> \n       <td colspan=\"2\"> <p>18.6</p> </td> \n       <td colspan=\"2\"> <p>21.3</p> </td> \n       <td colspan=\"2\"> <p>8.5</p> </td> \n       <td colspan=\"2\"> <p>20.1</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>32.1</b></p> </td> \n       <td colspan=\"2\"> <p>32.3</p> </td> \n       <td colspan=\"2\"> <p>33.9</p> </td> \n       <td colspan=\"2\"> <p>32.5</p> </td> \n       <td colspan=\"2\"> <p>28.5</p> </td> \n       <td colspan=\"2\"> <p>40.2</p> </td> \n       <td colspan=\"2\"> <p>43.1</p> </td> \n       <td colspan=\"2\"> <p>41.5</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;30 respondents).</p> <p> * Overweight (but not obese) was defined as having a body mass index between 25.0\u201329.9. </p> <p><span> \u2020 </span>White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other.</p> <p><span> \u00a7 </span>Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p><span> \u00b6 </span>95% confidence interval.</p> <p> ** Represents 30\u201359 respondents; might not be reliable.</p> <p><span> \u2020\u2020 </span>Chi-square p-value significant at p&lt;0.05 for race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab26\" href=\"http://www.cdc.gov\"></a>TABLE 26. Estimated prevalence of women aged 18\u201344 years who are obese,* overall and by age group and race/ethnicity \u2014 Behavioral Risk Factor Surveillance System, United States, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity</b><span>\u2020</span></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u00a7</span></p> </td> \n       <td> <p><b>CI</b><span>\u00b6</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alabama</p> </td> \n       <td> <p><b>29.5</b></p> </td> \n       <td> <p><b>(26.2\u201332.9)</b></p> </td> \n       <td> <p>16.9</p> </td> \n       <td> <p>(10.6\u201325.8)</p> </td> \n       <td> <p>28.7</p> </td> \n       <td> <p>(23.8\u201334.2)</p> </td> \n       <td> <p>34.6</p> </td> \n       <td> <p>(29.6\u201339.9)</p> </td> \n       <td> <p>24.0</p> </td> \n       <td> <p>(20.2\u201328.3)</p> </td> \n       <td> <p>42.7</p> </td> \n       <td> <p>(36.6\u201349.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>21.4</b></p> </td> \n       <td> <p><b>(16.7\u201326.9)</b></p> </td> \n       <td> <p>13.4</p> </td> \n       <td> <p>(6.1\u201327.2)</p> </td> \n       <td> <p>21.7</p> </td> \n       <td> <p>(14.3\u201331.5)</p> </td> \n       <td> <p>26.1</p> </td> \n       <td> <p>(19.4\u201334.3)</p> </td> \n       <td> <p>17.7</p> </td> \n       <td> <p>(12.7\u201324.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>22.2</p> </td> \n       <td> <p>(13.5\u201334.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arizona</p> </td> \n       <td> <p><b>27.0</b></p> </td> \n       <td> <p><b>(21.2\u201333.9)</b></p> </td> \n       <td> <p>28.1**</p> </td> \n       <td> <p>(9.1\u201360.4)</p> </td> \n       <td> <p>26.6</p> </td> \n       <td> <p>(19.9\u201334.7)</p> </td> \n       <td> <p>27.1</p> </td> \n       <td> <p>(21.3\u201333.7)</p> </td> \n       <td> <p>23.4</p> </td> \n       <td> <p>(16.4\u201332.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>35.2</p> </td> \n       <td> <p>(22.6\u201350.3)</p> </td> \n       <td> <p>28.2</p> </td> \n       <td> <p>(16.8\u201343.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>30.8</b></p> </td> \n       <td> <p><b>(26.0\u201336.0)</b></p> </td> \n       <td> <p>21.6**</p> </td> \n       <td> <p>(12.1\u201335.4)</p> </td> \n       <td> <p>29.9</p> </td> \n       <td> <p>(22.3\u201338.9)</p> </td> \n       <td> <p>37.2</p> </td> \n       <td> <p>(30.8\u201344.1)</p> </td> \n       <td> <p>29.4</p> </td> \n       <td> <p>(24.1\u201335.3)</p> </td> \n       <td> <p>45.9</p> </td> \n       <td> <p>(33.3\u201359.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>California</p> </td> \n       <td> <p><b>21.8</b></p> </td> \n       <td> <p><b>(20.0\u201323.8)</b></p> </td> \n       <td> <p>12.7</p> </td> \n       <td> <p>(9.3\u201317.2)</p> </td> \n       <td> <p>23.0</p> </td> \n       <td> <p>(20.0\u201326.2)</p> </td> \n       <td> <p>27.5</p> </td> \n       <td> <p>(24.8\u201330.3)</p> </td> \n       <td> <p>15.7</p> </td> \n       <td> <p>(13.5\u201318.3)</p> </td> \n       <td> <p>33.5</p> </td> \n       <td> <p>(22.4\u201346.9)</p> </td> \n       <td> <p>10.5</p> </td> \n       <td> <p>(6.8\u201315.8)</p> </td> \n       <td> <p>28.6</p> </td> \n       <td> <p>(25.5\u201331.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>15.8</b></p> </td> \n       <td> <p><b>(13.7\u201318.1)</b></p> </td> \n       <td> <p>9.3</p> </td> \n       <td> <p>(5.4\u201315.7)</p> </td> \n       <td> <p>20.2</p> </td> \n       <td> <p>(16.5\u201324.4)</p> </td> \n       <td> <p>15.5</p> </td> \n       <td> <p>(13.1\u201318.4)</p> </td> \n       <td> <p>12.7</p> </td> \n       <td> <p>(10.7\u201315.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>26.4</p> </td> \n       <td> <p>(15.4\u201341.3)</p> </td> \n       <td> <p>20.7</p> </td> \n       <td> <p>(15.4\u201327.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Connecticut</p> </td> \n       <td> <p><b>14.5</b></p> </td> \n       <td> <p><b>(11.8\u201317.6)</b></p> </td> \n       <td> <p>9.8</p> </td> \n       <td> <p>(4.7\u201319.2)</p> </td> \n       <td> <p>15.3</p> </td> \n       <td> <p>(11.0\u201321.0)</p> </td> \n       <td> <p>16.0</p> </td> \n       <td> <p>(12.6\u201320.2)</p> </td> \n       <td> <p>13.1</p> </td> \n       <td> <p>(10.3\u201316.6)</p> </td> \n       <td> <p>18.7</p> </td> \n       <td> <p>(10.1\u201332.1)</p> </td> \n       <td> <p>5.5</p> </td> \n       <td> <p>(1.7\u201316.5)</p> </td> \n       <td> <p>28.4</p> </td> \n       <td> <p>(17.6\u201342.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>21.4</b></p> </td> \n       <td> <p><b>(17.4\u201326.1)</b></p> </td> \n       <td> <p>14.6</p> </td> \n       <td> <p>(6.5\u201329.6)</p> </td> \n       <td> <p>20.0</p> </td> \n       <td> <p>(14.5\u201326.8)</p> </td> \n       <td> <p>27.5</p> </td> \n       <td> <p>(22.2\u201333.5)</p> </td> \n       <td> <p>18.9</p> </td> \n       <td> <p>(14.5\u201324.3)</p> </td> \n       <td> <p>35.4</p> </td> \n       <td> <p>(24.3\u201348.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>D.C.</p> </td> \n       <td> <p><b>19.9</b></p> </td> \n       <td> <p><b>(16.4\u201323.9)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>19.4</p> </td> \n       <td> <p>(14.6\u201325.3)</p> </td> \n       <td> <p>20.4</p> </td> \n       <td> <p>(15.8\u201325.9)</p> </td> \n       <td> <p>5.3</p> </td> \n       <td> <p>(2.9\u2013 9.4)</p> </td> \n       <td> <p>34.5</p> </td> \n       <td> <p>(27.8\u201341.8)</p> </td> \n       <td> <p>15.6**</p> </td> \n       <td> <p>(7.4\u201330.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Florida</p> </td> \n       <td> <p><b>22.9</b></p> </td> \n       <td> <p><b>(19.7\u201326.5)</b></p> </td> \n       <td> <p>16.9</p> </td> \n       <td> <p>(8.9\u201329.7)</p> </td> \n       <td> <p>27.9</p> </td> \n       <td> <p>(22.0\u201334.8)</p> </td> \n       <td> <p>21.3</p> </td> \n       <td> <p>(17.3\u201325.8)</p> </td> \n       <td> <p>20.4</p> </td> \n       <td> <p>(16.8\u201324.4)</p> </td> \n       <td> <p>35.6</p> </td> \n       <td> <p>(26.2\u201346.3)</p> </td> \n       <td> <p>18.2</p> </td> \n       <td> <p>(8.9\u201333.6)</p> </td> \n       <td> <p>19.5</p> </td> \n       <td> <p>(12.7\u201328.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>25.1</b></p> </td> \n       <td> <p><b>(21.7\u201328.8)</b></p> </td> \n       <td> <p>18.1</p> </td> \n       <td> <p>(10.9\u201328.5)</p> </td> \n       <td> <p>23.5</p> </td> \n       <td> <p>(18.1\u201329.7)</p> </td> \n       <td> <p>29.4</p> </td> \n       <td> <p>(24.9\u201334.4)</p> </td> \n       <td> <p>20.9</p> </td> \n       <td> <p>(16.9\u201325.5)</p> </td> \n       <td> <p>33.1</p> </td> \n       <td> <p>(26.7\u201340.1)</p> </td> \n       <td> <p>11.3**</p> </td> \n       <td> <p>(4.6\u201325.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>23.2</b></p> </td> \n       <td> <p><b>(19.5\u201327.4)</b></p> </td> \n       <td> <p>18.5</p> </td> \n       <td> <p>(10.6\u201330.4)</p> </td> \n       <td> <p>27.9</p> </td> \n       <td> <p>(21.4\u201335.4)</p> </td> \n       <td> <p>22.1</p> </td> \n       <td> <p>(17.9\u201326.9)</p> </td> \n       <td> <p>18.3</p> </td> \n       <td> <p>(12.7\u201325.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>23.9</p> </td> \n       <td> <p>(19.3\u201329.3)</p> </td> \n       <td> <p>22.2</p> </td> \n       <td> <p>(13.0\u201335.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Idaho</p> </td> \n       <td> <p><b>21.0</b></p> </td> \n       <td> <p><b>(17.8\u201324.7)</b></p> </td> \n       <td> <p>13.1</p> </td> \n       <td> <p>(6.7\u201324.1)</p> </td> \n       <td> <p>21.1</p> </td> \n       <td> <p>(16.1\u201327.0)</p> </td> \n       <td> <p>25.6</p> </td> \n       <td> <p>(21.1\u201330.7)</p> </td> \n       <td> <p>20.3</p> </td> \n       <td> <p>(16.8\u201324.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>29.5</p> </td> \n       <td> <p>(18.6\u201343.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>22.5</b></p> </td> \n       <td> <p><b>(19.4\u201325.9)</b></p> </td> \n       <td> <p>15.6</p> </td> \n       <td> <p>(9.3\u201325.0)</p> </td> \n       <td> <p>21.1</p> </td> \n       <td> <p>(16.4\u201326.8)</p> </td> \n       <td> <p>28.3</p> </td> \n       <td> <p>(24.0\u201333.0)</p> </td> \n       <td> <p>18.6</p> </td> \n       <td> <p>(15.4\u201322.3)</p> </td> \n       <td> <p>34.8</p> </td> \n       <td> <p>(25.4\u201345.6)</p> </td> \n       <td> <p>17.1**</p> </td> \n       <td> <p>(9.0\u201330.1)</p> </td> \n       <td> <p>28.9</p> </td> \n       <td> <p>(19.2\u201341.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Indiana</p> </td> \n       <td> <p><b>27.2</b></p> </td> \n       <td> <p><b>(24.1\u201330.5)</b></p> </td> \n       <td> <p>22.2</p> </td> \n       <td> <p>(15.1\u201331.4)</p> </td> \n       <td> <p>27.0</p> </td> \n       <td> <p>(22.5\u201332.1)</p> </td> \n       <td> <p>30.8</p> </td> \n       <td> <p>(26.8\u201335.1)</p> </td> \n       <td> <p>25.9</p> </td> \n       <td> <p>(22.6\u201329.6)</p> </td> \n       <td> <p>37.2</p> </td> \n       <td> <p>(26.7\u201349.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>34.6</p> </td> \n       <td> <p>(21.7\u201350.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Iowa</p> </td> \n       <td> <p><b>25.5</b></p> </td> \n       <td> <p><b>(21.8\u201329.5)</b></p> </td> \n       <td> <p>17.0</p> </td> \n       <td> <p>(9.3\u201329.1)</p> </td> \n       <td> <p>29.6</p> </td> \n       <td> <p>(24.2\u201335.6)</p> </td> \n       <td> <p>28.1</p> </td> \n       <td> <p>(23.7\u201333.0)</p> </td> \n       <td> <p>24.9</p> </td> \n       <td> <p>(21.2\u201329.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kansas</p> </td> \n       <td> <p><b>24.3</b></p> </td> \n       <td> <p><b>(22.4\u201326.3)</b></p> </td> \n       <td> <p>12.5</p> </td> \n       <td> <p>(8.6\u201317.7)</p> </td> \n       <td> <p>25.8</p> </td> \n       <td> <p>(22.8\u201329.0)</p> </td> \n       <td> <p>31.1</p> </td> \n       <td> <p>(28.6\u201333.8)</p> </td> \n       <td> <p>23.3</p> </td> \n       <td> <p>(21.2\u201325.5)</p> </td> \n       <td> <p>36.7</p> </td> \n       <td> <p>(27.3\u201347.3)</p> </td> \n       <td> <p>21.4</p> </td> \n       <td> <p>(13.9\u201331.5)</p> </td> \n       <td> <p>30.1</p> </td> \n       <td> <p>(22.5\u201338.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kentucky</p> </td> \n       <td> <p><b>29.3</b></p> </td> \n       <td> <p><b>(25.9\u201333.0)</b></p> </td> \n       <td> <p>20.5</p> </td> \n       <td> <p>(12.1\u201332.7)</p> </td> \n       <td> <p>29.0</p> </td> \n       <td> <p>(23.8\u201334.9)</p> </td> \n       <td> <p>32.9</p> </td> \n       <td> <p>(28.1\u201338.0)</p> </td> \n       <td> <p>28.9</p> </td> \n       <td> <p>(25.3\u201332.8)</p> </td> \n       <td> <p>36.6</p> </td> \n       <td> <p>(21.0\u201355.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Louisiana</p> </td> \n       <td> <p><b>31.4</b></p> </td> \n       <td> <p><b>(28.5\u201334.5)</b></p> </td> \n       <td> <p>21.6</p> </td> \n       <td> <p>(15.1\u201329.9)</p> </td> \n       <td> <p>34.1</p> </td> \n       <td> <p>(29.3\u201339.4)</p> </td> \n       <td> <p>33.2</p> </td> \n       <td> <p>(29.2\u201337.5)</p> </td> \n       <td> <p>24.7</p> </td> \n       <td> <p>(21.3\u201328.4)</p> </td> \n       <td> <p>46.9</p> </td> \n       <td> <p>(41.1\u201352.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>25.1</b></p> </td> \n       <td> <p><b>(22.0\u201328.4)</b></p> </td> \n       <td> <p>16.6</p> </td> \n       <td> <p>(10.2\u201325.8)</p> </td> \n       <td> <p>28.5</p> </td> \n       <td> <p>(23.2\u201334.4)</p> </td> \n       <td> <p>27.3</p> </td> \n       <td> <p>(23.7\u201331.4)</p> </td> \n       <td> <p>25.6</p> </td> \n       <td> <p>(22.4\u201329.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>26.8</b></p> </td> \n       <td> <p><b>(23.7\u201330.3)</b></p> </td> \n       <td> <p>21.3</p> </td> \n       <td> <p>(13.7\u201331.7)</p> </td> \n       <td> <p>26.2</p> </td> \n       <td> <p>(21.3\u201331.7)</p> </td> \n       <td> <p>30.6</p> </td> \n       <td> <p>(26.5\u201335.0)</p> </td> \n       <td> <p>18.8</p> </td> \n       <td> <p>(15.6\u201322.4)</p> </td> \n       <td> <p>41.5</p> </td> \n       <td> <p>(34.7\u201348.7)</p> </td> \n       <td> <p>16.9</p> </td> \n       <td> <p>(9.4\u201328.6)</p> </td> \n       <td> <p>42.3</p> </td> \n       <td> <p>(27.2\u201359.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>16.6</b></p> </td> \n       <td> <p><b>(14.4\u201319.1)</b></p> </td> \n       <td> <p>9.0</p> </td> \n       <td> <p>(5.3\u201315.0)</p> </td> \n       <td> <p>19.1</p> </td> \n       <td> <p>(15.1\u201323.9)</p> </td> \n       <td> <p>19.4</p> </td> \n       <td> <p>(16.5\u201322.5)</p> </td> \n       <td> <p>13.7</p> </td> \n       <td> <p>(11.3\u201316.4)</p> </td> \n       <td> <p>31.9</p> </td> \n       <td> <p>(22.6\u201343.0)</p> </td> \n       <td> <p>15.9</p> </td> \n       <td> <p>(9.3\u201326.0)</p> </td> \n       <td> <p>27.2</p> </td> \n       <td> <p>(19.7\u201336.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>28.9</b></p> </td> \n       <td> <p><b>(26.0\u201332.1)</b></p> </td> \n       <td> <p>17.2</p> </td> \n       <td> <p>(11.7\u201324.6)</p> </td> \n       <td> <p>29.9</p> </td> \n       <td> <p>(24.8\u201335.6)</p> </td> \n       <td> <p>35.1</p> </td> \n       <td> <p>(31.1\u201339.4)</p> </td> \n       <td> <p>25.7</p> </td> \n       <td> <p>(22.5\u201329.1)</p> </td> \n       <td> <p>50.5</p> </td> \n       <td> <p>(42.0\u201359.0)</p> </td> \n       <td> <p>15.7</p> </td> \n       <td> <p>(8.2\u201328.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>24.6</b></p> </td> \n       <td> <p><b>(20.8\u201328.8)</b></p> </td> \n       <td> <p>28.2</p> </td> \n       <td> <p>(18.1\u201341.2)</p> </td> \n       <td> <p>21.6</p> </td> \n       <td> <p>(16.7\u201327.4)</p> </td> \n       <td> <p>24.7</p> </td> \n       <td> <p>(20.8\u201329.1)</p> </td> \n       <td> <p>22.7</p> </td> \n       <td> <p>(19.0\u201326.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>36.4</b></p> </td> \n       <td> <p><b>(33.4\u201339.6)</b></p> </td> \n       <td> <p>19.4</p> </td> \n       <td> <p>(13.8\u201326.5)</p> </td> \n       <td> <p>39.3</p> </td> \n       <td> <p>(34.4\u201344.5)</p> </td> \n       <td> <p>42.6</p> </td> \n       <td> <p>(38.6\u201346.7)</p> </td> \n       <td> <p>26.7</p> </td> \n       <td> <p>(23.0\u201330.7)</p> </td> \n       <td> <p>50.3</p> </td> \n       <td> <p>(45.2\u201355.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>28.2</b></p> </td> \n       <td> <p><b>(24.0\u201332.7)</b></p> </td> \n       <td> <p>10.0</p> </td> \n       <td> <p>(5.2\u201318.4)</p> </td> \n       <td> <p>30.5</p> </td> \n       <td> <p>(23.6\u201338.5)</p> </td> \n       <td> <p>35.7</p> </td> \n       <td> <p>(29.8\u201342.1)</p> </td> \n       <td> <p>26.9</p> </td> \n       <td> <p>(22.5\u201331.9)</p> </td> \n       <td> <p>42.8</p> </td> \n       <td> <p>(29.2\u201357.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Montana</p> </td> \n       <td> <p><b>19.3</b></p> </td> \n       <td> <p><b>(16.1\u201323.0)</b></p> </td> \n       <td> <p>12.8</p> </td> \n       <td> <p>(6.7\u201323.2)</p> </td> \n       <td> <p>18.0</p> </td> \n       <td> <p>(13.3\u201323.9)</p> </td> \n       <td> <p>24.7</p> </td> \n       <td> <p>(20.1\u201330.0)</p> </td> \n       <td> <p>16.9</p> </td> \n       <td> <p>(13.7\u201320.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>36.6</p> </td> \n       <td> <p>(24.3\u201351.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>23.0</b></p> </td> \n       <td> <p><b>(19.6\u201326.8)</b></p> </td> \n       <td> <p>14.1</p> </td> \n       <td> <p>(8.0\u201323.6)</p> </td> \n       <td> <p>26.6</p> </td> \n       <td> <p>(20.6\u201333.6)</p> </td> \n       <td> <p>23.2</p> </td> \n       <td> <p>(19.5\u201327.4)</p> </td> \n       <td> <p>20.6</p> </td> \n       <td> <p>(17.3\u201324.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>37.9</p> </td> \n       <td> <p>(20.0\u201359.9)</p> </td> \n       <td> <p>35.2</p> </td> \n       <td> <p>(19.3\u201355.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nevada</p> </td> \n       <td> <p><b>22.3</b></p> </td> \n       <td> <p><b>(17.2\u201328.4)</b></p> </td> \n       <td> <p>1.4**</p> </td> \n       <td> <p>(0.2\u2013 9.7)</p> </td> \n       <td> <p>25.2</p> </td> \n       <td> <p>(16.3\u201337.0)</p> </td> \n       <td> <p>28.4</p> </td> \n       <td> <p>(21.6\u201336.3)</p> </td> \n       <td> <p>21.4</p> </td> \n       <td> <p>(15.0\u201329.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>8.3**</p> </td> \n       <td> <p>(3.6\u201317.8)</p> </td> \n       <td> <p>28.5</p> </td> \n       <td> <p>(18.4\u201341.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Hampshire</p> </td> \n       <td> <p><b>21.2</b></p> </td> \n       <td> <p><b>(17.6\u201325.2)</b></p> </td> \n       <td> <p>11.5</p> </td> \n       <td> <p>(5.7\u201321.6)</p> </td> \n       <td> <p>25.8</p> </td> \n       <td> <p>(18.8\u201334.4)</p> </td> \n       <td> <p>21.8</p> </td> \n       <td> <p>(17.9\u201326.3)</p> </td> \n       <td> <p>21.1</p> </td> \n       <td> <p>(17.4\u201325.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>18.3</b></p> </td> \n       <td> <p><b>(16.0\u201320.8)</b></p> </td> \n       <td> <p>11.9</p> </td> \n       <td> <p>(7.0\u201319.6)</p> </td> \n       <td> <p>20.2</p> </td> \n       <td> <p>(16.4\u201324.6)</p> </td> \n       <td> <p>20.5</p> </td> \n       <td> <p>(17.8\u201323.5)</p> </td> \n       <td> <p>15.3</p> </td> \n       <td> <p>(12.6\u201318.5)</p> </td> \n       <td> <p>34.0</p> </td> \n       <td> <p>(26.8\u201342.0)</p> </td> \n       <td> <p>9.5</p> </td> \n       <td> <p>(4.7\u201318.2)</p> </td> \n       <td> <p>20.8</p> </td> \n       <td> <p>(15.9\u201326.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Mexico</p> </td> \n       <td> <p><b>26.5</b></p> </td> \n       <td> <p><b>(23.4\u201329.9)</b></p> </td> \n       <td> <p>14.5</p> </td> \n       <td> <p>(9.4\u201321.7)</p> </td> \n       <td> <p>29.1</p> </td> \n       <td> <p>(23.6\u201335.3)</p> </td> \n       <td> <p>32.7</p> </td> \n       <td> <p>(28.4\u201337.2)</p> </td> \n       <td> <p>23.9</p> </td> \n       <td> <p>(19.2\u201329.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>27.4</p> </td> \n       <td> <p>(19.4\u201337.3)</p> </td> \n       <td> <p>27.8</p> </td> \n       <td> <p>(23.3\u201332.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New York</p> </td> \n       <td> <p><b>22.7</b></p> </td> \n       <td> <p><b>(19.5\u201326.1)</b></p> </td> \n       <td> <p>18.6</p> </td> \n       <td> <p>(11.7\u201328.2)</p> </td> \n       <td> <p>24.5</p> </td> \n       <td> <p>(19.6\u201330.1)</p> </td> \n       <td> <p>23.7</p> </td> \n       <td> <p>(19.5\u201328.4)</p> </td> \n       <td> <p>19.8</p> </td> \n       <td> <p>(16.2\u201323.9)</p> </td> \n       <td> <p>30.9</p> </td> \n       <td> <p>(21.5\u201342.2)</p> </td> \n       <td> <p>20.0</p> </td> \n       <td> <p>(10.2\u201335.4)</p> </td> \n       <td> <p>27.9</p> </td> \n       <td> <p>(20.6\u201336.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Carolina</p> </td> \n       <td> <p><b>27.9</b></p> </td> \n       <td> <p><b>(24.9\u201331.1)</b></p> </td> \n       <td> <p>20.1</p> </td> \n       <td> <p>(13.2\u201329.4)</p> </td> \n       <td> <p>29.0</p> </td> \n       <td> <p>(24.5\u201333.9)</p> </td> \n       <td> <p>31.5</p> </td> \n       <td> <p>(27.6\u201335.6)</p> </td> \n       <td> <p>24.7</p> </td> \n       <td> <p>(21.3\u201328.4)</p> </td> \n       <td> <p>42.1</p> </td> \n       <td> <p>(33.7\u201350.9)</p> </td> \n       <td> <p>24.6</p> </td> \n       <td> <p>(14.4\u201338.7)</p> </td> \n       <td> <p>17.3</p> </td> \n       <td> <p>(11.1\u201325.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Dakota</p> </td> \n       <td> <p><b>23.0</b></p> </td> \n       <td> <p><b>(19.1\u201327.5)</b></p> </td> \n       <td> <p>17.2</p> </td> \n       <td> <p>(9.7\u201328.7)</p> </td> \n       <td> <p>28.0</p> </td> \n       <td> <p>(22.2\u201334.7)</p> </td> \n       <td> <p>24.3</p> </td> \n       <td> <p>(19.9\u201329.4)</p> </td> \n       <td> <p>18.5</p> </td> \n       <td> <p>(15.1\u201322.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>37.7**</p> </td> \n       <td> <p>(23.6\u201354.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>25.2</b></p> </td> \n       <td> <p><b>(22.3\u201328.4)</b></p> </td> \n       <td> <p>14.0</p> </td> \n       <td> <p>(8.7\u201321.8)</p> </td> \n       <td> <p>27.4</p> </td> \n       <td> <p>(22.5\u201333.0)</p> </td> \n       <td> <p>27.4</p> </td> \n       <td> <p>(23.7\u201331.5)</p> </td> \n       <td> <p>24.0</p> </td> \n       <td> <p>(20.9\u201327.4)</p> </td> \n       <td> <p>44.1</p> </td> \n       <td> <p>(33.9\u201354.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>30.7</b></p> </td> \n       <td> <p><b>(27.7\u201333.8)</b></p> </td> \n       <td> <p>24.8</p> </td> \n       <td> <p>(16.7\u201335.0)</p> </td> \n       <td> <p>29.7</p> </td> \n       <td> <p>(25.2\u201334.6)</p> </td> \n       <td> <p>34.4</p> </td> \n       <td> <p>(30.4\u201338.7)</p> </td> \n       <td> <p>28.4</p> </td> \n       <td> <p>(24.9\u201332.3)</p> </td> \n       <td> <p>45.9</p> </td> \n       <td> <p>(35.3\u201356.9)</p> </td> \n       <td> <p>34.8</p> </td> \n       <td> <p>(27.5\u201343.0)</p> </td> \n       <td> <p>30.1</p> </td> \n       <td> <p>(21.1\u201341.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>22.0</b></p> </td> \n       <td> <p><b>(17.9\u201326.6)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>22.4</p> </td> \n       <td> <p>(16.3\u201330.1)</p> </td> \n       <td> <p>24.9</p> </td> \n       <td> <p>(19.6\u201331.0)</p> </td> \n       <td> <p>21.1</p> </td> \n       <td> <p>(16.6\u201326.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>29.2</p> </td> \n       <td> <p>(18.2\u201343.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>23.3</b></p> </td> \n       <td> <p><b>(20.3\u201326.6)</b></p> </td> \n       <td> <p>16.0</p> </td> \n       <td> <p>(10.3\u201324.0)</p> </td> \n       <td> <p>25.4</p> </td> \n       <td> <p>(20.3\u201331.1)</p> </td> \n       <td> <p>27.0</p> </td> \n       <td> <p>(23.0\u201331.4)</p> </td> \n       <td> <p>21.2</p> </td> \n       <td> <p>(18.2\u201324.6)</p> </td> \n       <td> <p>38.5</p> </td> \n       <td> <p>(25.3\u201353.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>28.2**</p> </td> \n       <td> <p>(16.1\u201344.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>24.0</b></p> </td> \n       <td> <p><b>(19.9\u201328.6)</b></p> </td> \n       <td> <p>24.7</p> </td> \n       <td> <p>(14.3\u201339.3)</p> </td> \n       <td> <p>23.4</p> </td> \n       <td> <p>(18.3\u201329.4)</p> </td> \n       <td> <p>23.9</p> </td> \n       <td> <p>(20.0\u201328.3)</p> </td> \n       <td> <p>22.9</p> </td> \n       <td> <p>(18.2\u201328.4)</p> </td> \n       <td> <p>46.6**</p> </td> \n       <td> <p>(28.6\u201365.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>23.4</p> </td> \n       <td> <p>(14.9\u201334.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Carolina</p> </td> \n       <td> <p><b>31.7</b></p> </td> \n       <td> <p><b>(27.9\u201335.8)</b></p> </td> \n       <td> <p>29.2</p> </td> \n       <td> <p>(18.3\u201343.3)</p> </td> \n       <td> <p>32.5</p> </td> \n       <td> <p>(26.4\u201339.3)</p> </td> \n       <td> <p>32.0</p> </td> \n       <td> <p>(27.3\u201337.1)</p> </td> \n       <td> <p>27.8</p> </td> \n       <td> <p>(22.9\u201333.2)</p> </td> \n       <td> <p>43.5</p> </td> \n       <td> <p>(36.7\u201350.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Dakota</p> </td> \n       <td> <p><b>25.2</b></p> </td> \n       <td> <p><b>(21.5\u201329.3)</b></p> </td> \n       <td> <p>13.2</p> </td> \n       <td> <p>(6.6\u201324.8)</p> </td> \n       <td> <p>29.0</p> </td> \n       <td> <p>(23.2\u201335.5)</p> </td> \n       <td> <p>30.8</p> </td> \n       <td> <p>(25.9\u201336.1)</p> </td> \n       <td> <p>25.1</p> </td> \n       <td> <p>(21.0\u201329.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>25.0</p> </td> \n       <td> <p>(17.6\u201334.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>34.2</b></p> </td> \n       <td> <p><b>(30.2\u201338.5)</b></p> </td> \n       <td> <p>22.7</p> </td> \n       <td> <p>(13.4\u201335.9)</p> </td> \n       <td> <p>36.4</p> </td> \n       <td> <p>(29.6\u201343.9)</p> </td> \n       <td> <p>35.1</p> </td> \n       <td> <p>(29.7\u201340.9)</p> </td> \n       <td> <p>30.5</p> </td> \n       <td> <p>(26.2\u201335.1)</p> </td> \n       <td> <p>53.2</p> </td> \n       <td> <p>(42.7\u201363.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>27.4</b></p> </td> \n       <td> <p><b>(24.4\u201330.6)</b></p> </td> \n       <td> <p>20.3</p> </td> \n       <td> <p>(13.8\u201329.0)</p> </td> \n       <td> <p>24.7</p> </td> \n       <td> <p>(20.4\u201329.5)</p> </td> \n       <td> <p>32.5</p> </td> \n       <td> <p>(28.0\u201337.4)</p> </td> \n       <td> <p>21.6</p> </td> \n       <td> <p>(18.1\u201325.7)</p> </td> \n       <td> <p>35.4</p> </td> \n       <td> <p>(25.4\u201346.9)</p> </td> \n       <td> <p>11.4</p> </td> \n       <td> <p>(4.7\u201325.1)</p> </td> \n       <td> <p>34.4</p> </td> \n       <td> <p>(29.1\u201340.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>17.8</b></p> </td> \n       <td> <p><b>(15.6\u201320.3)</b></p> </td> \n       <td> <p>9.2</p> </td> \n       <td> <p>(5.4\u201315.2)</p> </td> \n       <td> <p>22.5</p> </td> \n       <td> <p>(18.9\u201326.6)</p> </td> \n       <td> <p>20.5</p> </td> \n       <td> <p>(17.5\u201323.8)</p> </td> \n       <td> <p>17.4</p> </td> \n       <td> <p>(15.0\u201320.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>15.0</p> </td> \n       <td> <p>(7.8\u201326.8)</p> </td> \n       <td> <p>24.1</p> </td> \n       <td> <p>(16.8\u201333.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>17.1</b></p> </td> \n       <td> <p><b>(14.1\u201320.6)</b></p> </td> \n       <td> <p>13.8</p> </td> \n       <td> <p>(7.1\u201325.1)</p> </td> \n       <td> <p>15.9</p> </td> \n       <td> <p>(11.8\u201321.1)</p> </td> \n       <td> <p>20.3</p> </td> \n       <td> <p>(16.8\u201324.2)</p> </td> \n       <td> <p>16.7</p> </td> \n       <td> <p>(13.8\u201320.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Virginia</p> </td> \n       <td> <p><b>26.4</b></p> </td> \n       <td> <p><b>(21.7\u201331.8)</b></p> </td> \n       <td> <p>15.4**</p> </td> \n       <td> <p>(6.2\u201333.5)</p> </td> \n       <td> <p>30.0</p> </td> \n       <td> <p>(22.8\u201338.5)</p> </td> \n       <td> <p>30.8</p> </td> \n       <td> <p>(25.3\u201336.9)</p> </td> \n       <td> <p>21.9</p> </td> \n       <td> <p>(17.2\u201327.5)</p> </td> \n       <td> <p>55.9</p> </td> \n       <td> <p>(40.2\u201370.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>24.1</b></p> </td> \n       <td> <p><b>(22.0\u201326.3)</b></p> </td> \n       <td> <p>17.7</p> </td> \n       <td> <p>(12.5\u201324.3)</p> </td> \n       <td> <p>25.6</p> </td> \n       <td> <p>(22.4\u201329.1)</p> </td> \n       <td> <p>26.8</p> </td> \n       <td> <p>(24.2\u201329.6)</p> </td> \n       <td> <p>24.0</p> </td> \n       <td> <p>(21.6\u201326.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>16.2</p> </td> \n       <td> <p>(11.3\u201322.5)</p> </td> \n       <td> <p>31.6</p> </td> \n       <td> <p>(25.1\u201339.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>31.3</b></p> </td> \n       <td> <p><b>(27.6\u201335.3)</b></p> </td> \n       <td> <p>20.5</p> </td> \n       <td> <p>(12.5\u201331.7)</p> </td> \n       <td> <p>33.5</p> </td> \n       <td> <p>(27.7\u201339.8)</p> </td> \n       <td> <p>36.2</p> </td> \n       <td> <p>(31.1\u201341.6)</p> </td> \n       <td> <p>30.4</p> </td> \n       <td> <p>(26.6\u201334.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>23.8</b></p> </td> \n       <td> <p><b>(19.5\u201328.8)</b></p> </td> \n       <td> <p>13.1</p> </td> \n       <td> <p>(5.8\u201327.0)</p> </td> \n       <td> <p>25.3</p> </td> \n       <td> <p>(18.3\u201333.9)</p> </td> \n       <td> <p>29.8</p> </td> \n       <td> <p>(23.9\u201336.5)</p> </td> \n       <td> <p>21.4</p> </td> \n       <td> <p>(17.0\u201326.6)</p> </td> \n       <td> <p>45.1**</p> </td> \n       <td> <p>(25.6\u201366.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>22.7</b></p> </td> \n       <td> <p><b>(19.0\u201327.0)</b></p> </td> \n       <td> <p>25.8</p> </td> \n       <td> <p>(15.7\u201339.5)</p> </td> \n       <td> <p>21.7</p> </td> \n       <td> <p>(17.1\u201327.2)</p> </td> \n       <td> <p>21.6</p> </td> \n       <td> <p>(17.5\u201326.2)</p> </td> \n       <td> <p>20.6</p> </td> \n       <td> <p>(16.9\u201324.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>28.4**</p> </td> \n       <td> <p>(14.3\u201348.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total</b><span>\u2020\u2020</span></p> </td> \n       <td> <p><b>24.7</b></p> </td> \n       <td> <p><b>(24.0\u201325.3)</b></p> </td> \n       <td> <p><b>16.6</b></p> </td> \n       <td> <p><b>(15.1\u201318.2)</b></p> </td> \n       <td> <p><b>25.8</b></p> </td> \n       <td> <p><b>(24.8\u201326.8)</b></p> </td> \n       <td> <p><b>28.0</b></p> </td> \n       <td> <p><b>(27.2\u201328.9)</b></p> </td> \n       <td> <p><b>21.7</b></p> </td> \n       <td> <p><b>(21.0\u201322.4)</b></p> </td> \n       <td> <p><b>39.6</b></p> </td> \n       <td> <p><b>(37.3\u201341.8)</b></p> </td> \n       <td> <p><b>18.2</b></p> </td> \n       <td> <p><b>(16.2\u201320.4)</b></p> </td> \n       <td> <p><b>28.2</b></p> </td> \n       <td> <p><b>(26.3\u201330.1)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>24.1</b></p> </td> \n       <td colspan=\"2\"> <p>16.9</p> </td> \n       <td colspan=\"2\"> <p>25.8</p> </td> \n       <td colspan=\"2\"> <p>27.5</p> </td> \n       <td colspan=\"2\"> <p>21.4</p> </td> \n       <td colspan=\"2\"> <p>40.0</p> </td> \n       <td colspan=\"2\"> <p>19.1</p> </td> \n       <td colspan=\"2\"> <p>28.4</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>14.5</b></p> </td> \n       <td colspan=\"2\"> <p>1.4</p> </td> \n       <td colspan=\"2\"> <p>15.3</p> </td> \n       <td colspan=\"2\"> <p>15.5</p> </td> \n       <td colspan=\"2\"> <p>5.3</p> </td> \n       <td colspan=\"2\"> <p>18.7</p> </td> \n       <td colspan=\"2\"> <p>5.5</p> </td> \n       <td colspan=\"2\"> <p>17.3</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>36.4</b></p> </td> \n       <td colspan=\"2\"> <p>29.2</p> </td> \n       <td colspan=\"2\"> <p>39.3</p> </td> \n       <td colspan=\"2\"> <p>42.6</p> </td> \n       <td colspan=\"2\"> <p>30.5</p> </td> \n       <td colspan=\"2\"> <p>55.9</p> </td> \n       <td colspan=\"2\"> <p>37.9</p> </td> \n       <td colspan=\"2\"> <p>42.3</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;50 respondents).</p> <p> * Obese was defined as having a body mass index \u226530.0. </p> <p><span> \u2020 </span>White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other.</p> <p><span> \u00a7 </span>Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p><span> \u00b6 </span>95% confidence interval.</p> <p> ** Represents 50\u201359 respondents; might not be reliable.</p> <p><span> \u2020\u2020 </span>Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab27\" href=\"http://www.cdc.gov\"></a>TABLE 27. Estimated prevalence of women aged 18\u201344 years having a live birth who were obese just before they became pregnant,* overall and by age group and race/ethnicity \u2014 Pregnancy Risk Assessment Monitoring System, United States, 29 reporting areas, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity</b><span>\u2020</span></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u00a7</span></p> </td> \n       <td> <p><b>CI</b><span>\u00b6</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>21.8</b></p> </td> \n       <td> <p><b>(19.1\u201324.9)</b></p> </td> \n       <td> <p>18.8</p> </td> \n       <td> <p>(14.6\u201323.9)</p> </td> \n       <td> <p>22.9</p> </td> \n       <td> <p>(19.1\u201327.2)</p> </td> \n       <td> <p>26.5</p> </td> \n       <td> <p>(18.1\u201337.0)</p> </td> \n       <td> <p>21.0</p> </td> \n       <td> <p>(17.3\u201325.3)</p> </td> \n       <td> <p>19.1**</p> </td> \n       <td> <p>(6.4\u201344.9)</p> </td> \n       <td> <p>23.5</p> </td> \n       <td> <p>(19.5\u201328.1)</p> </td> \n       <td> <p>22.9</p> </td> \n       <td> <p>(11.9\u201339.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>26.1</b></p> </td> \n       <td> <p><b>(22.8\u201329.8)</b></p> </td> \n       <td> <p>18.0</p> </td> \n       <td> <p>(13.7\u201323.2)</p> </td> \n       <td> <p>32.2</p> </td> \n       <td> <p>(27.1\u201337.7)</p> </td> \n       <td> <p>27.4</p> </td> \n       <td> <p>(17.4\u201340.4)</p> </td> \n       <td> <p>25.1</p> </td> \n       <td> <p>(21.3\u201329.4)</p> </td> \n       <td> <p>32.1</p> </td> \n       <td> <p>(23.7\u201341.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>25.9</p> </td> \n       <td> <p>(15.1\u201340.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>14.4</b></p> </td> \n       <td> <p><b>(12.3\u201316.8)</b></p> </td> \n       <td> <p>13.3</p> </td> \n       <td> <p>(9.8\u201317.8)</p> </td> \n       <td> <p>14.2</p> </td> \n       <td> <p>(11.5\u201317.5)</p> </td> \n       <td> <p>16.9</p> </td> \n       <td> <p>(11.4\u201324.3)</p> </td> \n       <td> <p>12.5</p> </td> \n       <td> <p>(10.2\u201315.2)</p> </td> \n       <td> <p>20.1**</p> </td> \n       <td> <p>(6.1\u201349.2)</p> </td> \n       <td> <p>13.1</p> </td> \n       <td> <p>(6.2\u201325.4)</p> </td> \n       <td> <p>18.5</p> </td> \n       <td> <p>(13.9\u201324.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>23.6</b></p> </td> \n       <td> <p><b>(21.0\u201326.4)</b></p> </td> \n       <td> <p>18.6</p> </td> \n       <td> <p>(14.4\u201323.5)</p> </td> \n       <td> <p>25.9</p> </td> \n       <td> <p>(22.4\u201329.9)</p> </td> \n       <td> <p>25.0</p> </td> \n       <td> <p>(19.1\u201332.0)</p> </td> \n       <td> <p>19.5</p> </td> \n       <td> <p>(16.5\u201322.9)</p> </td> \n       <td> <p>33.8</p> </td> \n       <td> <p>(28.0\u201340.2)</p> </td> \n       <td> <p>14.2</p> </td> \n       <td> <p>(7.5\u201325.1)</p> </td> \n       <td> <p>27.1</p> </td> \n       <td> <p>(19.7\u201336.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>21.0</b></p> </td> \n       <td> <p><b>(17.2\u201325.5)</b></p> </td> \n       <td> <p>21.0</p> </td> \n       <td> <p>(15.0\u201328.5)</p> </td> \n       <td> <p>20.5</p> </td> \n       <td> <p>(15.4\u201326.9)</p> </td> \n       <td> <p>23.7</p> </td> \n       <td> <p>(13.6\u201337.9)</p> </td> \n       <td> <p>17.8</p> </td> \n       <td> <p>(12.9\u201324.1)</p> </td> \n       <td> <p>30.2</p> </td> \n       <td> <p>(22.7\u201339.0)</p> </td> \n       <td> <p>15.4**</p> </td> \n       <td> <p>(5.4\u201336.7)</p> </td> \n       <td> <p>14.6</p> </td> \n       <td> <p>(7.4\u201327.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>17.6</b></p> </td> \n       <td> <p><b>(15.2\u201320.2)</b></p> </td> \n       <td> <p>14.1</p> </td> \n       <td> <p>(10.5\u201318.5)</p> </td> \n       <td> <p>20.1</p> </td> \n       <td> <p>(16.6\u201324.1)</p> </td> \n       <td> <p>16.8</p> </td> \n       <td> <p>(11.9\u201323.2)</p> </td> \n       <td> <p>12.5</p> </td> \n       <td> <p>(8.3\u201318.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>18.7</p> </td> \n       <td> <p>(15.6\u201322.2)</p> </td> \n       <td> <p>19.4</p> </td> \n       <td> <p>(14.0\u201326.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>20.5</b></p> </td> \n       <td> <p><b>(18.3\u201322.9)</b></p> </td> \n       <td> <p>19.9</p> </td> \n       <td> <p>(15.9\u201324.6)</p> </td> \n       <td> <p>20.6</p> </td> \n       <td> <p>(17.7\u201323.8)</p> </td> \n       <td> <p>21.3</p> </td> \n       <td> <p>(16.1\u201327.6)</p> </td> \n       <td> <p>18.1</p> </td> \n       <td> <p>(15.5\u201321.0)</p> </td> \n       <td> <p>30.5</p> </td> \n       <td> <p>(23.8\u201338.1)</p> </td> \n       <td> <p>4.5</p> </td> \n       <td> <p>(1.6\u201312.3)</p> </td> \n       <td> <p>24.2</p> </td> \n       <td> <p>(19.4\u201329.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>22.1</b></p> </td> \n       <td> <p><b>(19.3\u201325.2)</b></p> </td> \n       <td> <p>22.1</p> </td> \n       <td> <p>(17.1\u201328.0)</p> </td> \n       <td> <p>22.6</p> </td> \n       <td> <p>(19.0\u201326.7)</p> </td> \n       <td> <p>19.5</p> </td> \n       <td> <p>(12.8\u201328.5)</p> </td> \n       <td> <p>22.3</p> </td> \n       <td> <p>(19.4\u201325.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>22.5</b></p> </td> \n       <td> <p><b>(19.4\u201326.0)</b></p> </td> \n       <td> <p>22.6</p> </td> \n       <td> <p>(16.0\u201331.0)</p> </td> \n       <td> <p>22.4</p> </td> \n       <td> <p>(18.2\u201327.3)</p> </td> \n       <td> <p>22.8</p> </td> \n       <td> <p>(19.4\u201326.6)</p> </td> \n       <td> <p>20.7</p> </td> \n       <td> <p>(16.6\u201325.5)</p> </td> \n       <td> <p>33.3</p> </td> \n       <td> <p>(27.0\u201340.3)</p> </td> \n       <td> <p>3.9</p> </td> \n       <td> <p>(1.1\u201313.4)</p> </td> \n       <td> <p>11.4</p> </td> \n       <td> <p>(6.0\u201320.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>18.7</b></p> </td> \n       <td> <p><b>(15.9\u201321.8)</b></p> </td> \n       <td> <p>23.5</p> </td> \n       <td> <p>(17.5\u201330.8)</p> </td> \n       <td> <p>16.3</p> </td> \n       <td> <p>(12.9\u201320.3)</p> </td> \n       <td> <p>20.5</p> </td> \n       <td> <p>(14.5\u201328.2)</p> </td> \n       <td> <p>18.6</p> </td> \n       <td> <p>(14.9\u201323.0)</p> </td> \n       <td> <p>23.7</p> </td> \n       <td> <p>(19.2\u201329.0)</p> </td> \n       <td> <p>7.1</p> </td> \n       <td> <p>(4.5\u201311.0)</p> </td> \n       <td> <p>23.8</p> </td> \n       <td> <p>(19.4\u201328.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>22.8</b></p> </td> \n       <td> <p><b>(20.4\u201325.3)</b></p> </td> \n       <td> <p>18.7</p> </td> \n       <td> <p>(15.1\u201323.0)</p> </td> \n       <td> <p>22.8</p> </td> \n       <td> <p>(19.6\u201326.3)</p> </td> \n       <td> <p>31.4</p> </td> \n       <td> <p>(24.6\u201339.0)</p> </td> \n       <td> <p>20.6</p> </td> \n       <td> <p>(17.7\u201323.7)</p> </td> \n       <td> <p>34.1</p> </td> \n       <td> <p>(30.2\u201338.3)</p> </td> \n       <td> <p>15.8</p> </td> \n       <td> <p>(8.3\u201328.2)</p> </td> \n       <td> <p>24.8**</p> </td> \n       <td> <p>(13.9\u201340.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>18.4</b></p> </td> \n       <td> <p><b>(16.2\u201320.8)</b></p> </td> \n       <td> <p>16.7</p> </td> \n       <td> <p>(12.6\u201321.7)</p> </td> \n       <td> <p>18.9</p> </td> \n       <td> <p>(16.1\u201322.0)</p> </td> \n       <td> <p>19.1</p> </td> \n       <td> <p>(13.6\u201326.1)</p> </td> \n       <td> <p>17.8</p> </td> \n       <td> <p>(15.3\u201320.6)</p> </td> \n       <td> <p>25.5</p> </td> \n       <td> <p>(17.6\u201335.4)</p> </td> \n       <td> <p>13.1</p> </td> \n       <td> <p>(8.1\u201320.7)</p> </td> \n       <td> <p>22.2</p> </td> \n       <td> <p>(13.9\u201333.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>29.0</b></p> </td> \n       <td> <p><b>(26.0\u201332.2)</b></p> </td> \n       <td> <p>23.7</p> </td> \n       <td> <p>(19.8\u201328.2)</p> </td> \n       <td> <p>34.5</p> </td> \n       <td> <p>(29.9\u201339.3)</p> </td> \n       <td> <p>26.6</p> </td> \n       <td> <p>(17.0\u201339.0)</p> </td> \n       <td> <p>23.0</p> </td> \n       <td> <p>(19.2\u201327.3)</p> </td> \n       <td> <p>35.4</p> </td> \n       <td> <p>(30.8\u201340.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>22.9</b></p> </td> \n       <td> <p><b>(20.3\u201325.8)</b></p> </td> \n       <td> <p>19.8</p> </td> \n       <td> <p>(15.8\u201324.5)</p> </td> \n       <td> <p>24.4</p> </td> \n       <td> <p>(20.7\u201328.5)</p> </td> \n       <td> <p>26.7</p> </td> \n       <td> <p>(18.7\u201336.7)</p> </td> \n       <td> <p>22.5</p> </td> \n       <td> <p>(19.7\u201325.7)</p> </td> \n       <td> <p>27.9</p> </td> \n       <td> <p>(19.7\u201337.9)</p> </td> \n       <td> <p>15.4**</p> </td> \n       <td> <p>(5.7\u201335.5)</p> </td> \n       <td> <p>20.2**</p> </td> \n       <td> <p>(8.8\u201340.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>21.3</b></p> </td> \n       <td> <p><b>(19.0\u201323.8)</b></p> </td> \n       <td> <p>23.3</p> </td> \n       <td> <p>(18.9\u201328.4)</p> </td> \n       <td> <p>19.7</p> </td> \n       <td> <p>(16.9\u201322.9)</p> </td> \n       <td> <p>24.3</p> </td> \n       <td> <p>(18.1\u201331.8)</p> </td> \n       <td> <p>20.8</p> </td> \n       <td> <p>(17.9\u201324.0)</p> </td> \n       <td> <p>27.4</p> </td> \n       <td> <p>(22.5\u201333.0)</p> </td> \n       <td> <p>21.3</p> </td> \n       <td> <p>(16.7\u201326.8)</p> </td> \n       <td> <p>22.3</p> </td> \n       <td> <p>(17.9\u201327.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>18.0</b></p> </td> \n       <td> <p><b>(15.9\u201320.4)</b></p> </td> \n       <td> <p>18.2</p> </td> \n       <td> <p>(13.6\u201323.9)</p> </td> \n       <td> <p>18.5</p> </td> \n       <td> <p>(15.8\u201321.6)</p> </td> \n       <td> <p>16.5</p> </td> \n       <td> <p>(12.1\u201322.0)</p> </td> \n       <td> <p>16.1</p> </td> \n       <td> <p>(13.0\u201319.6)</p> </td> \n       <td> <p>30.7</p> </td> \n       <td> <p>(24.9\u201337.2)</p> </td> \n       <td> <p>6.4</p> </td> \n       <td> <p>(3.4\u201311.6)</p> </td> \n       <td> <p>19.8</p> </td> \n       <td> <p>(15.3\u201325.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>23.8</b></p> </td> \n       <td> <p><b>(20.8\u201327.0)</b></p> </td> \n       <td> <p>23.2</p> </td> \n       <td> <p>(18.2\u201329.0)</p> </td> \n       <td> <p>24.0</p> </td> \n       <td> <p>(20.0\u201328.4)</p> </td> \n       <td> <p>24.5</p> </td> \n       <td> <p>(16.8\u201334.2)</p> </td> \n       <td> <p>22.9</p> </td> \n       <td> <p>(19.4\u201326.8)</p> </td> \n       <td> <p>31.3</p> </td> \n       <td> <p>(26.6\u201336.4)</p> </td> \n       <td> <p>26.5**</p> </td> \n       <td> <p>(12.6\u201347.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>24.3</b></p> </td> \n       <td> <p><b>(21.2\u201327.7)</b></p> </td> \n       <td> <p>17.6</p> </td> \n       <td> <p>(13.6\u201322.6)</p> </td> \n       <td> <p>28.1</p> </td> \n       <td> <p>(23.7\u201333.1)</p> </td> \n       <td> <p>33.6</p> </td> \n       <td> <p>(22.6\u201346.7)</p> </td> \n       <td> <p>23.7</p> </td> \n       <td> <p>(20.0\u201327.9)</p> </td> \n       <td> <p>25.2</p> </td> \n       <td> <p>(15.1\u201339.0)</p> </td> \n       <td> <p>20.8</p> </td> \n       <td> <p>(14.3\u201329.2)</p> </td> \n       <td> <p>32.3</p> </td> \n       <td> <p>(23.1\u201343.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>20.4</b></p> </td> \n       <td> <p><b>(17.5\u201323.7)</b></p> </td> \n       <td> <p>24.8</p> </td> \n       <td> <p>(18.9\u201332.0)</p> </td> \n       <td> <p>18.7</p> </td> \n       <td> <p>(15.0\u201323.0)</p> </td> \n       <td> <p>19.3</p> </td> \n       <td> <p>(13.0\u201327.6)</p> </td> \n       <td> <p>20.0</p> </td> \n       <td> <p>(16.0\u201324.6)</p> </td> \n       <td> <p>26.9</p> </td> \n       <td> <p>(21.2\u201333.4)</p> </td> \n       <td> <p>16.8</p> </td> \n       <td> <p>(14.4\u201319.5)</p> </td> \n       <td> <p>23.4</p> </td> \n       <td> <p>(19.1\u201328.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>22.8</b></p> </td> \n       <td> <p><b>(19.9\u201325.9)</b></p> </td> \n       <td> <p>23.6</p> </td> \n       <td> <p>(18.0\u201330.3)</p> </td> \n       <td> <p>22.0</p> </td> \n       <td> <p>(18.4\u201326.0)</p> </td> \n       <td> <p>24.1</p> </td> \n       <td> <p>(17.5\u201332.2)</p> </td> \n       <td> <p>23.1</p> </td> \n       <td> <p>(19.9\u201326.7)</p> </td> \n       <td> <p>27.9</p> </td> \n       <td> <p>(19.0\u201339.1)</p> </td> \n       <td> <p>12.7</p> </td> \n       <td> <p>(6.1\u201324.4)</p> </td> \n       <td> <p>22.2</p> </td> \n       <td> <p>(12.2\u201337.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>18.9</b></p> </td> \n       <td> <p><b>(16.3\u201321.7)</b></p> </td> \n       <td> <p>18.0</p> </td> \n       <td> <p>(13.2\u201324.1)</p> </td> \n       <td> <p>19.6</p> </td> \n       <td> <p>(16.3\u201323.3)</p> </td> \n       <td> <p>17.6</p> </td> \n       <td> <p>(12.2\u201324.8)</p> </td> \n       <td> <p>18.5</p> </td> \n       <td> <p>(15.2\u201322.2)</p> </td> \n       <td> <p>22.3</p> </td> \n       <td> <p>(12.6\u201336.5)</p> </td> \n       <td> <p>12.3</p> </td> \n       <td> <p>(6.6\u201321.6)</p> </td> \n       <td> <p>23.0</p> </td> \n       <td> <p>(17.5\u201329.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>23.0</b></p> </td> \n       <td> <p><b>(19.1\u201327.5)</b></p> </td> \n       <td> <p>19.9</p> </td> \n       <td> <p>(14.3\u201327.0)</p> </td> \n       <td> <p>23.1</p> </td> \n       <td> <p>(17.7\u201329.6)</p> </td> \n       <td> <p>31.7</p> </td> \n       <td> <p>(20.7\u201345.4)</p> </td> \n       <td> <p>23.9</p> </td> \n       <td> <p>(19.2\u201329.2)</p> </td> \n       <td> <p>27.2</p> </td> \n       <td> <p>(18.1\u201338.6)</p> </td> \n       <td> <p>6.0**</p> </td> \n       <td> <p>(1.0\u201327.9)</p> </td> \n       <td> <p>15.8**</p> </td> \n       <td> <p>(5.7\u201336.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>25.5</b></p> </td> \n       <td> <p><b>(22.8\u201328.6)</b></p> </td> \n       <td> <p>20.3</p> </td> \n       <td> <p>(16.1\u201325.3)</p> </td> \n       <td> <p>28.0</p> </td> \n       <td> <p>(24.0\u201332.3)</p> </td> \n       <td> <p>29.6</p> </td> \n       <td> <p>(22.0\u201338.4)</p> </td> \n       <td> <p>22.1</p> </td> \n       <td> <p>(18.5\u201326.3)</p> </td> \n       <td> <p>32.6</p> </td> \n       <td> <p>(28.0\u201337.6)</p> </td> \n       <td> <p>7.2**</p> </td> \n       <td> <p>(2.6\u201318.4)</p> </td> \n       <td> <p>27.8</p> </td> \n       <td> <p>(23.0\u201333.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>16.7</b></p> </td> \n       <td> <p><b>(14.7\u201318.9)</b></p> </td> \n       <td> <p>14.8</p> </td> \n       <td> <p>(11.6\u201318.8)</p> </td> \n       <td> <p>17.2</p> </td> \n       <td> <p>(14.6\u201320.1)</p> </td> \n       <td> <p>19.8</p> </td> \n       <td> <p>(13.0\u201329.0)</p> </td> \n       <td> <p>15.1</p> </td> \n       <td> <p>(12.9\u201317.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>25.7</p> </td> \n       <td> <p>(15.7\u201339.1)</p> </td> \n       <td> <p>21.4</p> </td> \n       <td> <p>(16.3\u201327.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>20.0</b></p> </td> \n       <td> <p><b>(17.7\u201322.7)</b></p> </td> \n       <td> <p>21.2</p> </td> \n       <td> <p>(16.5\u201326.8)</p> </td> \n       <td> <p>19.9</p> </td> \n       <td> <p>(16.8\u201323.4)</p> </td> \n       <td> <p>18.9</p> </td> \n       <td> <p>(13.9\u201325.3)</p> </td> \n       <td> <p>20.1</p> </td> \n       <td> <p>(17.6\u201322.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>4.4**</p> </td> \n       <td> <p>(0.7\u201322.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>20.7</b></p> </td> \n       <td> <p><b>(17.9\u201323.7)</b></p> </td> \n       <td> <p>23.1</p> </td> \n       <td> <p>(18.0\u201329.0)</p> </td> \n       <td> <p>19.3</p> </td> \n       <td> <p>(15.7\u201323.4)</p> </td> \n       <td> <p>20.2</p> </td> \n       <td> <p>(14.1\u201328.0)</p> </td> \n       <td> <p>20.0</p> </td> \n       <td> <p>(16.2\u201324.4)</p> </td> \n       <td> <p>22.5</p> </td> \n       <td> <p>(17.5\u201328.5)</p> </td> \n       <td> <p>13.9</p> </td> \n       <td> <p>(10.6\u201317.9)</p> </td> \n       <td> <p>28.2</p> </td> \n       <td> <p>(23.0\u201334.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>26.1</b></p> </td> \n       <td> <p><b>(23.5\u201329.0)</b></p> </td> \n       <td> <p>21.1</p> </td> \n       <td> <p>(17.5\u201325.2)</p> </td> \n       <td> <p>29.9</p> </td> \n       <td> <p>(25.9\u201334.2)</p> </td> \n       <td> <p>31.3</p> </td> \n       <td> <p>(22.0\u201342.5)</p> </td> \n       <td> <p>26.5</p> </td> \n       <td> <p>(23.8\u201329.5)</p> </td> \n       <td> <p>22.3</p> </td> \n       <td> <p>(10.7\u201340.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>20.5</b></p> </td> \n       <td> <p><b>(17.6\u201323.8)</b></p> </td> \n       <td> <p>22.5</p> </td> \n       <td> <p>(16.7\u201329.5)</p> </td> \n       <td> <p>19.5</p> </td> \n       <td> <p>(16.0\u201323.7)</p> </td> \n       <td> <p>20.6</p> </td> \n       <td> <p>(13.5\u201330.1)</p> </td> \n       <td> <p>19.4</p> </td> \n       <td> <p>(15.8\u201323.5)</p> </td> \n       <td> <p>28.9</p> </td> \n       <td> <p>(22.9\u201335.7)</p> </td> \n       <td> <p>18.6</p> </td> \n       <td> <p>(12.2\u201327.4)</p> </td> \n       <td> <p>21.8</p> </td> \n       <td> <p>(16.1\u201329.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>21.1</b></p> </td> \n       <td> <p><b>(18.0\u201324.5)</b></p> </td> \n       <td> <p>21.9</p> </td> \n       <td> <p>(16.4\u201328.7)</p> </td> \n       <td> <p>19.6</p> </td> \n       <td> <p>(15.9\u201323.9)</p> </td> \n       <td> <p>28.0</p> </td> \n       <td> <p>(17.7\u201341.2)</p> </td> \n       <td> <p>20.1</p> </td> \n       <td> <p>(16.5\u201324.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>18.9</p> </td> \n       <td> <p>(12.3\u201328.0)</p> </td> \n       <td> <p>28.5</p> </td> \n       <td> <p>(22.8\u201334.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total</b><span>\u2020\u2020</span></p> </td> \n       <td> <p><b>22.1</b></p> </td> \n       <td> <p><b>(21.3\u201322.9)</b></p> </td> \n       <td> <p><b>20.5</b></p> </td> \n       <td> <p><b>(19.1\u201321.9)</b></p> </td> \n       <td> <p><b>22.5</b></p> </td> \n       <td> <p><b>(21.5\u201323.6)</b></p> </td> \n       <td> <p><b>24.0</b></p> </td> \n       <td> <p><b>(22.0\u201326.2)</b></p> </td> \n       <td> <p><b>20.5</b></p> </td> \n       <td> <p><b>(19.6\u201321.4)</b></p> </td> \n       <td> <p><b>30.7</b></p> </td> \n       <td> <p><b>(28.7\u201332.7)</b></p> </td> \n       <td> <p><b>13.3</b></p> </td> \n       <td> <p><b>(11.6\u201315.2)</b></p> </td> \n       <td> <p><b>24.3</b></p> </td> \n       <td> <p><b>(21.8\u201327.0)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>21.3</b></p> </td> \n       <td colspan=\"2\"> <p>20.3</p> </td> \n       <td colspan=\"2\"> <p>20.6</p> </td> \n       <td colspan=\"2\"> <p>23.7</p> </td> \n       <td colspan=\"2\"> <p>20.1</p> </td> \n       <td colspan=\"2\"> <p>27.9</p> </td> \n       <td colspan=\"2\"> <p>14.2</p> </td> \n       <td colspan=\"2\"> <p>22.6</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>14.4</b></p> </td> \n       <td colspan=\"2\"> <p>13.3</p> </td> \n       <td colspan=\"2\"> <p>14.2</p> </td> \n       <td colspan=\"2\"> <p>16.5</p> </td> \n       <td colspan=\"2\"> <p>12.5</p> </td> \n       <td colspan=\"2\"> <p>19.1</p> </td> \n       <td colspan=\"2\"> <p>3.9</p> </td> \n       <td colspan=\"2\"> <p>11.4</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>29.0</b></p> </td> \n       <td colspan=\"2\"> <p>24.8</p> </td> \n       <td colspan=\"2\"> <p>34.5</p> </td> \n       <td colspan=\"2\"> <p>33.6</p> </td> \n       <td colspan=\"2\"> <p>26.5</p> </td> \n       <td colspan=\"2\"> <p>35.4</p> </td> \n       <td colspan=\"2\"> <p>26.5</p> </td> \n       <td colspan=\"2\"> <p>32.3</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;30 respondents).</p> <p> * Obese just before pregnancy was defined as having a body mass index \u226530.0. </p> <p> <span>\u2020</span> White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other.</p> <p> <span>\u00a7</span> Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p> <span>\u00b6</span> 95% confidence interval.</p> <p> ** Represents 30\u201359 respondents; might not be reliable.</p> <p> <span>\u2020\u2020</span> Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab28\" href=\"http://www.cdc.gov\"></a>TABLE 28. Estimated prevalence of women aged 18\u201344 years having a live birth who took a multivitamin, prenatal vitamin, or a folic acid supplement every day of the month before pregnancy, overall and by age group and race/ethnicity \u2014Pregnancy Risk Assessment Monitoring System, United States, 29 reporting areas, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity*</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u2020</span></p> </td> \n       <td> <p><b>CI</b><span>\u00a7</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>27.2</b></p> </td> \n       <td> <p><b>(24.2\u201330.4)</b></p> </td> \n       <td> <p>17.8</p> </td> \n       <td> <p>(13.9\u201322.6)</p> </td> \n       <td> <p>33.3</p> </td> \n       <td> <p>(29.0\u201337.9)</p> </td> \n       <td> <p>28.1</p> </td> \n       <td> <p>(19.5\u201338.6)</p> </td> \n       <td> <p>31.7</p> </td> \n       <td> <p>(27.4\u201336.4)</p> </td> \n       <td> <p>10.9<span>\u00b6</span></p> </td> \n       <td> <p>(3.0\u201332.6)</p> </td> \n       <td> <p>21.4</p> </td> \n       <td> <p>(17.6\u201325.8)</p> </td> \n       <td> <p>22.4</p> </td> \n       <td> <p>(11.6\u201338.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>24.8</b></p> </td> \n       <td> <p><b>(21.5\u201328.4)</b></p> </td> \n       <td> <p>18.1</p> </td> \n       <td> <p>(13.7\u201323.6)</p> </td> \n       <td> <p>28.4</p> </td> \n       <td> <p>(23.6\u201333.8)</p> </td> \n       <td> <p>33.6</p> </td> \n       <td> <p>(22.5\u201346.9)</p> </td> \n       <td> <p>24.2</p> </td> \n       <td> <p>(20.3\u201328.5)</p> </td> \n       <td> <p>26.2</p> </td> \n       <td> <p>(18.4\u201335.8)</p> </td> \n       <td> <p>21.2<span>\u00b6</span></p> </td> \n       <td> <p>(8.3\u201344.4)</p> </td> \n       <td> <p>27.8</p> </td> \n       <td> <p>(17.8\u201340.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>36.1</b></p> </td> \n       <td> <p><b>(33.1\u201339.2)</b></p> </td> \n       <td> <p>18.0</p> </td> \n       <td> <p>(13.8\u201323.2)</p> </td> \n       <td> <p>40.4</p> </td> \n       <td> <p>(36.4\u201344.5)</p> </td> \n       <td> <p>51.0</p> </td> \n       <td> <p>(43.1\u201358.9)</p> </td> \n       <td> <p>41.0</p> </td> \n       <td> <p>(37.3\u201344.7)</p> </td> \n       <td> <p>35.8<span>\u00b6</span></p> </td> \n       <td> <p>(17.4\u201359.7)</p> </td> \n       <td> <p>30.2</p> </td> \n       <td> <p>(18.9\u201344.5)</p> </td> \n       <td> <p>26.0</p> </td> \n       <td> <p>(20.8\u201332.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>27.4</b></p> </td> \n       <td> <p><b>(24.8\u201330.2)</b></p> </td> \n       <td> <p>15.1</p> </td> \n       <td> <p>(11.6\u201319.4)</p> </td> \n       <td> <p>30.5</p> </td> \n       <td> <p>(26.8\u201334.4)</p> </td> \n       <td> <p>40.3</p> </td> \n       <td> <p>(33.3\u201347.7)</p> </td> \n       <td> <p>34.5</p> </td> \n       <td> <p>(30.8\u201338.4)</p> </td> \n       <td> <p>18.0</p> </td> \n       <td> <p>(13.7\u201323.2)</p> </td> \n       <td> <p>30.8</p> </td> \n       <td> <p>(20.8\u201343.1)</p> </td> \n       <td> <p>15.0</p> </td> \n       <td> <p>(10.2\u201321.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>28.0</b></p> </td> \n       <td> <p><b>(23.8\u201332.6)</b></p> </td> \n       <td> <p>12.1</p> </td> \n       <td> <p>(7.8\u201318.3)</p> </td> \n       <td> <p>36.0</p> </td> \n       <td> <p>(29.7\u201342.8)</p> </td> \n       <td> <p>49.0</p> </td> \n       <td> <p>(35.1\u201363.0)</p> </td> \n       <td> <p>32.4</p> </td> \n       <td> <p>(26.1\u201339.5)</p> </td> \n       <td> <p>20.0</p> </td> \n       <td> <p>(14.0\u201327.8)</p> </td> \n       <td> <p>48.3<span>\u00b6</span></p> </td> \n       <td> <p>(28.4\u201368.8)</p> </td> \n       <td> <p>25.6</p> </td> \n       <td> <p>(16.5\u201337.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>29.1</b></p> </td> \n       <td> <p><b>(26.3\u201332.0)</b></p> </td> \n       <td> <p>15.6</p> </td> \n       <td> <p>(11.9\u201320.1)</p> </td> \n       <td> <p>31.3</p> </td> \n       <td> <p>(27.4\u201335.6)</p> </td> \n       <td> <p>47.6</p> </td> \n       <td> <p>(40.1\u201355.2)</p> </td> \n       <td> <p>38.6</p> </td> \n       <td> <p>(32.1\u201345.5)</p> </td> \n       <td> <p>20.6<span>\u00b6</span></p> </td> \n       <td> <p>(8.1\u201343.2)</p> </td> \n       <td> <p>29.4</p> </td> \n       <td> <p>(25.8\u201333.4)</p> </td> \n       <td> <p>18.3</p> </td> \n       <td> <p>(13.4\u201324.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>30.9</b></p> </td> \n       <td> <p><b>(28.4\u201333.4)</b></p> </td> \n       <td> <p>14.4</p> </td> \n       <td> <p>(11.0\u201318.5)</p> </td> \n       <td> <p>33.8</p> </td> \n       <td> <p>(30.6\u201337.3)</p> </td> \n       <td> <p>48.9</p> </td> \n       <td> <p>(42.3\u201355.6)</p> </td> \n       <td> <p>39.0</p> </td> \n       <td> <p>(35.5\u201342.5)</p> </td> \n       <td> <p>17.7</p> </td> \n       <td> <p>(12.5\u201324.4)</p> </td> \n       <td> <p>32.4</p> </td> \n       <td> <p>(23.0\u201343.3)</p> </td> \n       <td> <p>20.4</p> </td> \n       <td> <p>(16.4\u201325.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>35.0</b></p> </td> \n       <td> <p><b>(31.8\u201338.4)</b></p> </td> \n       <td> <p>16.9</p> </td> \n       <td> <p>(12.6\u201322.3)</p> </td> \n       <td> <p>43.5</p> </td> \n       <td> <p>(39.0\u201348.1)</p> </td> \n       <td> <p>41.1</p> </td> \n       <td> <p>(32.2\u201350.5)</p> </td> \n       <td> <p>35.4</p> </td> \n       <td> <p>(32.1\u201338.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>32.1</b></p> </td> \n       <td> <p><b>(28.7\u201335.7)</b></p> </td> \n       <td> <p>18.8</p> </td> \n       <td> <p>(13.0\u201326.3)</p> </td> \n       <td> <p>34.9</p> </td> \n       <td> <p>(30.0\u201340.2)</p> </td> \n       <td> <p>41.7</p> </td> \n       <td> <p>(37.6\u201345.9)</p> </td> \n       <td> <p>40.3</p> </td> \n       <td> <p>(35.1\u201345.6)</p> </td> \n       <td> <p>20.0</p> </td> \n       <td> <p>(15.1\u201325.9)</p> </td> \n       <td> <p>35.8</p> </td> \n       <td> <p>(24.4\u201349.2)</p> </td> \n       <td> <p>30.2</p> </td> \n       <td> <p>(21.0\u201341.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>38.0</b></p> </td> \n       <td> <p><b>(34.6\u201341.5)</b></p> </td> \n       <td> <p>16.5</p> </td> \n       <td> <p>(11.9\u201322.3)</p> </td> \n       <td> <p>41.6</p> </td> \n       <td> <p>(37.1\u201346.3)</p> </td> \n       <td> <p>54.9</p> </td> \n       <td> <p>(46.6\u201362.9)</p> </td> \n       <td> <p>41.8</p> </td> \n       <td> <p>(37.0\u201346.8)</p> </td> \n       <td> <p>28.3</p> </td> \n       <td> <p>(23.4\u201333.8)</p> </td> \n       <td> <p>42.9</p> </td> \n       <td> <p>(37.4\u201348.5)</p> </td> \n       <td> <p>22.7</p> </td> \n       <td> <p>(18.6\u201327.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>27.6</b></p> </td> \n       <td> <p><b>(25.0\u201330.3)</b></p> </td> \n       <td> <p>14.8</p> </td> \n       <td> <p>(11.6\u201318.7)</p> </td> \n       <td> <p>32.5</p> </td> \n       <td> <p>(28.9\u201336.4)</p> </td> \n       <td> <p>36.1</p> </td> \n       <td> <p>(29.0\u201343.9)</p> </td> \n       <td> <p>31.0</p> </td> \n       <td> <p>(27.7\u201334.5)</p> </td> \n       <td> <p>17.5</p> </td> \n       <td> <p>(14.6\u201320.8)</p> </td> \n       <td> <p>23.5</p> </td> \n       <td> <p>(14.6\u201335.5)</p> </td> \n       <td> <p>21.6<span>\u00b6</span></p> </td> \n       <td> <p>(11.9\u201336.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>35.1</b></p> </td> \n       <td> <p><b>(32.4\u201337.9)</b></p> </td> \n       <td> <p>21.3</p> </td> \n       <td> <p>(16.8\u201326.6)</p> </td> \n       <td> <p>38.5</p> </td> \n       <td> <p>(35.0\u201342.1)</p> </td> \n       <td> <p>42.8</p> </td> \n       <td> <p>(35.4\u201350.4)</p> </td> \n       <td> <p>39.1</p> </td> \n       <td> <p>(35.9\u201342.4)</p> </td> \n       <td> <p>22.3</p> </td> \n       <td> <p>(14.6\u201332.6)</p> </td> \n       <td> <p>30.1</p> </td> \n       <td> <p>(21.7\u201340.0)</p> </td> \n       <td> <p>21.1</p> </td> \n       <td> <p>(13.9\u201330.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>21.9</b></p> </td> \n       <td> <p><b>(19.3\u201324.8)</b></p> </td> \n       <td> <p>14.4</p> </td> \n       <td> <p>(11.3\u201318.2)</p> </td> \n       <td> <p>27.8</p> </td> \n       <td> <p>(23.7\u201332.4)</p> </td> \n       <td> <p>31.9</p> </td> \n       <td> <p>(21.4\u201344.6)</p> </td> \n       <td> <p>26.1</p> </td> \n       <td> <p>(22.2\u201330.5)</p> </td> \n       <td> <p>18.0</p> </td> \n       <td> <p>(14.5\u201322.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>29.0</b></p> </td> \n       <td> <p><b>(26.2\u201332.0)</b></p> </td> \n       <td> <p>13.5</p> </td> \n       <td> <p>(10.3\u201317.4)</p> </td> \n       <td> <p>38.4</p> </td> \n       <td> <p>(34.2\u201342.8)</p> </td> \n       <td> <p>35.9</p> </td> \n       <td> <p>(27.2\u201345.6)</p> </td> \n       <td> <p>30.0</p> </td> \n       <td> <p>(26.9\u201333.2)</p> </td> \n       <td> <p>20.8</p> </td> \n       <td> <p>(13.6\u201330.4)</p> </td> \n       <td> <p>38.9<span>\u00b6</span></p> </td> \n       <td> <p>(22.2\u201358.6)</p> </td> \n       <td> <p>26.4<span>\u00b6</span></p> </td> \n       <td> <p>(14.2\u201343.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>34.2</b></p> </td> \n       <td> <p><b>(31.5\u201336.9)</b></p> </td> \n       <td> <p>16.6</p> </td> \n       <td> <p>(13.2\u201320.6)</p> </td> \n       <td> <p>41.5</p> </td> \n       <td> <p>(37.8\u201345.2)</p> </td> \n       <td> <p>42.3</p> </td> \n       <td> <p>(34.9\u201350.2)</p> </td> \n       <td> <p>37.1</p> </td> \n       <td> <p>(33.7\u201340.7)</p> </td> \n       <td> <p>19.6</p> </td> \n       <td> <p>(15.4\u201324.5)</p> </td> \n       <td> <p>30.4</p> </td> \n       <td> <p>(24.9\u201336.5)</p> </td> \n       <td> <p>26.3</p> </td> \n       <td> <p>(21.8\u201331.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>34.6</b></p> </td> \n       <td> <p><b>(32.0\u201337.3)</b></p> </td> \n       <td> <p>17.9</p> </td> \n       <td> <p>(13.7\u201323.1)</p> </td> \n       <td> <p>36.7</p> </td> \n       <td> <p>(33.3\u201340.2)</p> </td> \n       <td> <p>46.4</p> </td> \n       <td> <p>(40.2\u201352.8)</p> </td> \n       <td> <p>42.3</p> </td> \n       <td> <p>(38.0\u201346.7)</p> </td> \n       <td> <p>21.5</p> </td> \n       <td> <p>(16.5\u201327.4)</p> </td> \n       <td> <p>39.1</p> </td> \n       <td> <p>(33.4\u201345.1)</p> </td> \n       <td> <p>26.9</p> </td> \n       <td> <p>(22.3\u201332.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>28.6</b></p> </td> \n       <td> <p><b>(25.5\u201331.8)</b></p> </td> \n       <td> <p>14.6</p> </td> \n       <td> <p>(10.7\u201319.5)</p> </td> \n       <td> <p>34.4</p> </td> \n       <td> <p>(30.1\u201339.0)</p> </td> \n       <td> <p>38.3</p> </td> \n       <td> <p>(29.1\u201348.4)</p> </td> \n       <td> <p>30.0</p> </td> \n       <td> <p>(26.3\u201334.0)</p> </td> \n       <td> <p>19.1</p> </td> \n       <td> <p>(15.4\u201323.5)</p> </td> \n       <td> <p>32.7<span>\u00b6</span></p> </td> \n       <td> <p>(18.2\u201351.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>24.4</b></p> </td> \n       <td> <p><b>(21.5\u201327.7)</b></p> </td> \n       <td> <p>15.0</p> </td> \n       <td> <p>(11.3\u201319.6)</p> </td> \n       <td> <p>32.3</p> </td> \n       <td> <p>(27.8\u201337.2)</p> </td> \n       <td> <p>22.5</p> </td> \n       <td> <p>(14.3\u201333.6)</p> </td> \n       <td> <p>27.6</p> </td> \n       <td> <p>(23.8\u201331.8)</p> </td> \n       <td> <p>20.7</p> </td> \n       <td> <p>(11.7\u201334.2)</p> </td> \n       <td> <p>15.5</p> </td> \n       <td> <p>(10.0\u201323.3)</p> </td> \n       <td> <p>23.2</p> </td> \n       <td> <p>(15.9\u201332.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>31.9</b></p> </td> \n       <td> <p><b>(28.5\u201335.5)</b></p> </td> \n       <td> <p>20.3</p> </td> \n       <td> <p>(15.3\u201326.5)</p> </td> \n       <td> <p>34.8</p> </td> \n       <td> <p>(30.2\u201339.6)</p> </td> \n       <td> <p>41.6</p> </td> \n       <td> <p>(32.3\u201351.5)</p> </td> \n       <td> <p>34.3</p> </td> \n       <td> <p>(29.5\u201339.4)</p> </td> \n       <td> <p>23.9</p> </td> \n       <td> <p>(18.7\u201330.1)</p> </td> \n       <td> <p>31.8</p> </td> \n       <td> <p>(28.4\u201335.5)</p> </td> \n       <td> <p>24.4</p> </td> \n       <td> <p>(20.3\u201329.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>31.3</b></p> </td> \n       <td> <p><b>(28.2\u201334.5)</b></p> </td> \n       <td> <p>15.9</p> </td> \n       <td> <p>(11.4\u201321.6)</p> </td> \n       <td> <p>37.0</p> </td> \n       <td> <p>(32.8\u201341.4)</p> </td> \n       <td> <p>40.2</p> </td> \n       <td> <p>(32.5\u201348.5)</p> </td> \n       <td> <p>35.1</p> </td> \n       <td> <p>(31.5\u201338.9)</p> </td> \n       <td> <p>17.4</p> </td> \n       <td> <p>(10.5\u201327.3)</p> </td> \n       <td> <p>33.6</p> </td> \n       <td> <p>(22.6\u201346.7)</p> </td> \n       <td> <p>14.9</p> </td> \n       <td> <p>(7.9\u201326.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>35.5</b></p> </td> \n       <td> <p><b>(32.5\u201338.7)</b></p> </td> \n       <td> <p>15.8</p> </td> \n       <td> <p>(11.6\u201321.2)</p> </td> \n       <td> <p>40.1</p> </td> \n       <td> <p>(36.0\u201344.4)</p> </td> \n       <td> <p>50.5</p> </td> \n       <td> <p>(42.6\u201358.5)</p> </td> \n       <td> <p>40.4</p> </td> \n       <td> <p>(36.3\u201344.7)</p> </td> \n       <td> <p>28.3</p> </td> \n       <td> <p>(17.6\u201342.2)</p> </td> \n       <td> <p>36.9</p> </td> \n       <td> <p>(26.7\u201348.3)</p> </td> \n       <td> <p>23.1</p> </td> \n       <td> <p>(17.9\u201329.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>26.5</b></p> </td> \n       <td> <p><b>(22.5\u201330.9)</b></p> </td> \n       <td> <p>13.4</p> </td> \n       <td> <p>(8.8\u201319.7)</p> </td> \n       <td> <p>32.7</p> </td> \n       <td> <p>(26.6\u201339.5)</p> </td> \n       <td> <p>41.3</p> </td> \n       <td> <p>(29.4\u201354.3)</p> </td> \n       <td> <p>29.6</p> </td> \n       <td> <p>(24.7\u201335.1)</p> </td> \n       <td> <p>14.7</p> </td> \n       <td> <p>(8.4\u201324.5)</p> </td> \n       <td> <p>29.7<span>\u00b6</span></p> </td> \n       <td> <p>(14.1\u201352.3)</p> </td> \n       <td> <p>22.9<span>\u00b6</span></p> </td> \n       <td> <p>(11.2\u201341.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>25.7</b></p> </td> \n       <td> <p><b>(23.1\u201328.6)</b></p> </td> \n       <td> <p>17.8</p> </td> \n       <td> <p>(13.9\u201322.5)</p> </td> \n       <td> <p>28.3</p> </td> \n       <td> <p>(24.6\u201332.3)</p> </td> \n       <td> <p>36.5</p> </td> \n       <td> <p>(28.7\u201345.1)</p> </td> \n       <td> <p>31.3</p> </td> \n       <td> <p>(27.3\u201335.8)</p> </td> \n       <td> <p>20.3</p> </td> \n       <td> <p>(16.5\u201324.6)</p> </td> \n       <td> <p>44.8</p> </td> \n       <td> <p>(31.7\u201358.6)</p> </td> \n       <td> <p>21.4</p> </td> \n       <td> <p>(17.3\u201326.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>33.8</b></p> </td> \n       <td> <p><b>(31.2\u201336.5)</b></p> </td> \n       <td> <p>24.3</p> </td> \n       <td> <p>(20.2\u201328.8)</p> </td> \n       <td> <p>38.1</p> </td> \n       <td> <p>(34.7\u201341.6)</p> </td> \n       <td> <p>37.0</p> </td> \n       <td> <p>(28.3\u201346.6)</p> </td> \n       <td> <p>36.4</p> </td> \n       <td> <p>(33.3\u201339.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>32.0</p> </td> \n       <td> <p>(21.1\u201345.2)</p> </td> \n       <td> <p>23.7</p> </td> \n       <td> <p>(18.8\u201329.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>38.2</b></p> </td> \n       <td> <p><b>(35.2\u201341.2)</b></p> </td> \n       <td> <p>16.5</p> </td> \n       <td> <p>(12.4\u201321.5)</p> </td> \n       <td> <p>43.6</p> </td> \n       <td> <p>(39.6\u201347.7)</p> </td> \n       <td> <p>53.4</p> </td> \n       <td> <p>(46.2\u201360.4)</p> </td> \n       <td> <p>38.3</p> </td> \n       <td> <p>(35.2\u201341.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>42.2<span>\u00b6</span></p> </td> \n       <td> <p>(27.7\u201358.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>30.2</b></p> </td> \n       <td> <p><b>(27.2\u201333.4)</b></p> </td> \n       <td> <p>13.5</p> </td> \n       <td> <p>(9.9\u201318.2)</p> </td> \n       <td> <p>35.7</p> </td> \n       <td> <p>(31.4\u201340.2)</p> </td> \n       <td> <p>48.7</p> </td> \n       <td> <p>(40.3\u201357.2)</p> </td> \n       <td> <p>33.3</p> </td> \n       <td> <p>(28.9\u201338.0)</p> </td> \n       <td> <p>19.8</p> </td> \n       <td> <p>(15.1\u201325.4)</p> </td> \n       <td> <p>33.2</p> </td> \n       <td> <p>(28.2\u201338.6)</p> </td> \n       <td> <p>20.0</p> </td> \n       <td> <p>(16.0\u201324.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>21.7</b></p> </td> \n       <td> <p><b>(19.2\u201324.3)</b></p> </td> \n       <td> <p>11.1</p> </td> \n       <td> <p>(8.5\u201314.4)</p> </td> \n       <td> <p>29.6</p> </td> \n       <td> <p>(25.7\u201333.8)</p> </td> \n       <td> <p>32.7</p> </td> \n       <td> <p>(23.3\u201343.8)</p> </td> \n       <td> <p>21.9</p> </td> \n       <td> <p>(19.4\u201324.7)</p> </td> \n       <td> <p>8.4</p> </td> \n       <td> <p>(2.9\u201321.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>35.0</b></p> </td> \n       <td> <p><b>(31.5\u201338.7)</b></p> </td> \n       <td> <p>20.1</p> </td> \n       <td> <p>(14.6\u201326.9)</p> </td> \n       <td> <p>38.8</p> </td> \n       <td> <p>(34.2\u201343.6)</p> </td> \n       <td> <p>48.5</p> </td> \n       <td> <p>(38.7\u201358.3)</p> </td> \n       <td> <p>40.8</p> </td> \n       <td> <p>(36.2\u201345.6)</p> </td> \n       <td> <p>16.6</p> </td> \n       <td> <p>(12.2\u201322.2)</p> </td> \n       <td> <p>19.3</p> </td> \n       <td> <p>(13.1\u201327.7)</p> </td> \n       <td> <p>18.5</p> </td> \n       <td> <p>(13.7\u201324.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>34.0</b></p> </td> \n       <td> <p><b>(30.3\u201338.0)</b></p> </td> \n       <td> <p>21.3</p> </td> \n       <td> <p>(16.1\u201327.7)</p> </td> \n       <td> <p>40.2</p> </td> \n       <td> <p>(35.1\u201345.6)</p> </td> \n       <td> <p>47.4</p> </td> \n       <td> <p>(34.5\u201360.7)</p> </td> \n       <td> <p>37.1</p> </td> \n       <td> <p>(32.6\u201341.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>25.3</p> </td> \n       <td> <p>(17.8\u201334.5)</p> </td> \n       <td> <p>18.7</p> </td> \n       <td> <p>(14.3\u201324.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total**</b></p> </td> \n       <td> <p><b>29.7</b></p> </td> \n       <td> <p><b>(29.0\u201330.5)</b></p> </td> \n       <td> <p><b>16.1</b></p> </td> \n       <td> <p><b>(14.9\u201317.4)</b></p> </td> \n       <td> <p><b>34.5</b></p> </td> \n       <td> <p><b>(33.4\u201335.6)</b></p> </td> \n       <td> <p><b>42.4</b></p> </td> \n       <td> <p><b>(40.1\u201344.7)</b></p> </td> \n       <td> <p><b>34.2</b></p> </td> \n       <td> <p><b>(33.2\u201335.2)</b></p> </td> \n       <td> <p><b>19.5</b></p> </td> \n       <td> <p><b>(17.9\u201321.2)</b></p> </td> \n       <td> <p><b>33.0</b></p> </td> \n       <td> <p><b>(30.5\u201335.7)</b></p> </td> \n       <td> <p><b>22.5</b></p> </td> \n       <td> <p><b>(20.3\u201324.8)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>30.9</b></p> </td> \n       <td colspan=\"2\"> <p>16.5</p> </td> \n       <td colspan=\"2\"> <p>35.7</p> </td> \n       <td colspan=\"2\"> <p>41.6</p> </td> \n       <td colspan=\"2\"> <p>35.1</p> </td> \n       <td colspan=\"2\"> <p>20.0</p> </td> \n       <td colspan=\"2\"> <p>31.9</p> </td> \n       <td colspan=\"2\"> <p>22.8</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>21.7</b></p> </td> \n       <td colspan=\"2\"> <p>11.1</p> </td> \n       <td colspan=\"2\"> <p>27.8</p> </td> \n       <td colspan=\"2\"> <p>22.5</p> </td> \n       <td colspan=\"2\"> <p>21.9</p> </td> \n       <td colspan=\"2\"> <p>8.4</p> </td> \n       <td colspan=\"2\"> <p>15.5</p> </td> \n       <td colspan=\"2\"> <p>14.9</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>38.2</b></p> </td> \n       <td colspan=\"2\"> <p>24.3</p> </td> \n       <td colspan=\"2\"> <p>43.6</p> </td> \n       <td colspan=\"2\"> <p>54.9</p> </td> \n       <td colspan=\"2\"> <p>42.3</p> </td> \n       <td colspan=\"2\"> <p>35.8</p> </td> \n       <td colspan=\"2\"> <p>48.3</p> </td> \n       <td colspan=\"2\"> <p>30.2</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;30 respondents).</p> <p> * White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other. </p> <p> <span>\u2020</span> Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p> <span>\u00a7</span> 95% confidence interval.</p> <p> <span>\u00b6</span> Represents 30\u201359 respondents; might not be reliable.</p> <p> ** Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab29\" href=\"http://www.cdc.gov\"></a>TABLE 29. Estimated prevalence of women aged 18\u201344 years who participate in enough moderate and/or vigorous physical activity in a usual week to meet the recommended levels of physical activity,* overall and by age group and race/ethnicity \u2014 Behavioral Risk Factor Surveillance System, United States, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity</b><span>\u2020</span></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u00a7</span></p> </td> \n       <td> <p><b>CI</b><span>\u00b6</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alabama</p> </td> \n       <td> <p><b>41.2</b></p> </td> \n       <td> <p><b>(37.3\u201345.1)</b></p> </td> \n       <td> <p>51.1</p> </td> \n       <td> <p>(39.9\u201362.2)</p> </td> \n       <td> <p>40.8</p> </td> \n       <td> <p>(34.7\u201347.2)</p> </td> \n       <td> <p>37.9</p> </td> \n       <td> <p>(32.8\u201343.3)</p> </td> \n       <td> <p>43.7</p> </td> \n       <td> <p>(38.7\u201348.7)</p> </td> \n       <td> <p>33.8</p> </td> \n       <td> <p>(27.5\u201340.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>62.2</b></p> </td> \n       <td> <p><b>(55.4\u201368.6)</b></p> </td> \n       <td> <p>51.9</p> </td> \n       <td> <p>(34.5\u201368.9)</p> </td> \n       <td> <p>71.9</p> </td> \n       <td> <p>(61.8\u201380.2)</p> </td> \n       <td> <p>60.0</p> </td> \n       <td> <p>(51.5\u201368.0)</p> </td> \n       <td> <p>68.8</p> </td> \n       <td> <p>(61.2\u201375.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>45.2</p> </td> \n       <td> <p>(31.0\u201360.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arizona</p> </td> \n       <td> <p><b>51.1</b></p> </td> \n       <td> <p><b>(44.5\u201357.6)</b></p> </td> \n       <td> <p>33.5**</p> </td> \n       <td> <p>(14.9\u201359.2)</p> </td> \n       <td> <p>54.5</p> </td> \n       <td> <p>(45.6\u201363.1)</p> </td> \n       <td> <p>55.1</p> </td> \n       <td> <p>(47.9\u201362.0)</p> </td> \n       <td> <p>55.6</p> </td> \n       <td> <p>(46.9\u201364.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>49.4</p> </td> \n       <td> <p>(34.4\u201364.4)</p> </td> \n       <td> <p>42.8</p> </td> \n       <td> <p>(31.4\u201355.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>45.9</b></p> </td> \n       <td> <p><b>(40.1\u201351.8)</b></p> </td> \n       <td> <p>52.6**</p> </td> \n       <td> <p>(36.6\u201368.0)</p> </td> \n       <td> <p>44.5</p> </td> \n       <td> <p>(35.4\u201354.0)</p> </td> \n       <td> <p>43.5</p> </td> \n       <td> <p>(36.8\u201350.5)</p> </td> \n       <td> <p>46.8</p> </td> \n       <td> <p>(40.3\u201353.3)</p> </td> \n       <td> <p>38.1</p> </td> \n       <td> <p>(26.1\u201351.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>California</p> </td> \n       <td> <p><b>53.5</b></p> </td> \n       <td> <p><b>(51.0\u201355.9)</b></p> </td> \n       <td> <p>54.9</p> </td> \n       <td> <p>(48.4\u201361.2)</p> </td> \n       <td> <p>56.3</p> </td> \n       <td> <p>(52.5\u201360.1)</p> </td> \n       <td> <p>49.9</p> </td> \n       <td> <p>(46.8\u201353.0)</p> </td> \n       <td> <p>60.5</p> </td> \n       <td> <p>(56.9\u201364.0)</p> </td> \n       <td> <p>51.9</p> </td> \n       <td> <p>(37.8\u201365.6)</p> </td> \n       <td> <p>44.5</p> </td> \n       <td> <p>(36.7\u201352.4)</p> </td> \n       <td> <p>50.1</p> </td> \n       <td> <p>(46.3\u201353.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>59.8</b></p> </td> \n       <td> <p><b>(56.6\u201363.0)</b></p> </td> \n       <td> <p>62.5</p> </td> \n       <td> <p>(52.5\u201371.5)</p> </td> \n       <td> <p>58.0</p> </td> \n       <td> <p>(53.1\u201362.7)</p> </td> \n       <td> <p>60.0</p> </td> \n       <td> <p>(56.2\u201363.7)</p> </td> \n       <td> <p>65.3</p> </td> \n       <td> <p>(61.6\u201368.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>61.7</p> </td> \n       <td> <p>(45.8\u201375.5)</p> </td> \n       <td> <p>43.3</p> </td> \n       <td> <p>(36.4\u201350.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Connecticut</p> </td> \n       <td> <p><b>56.8</b></p> </td> \n       <td> <p><b>(52.2\u201361.2)</b></p> </td> \n       <td> <p>55.8</p> </td> \n       <td> <p>(41.1\u201369.5)</p> </td> \n       <td> <p>57.1</p> </td> \n       <td> <p>(49.7\u201364.2)</p> </td> \n       <td> <p>57.0</p> </td> \n       <td> <p>(51.8\u201362.0)</p> </td> \n       <td> <p>60.5</p> </td> \n       <td> <p>(55.2\u201365.5)</p> </td> \n       <td> <p>33.4</p> </td> \n       <td> <p>(19.6\u201350.9)</p> </td> \n       <td> <p>42.8</p> </td> \n       <td> <p>(28.3\u201358.8)</p> </td> \n       <td> <p>53.3</p> </td> \n       <td> <p>(40.1\u201366.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>55.1</b></p> </td> \n       <td> <p><b>(49.1\u201360.9)</b></p> </td> \n       <td> <p>53.3</p> </td> \n       <td> <p>(35.7\u201370.1)</p> </td> \n       <td> <p>61.5</p> </td> \n       <td> <p>(53.5\u201369.0)</p> </td> \n       <td> <p>50.6</p> </td> \n       <td> <p>(44.1\u201357.1)</p> </td> \n       <td> <p>58.0</p> </td> \n       <td> <p>(50.9\u201364.8)</p> </td> \n       <td> <p>39.4</p> </td> \n       <td> <p>(27.5\u201352.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>D.C.</p> </td> \n       <td> <p><b>53.7</b></p> </td> \n       <td> <p><b>(49.0\u201358.4)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>56.3</p> </td> \n       <td> <p>(49.6\u201362.8)</p> </td> \n       <td> <p>54.6</p> </td> \n       <td> <p>(48.3\u201360.7)</p> </td> \n       <td> <p>69.8</p> </td> \n       <td> <p>(63.0\u201375.7)</p> </td> \n       <td> <p>34.5</p> </td> \n       <td> <p>(27.9\u201341.7)</p> </td> \n       <td> <p>69.6**</p> </td> \n       <td> <p>(54.1\u201381.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Florida</p> </td> \n       <td> <p><b>45.5</b></p> </td> \n       <td> <p><b>(41.3\u201349.8)</b></p> </td> \n       <td> <p>45.8</p> </td> \n       <td> <p>(32.1\u201360.1)</p> </td> \n       <td> <p>43.9</p> </td> \n       <td> <p>(36.6\u201351.6)</p> </td> \n       <td> <p>46.2</p> </td> \n       <td> <p>(40.8\u201351.8)</p> </td> \n       <td> <p>53.5</p> </td> \n       <td> <p>(48.6\u201358.4)</p> </td> \n       <td> <p>30.2</p> </td> \n       <td> <p>(21.7\u201340.4)</p> </td> \n       <td> <p>29.8</p> </td> \n       <td> <p>(17.9\u201345.3)</p> </td> \n       <td> <p>42.9</p> </td> \n       <td> <p>(32.2\u201354.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>49.5</b></p> </td> \n       <td> <p><b>(45.3\u201353.7)</b></p> </td> \n       <td> <p>47.1</p> </td> \n       <td> <p>(33.4\u201361.2)</p> </td> \n       <td> <p>53.9</p> </td> \n       <td> <p>(47.2\u201360.6)</p> </td> \n       <td> <p>45.1</p> </td> \n       <td> <p>(40.0\u201350.3)</p> </td> \n       <td> <p>52.7</p> </td> \n       <td> <p>(47.3\u201358.1)</p> </td> \n       <td> <p>41.9</p> </td> \n       <td> <p>(34.6\u201349.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>54.9**</p> </td> \n       <td> <p>(37.4\u201371.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>51.6</b></p> </td> \n       <td> <p><b>(47.2\u201356.0)</b></p> </td> \n       <td> <p>50.1</p> </td> \n       <td> <p>(38.9\u201361.4)</p> </td> \n       <td> <p>57.5</p> </td> \n       <td> <p>(50.1\u201364.6)</p> </td> \n       <td> <p>47.3</p> </td> \n       <td> <p>(42.0\u201352.6)</p> </td> \n       <td> <p>69.0</p> </td> \n       <td> <p>(60.7\u201376.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>46.4</p> </td> \n       <td> <p>(41.1\u201351.8)</p> </td> \n       <td> <p>58.7</p> </td> \n       <td> <p>(45.2\u201371.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Idaho</p> </td> \n       <td> <p><b>62.4</b></p> </td> \n       <td> <p><b>(57.9\u201366.7)</b></p> </td> \n       <td> <p>56.3</p> </td> \n       <td> <p>(43.0\u201368.7)</p> </td> \n       <td> <p>65.3</p> </td> \n       <td> <p>(58.6\u201371.5)</p> </td> \n       <td> <p>62.6</p> </td> \n       <td> <p>(57.1\u201367.8)</p> </td> \n       <td> <p>63.6</p> </td> \n       <td> <p>(58.8\u201368.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>49.3</p> </td> \n       <td> <p>(35.8\u201362.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>55.9</b></p> </td> \n       <td> <p><b>(51.8\u201359.9)</b></p> </td> \n       <td> <p>49.9</p> </td> \n       <td> <p>(39.2\u201360.6)</p> </td> \n       <td> <p>62.4</p> </td> \n       <td> <p>(56.2\u201368.3)</p> </td> \n       <td> <p>53.9</p> </td> \n       <td> <p>(49.0\u201358.8)</p> </td> \n       <td> <p>57.9</p> </td> \n       <td> <p>(53.4\u201362.3)</p> </td> \n       <td> <p>51.5</p> </td> \n       <td> <p>(39.6\u201363.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>55.4</p> </td> \n       <td> <p>(42.8\u201367.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Indiana</p> </td> \n       <td> <p><b>48.8</b></p> </td> \n       <td> <p><b>(44.9\u201352.7)</b></p> </td> \n       <td> <p>50.1</p> </td> \n       <td> <p>(39.2\u201361.1)</p> </td> \n       <td> <p>49.8</p> </td> \n       <td> <p>(44.2\u201355.3)</p> </td> \n       <td> <p>47.1</p> </td> \n       <td> <p>(42.6\u201351.7)</p> </td> \n       <td> <p>51.7</p> </td> \n       <td> <p>(47.4\u201355.9)</p> </td> \n       <td> <p>33.9</p> </td> \n       <td> <p>(23.1\u201346.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>30.8</p> </td> \n       <td> <p>(19.3\u201345.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Iowa</p> </td> \n       <td> <p><b>55.7</b></p> </td> \n       <td> <p><b>(51.2\u201360.1)</b></p> </td> \n       <td> <p>63.8</p> </td> \n       <td> <p>(50.6\u201375.2)</p> </td> \n       <td> <p>56.0</p> </td> \n       <td> <p>(49.9\u201361.9)</p> </td> \n       <td> <p>49.8</p> </td> \n       <td> <p>(44.8\u201354.8)</p> </td> \n       <td> <p>57.9</p> </td> \n       <td> <p>(53.2\u201362.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kansas</p> </td> \n       <td> <p><b>53.5</b></p> </td> \n       <td> <p><b>(51.0\u201355.9)</b></p> </td> \n       <td> <p>53.4</p> </td> \n       <td> <p>(46.3\u201360.3)</p> </td> \n       <td> <p>56.2</p> </td> \n       <td> <p>(52.6\u201359.6)</p> </td> \n       <td> <p>51.0</p> </td> \n       <td> <p>(48.2\u201353.7)</p> </td> \n       <td> <p>54.3</p> </td> \n       <td> <p>(51.6\u201357.0)</p> </td> \n       <td> <p>47.4</p> </td> \n       <td> <p>(37.2\u201357.9)</p> </td> \n       <td> <p>44.3</p> </td> \n       <td> <p>(33.8\u201355.3)</p> </td> \n       <td> <p>56.0</p> </td> \n       <td> <p>(47.1\u201364.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kentucky</p> </td> \n       <td> <p><b>51.1</b></p> </td> \n       <td> <p><b>(47.0\u201355.1)</b></p> </td> \n       <td> <p>59.4</p> </td> \n       <td> <p>(46.4\u201371.1)</p> </td> \n       <td> <p>51.8</p> </td> \n       <td> <p>(45.6\u201358.0)</p> </td> \n       <td> <p>47.3</p> </td> \n       <td> <p>(42.0\u201352.7)</p> </td> \n       <td> <p>51.2</p> </td> \n       <td> <p>(47.0\u201355.4)</p> </td> \n       <td> <p>64.9</p> </td> \n       <td> <p>(46.6\u201379.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Louisiana</p> </td> \n       <td> <p><b>45.8</b></p> </td> \n       <td> <p><b>(42.6\u201349.0)</b></p> </td> \n       <td> <p>52.0</p> </td> \n       <td> <p>(43.2\u201360.7)</p> </td> \n       <td> <p>49.0</p> </td> \n       <td> <p>(43.8\u201354.3)</p> </td> \n       <td> <p>40.4</p> </td> \n       <td> <p>(36.3\u201344.7)</p> </td> \n       <td> <p>48.3</p> </td> \n       <td> <p>(44.4\u201352.3)</p> </td> \n       <td> <p>39.2</p> </td> \n       <td> <p>(33.6\u201345.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>59.3</b></p> </td> \n       <td> <p><b>(55.5\u201362.9)</b></p> </td> \n       <td> <p>64.0</p> </td> \n       <td> <p>(53.0\u201373.7)</p> </td> \n       <td> <p>59.7</p> </td> \n       <td> <p>(53.3\u201365.7)</p> </td> \n       <td> <p>56.4</p> </td> \n       <td> <p>(52.2\u201360.6)</p> </td> \n       <td> <p>59.1</p> </td> \n       <td> <p>(55.3\u201362.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>50.9</b></p> </td> \n       <td> <p><b>(47.3\u201354.5)</b></p> </td> \n       <td> <p>50.5</p> </td> \n       <td> <p>(40.3\u201360.7)</p> </td> \n       <td> <p>50.6</p> </td> \n       <td> <p>(45.0\u201356.1)</p> </td> \n       <td> <p>51.4</p> </td> \n       <td> <p>(47.0\u201355.7)</p> </td> \n       <td> <p>53.6</p> </td> \n       <td> <p>(49.3\u201357.9)</p> </td> \n       <td> <p>44.6</p> </td> \n       <td> <p>(37.6\u201351.9)</p> </td> \n       <td> <p>50.4</p> </td> \n       <td> <p>(37.6\u201363.2)</p> </td> \n       <td> <p>52.2</p> </td> \n       <td> <p>(36.9\u201367.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>56.1</b></p> </td> \n       <td> <p><b>(52.6\u201359.5)</b></p> </td> \n       <td> <p>58.7</p> </td> \n       <td> <p>(48.7\u201368.1)</p> </td> \n       <td> <p>57.1</p> </td> \n       <td> <p>(51.8\u201362.2)</p> </td> \n       <td> <p>53.6</p> </td> \n       <td> <p>(49.9\u201357.3)</p> </td> \n       <td> <p>60.4</p> </td> \n       <td> <p>(56.3\u201364.4)</p> </td> \n       <td> <p>38.2</p> </td> \n       <td> <p>(28.8\u201348.5)</p> </td> \n       <td> <p>45.6</p> </td> \n       <td> <p>(34.1\u201357.7)</p> </td> \n       <td> <p>40.5</p> </td> \n       <td> <p>(31.5\u201350.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>55.1</b></p> </td> \n       <td> <p><b>(51.6\u201358.6)</b></p> </td> \n       <td> <p>57.8</p> </td> \n       <td> <p>(48.7\u201366.5)</p> </td> \n       <td> <p>56.3</p> </td> \n       <td> <p>(50.3\u201362.1)</p> </td> \n       <td> <p>52.4</p> </td> \n       <td> <p>(48.0\u201356.6)</p> </td> \n       <td> <p>57.9</p> </td> \n       <td> <p>(54.0\u201361.8)</p> </td> \n       <td> <p>40.1</p> </td> \n       <td> <p>(32.1\u201348.7)</p> </td> \n       <td> <p>58.0</p> </td> \n       <td> <p>(40.3\u201373.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>55.0</b></p> </td> \n       <td> <p><b>(50.6\u201359.3)</b></p> </td> \n       <td> <p>58.9</p> </td> \n       <td> <p>(46.2\u201370.5)</p> </td> \n       <td> <p>54.9</p> </td> \n       <td> <p>(48.5\u201361.1)</p> </td> \n       <td> <p>52.5</p> </td> \n       <td> <p>(47.7\u201357.2)</p> </td> \n       <td> <p>56.0</p> </td> \n       <td> <p>(51.5\u201360.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>39.5</b></p> </td> \n       <td> <p><b>(36.3\u201342.7)</b></p> </td> \n       <td> <p>44.4</p> </td> \n       <td> <p>(35.7\u201353.4)</p> </td> \n       <td> <p>41.2</p> </td> \n       <td> <p>(36.3\u201346.3)</p> </td> \n       <td> <p>34.6</p> </td> \n       <td> <p>(30.7\u201338.7)</p> </td> \n       <td> <p>41.9</p> </td> \n       <td> <p>(37.7\u201346.3)</p> </td> \n       <td> <p>36.1</p> </td> \n       <td> <p>(31.2\u201341.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>55.5</b></p> </td> \n       <td> <p><b>(50.4\u201360.5)</b></p> </td> \n       <td> <p>66.2</p> </td> \n       <td> <p>(51.7\u201378.3)</p> </td> \n       <td> <p>56.5</p> </td> \n       <td> <p>(48.3\u201364.2)</p> </td> \n       <td> <p>49.5</p> </td> \n       <td> <p>(43.0\u201355.9)</p> </td> \n       <td> <p>54.9</p> </td> \n       <td> <p>(49.4\u201360.3)</p> </td> \n       <td> <p>44.2</p> </td> \n       <td> <p>(28.8\u201360.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Montana</p> </td> \n       <td> <p><b>62.3</b></p> </td> \n       <td> <p><b>(57.5\u201366.9)</b></p> </td> \n       <td> <p>60.9</p> </td> \n       <td> <p>(46.6\u201373.5)</p> </td> \n       <td> <p>65.9</p> </td> \n       <td> <p>(58.9\u201372.3)</p> </td> \n       <td> <p>60.0</p> </td> \n       <td> <p>(54.6\u201365.3)</p> </td> \n       <td> <p>61.5</p> </td> \n       <td> <p>(56.3\u201366.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>63.9</p> </td> \n       <td> <p>(51.1\u201375.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>57.7</b></p> </td> \n       <td> <p><b>(53.5\u201361.8)</b></p> </td> \n       <td> <p>59.3</p> </td> \n       <td> <p>(46.4\u201371.1)</p> </td> \n       <td> <p>58.7</p> </td> \n       <td> <p>(51.9\u201365.2)</p> </td> \n       <td> <p>55.8</p> </td> \n       <td> <p>(50.5\u201360.9)</p> </td> \n       <td> <p>58.1</p> </td> \n       <td> <p>(53.6\u201362.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>77.2**</p> </td> \n       <td> <p>(59.3\u201388.7)</p> </td> \n       <td> <p>47.9</p> </td> \n       <td> <p>(32.0\u201364.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nevada</p> </td> \n       <td> <p><b>53.3</b></p> </td> \n       <td> <p><b>(46.8\u201359.7)</b></p> </td> \n       <td> <p>64.4**</p> </td> \n       <td> <p>(46.6\u201379.0)</p> </td> \n       <td> <p>55.9</p> </td> \n       <td> <p>(44.8\u201366.3)</p> </td> \n       <td> <p>45.4</p> </td> \n       <td> <p>(37.4\u201353.6)</p> </td> \n       <td> <p>56.0</p> </td> \n       <td> <p>(48.0\u201363.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>27.5**</p> </td> \n       <td> <p>(15.2\u201344.3)</p> </td> \n       <td> <p>55.2</p> </td> \n       <td> <p>(40.9\u201368.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Hampshire</p> </td> \n       <td> <p><b>55.5</b></p> </td> \n       <td> <p><b>(50.8\u201360.0)</b></p> </td> \n       <td> <p>54.0</p> </td> \n       <td> <p>(39.9\u201367.4)</p> </td> \n       <td> <p>55.1</p> </td> \n       <td> <p>(47.1\u201362.8)</p> </td> \n       <td> <p>56.4</p> </td> \n       <td> <p>(51.1\u201361.6)</p> </td> \n       <td> <p>56.4</p> </td> \n       <td> <p>(51.6\u201361.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>51.6</b></p> </td> \n       <td> <p><b>(48.2\u201354.9)</b></p> </td> \n       <td> <p>54.2</p> </td> \n       <td> <p>(43.8\u201364.2)</p> </td> \n       <td> <p>50.7</p> </td> \n       <td> <p>(45.9\u201355.5)</p> </td> \n       <td> <p>50.8</p> </td> \n       <td> <p>(47.2\u201354.4)</p> </td> \n       <td> <p>55.9</p> </td> \n       <td> <p>(51.4\u201360.2)</p> </td> \n       <td> <p>45.9</p> </td> \n       <td> <p>(38.2\u201353.8)</p> </td> \n       <td> <p>48.5</p> </td> \n       <td> <p>(36.4\u201360.7)</p> </td> \n       <td> <p>45.5</p> </td> \n       <td> <p>(38.1\u201353.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Mexico</p> </td> \n       <td> <p><b>51.6</b></p> </td> \n       <td> <p><b>(47.6\u201355.5)</b></p> </td> \n       <td> <p>55.7</p> </td> \n       <td> <p>(45.5\u201365.5)</p> </td> \n       <td> <p>52.6</p> </td> \n       <td> <p>(46.3\u201358.9)</p> </td> \n       <td> <p>47.5</p> </td> \n       <td> <p>(42.9\u201352.2)</p> </td> \n       <td> <p>62.8</p> </td> \n       <td> <p>(56.6\u201368.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>55.4</p> </td> \n       <td> <p>(45.1\u201365.3)</p> </td> \n       <td> <p>45.0</p> </td> \n       <td> <p>(39.4\u201350.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New York</p> </td> \n       <td> <p><b>51.3</b></p> </td> \n       <td> <p><b>(47.2\u201355.3)</b></p> </td> \n       <td> <p>52.7</p> </td> \n       <td> <p>(42.2\u201362.9)</p> </td> \n       <td> <p>49.8</p> </td> \n       <td> <p>(43.5\u201356.0)</p> </td> \n       <td> <p>51.7</p> </td> \n       <td> <p>(46.5\u201356.8)</p> </td> \n       <td> <p>58.6</p> </td> \n       <td> <p>(53.7\u201363.3)</p> </td> \n       <td> <p>34.6</p> </td> \n       <td> <p>(24.7\u201346.0)</p> </td> \n       <td> <p>46.3</p> </td> \n       <td> <p>(31.2\u201362.0)</p> </td> \n       <td> <p>48.5</p> </td> \n       <td> <p>(38.6\u201358.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Carolina</p> </td> \n       <td> <p><b>45.4</b></p> </td> \n       <td> <p><b>(41.9\u201349.0)</b></p> </td> \n       <td> <p>41.8</p> </td> \n       <td> <p>(31.8\u201352.5)</p> </td> \n       <td> <p>47.5</p> </td> \n       <td> <p>(42.4\u201352.7)</p> </td> \n       <td> <p>45.8</p> </td> \n       <td> <p>(41.7\u201349.9)</p> </td> \n       <td> <p>47.4</p> </td> \n       <td> <p>(43.4\u201351.5)</p> </td> \n       <td> <p>41.7</p> </td> \n       <td> <p>(32.9\u201351.1)</p> </td> \n       <td> <p>37.1</p> </td> \n       <td> <p>(26.9\u201348.7)</p> </td> \n       <td> <p>44.4</p> </td> \n       <td> <p>(33.2\u201356.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Dakota</p> </td> \n       <td> <p><b>57.7</b></p> </td> \n       <td> <p><b>(52.5\u201362.8)</b></p> </td> \n       <td> <p>56.7</p> </td> \n       <td> <p>(44.1\u201368.4)</p> </td> \n       <td> <p>61.0</p> </td> \n       <td> <p>(54.0\u201367.5)</p> </td> \n       <td> <p>55.7</p> </td> \n       <td> <p>(50.1\u201361.1)</p> </td> \n       <td> <p>58.0</p> </td> \n       <td> <p>(52.6\u201363.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>53.2</b></p> </td> \n       <td> <p><b>(49.5\u201356.8)</b></p> </td> \n       <td> <p>53.9</p> </td> \n       <td> <p>(42.3\u201365.0)</p> </td> \n       <td> <p>52.8</p> </td> \n       <td> <p>(46.9\u201358.5)</p> </td> \n       <td> <p>53.4</p> </td> \n       <td> <p>(49.0\u201357.7)</p> </td> \n       <td> <p>55.4</p> </td> \n       <td> <p>(51.4\u201359.4)</p> </td> \n       <td> <p>41.1</p> </td> \n       <td> <p>(31.7\u201351.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>53.7</b></p> </td> \n       <td> <p><b>(50.4\u201356.9)</b></p> </td> \n       <td> <p>58.3</p> </td> \n       <td> <p>(48.5\u201367.4)</p> </td> \n       <td> <p>55.5</p> </td> \n       <td> <p>(50.4\u201360.4)</p> </td> \n       <td> <p>49.5</p> </td> \n       <td> <p>(45.2\u201353.8)</p> </td> \n       <td> <p>56.2</p> </td> \n       <td> <p>(52.2\u201360.1)</p> </td> \n       <td> <p>43.8</p> </td> \n       <td> <p>(33.1\u201355.1)</p> </td> \n       <td> <p>52.5</p> </td> \n       <td> <p>(44.2\u201360.6)</p> </td> \n       <td> <p>42.8</p> </td> \n       <td> <p>(33.0\u201353.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>58.8</b></p> </td> \n       <td> <p><b>(53.5\u201364.0)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>58.6</p> </td> \n       <td> <p>(50.4\u201366.4)</p> </td> \n       <td> <p>53.9</p> </td> \n       <td> <p>(47.4\u201360.3)</p> </td> \n       <td> <p>58.6</p> </td> \n       <td> <p>(52.6\u201364.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>55.2</p> </td> \n       <td> <p>(41.4\u201368.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>55.8</b></p> </td> \n       <td> <p><b>(51.9\u201359.7)</b></p> </td> \n       <td> <p>60.4</p> </td> \n       <td> <p>(50.5\u201369.6)</p> </td> \n       <td> <p>59.0</p> </td> \n       <td> <p>(52.7\u201365.0)</p> </td> \n       <td> <p>50.0</p> </td> \n       <td> <p>(45.3\u201354.6)</p> </td> \n       <td> <p>56.1</p> </td> \n       <td> <p>(51.9\u201360.2)</p> </td> \n       <td> <p>52.8</p> </td> \n       <td> <p>(36.9\u201368.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>44.9</b></p> </td> \n       <td> <p><b>(40.4\u201349.5)</b></p> </td> \n       <td> <p>39.6</p> </td> \n       <td> <p>(27.8\u201352.7)</p> </td> \n       <td> <p>43.0</p> </td> \n       <td> <p>(36.8\u201349.5)</p> </td> \n       <td> <p>50.0</p> </td> \n       <td> <p>(45.2\u201354.8)</p> </td> \n       <td> <p>46.5</p> </td> \n       <td> <p>(41.2\u201351.8)</p> </td> \n       <td> <p>49.0**</p> </td> \n       <td> <p>(30.2\u201368.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>34.6</p> </td> \n       <td> <p>(23.3\u201348.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Carolina</p> </td> \n       <td> <p><b>43.2</b></p> </td> \n       <td> <p><b>(39.2\u201347.4)</b></p> </td> \n       <td> <p>42.8</p> </td> \n       <td> <p>(30.3\u201356.2)</p> </td> \n       <td> <p>45.4</p> </td> \n       <td> <p>(38.8\u201352.2)</p> </td> \n       <td> <p>41.5</p> </td> \n       <td> <p>(36.4\u201346.8)</p> </td> \n       <td> <p>46.8</p> </td> \n       <td> <p>(41.5\u201352.2)</p> </td> \n       <td> <p>37.9</p> </td> \n       <td> <p>(31.0\u201345.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Dakota</p> </td> \n       <td> <p><b>49.2</b></p> </td> \n       <td> <p><b>(44.5\u201354.0)</b></p> </td> \n       <td> <p>54.3</p> </td> \n       <td> <p>(41.2\u201366.8)</p> </td> \n       <td> <p>46.8</p> </td> \n       <td> <p>(40.2\u201353.5)</p> </td> \n       <td> <p>47.8</p> </td> \n       <td> <p>(42.3\u201353.3)</p> </td> \n       <td> <p>48.4</p> </td> \n       <td> <p>(43.2\u201353.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>49.1</p> </td> \n       <td> <p>(36.0\u201362.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>39.2</b></p> </td> \n       <td> <p><b>(35.0\u201343.5)</b></p> </td> \n       <td> <p>30.5</p> </td> \n       <td> <p>(19.1\u201345.1)</p> </td> \n       <td> <p>44.8</p> </td> \n       <td> <p>(37.7\u201352.3)</p> </td> \n       <td> <p>37.2</p> </td> \n       <td> <p>(31.7\u201343.0)</p> </td> \n       <td> <p>41.9</p> </td> \n       <td> <p>(37.2\u201346.8)</p> </td> \n       <td> <p>26.5</p> </td> \n       <td> <p>(18.8\u201336.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>49.4</b></p> </td> \n       <td> <p><b>(46.0\u201352.8)</b></p> </td> \n       <td> <p>50.4</p> </td> \n       <td> <p>(40.9\u201359.8)</p> </td> \n       <td> <p>47.8</p> </td> \n       <td> <p>(42.4\u201353.2)</p> </td> \n       <td> <p>50.5</p> </td> \n       <td> <p>(45.8\u201355.1)</p> </td> \n       <td> <p>54.7</p> </td> \n       <td> <p>(49.9\u201359.3)</p> </td> \n       <td> <p>49.2</p> </td> \n       <td> <p>(37.6\u201360.8)</p> </td> \n       <td> <p>41.4</p> </td> \n       <td> <p>(25.6\u201359.2)</p> </td> \n       <td> <p>44.9</p> </td> \n       <td> <p>(39.6\u201350.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>61.6</b></p> </td> \n       <td> <p><b>(58.2\u201364.9)</b></p> </td> \n       <td> <p>60.7</p> </td> \n       <td> <p>(51.3\u201369.3)</p> </td> \n       <td> <p>60.3</p> </td> \n       <td> <p>(55.9\u201364.5)</p> </td> \n       <td> <p>63.9</p> </td> \n       <td> <p>(60.2\u201367.5)</p> </td> \n       <td> <p>63.0</p> </td> \n       <td> <p>(59.3\u201366.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>53.4</p> </td> \n       <td> <p>(38.3\u201367.9)</p> </td> \n       <td> <p>52.8</p> </td> \n       <td> <p>(42.9\u201362.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>60.2</b></p> </td> \n       <td> <p><b>(55.9\u201364.3)</b></p> </td> \n       <td> <p>54.4</p> </td> \n       <td> <p>(42.2\u201366.1)</p> </td> \n       <td> <p>65.3</p> </td> \n       <td> <p>(58.8\u201371.3)</p> </td> \n       <td> <p>59.9</p> </td> \n       <td> <p>(55.4\u201364.2)</p> </td> \n       <td> <p>60.7</p> </td> \n       <td> <p>(56.3\u201364.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Virginia</p> </td> \n       <td> <p><b>53.7</b></p> </td> \n       <td> <p><b>(47.7\u201359.6)</b></p> </td> \n       <td> <p>60.1**</p> </td> \n       <td> <p>(42.0\u201375.8)</p> </td> \n       <td> <p>54.9</p> </td> \n       <td> <p>(46.5\u201363.1)</p> </td> \n       <td> <p>48.7</p> </td> \n       <td> <p>(42.4\u201355.1)</p> </td> \n       <td> <p>59.5</p> </td> \n       <td> <p>(52.7\u201365.9)</p> </td> \n       <td> <p>37.9</p> </td> \n       <td> <p>(24.1\u201354.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>53.3</b></p> </td> \n       <td> <p><b>(50.8\u201355.9)</b></p> </td> \n       <td> <p>55.9</p> </td> \n       <td> <p>(48.6\u201363.0)</p> </td> \n       <td> <p>52.2</p> </td> \n       <td> <p>(48.3\u201356.1)</p> </td> \n       <td> <p>52.8</p> </td> \n       <td> <p>(49.8\u201355.8)</p> </td> \n       <td> <p>56.1</p> </td> \n       <td> <p>(53.2\u201358.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>43.3</p> </td> \n       <td> <p>(34.7\u201352.3)</p> </td> \n       <td> <p>45.9</p> </td> \n       <td> <p>(39.4\u201352.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>40.7</b></p> </td> \n       <td> <p><b>(36.6\u201344.8)</b></p> </td> \n       <td> <p>40.2</p> </td> \n       <td> <p>(29.8\u201351.6)</p> </td> \n       <td> <p>45.4</p> </td> \n       <td> <p>(39.4\u201351.6)</p> </td> \n       <td> <p>36.7</p> </td> \n       <td> <p>(31.8\u201342.0)</p> </td> \n       <td> <p>40.9</p> </td> \n       <td> <p>(36.8\u201345.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>53.3</b></p> </td> \n       <td> <p><b>(47.4\u201359.2)</b></p> </td> \n       <td> <p>52.6</p> </td> \n       <td> <p>(36.9\u201367.7)</p> </td> \n       <td> <p>51.3</p> </td> \n       <td> <p>(42.1\u201360.5)</p> </td> \n       <td> <p>55.6</p> </td> \n       <td> <p>(48.6\u201362.4)</p> </td> \n       <td> <p>52.8</p> </td> \n       <td> <p>(46.4\u201359.1)</p> </td> \n       <td> <p>66.6**</p> </td> \n       <td> <p>(47.2\u201381.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>61.6</b></p> </td> \n       <td> <p><b>(56.9\u201366.0)</b></p> </td> \n       <td> <p>57.7**</p> </td> \n       <td> <p>(43.8\u201370.4)</p> </td> \n       <td> <p>66.0</p> </td> \n       <td> <p>(60.3\u201371.3)</p> </td> \n       <td> <p>59.5</p> </td> \n       <td> <p>(53.9\u201364.9)</p> </td> \n       <td> <p>61.1</p> </td> \n       <td> <p>(56.1\u201365.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>60.7</p> </td> \n       <td> <p>(44.9\u201374.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total</b><span>\u2020\u2020</span></p> </td> \n       <td> <p><b>51.6</b></p> </td> \n       <td> <p><b>(50.9\u201352.4)</b></p> </td> \n       <td> <p><b>53.5</b></p> </td> \n       <td> <p><b>(51.3\u201355.6)</b></p> </td> \n       <td> <p><b>52.8</b></p> </td> \n       <td> <p><b>(51.6\u201353.9)</b></p> </td> \n       <td> <p><b>49.7</b></p> </td> \n       <td> <p><b>(48.7\u201350.6)</b></p> </td> \n       <td> <p><b>55.3</b></p> </td> \n       <td> <p><b>(54.4\u201356.1)</b></p> </td> \n       <td> <p><b>41.0</b></p> </td> \n       <td> <p><b>(38.6\u201343.3)</b></p> </td> \n       <td> <p><b>46.8</b></p> </td> \n       <td> <p><b>(43.7\u201349.8)</b></p> </td> \n       <td> <p><b>47.7</b></p> </td> \n       <td> <p><b>(45.6\u201349.9)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>53.5</b></p> </td> \n       <td colspan=\"2\"> <p>54.2</p> </td> \n       <td colspan=\"2\"> <p>55.1</p> </td> \n       <td colspan=\"2\"> <p>50.8</p> </td> \n       <td colspan=\"2\"> <p>56.1</p> </td> \n       <td colspan=\"2\"> <p>40.6</p> </td> \n       <td colspan=\"2\"> <p>48.5</p> </td> \n       <td colspan=\"2\"> <p>47.9</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>39.2</b></p> </td> \n       <td colspan=\"2\"> <p>30.5</p> </td> \n       <td colspan=\"2\"> <p>40.8</p> </td> \n       <td colspan=\"2\"> <p>34.6</p> </td> \n       <td colspan=\"2\"> <p>40.9</p> </td> \n       <td colspan=\"2\"> <p>26.5</p> </td> \n       <td colspan=\"2\"> <p>27.5</p> </td> \n       <td colspan=\"2\"> <p>30.8</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>62.4</b></p> </td> \n       <td colspan=\"2\"> <p>66.2</p> </td> \n       <td colspan=\"2\"> <p>71.9</p> </td> \n       <td colspan=\"2\"> <p>63.9</p> </td> \n       <td colspan=\"2\"> <p>69.8</p> </td> \n       <td colspan=\"2\"> <p>66.6</p> </td> \n       <td colspan=\"2\"> <p>77.2</p> </td> \n       <td colspan=\"2\"> <p>60.7</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;50 respondents).</p> <p> * Participation in enough moderate or vigorous physical activity in a usual week was defined as meeting the U.S. Department of Health and Human Services recommended levels of physical activity. </p> <p> <span>\u2020</span> White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other.</p> <p> <span>\u00a7</span> Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p> <span>\u00b6</span> 95% confidence interval.</p> <p> ** Represents 50\u201359 respondents; might not be reliable.</p> <p> <span>\u2020\u2020</span> Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab30\" href=\"http://www.cdc.gov\"></a>TABLE 30. Estimated prevalence of women aged 18\u201344 years who report that their mental health was not good for at least 14 out of the past 30 days, overall and by age group and race/ethnicity \u2014 Behavioral Risk Factor Surveillance System, United States, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity*</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u2020</span></p> </td> \n       <td> <p><b>CI</b><span>\u00a7</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alabama</p> </td> \n       <td> <p><b>15.5</b></p> </td> \n       <td> <p><b>(13.0\u201318.4)</b></p> </td> \n       <td> <p>14.2</p> </td> \n       <td> <p>(8.6\u201322.6)</p> </td> \n       <td> <p>11.9</p> </td> \n       <td> <p>(8.6\u201316.0)</p> </td> \n       <td> <p>19.3</p> </td> \n       <td> <p>(15.3\u201324.1)</p> </td> \n       <td> <p>15.1</p> </td> \n       <td> <p>(11.9\u201318.9)</p> </td> \n       <td> <p>16.2</p> </td> \n       <td> <p>(12.2\u201321.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>9.5</b></p> </td> \n       <td> <p><b>(6.1\u201314.4)</b></p> </td> \n       <td> <p>9.2</p> </td> \n       <td> <p>(3.4\u201322.5)</p> </td> \n       <td> <p>9.9</p> </td> \n       <td> <p>(4.3\u201321.5)</p> </td> \n       <td> <p>9.1</p> </td> \n       <td> <p>(5.7\u201314.3)</p> </td> \n       <td> <p>11.2</p> </td> \n       <td> <p>(6.6\u201318.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>6.2</p> </td> \n       <td> <p>(3.4\u201311.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arizona</p> </td> \n       <td> <p><b>12.6</b></p> </td> \n       <td> <p><b>(8.6\u201318.2)</b></p> </td> \n       <td> <p>14.7<span>\u00b6</span></p> </td> \n       <td> <p>(2.9\u201350.1)</p> </td> \n       <td> <p>15.9</p> </td> \n       <td> <p>(10.7\u201323.0)</p> </td> \n       <td> <p>8.1</p> </td> \n       <td> <p>(5.5\u201311.9)</p> </td> \n       <td> <p>11.3</p> </td> \n       <td> <p>(7.7\u201316.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>23.7</p> </td> \n       <td> <p>(13.2\u201339.0)</p> </td> \n       <td> <p>10.3</p> </td> \n       <td> <p>(2.9\u201330.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>18.3</b></p> </td> \n       <td> <p><b>(14.1\u201323.3)</b></p> </td> \n       <td> <p>23.7<span>\u00b6</span></p> </td> \n       <td> <p>(12.6\u201340.2)</p> </td> \n       <td> <p>16.8</p> </td> \n       <td> <p>(10.9\u201324.9)</p> </td> \n       <td> <p>16.7</p> </td> \n       <td> <p>(12.3\u201322.2)</p> </td> \n       <td> <p>17.9</p> </td> \n       <td> <p>(13.4\u201323.5)</p> </td> \n       <td> <p>10.6</p> </td> \n       <td> <p>(6.0\u201318.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>California</p> </td> \n       <td> <p><b>11.8</b></p> </td> \n       <td> <p><b>(10.4\u201313.3)</b></p> </td> \n       <td> <p>10.7</p> </td> \n       <td> <p>(7.6\u201314.9)</p> </td> \n       <td> <p>12.3</p> </td> \n       <td> <p>(10.2\u201314.8)</p> </td> \n       <td> <p>12.0</p> </td> \n       <td> <p>(10.2\u201314.0)</p> </td> \n       <td> <p>12.2</p> </td> \n       <td> <p>(10.1\u201314.7)</p> </td> \n       <td> <p>24.7</p> </td> \n       <td> <p>(15.7\u201336.6)</p> </td> \n       <td> <p>7.3</p> </td> \n       <td> <p>(4.3\u201312.0)</p> </td> \n       <td> <p>11.5</p> </td> \n       <td> <p>(9.6\u201313.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>12.5</b></p> </td> \n       <td> <p><b>(10.5\u201314.7)</b></p> </td> \n       <td> <p>13.8</p> </td> \n       <td> <p>(8.6\u201321.5)</p> </td> \n       <td> <p>12.3</p> </td> \n       <td> <p>(9.6\u201315.7)</p> </td> \n       <td> <p>11.8</p> </td> \n       <td> <p>(9.6\u201314.4)</p> </td> \n       <td> <p>13.1</p> </td> \n       <td> <p>(10.8\u201315.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>12.2</p> </td> \n       <td> <p>(6.0\u201323.2)</p> </td> \n       <td> <p>10.3</p> </td> \n       <td> <p>(6.7\u201315.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Connecticut</p> </td> \n       <td> <p><b>13.1</b></p> </td> \n       <td> <p><b>(10.4\u201316.4)</b></p> </td> \n       <td> <p>15.1</p> </td> \n       <td> <p>(7.9\u201327.0)</p> </td> \n       <td> <p>12.4</p> </td> \n       <td> <p>(8.6\u201317.6)</p> </td> \n       <td> <p>12.7</p> </td> \n       <td> <p>(9.6\u201316.6)</p> </td> \n       <td> <p>12.8</p> </td> \n       <td> <p>(9.7\u201316.8)</p> </td> \n       <td> <p>10.4</p> </td> \n       <td> <p>(4.8\u201321.3)</p> </td> \n       <td> <p>20.1</p> </td> \n       <td> <p>(10.7\u201334.4)</p> </td> \n       <td> <p>13.2</p> </td> \n       <td> <p>(7.1\u201323.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>8.5</b></p> </td> \n       <td> <p><b>(5.9\u201312.1)</b></p> </td> \n       <td> <p>8.8</p> </td> \n       <td> <p>(2.9\u201323.9)</p> </td> \n       <td> <p>8.1</p> </td> \n       <td> <p>(5.1\u201312.6)</p> </td> \n       <td> <p>8.6</p> </td> \n       <td> <p>(5.9\u201312.3)</p> </td> \n       <td> <p>7.3</p> </td> \n       <td> <p>(4.4\u201312.0)</p> </td> \n       <td> <p>10.7</p> </td> \n       <td> <p>(6.3\u201317.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>D.C.</p> </td> \n       <td> <p><b>8.0</b></p> </td> \n       <td> <p><b>(5.9\u201310.7)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>6.4</p> </td> \n       <td> <p>(3.9\u201310.2)</p> </td> \n       <td> <p>9.0</p> </td> \n       <td> <p>(6.3\u201312.8)</p> </td> \n       <td> <p>4.2</p> </td> \n       <td> <p>(2.0\u2013 8.3)</p> </td> \n       <td> <p>11.8</p> </td> \n       <td> <p>(8.2\u201316.8)</p> </td> \n       <td> <p>4.2<span>\u00b6</span></p> </td> \n       <td> <p>(1.1\u201314.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Florida</p> </td> \n       <td> <p><b>13.3</b></p> </td> \n       <td> <p><b>(10.8\u201316.4)</b></p> </td> \n       <td> <p>20.3</p> </td> \n       <td> <p>(11.4\u201333.5)</p> </td> \n       <td> <p>15.3</p> </td> \n       <td> <p>(11.2\u201320.5)</p> </td> \n       <td> <p>10.9</p> </td> \n       <td> <p>(7.8\u201314.9)</p> </td> \n       <td> <p>11.7</p> </td> \n       <td> <p>(9.2\u201314.7)</p> </td> \n       <td> <p>10.1</p> </td> \n       <td> <p>(6.3\u201316.0)</p> </td> \n       <td> <p>32.1</p> </td> \n       <td> <p>(17.0\u201352.1)</p> </td> \n       <td> <p>15.0</p> </td> \n       <td> <p>(8.6\u201324.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>9.9</b></p> </td> \n       <td> <p><b>(7.9\u201312.3)</b></p> </td> \n       <td> <p>3.8</p> </td> \n       <td> <p>(1.2\u201311.8)</p> </td> \n       <td> <p>10.7</p> </td> \n       <td> <p>(7.4\u201315.2)</p> </td> \n       <td> <p>10.9</p> </td> \n       <td> <p>(8.4\u201314.2)</p> </td> \n       <td> <p>8.4</p> </td> \n       <td> <p>(6.0\u201311.6)</p> </td> \n       <td> <p>12.4</p> </td> \n       <td> <p>(8.6\u201317.7)</p> </td> \n       <td> <p>9.8<span>\u00b6</span></p> </td> \n       <td> <p>(4.6\u201319.5)</p> </td> \n       <td> <p>10.3<span>\u00b6</span></p> </td> \n       <td> <p>(4.1\u201323.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>9.5</b></p> </td> \n       <td> <p><b>(7.5\u201311.9)</b></p> </td> \n       <td> <p>10.4</p> </td> \n       <td> <p>(6.0\u201317.5)</p> </td> \n       <td> <p>9.1</p> </td> \n       <td> <p>(6.0\u201313.6)</p> </td> \n       <td> <p>9.2</p> </td> \n       <td> <p>(6.8\u201312.4)</p> </td> \n       <td> <p>7.3</p> </td> \n       <td> <p>(4.4\u201311.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>8.0</p> </td> \n       <td> <p>(5.8\u201311.0)</p> </td> \n       <td> <p>21.5</p> </td> \n       <td> <p>(13.3\u201332.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Idaho</p> </td> \n       <td> <p><b>12.1</b></p> </td> \n       <td> <p><b>(9.6\u201315.2)</b></p> </td> \n       <td> <p>10.0</p> </td> \n       <td> <p>(5.4\u201317.9)</p> </td> \n       <td> <p>12.3</p> </td> \n       <td> <p>(8.3\u201317.9)</p> </td> \n       <td> <p>13.1</p> </td> \n       <td> <p>(9.8\u201317.3)</p> </td> \n       <td> <p>11.6</p> </td> \n       <td> <p>(9.0\u201314.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>15.5</p> </td> \n       <td> <p>(8.0\u201328.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>12.3</b></p> </td> \n       <td> <p><b>(10.0\u201315.1)</b></p> </td> \n       <td> <p>11.8</p> </td> \n       <td> <p>(6.9\u201319.5)</p> </td> \n       <td> <p>11.7</p> </td> \n       <td> <p>(8.1\u201316.5)</p> </td> \n       <td> <p>13.3</p> </td> \n       <td> <p>(10.3\u201317.0)</p> </td> \n       <td> <p>11.1</p> </td> \n       <td> <p>(8.6\u201314.2)</p> </td> \n       <td> <p>16.5</p> </td> \n       <td> <p>(10.2\u201325.5)</p> </td> \n       <td> <p>11.1<span>\u00b6</span></p> </td> \n       <td> <p>(5.1\u201322.7)</p> </td> \n       <td> <p>13.8</p> </td> \n       <td> <p>(7.5\u201324.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Indiana</p> </td> \n       <td> <p><b>14.9</b></p> </td> \n       <td> <p><b>(12.7\u201317.4)</b></p> </td> \n       <td> <p>12.7</p> </td> \n       <td> <p>(8.0\u201319.5)</p> </td> \n       <td> <p>19.5</p> </td> \n       <td> <p>(15.6\u201324.0)</p> </td> \n       <td> <p>12.3</p> </td> \n       <td> <p>(9.9\u201315.2)</p> </td> \n       <td> <p>15.0</p> </td> \n       <td> <p>(12.6\u201317.7)</p> </td> \n       <td> <p>12.9</p> </td> \n       <td> <p>(7.2\u201321.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>14.1</p> </td> \n       <td> <p>(6.7\u201327.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Iowa</p> </td> \n       <td> <p><b>10.6</b></p> </td> \n       <td> <p><b>(8.2\u201313.6)</b></p> </td> \n       <td> <p>10.8</p> </td> \n       <td> <p>(5.3\u201320.7)</p> </td> \n       <td> <p>12.2</p> </td> \n       <td> <p>(8.7\u201316.8)</p> </td> \n       <td> <p>9.1</p> </td> \n       <td> <p>(6.5\u201312.6)</p> </td> \n       <td> <p>10.6</p> </td> \n       <td> <p>(8.1\u201313.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kansas</p> </td> \n       <td> <p><b>12.0</b></p> </td> \n       <td> <p><b>(10.5\u201313.7)</b></p> </td> \n       <td> <p>11.7</p> </td> \n       <td> <p>(7.9\u201316.9)</p> </td> \n       <td> <p>12.3</p> </td> \n       <td> <p>(10.2\u201314.8)</p> </td> \n       <td> <p>12.0</p> </td> \n       <td> <p>(10.3\u201313.9)</p> </td> \n       <td> <p>11.5</p> </td> \n       <td> <p>(9.9\u201313.3)</p> </td> \n       <td> <p>17.5</p> </td> \n       <td> <p>(10.7\u201327.3)</p> </td> \n       <td> <p>10.7</p> </td> \n       <td> <p>(6.1\u201318.3)</p> </td> \n       <td> <p>15.0</p> </td> \n       <td> <p>(9.4\u201323.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kentucky</p> </td> \n       <td> <p><b>18.0</b></p> </td> \n       <td> <p><b>(14.9\u201321.5)</b></p> </td> \n       <td> <p>22.0</p> </td> \n       <td> <p>(12.3\u201336.3)</p> </td> \n       <td> <p>18.4</p> </td> \n       <td> <p>(14.0\u201323.8)</p> </td> \n       <td> <p>15.9</p> </td> \n       <td> <p>(12.3\u201320.4)</p> </td> \n       <td> <p>17.0</p> </td> \n       <td> <p>(13.8\u201320.7)</p> </td> \n       <td> <p>20.3</p> </td> \n       <td> <p>(7.7\u201343.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Louisiana</p> </td> \n       <td> <p><b>14.4</b></p> </td> \n       <td> <p><b>(12.4\u201316.7)</b></p> </td> \n       <td> <p>10.7</p> </td> \n       <td> <p>(6.7\u201316.7)</p> </td> \n       <td> <p>12.7</p> </td> \n       <td> <p>(9.5\u201316.8)</p> </td> \n       <td> <p>17.4</p> </td> \n       <td> <p>(14.4\u201320.8)</p> </td> \n       <td> <p>13.8</p> </td> \n       <td> <p>(11.4\u201316.6)</p> </td> \n       <td> <p>16.3</p> </td> \n       <td> <p>(12.4\u201321.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>14.9</b></p> </td> \n       <td> <p><b>(12.5\u201317.8)</b></p> </td> \n       <td> <p>17.2</p> </td> \n       <td> <p>(10.9\u201326.3)</p> </td> \n       <td> <p>12.9</p> </td> \n       <td> <p>(9.3\u201317.5)</p> </td> \n       <td> <p>15.2</p> </td> \n       <td> <p>(12.4\u201318.5)</p> </td> \n       <td> <p>14.9</p> </td> \n       <td> <p>(12.4\u201317.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>13.0</b></p> </td> \n       <td> <p><b>(10.7\u201315.6)</b></p> </td> \n       <td> <p>15.7</p> </td> \n       <td> <p>(9.8\u201324.3)</p> </td> \n       <td> <p>14.4</p> </td> \n       <td> <p>(10.8\u201318.9)</p> </td> \n       <td> <p>10.1</p> </td> \n       <td> <p>(7.9\u201312.9)</p> </td> \n       <td> <p>13.5</p> </td> \n       <td> <p>(10.7\u201317.0)</p> </td> \n       <td> <p>11.4</p> </td> \n       <td> <p>(7.8\u201316.4)</p> </td> \n       <td> <p>11.3</p> </td> \n       <td> <p>(5.3\u201322.5)</p> </td> \n       <td> <p>14.5</p> </td> \n       <td> <p>(6.3\u201330.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>12.9</b></p> </td> \n       <td> <p><b>(10.7\u201315.5)</b></p> </td> \n       <td> <p>16.7</p> </td> \n       <td> <p>(10.6\u201325.2)</p> </td> \n       <td> <p>13.2</p> </td> \n       <td> <p>(9.9\u201317.3)</p> </td> \n       <td> <p>10.3</p> </td> \n       <td> <p>(8.3\u201312.6)</p> </td> \n       <td> <p>12.4</p> </td> \n       <td> <p>(9.8\u201315.6)</p> </td> \n       <td> <p>17.9</p> </td> \n       <td> <p>(11.5\u201327.0)</p> </td> \n       <td> <p>11.7</p> </td> \n       <td> <p>(5.3\u201323.6)</p> </td> \n       <td> <p>13.1</p> </td> \n       <td> <p>(9.1\u201318.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>15.4</b></p> </td> \n       <td> <p><b>(12.9\u201318.2)</b></p> </td> \n       <td> <p>16.4</p> </td> \n       <td> <p>(10.6\u201324.5)</p> </td> \n       <td> <p>16.2</p> </td> \n       <td> <p>(12.1\u201321.5)</p> </td> \n       <td> <p>13.9</p> </td> \n       <td> <p>(11.1\u201317.1)</p> </td> \n       <td> <p>13.8</p> </td> \n       <td> <p>(11.2\u201316.8)</p> </td> \n       <td> <p>17.3</p> </td> \n       <td> <p>(11.5\u201325.2)</p> </td> \n       <td> <p>19.1</p> </td> \n       <td> <p>(8.0\u201339.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>9.9</b></p> </td> \n       <td> <p><b>(7.7\u201312.5)</b></p> </td> \n       <td> <p>7.4</p> </td> \n       <td> <p>(3.4\u201315.4)</p> </td> \n       <td> <p>12.2</p> </td> \n       <td> <p>(8.5\u201317.2)</p> </td> \n       <td> <p>9.5</p> </td> \n       <td> <p>(7.1\u201312.7)</p> </td> \n       <td> <p>10.2</p> </td> \n       <td> <p>(7.9\u201313.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>16.4</b></p> </td> \n       <td> <p><b>(14.2\u201318.9)</b></p> </td> \n       <td> <p>17.0</p> </td> \n       <td> <p>(11.4\u201324.5)</p> </td> \n       <td> <p>13.9</p> </td> \n       <td> <p>(10.8\u201317.7)</p> </td> \n       <td> <p>19.3</p> </td> \n       <td> <p>(16.0\u201323.0)</p> </td> \n       <td> <p>16.4</p> </td> \n       <td> <p>(13.3\u201320.0)</p> </td> \n       <td> <p>17.3</p> </td> \n       <td> <p>(13.9\u201321.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>16.5</b></p> </td> \n       <td> <p><b>(13.3\u201320.4)</b></p> </td> \n       <td> <p>15.7</p> </td> \n       <td> <p>(8.1\u201328.0)</p> </td> \n       <td> <p>19.0</p> </td> \n       <td> <p>(13.7\u201325.7)</p> </td> \n       <td> <p>14.4</p> </td> \n       <td> <p>(10.8\u201318.9)</p> </td> \n       <td> <p>14.3</p> </td> \n       <td> <p>(11.2\u201318.1)</p> </td> \n       <td> <p>21.0</p> </td> \n       <td> <p>(12.6\u201332.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Montana</p> </td> \n       <td> <p><b>12.2</b></p> </td> \n       <td> <p><b>(9.6\u201315.3)</b></p> </td> \n       <td> <p>11.4</p> </td> \n       <td> <p>(6.3\u201319.8)</p> </td> \n       <td> <p>14.3</p> </td> \n       <td> <p>(10.0\u201319.9)</p> </td> \n       <td> <p>10.8</p> </td> \n       <td> <p>(7.7\u201315.1)</p> </td> \n       <td> <p>10.8</p> </td> \n       <td> <p>(8.2\u201314.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>13.0</p> </td> \n       <td> <p>(7.3\u201322.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>9.8</b></p> </td> \n       <td> <p><b>(7.5\u201312.7)</b></p> </td> \n       <td> <p>7.7</p> </td> \n       <td> <p>(3.8\u201314.9)</p> </td> \n       <td> <p>9.5</p> </td> \n       <td> <p>(5.7\u201315.4)</p> </td> \n       <td> <p>11.1</p> </td> \n       <td> <p>(8.4\u201314.6)</p> </td> \n       <td> <p>10.6</p> </td> \n       <td> <p>(8.0\u201314.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>3.0</p> </td> \n       <td> <p>(1.2\u2013 7.5)</p> </td> \n       <td> <p>3.8</p> </td> \n       <td> <p>(1.9\u2013 7.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nevada</p> </td> \n       <td> <p><b>12.7</b></p> </td> \n       <td> <p><b>(8.9\u201317.9)</b></p> </td> \n       <td> <p>6.3<span>\u00b6</span></p> </td> \n       <td> <p>(2.6\u201314.5)</p> </td> \n       <td> <p>13.7</p> </td> \n       <td> <p>(7.2\u201324.7)</p> </td> \n       <td> <p>14.5</p> </td> \n       <td> <p>(9.7\u201321.2)</p> </td> \n       <td> <p>14.4</p> </td> \n       <td> <p>(9.1\u201322.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>10.1<span>\u00b6</span></p> </td> \n       <td> <p>(3.1\u201328.5)</p> </td> \n       <td> <p>11.0</p> </td> \n       <td> <p>(5.6\u201320.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Hampshire</p> </td> \n       <td> <p><b>11.1</b></p> </td> \n       <td> <p><b>(8.8\u201313.9)</b></p> </td> \n       <td> <p>13.1</p> </td> \n       <td> <p>(7.0\u201323.1)</p> </td> \n       <td> <p>11.6</p> </td> \n       <td> <p>(7.9\u201316.8)</p> </td> \n       <td> <p>9.8</p> </td> \n       <td> <p>(7.4\u201312.9)</p> </td> \n       <td> <p>11.2</p> </td> \n       <td> <p>(8.8\u201314.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>10.4</b></p> </td> \n       <td> <p><b>(8.8\u201312.3)</b></p> </td> \n       <td> <p>5.3</p> </td> \n       <td> <p>(2.6\u201310.3)</p> </td> \n       <td> <p>12.1</p> </td> \n       <td> <p>(9.2\u201315.7)</p> </td> \n       <td> <p>12.0</p> </td> \n       <td> <p>(9.9\u201314.6)</p> </td> \n       <td> <p>9.3</p> </td> \n       <td> <p>(7.5\u201311.5)</p> </td> \n       <td> <p>18.3</p> </td> \n       <td> <p>(12.7\u201325.7)</p> </td> \n       <td> <p>5.5</p> </td> \n       <td> <p>(2.6\u201311.3)</p> </td> \n       <td> <p>10.5</p> </td> \n       <td> <p>(6.8\u201315.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Mexico</p> </td> \n       <td> <p><b>12.1</b></p> </td> \n       <td> <p><b>(10.1\u201314.4)</b></p> </td> \n       <td> <p>5.9</p> </td> \n       <td> <p>(3.1\u201310.8)</p> </td> \n       <td> <p>15.3</p> </td> \n       <td> <p>(11.5\u201320.1)</p> </td> \n       <td> <p>13.2</p> </td> \n       <td> <p>(10.6\u201316.3)</p> </td> \n       <td> <p>11.0</p> </td> \n       <td> <p>(8.1\u201314.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>16.0</p> </td> \n       <td> <p>(9.7\u201325.2)</p> </td> \n       <td> <p>11.9</p> </td> \n       <td> <p>(9.2\u201315.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New York</p> </td> \n       <td> <p><b>11.6</b></p> </td> \n       <td> <p><b>(9.3\u201314.3)</b></p> </td> \n       <td> <p>11.7</p> </td> \n       <td> <p>(6.6\u201319.8)</p> </td> \n       <td> <p>11.2</p> </td> \n       <td> <p>(8.0\u201315.4)</p> </td> \n       <td> <p>11.9</p> </td> \n       <td> <p>(8.9\u201315.8)</p> </td> \n       <td> <p>10.6</p> </td> \n       <td> <p>(7.8\u201314.1)</p> </td> \n       <td> <p>16.5</p> </td> \n       <td> <p>(9.8\u201326.4)</p> </td> \n       <td> <p>7.5</p> </td> \n       <td> <p>(3.1\u201317.1)</p> </td> \n       <td> <p>13.7</p> </td> \n       <td> <p>(8.7\u201320.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Carolina</p> </td> \n       <td> <p><b>15.8</b></p> </td> \n       <td> <p><b>(13.3\u201318.6)</b></p> </td> \n       <td> <p>17.4</p> </td> \n       <td> <p>(10.7\u201327.0)</p> </td> \n       <td> <p>13.7</p> </td> \n       <td> <p>(10.7\u201317.3)</p> </td> \n       <td> <p>16.6</p> </td> \n       <td> <p>(13.6\u201320.1)</p> </td> \n       <td> <p>16.2</p> </td> \n       <td> <p>(13.4\u201319.5)</p> </td> \n       <td> <p>15.0</p> </td> \n       <td> <p>(9.5\u201322.9)</p> </td> \n       <td> <p>15.1</p> </td> \n       <td> <p>(7.7\u201327.3)</p> </td> \n       <td> <p>15.6</p> </td> \n       <td> <p>(8.0\u201328.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Dakota</p> </td> \n       <td> <p><b>9.5</b></p> </td> \n       <td> <p><b>(6.8\u201313.3)</b></p> </td> \n       <td> <p>12.7</p> </td> \n       <td> <p>(6.6\u201323.2)</p> </td> \n       <td> <p>6.2</p> </td> \n       <td> <p>(3.6\u201310.4)</p> </td> \n       <td> <p>9.4</p> </td> \n       <td> <p>(6.5\u201313.6)</p> </td> \n       <td> <p>7.8</p> </td> \n       <td> <p>(5.1\u201311.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>13.7<span>\u00b6</span></p> </td> \n       <td> <p>(6.1\u201327.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>16.4</b></p> </td> \n       <td> <p><b>(13.8\u201319.3)</b></p> </td> \n       <td> <p>16.3</p> </td> \n       <td> <p>(9.5\u201326.7)</p> </td> \n       <td> <p>16.6</p> </td> \n       <td> <p>(12.4\u201322.0)</p> </td> \n       <td> <p>16.1</p> </td> \n       <td> <p>(13.3\u201319.3)</p> </td> \n       <td> <p>16.0</p> </td> \n       <td> <p>(13.2\u201319.3)</p> </td> \n       <td> <p>16.6</p> </td> \n       <td> <p>(10.7\u201324.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>17.3</b></p> </td> \n       <td> <p><b>(14.9\u201319.9)</b></p> </td> \n       <td> <p>17.9</p> </td> \n       <td> <p>(11.7\u201326.4)</p> </td> \n       <td> <p>19.9</p> </td> \n       <td> <p>(16.0\u201324.4)</p> </td> \n       <td> <p>13.9</p> </td> \n       <td> <p>(11.3\u201317.0)</p> </td> \n       <td> <p>18.1</p> </td> \n       <td> <p>(15.2\u201321.6)</p> </td> \n       <td> <p>18.7</p> </td> \n       <td> <p>(11.9\u201328.1)</p> </td> \n       <td> <p>18.9</p> </td> \n       <td> <p>(13.3\u201326.2)</p> </td> \n       <td> <p>7.8</p> </td> \n       <td> <p>(4.2\u201314.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>10.0</b></p> </td> \n       <td> <p><b>(7.1\u201313.8)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>9.6</p> </td> \n       <td> <p>(5.9\u201315.3)</p> </td> \n       <td> <p>8.6</p> </td> \n       <td> <p>(5.7\u201313.0)</p> </td> \n       <td> <p>10.9</p> </td> \n       <td> <p>(7.5\u201315.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>6.9</p> </td> \n       <td> <p>(2.7\u201316.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>15.1</b></p> </td> \n       <td> <p><b>(12.5\u201318.2)</b></p> </td> \n       <td> <p>14.6</p> </td> \n       <td> <p>(8.8\u201323.3)</p> </td> \n       <td> <p>16.4</p> </td> \n       <td> <p>(12.3\u201321.5)</p> </td> \n       <td> <p>14.5</p> </td> \n       <td> <p>(11.6\u201318.1)</p> </td> \n       <td> <p>14.8</p> </td> \n       <td> <p>(12.0\u201318.0)</p> </td> \n       <td> <p>17.7</p> </td> \n       <td> <p>(9.4\u201331.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>17.0<span>\u00b6</span></p> </td> \n       <td> <p>(6.6\u201337.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>9.3</b></p> </td> \n       <td> <p><b>(7.6\u201311.5)</b></p> </td> \n       <td> <p>1.6</p> </td> \n       <td> <p>(0.4\u2013 6.1)</p> </td> \n       <td> <p>12.9</p> </td> \n       <td> <p>(9.3\u201317.4)</p> </td> \n       <td> <p>11.8</p> </td> \n       <td> <p>(9.2\u201315.1)</p> </td> \n       <td> <p>9.4</p> </td> \n       <td> <p>(7.3\u201311.9)</p> </td> \n       <td> <p>10.5<span>\u00b6</span></p> </td> \n       <td> <p>(4.6\u201322.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>8.2</p> </td> \n       <td> <p>(4.8\u201313.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Carolina</p> </td> \n       <td> <p><b>13.1</b></p> </td> \n       <td> <p><b>(10.8\u201315.8)</b></p> </td> \n       <td> <p>9.0</p> </td> \n       <td> <p>(5.0\u201315.7)</p> </td> \n       <td> <p>12.3</p> </td> \n       <td> <p>(8.7\u201317.0)</p> </td> \n       <td> <p>15.2</p> </td> \n       <td> <p>(11.8\u201319.5)</p> </td> \n       <td> <p>14.6</p> </td> \n       <td> <p>(11.5\u201318.3)</p> </td> \n       <td> <p>8.7</p> </td> \n       <td> <p>(5.8\u201312.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Dakota</p> </td> \n       <td> <p><b>10.2</b></p> </td> \n       <td> <p><b>(7.8\u201313.2)</b></p> </td> \n       <td> <p>7.8</p> </td> \n       <td> <p>(3.1\u201318.4)</p> </td> \n       <td> <p>9.0</p> </td> \n       <td> <p>(6.0\u201313.3)</p> </td> \n       <td> <p>13.1</p> </td> \n       <td> <p>(9.8\u201317.3)</p> </td> \n       <td> <p>9.9</p> </td> \n       <td> <p>(7.2\u201313.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>12.3</p> </td> \n       <td> <p>(7.2\u201320.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>11.7</b></p> </td> \n       <td> <p><b>(9.3\u201314.6)</b></p> </td> \n       <td> <p>6.4</p> </td> \n       <td> <p>(2.2\u201317.2)</p> </td> \n       <td> <p>11.1</p> </td> \n       <td> <p>(7.3\u201316.4)</p> </td> \n       <td> <p>13.0</p> </td> \n       <td> <p>(9.8\u201317.1)</p> </td> \n       <td> <p>12.6</p> </td> \n       <td> <p>(9.8\u201316.1)</p> </td> \n       <td> <p>10.8</p> </td> \n       <td> <p>(6.2\u201318.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>14.7</b></p> </td> \n       <td> <p><b>(12.4\u201317.2)</b></p> </td> \n       <td> <p>16.9</p> </td> \n       <td> <p>(11.0\u201325.1)</p> </td> \n       <td> <p>13.9</p> </td> \n       <td> <p>(10.7\u201318.0)</p> </td> \n       <td> <p>14.4</p> </td> \n       <td> <p>(11.3\u201318.3)</p> </td> \n       <td> <p>12.1</p> </td> \n       <td> <p>(9.4\u201315.3)</p> </td> \n       <td> <p>17.0</p> </td> \n       <td> <p>(10.6\u201326.2)</p> </td> \n       <td> <p>8.7</p> </td> \n       <td> <p>(3.0\u201322.7)</p> </td> \n       <td> <p>17.4</p> </td> \n       <td> <p>(13.4\u201322.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>9.9</b></p> </td> \n       <td> <p><b>(8.4\u201311.7)</b></p> </td> \n       <td> <p>6.9</p> </td> \n       <td> <p>(4.1\u201311.4)</p> </td> \n       <td> <p>12.3</p> </td> \n       <td> <p>(9.9\u201315.3)</p> </td> \n       <td> <p>9.9</p> </td> \n       <td> <p>(7.9\u201312.3)</p> </td> \n       <td> <p>9.5</p> </td> \n       <td> <p>(7.9\u201311.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>9.3</p> </td> \n       <td> <p>(4.3\u201319.0)</p> </td> \n       <td> <p>13.2</p> </td> \n       <td> <p>(8.1\u201320.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>11.0</b></p> </td> \n       <td> <p><b>(8.7\u201313.9)</b></p> </td> \n       <td> <p>8.9</p> </td> \n       <td> <p>(4.1\u201318.4)</p> </td> \n       <td> <p>14.6</p> </td> \n       <td> <p>(10.6\u201319.9)</p> </td> \n       <td> <p>9.6</p> </td> \n       <td> <p>(7.4\u201312.6)</p> </td> \n       <td> <p>10.7</p> </td> \n       <td> <p>(8.3\u201313.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Virginia</p> </td> \n       <td> <p><b>15.0</b></p> </td> \n       <td> <p><b>(11.4\u201319.5)</b></p> </td> \n       <td> <p>16.1<span>\u00b6</span></p> </td> \n       <td> <p>(7.6\u201331.0)</p> </td> \n       <td> <p>18.4</p> </td> \n       <td> <p>(12.5\u201326.3)</p> </td> \n       <td> <p>11.5</p> </td> \n       <td> <p>(8.2\u201315.9)</p> </td> \n       <td> <p>14.1</p> </td> \n       <td> <p>(10.0\u201319.6)</p> </td> \n       <td> <p>16.6</p> </td> \n       <td> <p>(8.3\u201330.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>13.1</b></p> </td> \n       <td> <p><b>(11.6\u201314.9)</b></p> </td> \n       <td> <p>12.4</p> </td> \n       <td> <p>(8.8\u201317.2)</p> </td> \n       <td> <p>14.2</p> </td> \n       <td> <p>(11.7\u201317.2)</p> </td> \n       <td> <p>12.6</p> </td> \n       <td> <p>(10.7\u201314.8)</p> </td> \n       <td> <p>14.3</p> </td> \n       <td> <p>(12.5\u201316.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>9.6</p> </td> \n       <td> <p>(5.9\u201315.1)</p> </td> \n       <td> <p>10.8</p> </td> \n       <td> <p>(7.6\u201315.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>16.3</b></p> </td> \n       <td> <p><b>(13.6\u201319.5)</b></p> </td> \n       <td> <p>13.4</p> </td> \n       <td> <p>(7.9\u201321.9)</p> </td> \n       <td> <p>18.1</p> </td> \n       <td> <p>(13.9\u201323.2)</p> </td> \n       <td> <p>16.6</p> </td> \n       <td> <p>(12.8\u201321.3)</p> </td> \n       <td> <p>16.3</p> </td> \n       <td> <p>(13.5\u201319.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>12.2</b></p> </td> \n       <td> <p><b>(9.2\u201316.1)</b></p> </td> \n       <td> <p>7.5</p> </td> \n       <td> <p>(3.1\u201317.1)</p> </td> \n       <td> <p>14.6</p> </td> \n       <td> <p>(9.0\u201322.6)</p> </td> \n       <td> <p>13.3</p> </td> \n       <td> <p>(9.4\u201318.4)</p> </td> \n       <td> <p>10.5</p> </td> \n       <td> <p>(7.5\u201314.5)</p> </td> \n       <td> <p>23.5</p> </td> \n       <td> <p>(11.1\u201342.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>12.3</b></p> </td> \n       <td> <p><b>(9.7\u201315.5)</b></p> </td> \n       <td> <p>12.5</p> </td> \n       <td> <p>(6.3\u201323.3)</p> </td> \n       <td> <p>11.1</p> </td> \n       <td> <p>(8.0\u201315.2)</p> </td> \n       <td> <p>13.5</p> </td> \n       <td> <p>(10.3\u201317.5)</p> </td> \n       <td> <p>12.5</p> </td> \n       <td> <p>(9.7\u201316.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>5.0</p> </td> \n       <td> <p>(1.9\u201312.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total**</b></p> </td> \n       <td> <p><b>13.2</b></p> </td> \n       <td> <p><b>(12.7\u201313.7)</b></p> </td> \n       <td> <p><b>12.9</b></p> </td> \n       <td> <p><b>(11.6\u201314.3)</b></p> </td> \n       <td> <p><b>13.8</b></p> </td> \n       <td> <p><b>(13.0\u201314.6)</b></p> </td> \n       <td> <p><b>12.9</b></p> </td> \n       <td> <p><b>(12.2\u201313.5)</b></p> </td> \n       <td> <p><b>12.8</b></p> </td> \n       <td> <p><b>(12.3\u201313.4)</b></p> </td> \n       <td> <p><b>15.1</b></p> </td> \n       <td> <p><b>(13.6\u201316.7)</b></p> </td> \n       <td> <p><b>12.9</b></p> </td> \n       <td> <p><b>(11.1\u201315.0)</b></p> </td> \n       <td> <p><b>13.4</b></p> </td> \n       <td> <p><b>(12.0\u201315.0)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>12.3</b></p> </td> \n       <td colspan=\"2\"> <p>12.4</p> </td> \n       <td colspan=\"2\"> <p>12.7</p> </td> \n       <td colspan=\"2\"> <p>12.3</p> </td> \n       <td colspan=\"2\"> <p>12.1</p> </td> \n       <td colspan=\"2\"> <p>16.5</p> </td> \n       <td colspan=\"2\"> <p>10.9</p> </td> \n       <td colspan=\"2\"> <p>13.2</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>8.0</b></p> </td> \n       <td colspan=\"2\"> <p>1.6</p> </td> \n       <td colspan=\"2\"> <p>6.2</p> </td> \n       <td colspan=\"2\"> <p>8.1</p> </td> \n       <td colspan=\"2\"> <p>4.2</p> </td> \n       <td colspan=\"2\"> <p>8.7</p> </td> \n       <td colspan=\"2\"> <p>3.0</p> </td> \n       <td colspan=\"2\"> <p>3.8</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>18.3</b></p> </td> \n       <td colspan=\"2\"> <p>23.7</p> </td> \n       <td colspan=\"2\"> <p>19.9</p> </td> \n       <td colspan=\"2\"> <p>19.3</p> </td> \n       <td colspan=\"2\"> <p>18.1</p> </td> \n       <td colspan=\"2\"> <p>24.7</p> </td> \n       <td colspan=\"2\"> <p>32.1</p> </td> \n       <td colspan=\"2\"> <p>21.5</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;50 respondents).</p> <p> * White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other. </p> <p> <span>\u2020</span> Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p> <span>\u00a7</span> 95% confidence interval.</p> <p> <span>\u00b6</span> Represents 50\u201359 respondents; might not be reliable.</p> <p> ** Chi-square p-value significant at p&lt;0.05 for race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab31\" href=\"http://www.cdc.gov\"></a>TABLE 31. Estimated prevalence of women aged 18-44 years having a live birth who visited a health-care provider to be checked or treated for anxiety or depression during the 12 months before pregnancy, overall and by age group and race/ethnicity \u2014 Pregnancy Risk Assessment Monitoring System, United States, 29 reporting areas, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity*</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u2020</span></p> </td> \n       <td> <p><b>CI</b><span>\u00a7</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>9.5</b></p> </td> \n       <td> <p><b>(7.6\u201311.8)</b></p> </td> \n       <td> <p>10.3</p> </td> \n       <td> <p>(7.1\u201314.6)</p> </td> \n       <td> <p>8.6</p> </td> \n       <td> <p>(6.3\u201311.7)</p> </td> \n       <td> <p>11.1</p> </td> \n       <td> <p>(5.6\u201320.9)</p> </td> \n       <td> <p>9.5</p> </td> \n       <td> <p>(7.0\u201312.8)</p> </td> \n       <td> <p>15.6<span>\u00b6</span></p> </td> \n       <td> <p>(4.5\u201342.0)</p> </td> \n       <td> <p>8.3</p> </td> \n       <td> <p>(6.0\u201311.5)</p> </td> \n       <td> <p>13.1</p> </td> \n       <td> <p>(5.2\u201329.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>16.0</b></p> </td> \n       <td> <p><b>(13.3\u201319.2)</b></p> </td> \n       <td> <p>15.1</p> </td> \n       <td> <p>(11.0\u201320.3)</p> </td> \n       <td> <p>16.0</p> </td> \n       <td> <p>(12.3\u201320.5)</p> </td> \n       <td> <p>20.5</p> </td> \n       <td> <p>(11.7\u201333.4)</p> </td> \n       <td> <p>17.7</p> </td> \n       <td> <p>(14.3\u201321.6)</p> </td> \n       <td> <p>16.5</p> </td> \n       <td> <p>(10.3\u201325.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>3.4</p> </td> \n       <td> <p>(1.0\u201310.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>9.8</b></p> </td> \n       <td> <p><b>(8.2\u201311.8)</b></p> </td> \n       <td> <p>11.6</p> </td> \n       <td> <p>(8.2\u201316.1)</p> </td> \n       <td> <p>8.6</p> </td> \n       <td> <p>(6.7\u201311.0)</p> </td> \n       <td> <p>11.6</p> </td> \n       <td> <p>(7.4\u201317.8)</p> </td> \n       <td> <p>11.5</p> </td> \n       <td> <p>(9.4\u201314.1)</p> </td> \n       <td> <p>27.3<span>\u00b6</span></p> </td> \n       <td> <p>(10.8\u201353.6)</p> </td> \n       <td> <p>3.9</p> </td> \n       <td> <p>(1.7\u2013 9.0)</p> </td> \n       <td> <p>5.9</p> </td> \n       <td> <p>(3.7\u2013 9.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>12.8</b></p> </td> \n       <td> <p><b>(10.9\u201314.9)</b></p> </td> \n       <td> <p>14.1</p> </td> \n       <td> <p>(10.7\u201318.4)</p> </td> \n       <td> <p>11.9</p> </td> \n       <td> <p>(9.5\u201314.8)</p> </td> \n       <td> <p>13.2</p> </td> \n       <td> <p>(9.1\u201319.0)</p> </td> \n       <td> <p>14.3</p> </td> \n       <td> <p>(11.7\u201317.3)</p> </td> \n       <td> <p>11.4</p> </td> \n       <td> <p>(8.0\u201315.9)</p> </td> \n       <td> <p>9.8</p> </td> \n       <td> <p>(4.5\u201320.1)</p> </td> \n       <td> <p>10.8</p> </td> \n       <td> <p>(6.8\u201316.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>7.2</b></p> </td> \n       <td> <p><b>(5.0\u201310.1)</b></p> </td> \n       <td> <p>7.5</p> </td> \n       <td> <p>(4.2\u201313.2)</p> </td> \n       <td> <p>7.9</p> </td> \n       <td> <p>(5.0\u201312.2)</p> </td> \n       <td> <p>2.5</p> </td> \n       <td> <p>(0.5\u201312.2)</p> </td> \n       <td> <p>10.2</p> </td> \n       <td> <p>(6.5\u201315.8)</p> </td> \n       <td> <p>6.2</p> </td> \n       <td> <p>(3.2\u201311.7)</p> </td> \n       <td> <p>0.0<span>\u00b6</span></p> </td> \n       <td> <p>\u2014**</p> </td> \n       <td> <p>4.2</p> </td> \n       <td> <p>(1.5\u201311.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>6.8</b></p> </td> \n       <td> <p><b>(5.4\u2013 8.5)</b></p> </td> \n       <td> <p>7.7</p> </td> \n       <td> <p>(5.2\u201311.2)</p> </td> \n       <td> <p>6.8</p> </td> \n       <td> <p>(4.9\u2013 9.3)</p> </td> \n       <td> <p>5.2</p> </td> \n       <td> <p>(2.9\u2013 9.0)</p> </td> \n       <td> <p>8.6</p> </td> \n       <td> <p>(5.6\u201313.1)</p> </td> \n       <td> <p>8.0<span>\u00b6</span></p> </td> \n       <td> <p>(1.6\u201331.5)</p> </td> \n       <td> <p>5.5</p> </td> \n       <td> <p>(3.9\u2013 7.7)</p> </td> \n       <td> <p>9.1</p> </td> \n       <td> <p>(5.8\u201314.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>11.1</b></p> </td> \n       <td> <p><b>(9.5\u201313.0)</b></p> </td> \n       <td> <p>13.1</p> </td> \n       <td> <p>(9.9\u201317.2)</p> </td> \n       <td> <p>10.2</p> </td> \n       <td> <p>(8.2\u201312.6)</p> </td> \n       <td> <p>10.8</p> </td> \n       <td> <p>(7.3\u201315.7)</p> </td> \n       <td> <p>12.5</p> </td> \n       <td> <p>(10.3\u201315.1)</p> </td> \n       <td> <p>15.4</p> </td> \n       <td> <p>(10.6\u201321.8)</p> </td> \n       <td> <p>6.6</p> </td> \n       <td> <p>(2.9\u201314.6)</p> </td> \n       <td> <p>6.7</p> </td> \n       <td> <p>(4.4\u201310.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>21.1</b></p> </td> \n       <td> <p><b>(18.4\u201324.1)</b></p> </td> \n       <td> <p>22.1</p> </td> \n       <td> <p>(17.2\u201328.0)</p> </td> \n       <td> <p>22.0</p> </td> \n       <td> <p>(18.4\u201326.1)</p> </td> \n       <td> <p>14.8</p> </td> \n       <td> <p>(9.3\u201322.7)</p> </td> \n       <td> <p>21.1</p> </td> \n       <td> <p>(18.3\u201324.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>9.1</b></p> </td> \n       <td> <p><b>(7.2\u201311.4)</b></p> </td> \n       <td> <p>8.2</p> </td> \n       <td> <p>(4.8\u201313.7)</p> </td> \n       <td> <p>8.7</p> </td> \n       <td> <p>(6.2\u201312.2)</p> </td> \n       <td> <p>11.9</p> </td> \n       <td> <p>(9.4\u201314.9)</p> </td> \n       <td> <p>12.8</p> </td> \n       <td> <p>(9.6\u201316.8)</p> </td> \n       <td> <p>3.8</p> </td> \n       <td> <p>(2.3\u2013 6.3)</p> </td> \n       <td> <p>9.4</p> </td> \n       <td> <p>(3.9\u201320.9)</p> </td> \n       <td> <p>8.7</p> </td> \n       <td> <p>(4.2\u201317.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>13.7</b></p> </td> \n       <td> <p><b>(11.4\u201316.4)</b></p> </td> \n       <td> <p>15.8</p> </td> \n       <td> <p>(11.3\u201321.6)</p> </td> \n       <td> <p>13.5</p> </td> \n       <td> <p>(10.5\u201317.2)</p> </td> \n       <td> <p>11.6</p> </td> \n       <td> <p>(7.4\u201317.8)</p> </td> \n       <td> <p>13.8</p> </td> \n       <td> <p>(10.7\u201317.7)</p> </td> \n       <td> <p>11.5</p> </td> \n       <td> <p>(8.3\u201315.8)</p> </td> \n       <td> <p>8.7</p> </td> \n       <td> <p>(5.9\u201312.6)</p> </td> \n       <td> <p>17.8</p> </td> \n       <td> <p>(14.1\u201322.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>15.0</b></p> </td> \n       <td> <p><b>(13.0\u201317.3)</b></p> </td> \n       <td> <p>19.3</p> </td> \n       <td> <p>(15.3\u201323.9)</p> </td> \n       <td> <p>12.6</p> </td> \n       <td> <p>(10.2\u201315.5)</p> </td> \n       <td> <p>15.2</p> </td> \n       <td> <p>(10.1\u201322.2)</p> </td> \n       <td> <p>15.7</p> </td> \n       <td> <p>(13.1\u201318.6)</p> </td> \n       <td> <p>11.3</p> </td> \n       <td> <p>(9.0\u201314.2)</p> </td> \n       <td> <p>14.7</p> </td> \n       <td> <p>(7.7\u201326.2)</p> </td> \n       <td> <p>18.2<span>\u00b6</span></p> </td> \n       <td> <p>(9.5\u201332.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>14.7</b></p> </td> \n       <td> <p><b>(12.7\u201316.8)</b></p> </td> \n       <td> <p>17.8</p> </td> \n       <td> <p>(13.6\u201322.9)</p> </td> \n       <td> <p>14.1</p> </td> \n       <td> <p>(11.8\u201316.9)</p> </td> \n       <td> <p>11.9</p> </td> \n       <td> <p>(7.9\u201317.7)</p> </td> \n       <td> <p>15.8</p> </td> \n       <td> <p>(13.5\u201318.5)</p> </td> \n       <td> <p>11.4</p> </td> \n       <td> <p>(7.2\u201317.5)</p> </td> \n       <td> <p>12.5</p> </td> \n       <td> <p>(7.8\u201319.6)</p> </td> \n       <td> <p>10.2</p> </td> \n       <td> <p>(5.4\u201318.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>10.9</b></p> </td> \n       <td> <p><b>(9.0\u201313.1)</b></p> </td> \n       <td> <p>9.1</p> </td> \n       <td> <p>(6.6\u201312.3)</p> </td> \n       <td> <p>11.8</p> </td> \n       <td> <p>(9.0\u201315.3)</p> </td> \n       <td> <p>16.5</p> </td> \n       <td> <p>(9.0\u201328.2)</p> </td> \n       <td> <p>11.5</p> </td> \n       <td> <p>(8.9\u201314.8)</p> </td> \n       <td> <p>10.6</p> </td> \n       <td> <p>(7.9\u201314.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>13.2</b></p> </td> \n       <td> <p><b>(11.1\u201315.6)</b></p> </td> \n       <td> <p>14.1</p> </td> \n       <td> <p>(10.7\u201318.3)</p> </td> \n       <td> <p>13.4</p> </td> \n       <td> <p>(10.6\u201316.8)</p> </td> \n       <td> <p>9.2</p> </td> \n       <td> <p>(4.9\u201316.6)</p> </td> \n       <td> <p>13.8</p> </td> \n       <td> <p>(11.5\u201316.4)</p> </td> \n       <td> <p>11.7</p> </td> \n       <td> <p>(6.6\u201319.9)</p> </td> \n       <td> <p>17.5<span>\u00b6</span></p> </td> \n       <td> <p>(5.8\u201342.0)</p> </td> \n       <td> <p>1.9<span>\u00b6</span></p> </td> \n       <td> <p>(0.4\u2013 8.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>12.1</b></p> </td> \n       <td> <p><b>(10.4\u201314.0)</b></p> </td> \n       <td> <p>11.9</p> </td> \n       <td> <p>(9.1\u201315.4)</p> </td> \n       <td> <p>11.5</p> </td> \n       <td> <p>(9.4\u201314.1)</p> </td> \n       <td> <p>14.9</p> </td> \n       <td> <p>(10.2\u201321.3)</p> </td> \n       <td> <p>11.5</p> </td> \n       <td> <p>(9.4\u201314.1)</p> </td> \n       <td> <p>14.6</p> </td> \n       <td> <p>(11.0\u201319.2)</p> </td> \n       <td> <p>15.1</p> </td> \n       <td> <p>(11.6\u201319.5)</p> </td> \n       <td> <p>12.2</p> </td> \n       <td> <p>(9.2\u201316.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>9.1</b></p> </td> \n       <td> <p><b>(7.6\u201310.8)</b></p> </td> \n       <td> <p>10.8</p> </td> \n       <td> <p>(7.4\u201315.3)</p> </td> \n       <td> <p>7.6</p> </td> \n       <td> <p>(5.9\u2013 9.7)</p> </td> \n       <td> <p>11.6</p> </td> \n       <td> <p>(8.1\u201316.4)</p> </td> \n       <td> <p>11.9</p> </td> \n       <td> <p>(9.4\u201315.0)</p> </td> \n       <td> <p>7.1</p> </td> \n       <td> <p>(4.5\u201311.2)</p> </td> \n       <td> <p>2.8</p> </td> \n       <td> <p>(1.3\u2013 6.2)</p> </td> \n       <td> <p>8.0</p> </td> \n       <td> <p>(5.5\u201311.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>13.4</b></p> </td> \n       <td> <p><b>(11.1\u201316.1)</b></p> </td> \n       <td> <p>12.6</p> </td> \n       <td> <p>(8.7\u201317.8)</p> </td> \n       <td> <p>13.7</p> </td> \n       <td> <p>(10.7\u201317.4)</p> </td> \n       <td> <p>14.5</p> </td> \n       <td> <p>(8.6\u201323.3)</p> </td> \n       <td> <p>14.7</p> </td> \n       <td> <p>(11.9\u201318.1)</p> </td> \n       <td> <p>10.5</p> </td> \n       <td> <p>(7.6\u201314.2)</p> </td> \n       <td> <p>6.0<span>\u00b6</span></p> </td> \n       <td> <p>(1.7\u201318.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>11.6</b></p> </td> \n       <td> <p><b>(9.5\u201314.2)</b></p> </td> \n       <td> <p>12.0</p> </td> \n       <td> <p>(8.7\u201316.3)</p> </td> \n       <td> <p>11.4</p> </td> \n       <td> <p>(8.6\u201315.1)</p> </td> \n       <td> <p>10.7</p> </td> \n       <td> <p>(5.3\u201320.2)</p> </td> \n       <td> <p>12.8</p> </td> \n       <td> <p>(10.0\u201316.2)</p> </td> \n       <td> <p>11.3</p> </td> \n       <td> <p>(5.0\u201323.5)</p> </td> \n       <td> <p>9.4</p> </td> \n       <td> <p>(5.2\u201316.3)</p> </td> \n       <td> <p>8.9</p> </td> \n       <td> <p>(4.8\u201316.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>15.1</b></p> </td> \n       <td> <p><b>(12.5\u201318.1)</b></p> </td> \n       <td> <p>18.1</p> </td> \n       <td> <p>(13.1\u201324.4)</p> </td> \n       <td> <p>14.0</p> </td> \n       <td> <p>(10.8\u201318.0)</p> </td> \n       <td> <p>14.0</p> </td> \n       <td> <p>(8.1\u201323.0)</p> </td> \n       <td> <p>16.9</p> </td> \n       <td> <p>(13.3\u201321.2)</p> </td> \n       <td> <p>17.7</p> </td> \n       <td> <p>(13.0\u201323.6)</p> </td> \n       <td> <p>11.4</p> </td> \n       <td> <p>(9.3\u201313.8)</p> </td> \n       <td> <p>10.5</p> </td> \n       <td> <p>(7.7\u201314.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>10.5</b></p> </td> \n       <td> <p><b>(8.6\u201312.9)</b></p> </td> \n       <td> <p>12.7</p> </td> \n       <td> <p>(8.8\u201318.0)</p> </td> \n       <td> <p>9.8</p> </td> \n       <td> <p>(7.4\u201313.0)</p> </td> \n       <td> <p>8.8</p> </td> \n       <td> <p>(5.1\u201314.7)</p> </td> \n       <td> <p>10.8</p> </td> \n       <td> <p>(8.6\u201313.6)</p> </td> \n       <td> <p>7.2</p> </td> \n       <td> <p>(3.1\u201316.2)</p> </td> \n       <td> <p>13.7</p> </td> \n       <td> <p>(7.1\u201324.8)</p> </td> \n       <td> <p>7.7</p> </td> \n       <td> <p>(3.5\u201316.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>15.4</b></p> </td> \n       <td> <p><b>(13.1\u201318.0)</b></p> </td> \n       <td> <p>20.0</p> </td> \n       <td> <p>(15.0\u201326.1)</p> </td> \n       <td> <p>13.0</p> </td> \n       <td> <p>(10.4\u201316.2)</p> </td> \n       <td> <p>17.0</p> </td> \n       <td> <p>(11.9\u201323.7)</p> </td> \n       <td> <p>18.0</p> </td> \n       <td> <p>(14.9\u201321.6)</p> </td> \n       <td> <p>5.4</p> </td> \n       <td> <p>(2.1\u201313.0)</p> </td> \n       <td> <p>11.8</p> </td> \n       <td> <p>(6.4\u201320.8)</p> </td> \n       <td> <p>12.2</p> </td> \n       <td> <p>(8.4\u201317.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>15.0</b></p> </td> \n       <td> <p><b>(11.8\u201318.8)</b></p> </td> \n       <td> <p>13.8</p> </td> \n       <td> <p>(9.2\u201320.2)</p> </td> \n       <td> <p>15.6</p> </td> \n       <td> <p>(11.2\u201321.3)</p> </td> \n       <td> <p>16.2</p> </td> \n       <td> <p>(8.8\u201328.0)</p> </td> \n       <td> <p>17.4</p> </td> \n       <td> <p>(13.4\u201322.2)</p> </td> \n       <td> <p>11.9</p> </td> \n       <td> <p>(6.1\u201321.9)</p> </td> \n       <td> <p>8.6<span>\u00b6</span></p> </td> \n       <td> <p>(1.9\u201331.4)</p> </td> \n       <td> <p>4.9<span>\u00b6</span></p> </td> \n       <td> <p>(1.0\u201320.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>7.4</b></p> </td> \n       <td> <p><b>(5.9\u2013 9.2)</b></p> </td> \n       <td> <p>8.1</p> </td> \n       <td> <p>(5.5\u201311.6)</p> </td> \n       <td> <p>7.8</p> </td> \n       <td> <p>(5.8\u201310.4)</p> </td> \n       <td> <p>3.9</p> </td> \n       <td> <p>(1.7\u2013 8.5)</p> </td> \n       <td> <p>9.3</p> </td> \n       <td> <p>(6.9\u201312.5)</p> </td> \n       <td> <p>8.8</p> </td> \n       <td> <p>(6.4\u201312.2)</p> </td> \n       <td> <p>1.8\u00b6</p> </td> \n       <td> <p>(0.4\u2013 6.8)</p> </td> \n       <td> <p>6.1</p> </td> \n       <td> <p>(4.0\u2013 9.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>12.3</b></p> </td> \n       <td> <p><b>(10.6\u201314.2)</b></p> </td> \n       <td> <p>13.7</p> </td> \n       <td> <p>(10.6\u201317.5)</p> </td> \n       <td> <p>12.3</p> </td> \n       <td> <p>(10.1\u201314.9)</p> </td> \n       <td> <p>7.0</p> </td> \n       <td> <p>(3.6\u201313.2)</p> </td> \n       <td> <p>13.5</p> </td> \n       <td> <p>(11.5\u201315.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>3.8</p> </td> \n       <td> <p>(1.3\u201310.4)</p> </td> \n       <td> <p>9.0</p> </td> \n       <td> <p>(5.9\u201313.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>15.2</b></p> </td> \n       <td> <p><b>(13.1\u201317.6)</b></p> </td> \n       <td> <p>19.3</p> </td> \n       <td> <p>(14.9\u201324.7)</p> </td> \n       <td> <p>14.7</p> </td> \n       <td> <p>(12.1\u201317.9)</p> </td> \n       <td> <p>10.7</p> </td> \n       <td> <p>(7.0\u201316.0)</p> </td> \n       <td> <p>15.4</p> </td> \n       <td> <p>(13.1\u201317.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>4.5<span>\u00b6</span></p> </td> \n       <td> <p>(1.1\u201316.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>12.7</b></p> </td> \n       <td> <p><b>(10.6\u201315.3)</b></p> </td> \n       <td> <p>15.4</p> </td> \n       <td> <p>(11.3\u201320.7)</p> </td> \n       <td> <p>10.0</p> </td> \n       <td> <p>(7.5\u201313.2)</p> </td> \n       <td> <p>16.7</p> </td> \n       <td> <p>(10.9\u201324.6)</p> </td> \n       <td> <p>13.8</p> </td> \n       <td> <p>(10.7\u201317.7)</p> </td> \n       <td> <p>13.8</p> </td> \n       <td> <p>(9.9\u201318.8)</p> </td> \n       <td> <p>10.5</p> </td> \n       <td> <p>(7.2\u201314.9)</p> </td> \n       <td> <p>10.8</p> </td> \n       <td> <p>(7.8\u201314.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>19.4</b></p> </td> \n       <td> <p><b>(17.1\u201322.0)</b></p> </td> \n       <td> <p>18.8</p> </td> \n       <td> <p>(15.4\u201322.6)</p> </td> \n       <td> <p>20.2</p> </td> \n       <td> <p>(16.9\u201324.1)</p> </td> \n       <td> <p>18.2</p> </td> \n       <td> <p>(11.2\u201328.3)</p> </td> \n       <td> <p>19.5</p> </td> \n       <td> <p>(17.1\u201322.2)</p> </td> \n       <td> <p>21.2</p> </td> \n       <td> <p>(9.7\u201340.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>12.9</b></p> </td> \n       <td> <p><b>(10.6\u201315.6)</b></p> </td> \n       <td> <p>13.6</p> </td> \n       <td> <p>(9.5\u201318.9)</p> </td> \n       <td> <p>13.2</p> </td> \n       <td> <p>(10.1\u201316.9)</p> </td> \n       <td> <p>10.4</p> </td> \n       <td> <p>(5.5\u201318.9)</p> </td> \n       <td> <p>12.7</p> </td> \n       <td> <p>(9.8\u201316.3)</p> </td> \n       <td> <p>15.8</p> </td> \n       <td> <p>(11.4\u201321.4)</p> </td> \n       <td> <p>9.4</p> </td> \n       <td> <p>(5.1\u201316.5)</p> </td> \n       <td> <p>13.7</p> </td> \n       <td> <p>(9.5\u201319.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>13.1</b></p> </td> \n       <td> <p><b>(10.5\u201316.2)</b></p> </td> \n       <td> <p>15.9</p> </td> \n       <td> <p>(11.1\u201322.2)</p> </td> \n       <td> <p>11.9</p> </td> \n       <td> <p>(8.9\u201315.8)</p> </td> \n       <td> <p>9.3</p> </td> \n       <td> <p>(4.2\u201319.1)</p> </td> \n       <td> <p>14.4</p> </td> \n       <td> <p>(11.3\u201318.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>12.1</p> </td> \n       <td> <p>(7.3\u201319.6)</p> </td> \n       <td> <p>5.7</p> </td> \n       <td> <p>(3.4\u2013 9.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total</b><span>\u2020\u2020</span></p> </td> \n       <td> <p><b>11.2</b></p> </td> \n       <td> <p><b>(10.7\u201311.7)</b></p> </td> \n       <td> <p><b>12.1</b></p> </td> \n       <td> <p><b>(11.2\u201313.2)</b></p> </td> \n       <td> <p><b>10.9</b></p> </td> \n       <td> <p><b>(10.2\u201311.6)</b></p> </td> \n       <td> <p><b>10.4</b></p> </td> \n       <td> <p><b>(9.2\u201311.7)</b></p> </td> \n       <td> <p><b>13.2</b></p> </td> \n       <td> <p><b>(12.5\u201313.9)</b></p> </td> \n       <td> <p><b>9.8</b></p> </td> \n       <td> <p><b>(8.7\u201311.1)</b></p> </td> \n       <td> <p><b>7.9</b></p> </td> \n       <td> <p><b>(6.7\u2013 9.2)</b></p> </td> \n       <td> <p><b>7.3</b></p> </td> \n       <td> <p><b>(6.1\u2013 8.7)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>12.8</b></p> </td> \n       <td colspan=\"2\"> <p>13.7</p> </td> \n       <td colspan=\"2\"> <p>11.9</p> </td> \n       <td colspan=\"2\"> <p>11.6</p> </td> \n       <td colspan=\"2\"> <p>13.8</p> </td> \n       <td colspan=\"2\"> <p>11.4</p> </td> \n       <td colspan=\"2\"> <p>9.4</p> </td> \n       <td colspan=\"2\"> <p>8.9</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>6.8</b></p> </td> \n       <td colspan=\"2\"> <p>7.5</p> </td> \n       <td colspan=\"2\"> <p>6.8</p> </td> \n       <td colspan=\"2\"> <p>2.5</p> </td> \n       <td colspan=\"2\"> <p>8.6</p> </td> \n       <td colspan=\"2\"> <p>3.8</p> </td> \n       <td colspan=\"2\"> <p>0.0</p> </td> \n       <td colspan=\"2\"> <p>1.9</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>21.1</b></p> </td> \n       <td colspan=\"2\"> <p>22.1</p> </td> \n       <td colspan=\"2\"> <p>22.0</p> </td> \n       <td colspan=\"2\"> <p>20.5</p> </td> \n       <td colspan=\"2\"> <p>21.1</p> </td> \n       <td colspan=\"2\"> <p>27.3</p> </td> \n       <td colspan=\"2\"> <p>17.5</p> </td> \n       <td colspan=\"2\"> <p>18.2</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;30 respondents).</p> <p> * White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other.</p> <p><span> \u2020 </span>Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p><span> \u00a7 </span>95% confidence interval.</p> <p><span> \u00b6 </span>Represents 30\u201359 respondents; might not be reliable.</p> <p> ** Undefined.</p> <p><span> \u2020\u2020 </span>Chi-square p-value significant at p&lt;0.05 for race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab32\" href=\"http://www.cdc.gov\"></a>TABLE 32. Estimated prevalence of women aged 18-44 years having a live birth who experienced depression symptoms after pregnancy, overall and by age group and race/ethnicity \u2014 Pregnancy Risk Assessment Monitoring System, United States, 29 reporting areas, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity</b><span>*</span></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u2020</span></p> </td> \n       <td> <p><b>CI</b><span>\u00a7</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>10.4</b></p> </td> \n       <td> <p><b>(8.4\u201312.7)</b></p> </td> \n       <td> <p>11.2</p> </td> \n       <td> <p>(7.9\u201315.5)</p> </td> \n       <td> <p>10.2</p> </td> \n       <td> <p>(7.7\u201313.5)</p> </td> \n       <td> <p>8.4</p> </td> \n       <td> <p>(4.1\u201316.3)</p> </td> \n       <td> <p>10.3</p> </td> \n       <td> <p>(7.7\u201313.6)</p> </td> \n       <td> <p>16.3<span>\u00b6</span></p> </td> \n       <td> <p>(4.6\u201344.2)</p> </td> \n       <td> <p>9.2</p> </td> \n       <td> <p>(6.8\u201312.4)</p> </td> \n       <td> <p>13.7</p> </td> \n       <td> <p>(6.0\u201328.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>19.9</b></p> </td> \n       <td> <p><b>(17.0\u201323.3)</b></p> </td> \n       <td> <p>21.2</p> </td> \n       <td> <p>(16.6\u201326.6)</p> </td> \n       <td> <p>18.4</p> </td> \n       <td> <p>(14.4\u201323.2)</p> </td> \n       <td> <p>23.3</p> </td> \n       <td> <p>(14.0\u201336.2)</p> </td> \n       <td> <p>17.5</p> </td> \n       <td> <p>(14.4\u201321.2)</p> </td> \n       <td> <p>24.3</p> </td> \n       <td> <p>(16.9\u201333.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>27.0</p> </td> \n       <td> <p>(16.4\u201341.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>12.6</b></p> </td> \n       <td> <p><b>(10.6\u201314.8)</b></p> </td> \n       <td> <p>15.4</p> </td> \n       <td> <p>(11.6\u201320.2)</p> </td> \n       <td> <p>10.8</p> </td> \n       <td> <p>(8.5\u201313.7)</p> </td> \n       <td> <p>14.5</p> </td> \n       <td> <p>(9.5\u201321.5)</p> </td> \n       <td> <p>11.3</p> </td> \n       <td> <p>(9.1\u201313.8)</p> </td> \n       <td> <p>28.4<span>\u00b6</span></p> </td> \n       <td> <p>(11.3\u201355.2)</p> </td> \n       <td> <p>6.6</p> </td> \n       <td> <p>(2.6\u201315.5)</p> </td> \n       <td> <p>15.0</p> </td> \n       <td> <p>(11.0\u201320.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>13.1</b></p> </td> \n       <td> <p><b>(11.2\u201315.3)</b></p> </td> \n       <td> <p>17.7</p> </td> \n       <td> <p>(13.8\u201322.4)</p> </td> \n       <td> <p>11.2</p> </td> \n       <td> <p>(8.9\u201314.1)</p> </td> \n       <td> <p>10.7</p> </td> \n       <td> <p>(7.0\u201316.1)</p> </td> \n       <td> <p>11.2</p> </td> \n       <td> <p>(8.9\u201314.0)</p> </td> \n       <td> <p>14.0</p> </td> \n       <td> <p>(10.2\u201319.0)</p> </td> \n       <td> <p>25.3</p> </td> \n       <td> <p>(16.1\u201337.4)</p> </td> \n       <td> <p>14.1</p> </td> \n       <td> <p>(9.3\u201320.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>11.8</b></p> </td> \n       <td> <p><b>(9.0\u201315.3)</b></p> </td> \n       <td> <p>15.1</p> </td> \n       <td> <p>(10.3\u201321.8)</p> </td> \n       <td> <p>11.5</p> </td> \n       <td> <p>(7.8\u201316.6)</p> </td> \n       <td> <p>0.7</p> </td> \n       <td> <p>(0.2\u2013 2.2)</p> </td> \n       <td> <p>11.5</p> </td> \n       <td> <p>(7.6\u201317.2)</p> </td> \n       <td> <p>12.8</p> </td> \n       <td> <p>(8.1\u201319.6)</p> </td> \n       <td> <p>10.7<span>\u00b6</span></p> </td> \n       <td> <p>(3.1\u201331.2)</p> </td> \n       <td> <p>11.4</p> </td> \n       <td> <p>(5.8\u201321.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>10.7</b></p> </td> \n       <td> <p><b>(8.9\u201312.8)</b></p> </td> \n       <td> <p>10.2</p> </td> \n       <td> <p>(7.4\u201314.0)</p> </td> \n       <td> <p>12.3</p> </td> \n       <td> <p>(9.6\u201315.6)</p> </td> \n       <td> <p>6.5</p> </td> \n       <td> <p>(3.7\u201311.3)</p> </td> \n       <td> <p>11.1</p> </td> \n       <td> <p>(7.4\u201316.4)</p> </td> \n       <td> <p>14.9<span>\u00b6</span></p> </td> \n       <td> <p>(5.0\u201337.0)</p> </td> \n       <td> <p>10.1</p> </td> \n       <td> <p>(7.9\u201312.9)</p> </td> \n       <td> <p>11.5</p> </td> \n       <td> <p>(7.6\u201317.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>7.7</b></p> </td> \n       <td> <p><b>(6.3\u2013 9.3)</b></p> </td> \n       <td> <p>8.9</p> </td> \n       <td> <p>(6.4\u201312.4)</p> </td> \n       <td> <p>8.1</p> </td> \n       <td> <p>(6.3\u201310.2)</p> </td> \n       <td> <p>4.2</p> </td> \n       <td> <p>(2.1\u2013 8.1)</p> </td> \n       <td> <p>7.5</p> </td> \n       <td> <p>(5.8\u2013 9.6)</p> </td> \n       <td> <p>9.9</p> </td> \n       <td> <p>(6.2\u201315.5)</p> </td> \n       <td> <p>4.9</p> </td> \n       <td> <p>(2.0\u201311.5)</p> </td> \n       <td> <p>7.0</p> </td> \n       <td> <p>(4.7\u201310.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>10.8</b></p> </td> \n       <td> <p><b>(8.8\u201313.1)</b></p> </td> \n       <td> <p>15.1</p> </td> \n       <td> <p>(11.0\u201320.4)</p> </td> \n       <td> <p>9.1</p> </td> \n       <td> <p>(6.8\u201312.1)</p> </td> \n       <td> <p>7.5</p> </td> \n       <td> <p>(3.8\u201314.1)</p> </td> \n       <td> <p>10.7</p> </td> \n       <td> <p>(8.7\u201313.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>9.4</b></p> </td> \n       <td> <p><b>(7.4\u201311.8)</b></p> </td> \n       <td> <p>12.1</p> </td> \n       <td> <p>(7.6\u201318.9)</p> </td> \n       <td> <p>8.2</p> </td> \n       <td> <p>(5.7\u201311.6)</p> </td> \n       <td> <p>9.3</p> </td> \n       <td> <p>(7.2\u201312.0)</p> </td> \n       <td> <p>9.8</p> </td> \n       <td> <p>(7.0\u201313.6)</p> </td> \n       <td> <p>10.1</p> </td> \n       <td> <p>(6.6\u201315.2)</p> </td> \n       <td> <p>8.3</p> </td> \n       <td> <p>(3.2\u201319.8)</p> </td> \n       <td> <p>6.2</p> </td> \n       <td> <p>(3.0\u201312.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>8.2</b></p> </td> \n       <td> <p><b>(6.5\u201310.4)</b></p> </td> \n       <td> <p>13.9</p> </td> \n       <td> <p>(9.7\u201319.5)</p> </td> \n       <td> <p>5.6</p> </td> \n       <td> <p>(3.8\u2013 8.2)</p> </td> \n       <td> <p>9.4</p> </td> \n       <td> <p>(5.5\u201315.6)</p> </td> \n       <td> <p>6.6</p> </td> \n       <td> <p>(4.4\u2013 9.7)</p> </td> \n       <td> <p>12.0</p> </td> \n       <td> <p>(8.7\u201316.4)</p> </td> \n       <td> <p>8.4</p> </td> \n       <td> <p>(5.7\u201312.3)</p> </td> \n       <td> <p>14.1</p> </td> \n       <td> <p>(10.6\u201318.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>12.5</b></p> </td> \n       <td> <p><b>(10.6\u201314.6)</b></p> </td> \n       <td> <p>15.9</p> </td> \n       <td> <p>(12.4\u201320.2)</p> </td> \n       <td> <p>10.8</p> </td> \n       <td> <p>(8.5\u201313.5)</p> </td> \n       <td> <p>11.7</p> </td> \n       <td> <p>(7.5\u201317.9)</p> </td> \n       <td> <p>12.3</p> </td> \n       <td> <p>(10.0\u201315.0)</p> </td> \n       <td> <p>13.4</p> </td> \n       <td> <p>(10.8\u201316.6)</p> </td> \n       <td> <p>16.7</p> </td> \n       <td> <p>(8.9\u201329.2)</p> </td> \n       <td> <p>8.1<span>\u00b6</span></p> </td> \n       <td> <p>(2.8\u201321.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>11.1</b></p> </td> \n       <td> <p><b>(9.3\u201313.1)</b></p> </td> \n       <td> <p>12.9</p> </td> \n       <td> <p>(9.3\u201317.5)</p> </td> \n       <td> <p>10.8</p> </td> \n       <td> <p>(8.7\u201313.4)</p> </td> \n       <td> <p>9.2</p> </td> \n       <td> <p>(5.6\u201314.7)</p> </td> \n       <td> <p>10.3</p> </td> \n       <td> <p>(8.4\u201312.6)</p> </td> \n       <td> <p>14.2</p> </td> \n       <td> <p>(8.3\u201323.2)</p> </td> \n       <td> <p>12.8</p> </td> \n       <td> <p>(7.5\u201321.0)</p> </td> \n       <td> <p>13.3</p> </td> \n       <td> <p>(7.4\u201322.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>15.9</b></p> </td> \n       <td> <p><b>(13.6\u201318.6)</b></p> </td> \n       <td> <p>20.0</p> </td> \n       <td> <p>(16.3\u201324.3)</p> </td> \n       <td> <p>12.0</p> </td> \n       <td> <p>(9.2\u201315.5)</p> </td> \n       <td> <p>16.1</p> </td> \n       <td> <p>(8.7\u201327.9)</p> </td> \n       <td> <p>16.5</p> </td> \n       <td> <p>(13.3\u201320.3)</p> </td> \n       <td> <p>15.0</p> </td> \n       <td> <p>(11.8\u201318.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>15.2</b></p> </td> \n       <td> <p><b>(12.9\u201317.8)</b></p> </td> \n       <td> <p>19.0</p> </td> \n       <td> <p>(14.9\u201323.8)</p> </td> \n       <td> <p>14.0</p> </td> \n       <td> <p>(11.1\u201317.5)</p> </td> \n       <td> <p>7.9</p> </td> \n       <td> <p>(4.4\u201313.5)</p> </td> \n       <td> <p>14.6</p> </td> \n       <td> <p>(12.2\u201317.3)</p> </td> \n       <td> <p>21.8</p> </td> \n       <td> <p>(14.3\u201331.9)</p> </td> \n       <td> <p>10.8<span>\u00b6</span></p> </td> \n       <td> <p>(3.6\u201328.2)</p> </td> \n       <td> <p>10.2<span>\u00b6</span></p> </td> \n       <td> <p>(2.7\u201332.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>12.7</b></p> </td> \n       <td> <p><b>(10.9\u201314.7)</b></p> </td> \n       <td> <p>15.2</p> </td> \n       <td> <p>(11.8\u201319.3)</p> </td> \n       <td> <p>12.3</p> </td> \n       <td> <p>(10.0\u201315.1)</p> </td> \n       <td> <p>8.3</p> </td> \n       <td> <p>(4.9\u201313.7)</p> </td> \n       <td> <p>12.8</p> </td> \n       <td> <p>(10.6\u201315.4)</p> </td> \n       <td> <p>14.9</p> </td> \n       <td> <p>(11.1\u201319.6)</p> </td> \n       <td> <p>14.5</p> </td> \n       <td> <p>(10.6\u201319.3)</p> </td> \n       <td> <p>10.2</p> </td> \n       <td> <p>(7.3\u201313.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>9.9</b></p> </td> \n       <td> <p><b>(8.3\u201311.7)</b></p> </td> \n       <td> <p>8.4</p> </td> \n       <td> <p>(5.7\u201312.4)</p> </td> \n       <td> <p>9.4</p> </td> \n       <td> <p>(7.4\u201311.7)</p> </td> \n       <td> <p>12.9</p> </td> \n       <td> <p>(9.1\u201318.0)</p> </td> \n       <td> <p>9.8</p> </td> \n       <td> <p>(7.4\u201312.7)</p> </td> \n       <td> <p>13.6</p> </td> \n       <td> <p>(9.6\u201318.8)</p> </td> \n       <td> <p>6.5</p> </td> \n       <td> <p>(4.0\u201310.5)</p> </td> \n       <td> <p>9.6</p> </td> \n       <td> <p>(6.7\u201313.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>13.9</b></p> </td> \n       <td> <p><b>(11.6\u201316.7)</b></p> </td> \n       <td> <p>16.5</p> </td> \n       <td> <p>(12.3\u201321.7)</p> </td> \n       <td> <p>12.2</p> </td> \n       <td> <p>(9.3\u201315.8)</p> </td> \n       <td> <p>15.5</p> </td> \n       <td> <p>(9.3\u201324.7)</p> </td> \n       <td> <p>14.0</p> </td> \n       <td> <p>(11.2\u201317.3)</p> </td> \n       <td> <p>13.5</p> </td> \n       <td> <p>(10.3\u201317.5)</p> </td> \n       <td> <p>8.4<span>\u00b6</span></p> </td> \n       <td> <p>(2.6\u201323.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>14.2</b></p> </td> \n       <td> <p><b>(11.8\u201316.9)</b></p> </td> \n       <td> <p>18.2</p> </td> \n       <td> <p>(14.0\u201323.3)</p> </td> \n       <td> <p>11.7</p> </td> \n       <td> <p>(8.8\u201315.3)</p> </td> \n       <td> <p>9.6</p> </td> \n       <td> <p>(4.6\u201318.9)</p> </td> \n       <td> <p>14.4</p> </td> \n       <td> <p>(11.5\u201318.0)</p> </td> \n       <td> <p>12.7</p> </td> \n       <td> <p>(6.1\u201324.5)</p> </td> \n       <td> <p>13.9</p> </td> \n       <td> <p>(8.4\u201322.0)</p> </td> \n       <td> <p>14.3</p> </td> \n       <td> <p>(8.6\u201322.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>9.7</b></p> </td> \n       <td> <p><b>(7.7\u201312.1)</b></p> </td> \n       <td> <p>10.4</p> </td> \n       <td> <p>(6.8\u201315.6)</p> </td> \n       <td> <p>8.2</p> </td> \n       <td> <p>(5.9\u201311.3)</p> </td> \n       <td> <p>14.2</p> </td> \n       <td> <p>(8.8\u201322.1)</p> </td> \n       <td> <p>8.8</p> </td> \n       <td> <p>(6.2\u201312.3)</p> </td> \n       <td> <p>15.7</p> </td> \n       <td> <p>(11.2\u201321.5)</p> </td> \n       <td> <p>11.3</p> </td> \n       <td> <p>(9.1\u201313.9)</p> </td> \n       <td> <p>11.2</p> </td> \n       <td> <p>(8.3\u201314.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>10.3</b></p> </td> \n       <td> <p><b>(8.3\u201312.7)</b></p> </td> \n       <td> <p>12.1</p> </td> \n       <td> <p>(8.1\u201317.6)</p> </td> \n       <td> <p>9.6</p> </td> \n       <td> <p>(7.2\u201312.7)</p> </td> \n       <td> <p>9.5</p> </td> \n       <td> <p>(5.6\u201315.7)</p> </td> \n       <td> <p>10.1</p> </td> \n       <td> <p>(7.8\u201312.9)</p> </td> \n       <td> <p>10.9</p> </td> \n       <td> <p>(5.9\u201319.3)</p> </td> \n       <td> <p>9.5</p> </td> \n       <td> <p>(4.3\u201319.9)</p> </td> \n       <td> <p>12.9</p> </td> \n       <td> <p>(6.6\u201323.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>12.2</b></p> </td> \n       <td> <p><b>(10.1\u201314.6)</b></p> </td> \n       <td> <p>16.6</p> </td> \n       <td> <p>(12.0\u201322.4)</p> </td> \n       <td> <p>10.0</p> </td> \n       <td> <p>(7.6\u201313.0)</p> </td> \n       <td> <p>13.6</p> </td> \n       <td> <p>(8.9\u201320.2)</p> </td> \n       <td> <p>9.6</p> </td> \n       <td> <p>(7.3\u201312.6)</p> </td> \n       <td> <p>14.6</p> </td> \n       <td> <p>(6.6\u201329.2)</p> </td> \n       <td> <p>15.2</p> </td> \n       <td> <p>(8.8\u201325.2)</p> </td> \n       <td> <p>19.4</p> </td> \n       <td> <p>(14.2\u201325.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>14.2</b></p> </td> \n       <td> <p><b>(11.1\u201318.0)</b></p> </td> \n       <td> <p>18.0</p> </td> \n       <td> <p>(12.6\u201325.1)</p> </td> \n       <td> <p>12.7</p> </td> \n       <td> <p>(8.8\u201318.0)</p> </td> \n       <td> <p>8.9</p> </td> \n       <td> <p>(3.7\u201319.9)</p> </td> \n       <td> <p>16.3</p> </td> \n       <td> <p>(12.4\u201321.2)</p> </td> \n       <td> <p>10.3</p> </td> \n       <td> <p>(5.2\u201319.3)</p> </td> \n       <td> <p>0.9<span>\u00b6</span></p> </td> \n       <td> <p>(0.2\u2013 3.8)</p> </td> \n       <td> <p>12.4<span>\u00b6</span></p> </td> \n       <td> <p>(4.3\u201330.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>12.4</b></p> </td> \n       <td> <p><b>(10.5\u201314.6)</b></p> </td> \n       <td> <p>15.2</p> </td> \n       <td> <p>(11.8\u201319.5)</p> </td> \n       <td> <p>10.8</p> </td> \n       <td> <p>(8.4\u201313.9)</p> </td> \n       <td> <p>11.0</p> </td> \n       <td> <p>(6.7\u201317.6)</p> </td> \n       <td> <p>12.9</p> </td> \n       <td> <p>(10.0\u201316.4)</p> </td> \n       <td> <p>18.4</p> </td> \n       <td> <p>(14.8\u201322.7)</p> </td> \n       <td> <p>12.1<span>\u00b6</span></p> </td> \n       <td> <p>(5.3\u201325.3)</p> </td> \n       <td> <p>10.7</p> </td> \n       <td> <p>(7.9\u201314.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>13.1</b></p> </td> \n       <td> <p><b>(11.3\u201315.1)</b></p> </td> \n       <td> <p>17.1</p> </td> \n       <td> <p>(13.6\u201321.2)</p> </td> \n       <td> <p>11.7</p> </td> \n       <td> <p>(9.5\u201314.2)</p> </td> \n       <td> <p>8.9</p> </td> \n       <td> <p>(5.1\u201315.0)</p> </td> \n       <td> <p>14.0</p> </td> \n       <td> <p>(11.9\u201316.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>10.5</p> </td> \n       <td> <p>(5.3\u201319.7)</p> </td> \n       <td> <p>10.0</p> </td> \n       <td> <p>(6.8\u201314.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>10.6</b></p> </td> \n       <td> <p><b>(8.8\u201312.6)</b></p> </td> \n       <td> <p>16.2</p> </td> \n       <td> <p>(12.2\u201321.3)</p> </td> \n       <td> <p>8.8</p> </td> \n       <td> <p>(6.8\u201311.4)</p> </td> \n       <td> <p>7.7</p> </td> \n       <td> <p>(4.6\u201312.5)</p> </td> \n       <td> <p>11.0</p> </td> \n       <td> <p>(9.2\u201313.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>8.5<span>\u00b6</span></p> </td> \n       <td> <p>(3.2\u201320.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>12.6</b></p> </td> \n       <td> <p><b>(10.4\u201315.1)</b></p> </td> \n       <td> <p>12.9</p> </td> \n       <td> <p>(9.2\u201317.7)</p> </td> \n       <td> <p>12.0</p> </td> \n       <td> <p>(9.2\u201315.5)</p> </td> \n       <td> <p>14.2</p> </td> \n       <td> <p>(8.9\u201321.7)</p> </td> \n       <td> <p>12.7</p> </td> \n       <td> <p>(9.7\u201316.4)</p> </td> \n       <td> <p>12.9</p> </td> \n       <td> <p>(9.0\u201318.3)</p> </td> \n       <td> <p>10.6</p> </td> \n       <td> <p>(7.1\u201315.7)</p> </td> \n       <td> <p>13.9</p> </td> \n       <td> <p>(10.3\u201318.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>13.2</b></p> </td> \n       <td> <p><b>(11.2\u201315.4)</b></p> </td> \n       <td> <p>15.5</p> </td> \n       <td> <p>(12.5\u201319.2)</p> </td> \n       <td> <p>12.1</p> </td> \n       <td> <p>(9.5\u201315.3)</p> </td> \n       <td> <p>6.0</p> </td> \n       <td> <p>(2.6\u201313.2)</p> </td> \n       <td> <p>13.2</p> </td> \n       <td> <p>(11.3\u201315.5)</p> </td> \n       <td> <p>10.3</p> </td> \n       <td> <p>(3.2\u201328.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>11.3</b></p> </td> \n       <td> <p><b>(9.2\u201313.9)</b></p> </td> \n       <td> <p>13.5</p> </td> \n       <td> <p>(9.3\u201319.0)</p> </td> \n       <td> <p>11.0</p> </td> \n       <td> <p>(8.3\u201314.4)</p> </td> \n       <td> <p>8.3</p> </td> \n       <td> <p>(4.4\u201315.1)</p> </td> \n       <td> <p>10.0</p> </td> \n       <td> <p>(7.4\u201313.3)</p> </td> \n       <td> <p>20.2</p> </td> \n       <td> <p>(15.2\u201326.3)</p> </td> \n       <td> <p>11.5</p> </td> \n       <td> <p>(6.5\u201319.5)</p> </td> \n       <td> <p>12.3</p> </td> \n       <td> <p>(8.4\u201317.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>15.1</b></p> </td> \n       <td> <p><b>(12.4\u201318.3)</b></p> </td> \n       <td> <p>19.4</p> </td> \n       <td> <p>(14.7\u201325.2)</p> </td> \n       <td> <p>12.5</p> </td> \n       <td> <p>(9.1\u201316.9)</p> </td> \n       <td> <p>13.6</p> </td> \n       <td> <p>(6.5\u201326.3)</p> </td> \n       <td> <p>15.7</p> </td> \n       <td> <p>(12.5\u201319.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>14.1</p> </td> \n       <td> <p>(8.3\u201322.8)</p> </td> \n       <td> <p>10.5</p> </td> \n       <td> <p>(7.1\u201315.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total**</b></p> </td> \n       <td> <p><b>11.9</b></p> </td> \n       <td> <p><b>(11.3\u201312.5)</b></p> </td> \n       <td> <p><b>14.7</b></p> </td> \n       <td> <p><b>(13.6\u201316.0)</b></p> </td> \n       <td> <p><b>10.7</b></p> </td> \n       <td> <p><b>(10.0\u201311.4)</b></p> </td> \n       <td> <p><b>10.0</b></p> </td> \n       <td> <p><b>(8.8\u201311.5)</b></p> </td> \n       <td> <p><b>11.8</b></p> </td> \n       <td> <p><b>(11.2\u201312.5)</b></p> </td> \n       <td> <p><b>14.1</b></p> </td> \n       <td> <p><b>(12.7\u201315.5)</b></p> </td> \n       <td> <p><b>10.2</b></p> </td> \n       <td> <p><b>(8.7\u201312.0)</b></p> </td> \n       <td> <p><b>11.1</b></p> </td> \n       <td> <p><b>(9.5\u201312.9)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>12.4</b></p> </td> \n       <td colspan=\"2\"> <p>15.2</p> </td> \n       <td colspan=\"2\"> <p>11.0</p> </td> \n       <td colspan=\"2\"> <p>9.4</p> </td> \n       <td colspan=\"2\"> <p>11.3</p> </td> \n       <td colspan=\"2\"> <p>14.0</p> </td> \n       <td colspan=\"2\"> <p>10.6</p> </td> \n       <td colspan=\"2\"> <p>11.9</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>7.7</b></p> </td> \n       <td colspan=\"2\"> <p>8.4</p> </td> \n       <td colspan=\"2\"> <p>5.6</p> </td> \n       <td colspan=\"2\"> <p>0.7</p> </td> \n       <td colspan=\"2\"> <p>6.6</p> </td> \n       <td colspan=\"2\"> <p>9.9</p> </td> \n       <td colspan=\"2\"> <p>0.9</p> </td> \n       <td colspan=\"2\"> <p>6.2</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>19.9</b></p> </td> \n       <td colspan=\"2\"> <p>21.2</p> </td> \n       <td colspan=\"2\"> <p>18.4</p> </td> \n       <td colspan=\"2\"> <p>23.3</p> </td> \n       <td colspan=\"2\"> <p>17.5</p> </td> \n       <td colspan=\"2\"> <p>28.4</p> </td> \n       <td colspan=\"2\"> <p>25.3</p> </td> \n       <td colspan=\"2\"> <p>27.0</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;30 respondents).</p> <p> * White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other.</p> <p> <span>\u2020</span> Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse. </p> <p> <span>\u00a7</span> 95% confidence interval.</p> <p> <span>\u00b6</span> Represents 30\u201359 respondents; might not be reliable.</p> <p> ** Chi-square p-value significant at p&lt;0.05 for by age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab33\" href=\"http://www.cdc.gov\"></a>TABLE 33. Estimated prevalence of women aged 18\u201344 years having a live birth who were physically abused by their partner during the 12 months before pregnancy, overall and by age group and race/ethnicity \u2014 Pregnancy Risk Assessment Monitoring System, United States, 29 reporting areas, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity*</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u2020</span></p> </td> \n       <td> <p><b>CI</b><span>\u00a7</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>4.3</b></p> </td> \n       <td> <p><b>(3.1\u2013 6.0)</b></p> </td> \n       <td> <p>7.2</p> </td> \n       <td> <p>(4.7\u201311.1)</p> </td> \n       <td> <p>2.9</p> </td> \n       <td> <p>(1.8\u2013 4.6)</p> </td> \n       <td> <p>1.9</p> </td> \n       <td> <p>(0.4\u2013 9.5)</p> </td> \n       <td> <p>1.6</p> </td> \n       <td> <p>(0.8\u2013 3.4)</p> </td> \n       <td> <p>15.1<span>\u00b6</span></p> </td> \n       <td> <p>(4.2\u201341.8)</p> </td> \n       <td> <p>7.3</p> </td> \n       <td> <p>(5.2\u201310.3)</p> </td> \n       <td> <p>9.4</p> </td> \n       <td> <p>(3.1\u201325.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>3.5</b></p> </td> \n       <td> <p><b>(2.4\u2013 5.1)</b></p> </td> \n       <td> <p>5.1</p> </td> \n       <td> <p>(3.0\u2013 8.3)</p> </td> \n       <td> <p>2.8</p> </td> \n       <td> <p>(1.5\u2013 5.2)</p> </td> \n       <td> <p>0.6</p> </td> \n       <td> <p>(0.1\u2013 3.8)</p> </td> \n       <td> <p>2.3</p> </td> \n       <td> <p>(1.3\u2013 4.2)</p> </td> \n       <td> <p>7.4</p> </td> \n       <td> <p>(4.1\u201313.0)</p> </td> \n       <td> <p>10.0<span>\u00b6</span></p> </td> \n       <td> <p>(1.9\u201339.3)</p> </td> \n       <td> <p>1.9</p> </td> \n       <td> <p>(0.6\u2013 6.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>2.7</b></p> </td> \n       <td> <p><b>(1.9\u2013 3.9)</b></p> </td> \n       <td> <p>5.3</p> </td> \n       <td> <p>(3.2\u2013 8.7)</p> </td> \n       <td> <p>2.2</p> </td> \n       <td> <p>(1.4\u2013 3.7)</p> </td> \n       <td> <p>0.1</p> </td> \n       <td> <p>(0.0\u2013 0.3)</p> </td> \n       <td> <p>2.7</p> </td> \n       <td> <p>(1.7\u2013 4.2)</p> </td> \n       <td> <p>1.3<span>\u00b6</span></p> </td> \n       <td> <p>(0.2\u2013 8.5)</p> </td> \n       <td> <p>1.4</p> </td> \n       <td> <p>(0.4\u2013 4.9)</p> </td> \n       <td> <p>3.2</p> </td> \n       <td> <p>(1.7\u2013 6.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>5.0</b></p> </td> \n       <td> <p><b>(3.8\u2013 6.6)</b></p> </td> \n       <td> <p>8.4</p> </td> \n       <td> <p>(5.7\u201312.2)</p> </td> \n       <td> <p>4.3</p> </td> \n       <td> <p>(2.9\u2013 6.3)</p> </td> \n       <td> <p>1.3</p> </td> \n       <td> <p>(0.3\u2013 4.7)</p> </td> \n       <td> <p>3.6</p> </td> \n       <td> <p>(2.4\u2013 5.5)</p> </td> \n       <td> <p>6.5</p> </td> \n       <td> <p>(3.9\u201310.5)</p> </td> \n       <td> <p>5.8</p> </td> \n       <td> <p>(2.0\u201315.7)</p> </td> \n       <td> <p>7.7</p> </td> \n       <td> <p>(4.3\u201313.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>2.4</b></p> </td> \n       <td> <p><b>(1.2\u2013 4.6)</b></p> </td> \n       <td> <p>3.5</p> </td> \n       <td> <p>(1.5\u2013 8.1)</p> </td> \n       <td> <p>2.0</p> </td> \n       <td> <p>(0.7\u2013 5.5)</p> </td> \n       <td> <p>0.2</p> </td> \n       <td> <p>(0.0\u2013 1.3)</p> </td> \n       <td> <p>1.0</p> </td> \n       <td> <p>(0.2\u2013 5.4)</p> </td> \n       <td> <p>2.8</p> </td> \n       <td> <p>(1.0\u2013 7.4)</p> </td> \n       <td> <p>1.2<span>\u00b6</span></p> </td> \n       <td> <p>(0.3\u2013 4.6)</p> </td> \n       <td> <p>4.9</p> </td> \n       <td> <p>(1.7\u201313.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>3.9</b></p> </td> \n       <td> <p><b>(2.8\u2013 5.4)</b></p> </td> \n       <td> <p>6.9</p> </td> \n       <td> <p>(4.3\u201310.8)</p> </td> \n       <td> <p>3.0</p> </td> \n       <td> <p>(1.8\u2013 4.9)</p> </td> \n       <td> <p>0.9</p> </td> \n       <td> <p>(0.4\u2013 1.9)</p> </td> \n       <td> <p>1.0</p> </td> \n       <td> <p>(0.5\u2013 1.9)</p> </td> \n       <td> <p>1.0<span>\u00b6</span></p> </td> \n       <td> <p>(0.2\u2013 6.0)</p> </td> \n       <td> <p>4.6</p> </td> \n       <td> <p>(3.0\u2013 6.8)</p> </td> \n       <td> <p>5.3</p> </td> \n       <td> <p>(2.7\u201310.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>2.7</b></p> </td> \n       <td> <p><b>(1.9\u2013 3.8)</b></p> </td> \n       <td> <p>6.1</p> </td> \n       <td> <p>(3.9\u2013 9.4)</p> </td> \n       <td> <p>1.7</p> </td> \n       <td> <p>(1.0\u2013 2.9)</p> </td> \n       <td> <p>0.1</p> </td> \n       <td> <p>(0.0\u2013 0.8)</p> </td> \n       <td> <p>1.7</p> </td> \n       <td> <p>(1.0\u2013 2.9)</p> </td> \n       <td> <p>5.2</p> </td> \n       <td> <p>(2.5\u201310.3)</p> </td> \n       <td> <p>1.3</p> </td> \n       <td> <p>(0.2\u2013 8.5)</p> </td> \n       <td> <p>3.6</p> </td> \n       <td> <p>(2.0\u2013 6.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>3.3</b></p> </td> \n       <td> <p><b>(2.2\u2013 4.8)</b></p> </td> \n       <td> <p>7.4</p> </td> \n       <td> <p>(4.6\u201311.5)</p> </td> \n       <td> <p>1.4</p> </td> \n       <td> <p>(0.7\u2013 2.9)</p> </td> \n       <td> <p>1.6</p> </td> \n       <td> <p>(0.4\u2013 7.3)</p> </td> \n       <td> <p>3.3</p> </td> \n       <td> <p>(2.2\u2013 4.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>4.2</b></p> </td> \n       <td> <p><b>(2.8\u2013 6.2)</b></p> </td> \n       <td> <p>10.5</p> </td> \n       <td> <p>(6.3\u201317.0)</p> </td> \n       <td> <p>2.2</p> </td> \n       <td> <p>(1.1\u2013 4.5)</p> </td> \n       <td> <p>1.6</p> </td> \n       <td> <p>(0.8\u2013 3.2)</p> </td> \n       <td> <p>3.5</p> </td> \n       <td> <p>(1.8\u2013 6.6)</p> </td> \n       <td> <p>5.9</p> </td> \n       <td> <p>(3.3\u201310.3)</p> </td> \n       <td> <p>2.4</p> </td> \n       <td> <p>(0.3\u201315.1)</p> </td> \n       <td> <p>3.8</p> </td> \n       <td> <p>(1.2\u201311.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>3.2</b></p> </td> \n       <td> <p><b>(2.2\u2013 4.6)</b></p> </td> \n       <td> <p>7.8</p> </td> \n       <td> <p>(4.6\u201312.9)</p> </td> \n       <td> <p>1.8</p> </td> \n       <td> <p>(1.0\u2013 3.2)</p> </td> \n       <td> <p>1.8</p> </td> \n       <td> <p>(0.6\u2013 5.2)</p> </td> \n       <td> <p>2.5</p> </td> \n       <td> <p>(1.3\u2013 4.8)</p> </td> \n       <td> <p>5.1</p> </td> \n       <td> <p>(3.1\u2013 8.4)</p> </td> \n       <td> <p>2.9</p> </td> \n       <td> <p>(1.5\u2013 5.4)</p> </td> \n       <td> <p>5.3</p> </td> \n       <td> <p>(3.3\u2013 8.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>2.9</b></p> </td> \n       <td> <p><b>(2.1\u2013 4.0)</b></p> </td> \n       <td> <p>6.0</p> </td> \n       <td> <p>(3.9\u2013 9.0)</p> </td> \n       <td> <p>1.7</p> </td> \n       <td> <p>(1.0\u2013 2.9)</p> </td> \n       <td> <p>1.2</p> </td> \n       <td> <p>(0.3\u2013 4.0)</p> </td> \n       <td> <p>2.2</p> </td> \n       <td> <p>(1.3\u2013 3.6)</p> </td> \n       <td> <p>5.6</p> </td> \n       <td> <p>(4.0\u2013 7.9)</p> </td> \n       <td> <p>2.3</p> </td> \n       <td> <p>(0.4\u201312.1)</p> </td> \n       <td> <p>5.2<span>\u00b6</span></p> </td> \n       <td> <p>(1.3\u201317.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>3.6</b></p> </td> \n       <td> <p><b>(2.7\u2013 4.9)</b></p> </td> \n       <td> <p>7.0</p> </td> \n       <td> <p>(4.5\u201310.7)</p> </td> \n       <td> <p>2.8</p> </td> \n       <td> <p>(1.8\u2013 4.4)</p> </td> \n       <td> <p>1.8</p> </td> \n       <td> <p>(0.6\u2013 5.4)</p> </td> \n       <td> <p>2.4</p> </td> \n       <td> <p>(1.5\u2013 3.8)</p> </td> \n       <td> <p>7.9</p> </td> \n       <td> <p>(4.3\u201314.0)</p> </td> \n       <td> <p>6.5</p> </td> \n       <td> <p>(3.1\u201313.0)</p> </td> \n       <td> <p>6.8</p> </td> \n       <td> <p>(3.0\u201314.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>5.6</b></p> </td> \n       <td> <p><b>(4.3\u2013 7.3)</b></p> </td> \n       <td> <p>8.3</p> </td> \n       <td> <p>(6.0\u201311.4)</p> </td> \n       <td> <p>2.7</p> </td> \n       <td> <p>(1.5\u2013 4.7)</p> </td> \n       <td> <p>7.8</p> </td> \n       <td> <p>(3.2\u201317.9)</p> </td> \n       <td> <p>4.8</p> </td> \n       <td> <p>(3.2\u2013 7.3)</p> </td> \n       <td> <p>6.2</p> </td> \n       <td> <p>(4.3\u2013 9.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>4.1</b></p> </td> \n       <td> <p><b>(3.0\u2013 5.6)</b></p> </td> \n       <td> <p>6.7</p> </td> \n       <td> <p>(4.5\u201310.0)</p> </td> \n       <td> <p>2.8</p> </td> \n       <td> <p>(1.7\u2013 4.8)</p> </td> \n       <td> <p>1.4</p> </td> \n       <td> <p>(0.4\u2013 4.3)</p> </td> \n       <td> <p>4.0</p> </td> \n       <td> <p>(2.9\u2013 5.6)</p> </td> \n       <td> <p>4.5</p> </td> \n       <td> <p>(1.6\u201311.6)</p> </td> \n       <td> <p>0.0<span>\u00b6</span></p> </td> \n       <td> <p>\u2014**</p> </td> \n       <td> <p>8.2<span>\u00b6</span></p> </td> \n       <td> <p>(2.2\u201326.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>3.5</b></p> </td> \n       <td> <p><b>(2.7\u2013 4.5)</b></p> </td> \n       <td> <p>6.3</p> </td> \n       <td> <p>(4.4\u2013 9.0)</p> </td> \n       <td> <p>2.5</p> </td> \n       <td> <p>(1.7\u2013 3.8)</p> </td> \n       <td> <p>1.2</p> </td> \n       <td> <p>(0.5\u2013 2.9)</p> </td> \n       <td> <p>2.2</p> </td> \n       <td> <p>(1.4\u2013 3.6)</p> </td> \n       <td> <p>7.7</p> </td> \n       <td> <p>(5.1\u201311.4)</p> </td> \n       <td> <p>9.4</p> </td> \n       <td> <p>(6.7\u201312.9)</p> </td> \n       <td> <p>5.3</p> </td> \n       <td> <p>(3.5\u2013 8.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>3.6</b></p> </td> \n       <td> <p><b>(2.8\u2013 4.8)</b></p> </td> \n       <td> <p>8.2</p> </td> \n       <td> <p>(5.4\u201312.2)</p> </td> \n       <td> <p>2.8</p> </td> \n       <td> <p>(1.9\u2013 4.2)</p> </td> \n       <td> <p>1.3</p> </td> \n       <td> <p>(0.5\u2013 3.4)</p> </td> \n       <td> <p>2.7</p> </td> \n       <td> <p>(1.6\u2013 4.5)</p> </td> \n       <td> <p>7.6</p> </td> \n       <td> <p>(4.8\u201311.9)</p> </td> \n       <td> <p>2.9</p> </td> \n       <td> <p>(1.5\u2013 5.4)</p> </td> \n       <td> <p>3.4</p> </td> \n       <td> <p>(1.9\u2013 5.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>5.1</b></p> </td> \n       <td> <p><b>(3.7\u2013 7.1)</b></p> </td> \n       <td> <p>7.3</p> </td> \n       <td> <p>(4.6\u201311.6)</p> </td> \n       <td> <p>4.4</p> </td> \n       <td> <p>(2.7\u2013 7.2)</p> </td> \n       <td> <p>2.3</p> </td> \n       <td> <p>(0.5\u201310.6)</p> </td> \n       <td> <p>4.6</p> </td> \n       <td> <p>(3.0\u2013 7.1)</p> </td> \n       <td> <p>7.3</p> </td> \n       <td> <p>(5.0\u201310.5)</p> </td> \n       <td> <p>0.8<span>\u00b6</span></p> </td> \n       <td> <p>(0.2\u2013 3.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>5.7</b></p> </td> \n       <td> <p><b>(4.1\u2013 7.7)</b></p> </td> \n       <td> <p>8.7</p> </td> \n       <td> <p>(5.8\u201312.8)</p> </td> \n       <td> <p>4.1</p> </td> \n       <td> <p>(2.4\u2013 6.9)</p> </td> \n       <td> <p>0.4</p> </td> \n       <td> <p>(0.1\u2013 1.0)</p> </td> \n       <td> <p>4.0</p> </td> \n       <td> <p>(2.4\u2013 6.4)</p> </td> \n       <td> <p>9.3</p> </td> \n       <td> <p>(3.6\u201321.8)</p> </td> \n       <td> <p>6.5</p> </td> \n       <td> <p>(3.0\u201313.5)</p> </td> \n       <td> <p>10.3</p> </td> \n       <td> <p>(5.7\u201318.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>1.9</b></p> </td> \n       <td> <p><b>(1.2\u2013 3.0)</b></p> </td> \n       <td> <p>5.0</p> </td> \n       <td> <p>(2.7\u2013 9.0)</p> </td> \n       <td> <p>1.0</p> </td> \n       <td> <p>(0.5\u2013 2.3)</p> </td> \n       <td> <p>0.9</p> </td> \n       <td> <p>(0.3\u2013 2.2)</p> </td> \n       <td> <p>1.0</p> </td> \n       <td> <p>(0.3\u2013 2.9)</p> </td> \n       <td> <p>8.4</p> </td> \n       <td> <p>(5.1\u201313.5)</p> </td> \n       <td> <p>3.8</p> </td> \n       <td> <p>(2.8\u2013 5.1)</p> </td> \n       <td> <p>3.7</p> </td> \n       <td> <p>(2.1\u2013 6.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>3.7</b></p> </td> \n       <td> <p><b>(2.6\u2013 5.3)</b></p> </td> \n       <td> <p>7.2</p> </td> \n       <td> <p>(4.4\u201311.7)</p> </td> \n       <td> <p>2.0</p> </td> \n       <td> <p>(1.0\u2013 3.7)</p> </td> \n       <td> <p>3.0</p> </td> \n       <td> <p>(1.2\u2013 7.2)</p> </td> \n       <td> <p>4.1</p> </td> \n       <td> <p>(2.7\u2013 6.1)</p> </td> \n       <td> <p>2.8</p> </td> \n       <td> <p>(0.9\u2013 8.7)</p> </td> \n       <td> <p>4.6</p> </td> \n       <td> <p>(1.3\u201314.5)</p> </td> \n       <td> <p>0.5</p> </td> \n       <td> <p>(0.1\u2013 3.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>3.0</b></p> </td> \n       <td> <p><b>(2.1\u2013 4.4)</b></p> </td> \n       <td> <p>6.4</p> </td> \n       <td> <p>(3.7\u201310.8)</p> </td> \n       <td> <p>2.2</p> </td> \n       <td> <p>(1.2\u2013 3.8)</p> </td> \n       <td> <p>0.9</p> </td> \n       <td> <p>(0.2\u2013 4.9)</p> </td> \n       <td> <p>1.6</p> </td> \n       <td> <p>(0.8\u2013 3.0)</p> </td> \n       <td> <p>2.9</p> </td> \n       <td> <p>(0.7\u201310.5)</p> </td> \n       <td> <p>3.6</p> </td> \n       <td> <p>(1.0\u201312.5)</p> </td> \n       <td> <p>7.1</p> </td> \n       <td> <p>(4.1\u201312.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>2.9</b></p> </td> \n       <td> <p><b>(1.6\u2013 5.1)</b></p> </td> \n       <td> <p>6.5</p> </td> \n       <td> <p>(3.4\u201312.0)</p> </td> \n       <td> <p>0.7</p> </td> \n       <td> <p>(0.3\u2013 1.9)</p> </td> \n       <td> <p>0.2</p> </td> \n       <td> <p>(0.0\u2013 1.3)</p> </td> \n       <td> <p>2.6</p> </td> \n       <td> <p>(1.3\u2013 5.3)</p> </td> \n       <td> <p>4.3</p> </td> \n       <td> <p>(1.4\u201312.6)</p> </td> \n       <td> <p>0.9<span>\u00b6</span></p> </td> \n       <td> <p>(0.2\u2013 3.9)</p> </td> \n       <td> <p>3.7<span>\u00b6</span></p> </td> \n       <td> <p>(0.5\u201321.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>5.2</b></p> </td> \n       <td> <p><b>(3.9\u2013 6.8)</b></p> </td> \n       <td> <p>7.5</p> </td> \n       <td> <p>(5.2\u201310.9)</p> </td> \n       <td> <p>3.9</p> </td> \n       <td> <p>(2.5\u2013 6.1)</p> </td> \n       <td> <p>4.2</p> </td> \n       <td> <p>(1.7\u201310.2)</p> </td> \n       <td> <p>4.3</p> </td> \n       <td> <p>(2.7\u2013 6.8)</p> </td> \n       <td> <p>7.4</p> </td> \n       <td> <p>(5.2\u201310.5)</p> </td> \n       <td> <p>0.8</p> </td> \n       <td> <p>(0.1\u2013 5.7)</p> </td> \n       <td> <p>5.7</p> </td> \n       <td> <p>(3.7\u2013 8.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>1.9</b></p> </td> \n       <td> <p><b>(1.3\u2013 2.7)</b></p> </td> \n       <td> <p>2.8</p> </td> \n       <td> <p>(1.7\u2013 4.8)</p> </td> \n       <td> <p>1.5</p> </td> \n       <td> <p>(0.9\u2013 2.5)</p> </td> \n       <td> <p>1.3</p> </td> \n       <td> <p>(0.3\u2013 6.6)</p> </td> \n       <td> <p>1.2</p> </td> \n       <td> <p>(0.7\u2013 2.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>4.8</p> </td> \n       <td> <p>(1.6\u201313.4)</p> </td> \n       <td> <p>3.5</p> </td> \n       <td> <p>(1.9\u2013 6.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>3.0</b></p> </td> \n       <td> <p><b>(2.1\u2013 4.3)</b></p> </td> \n       <td> <p>6.7</p> </td> \n       <td> <p>(3.9\u201311.1)</p> </td> \n       <td> <p>2.1</p> </td> \n       <td> <p>(1.2\u2013 3.6)</p> </td> \n       <td> <p>1.5</p> </td> \n       <td> <p>(0.4\u2013 5.2)</p> </td> \n       <td> <p>3.3</p> </td> \n       <td> <p>(2.3\u2013 4.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>0.0<span>\u00b6</span></p> </td> \n       <td> <p>\u2014**</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>3.1</b></p> </td> \n       <td> <p><b>(2.1\u2013 4.5)</b></p> </td> \n       <td> <p>4.4</p> </td> \n       <td> <p>(2.6\u2013 7.6)</p> </td> \n       <td> <p>2.2</p> </td> \n       <td> <p>(1.3\u2013 3.9)</p> </td> \n       <td> <p>3.2</p> </td> \n       <td> <p>(1.1\u2013 9.0)</p> </td> \n       <td> <p>2.5</p> </td> \n       <td> <p>(1.3\u2013 4.8)</p> </td> \n       <td> <p>5.5</p> </td> \n       <td> <p>(3.2\u2013 9.0)</p> </td> \n       <td> <p>1.8</p> </td> \n       <td> <p>(1.0\u2013 3.3)</p> </td> \n       <td> <p>5.5</p> </td> \n       <td> <p>(3.5\u2013 8.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>3.7</b></p> </td> \n       <td> <p><b>(2.7\u2013 5.1)</b></p> </td> \n       <td> <p>4.6</p> </td> \n       <td> <p>(3.1\u2013 6.9)</p> </td> \n       <td> <p>3.2</p> </td> \n       <td> <p>(2.0\u2013 5.2)</p> </td> \n       <td> <p>1.9</p> </td> \n       <td> <p>(0.4\u2013 8.0)</p> </td> \n       <td> <p>3.7</p> </td> \n       <td> <p>(2.7\u2013 5.1)</p> </td> \n       <td> <p>5.9</p> </td> \n       <td> <p>(1.4\u201322.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>4.1</b></p> </td> \n       <td> <p><b>(2.8\u2013 5.8)</b></p> </td> \n       <td> <p>9.2</p> </td> \n       <td> <p>(5.7\u201314.6)</p> </td> \n       <td> <p>2.5</p> </td> \n       <td> <p>(1.5\u2013 4.4)</p> </td> \n       <td> <p>0.4</p> </td> \n       <td> <p>(0.1\u2013 2.4)</p> </td> \n       <td> <p>3.2</p> </td> \n       <td> <p>(1.8\u2013 5.6)</p> </td> \n       <td> <p>11.4</p> </td> \n       <td> <p>(7.8\u201316.5)</p> </td> \n       <td> <p>3.5</p> </td> \n       <td> <p>(1.1\u201310.3)</p> </td> \n       <td> <p>4.1</p> </td> \n       <td> <p>(2.1\u2013 8.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>3.5</b></p> </td> \n       <td> <p><b>(2.4\u2013 5.1)</b></p> </td> \n       <td> <p>6.5</p> </td> \n       <td> <p>(4.0\u201310.4)</p> </td> \n       <td> <p>2.0</p> </td> \n       <td> <p>(1.0\u2013 3.7)</p> </td> \n       <td> <p>0.7</p> </td> \n       <td> <p>(0.1\u2013 3.8)</p> </td> \n       <td> <p>2.7</p> </td> \n       <td> <p>(1.5\u2013 4.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>7.4</p> </td> \n       <td> <p>(3.4\u201315.1)</p> </td> \n       <td> <p>7.4</p> </td> \n       <td> <p>(4.7\u201311.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total</b><span>\u2020\u2020</span></p> </td> \n       <td> <p><b>3.8</b></p> </td> \n       <td> <p><b>(3.4\u2013 4.2)</b></p> </td> \n       <td> <p><b>6.7</b></p> </td> \n       <td> <p><b>(5.9\u2013 7.5)</b></p> </td> \n       <td> <p><b>2.6</b></p> </td> \n       <td> <p><b>(2.2\u2013 3.1)</b></p> </td> \n       <td> <p><b>1.9</b></p> </td> \n       <td> <p><b>(1.2\u2013 2.8)</b></p> </td> \n       <td> <p><b>3.0</b></p> </td> \n       <td> <p><b>(2.6\u2013 3.4)</b></p> </td> \n       <td> <p><b>5.7</b></p> </td> \n       <td> <p><b>(4.9\u2013 6.7)</b></p> </td> \n       <td> <p><b>3.1</b></p> </td> \n       <td> <p><b>(2.5\u2013 3.9)</b></p> </td> \n       <td> <p><b>5.0</b></p> </td> \n       <td> <p><b>(3.9\u2013 6.4)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>3.5</b></p> </td> \n       <td colspan=\"2\"> <p>6.7</p> </td> \n       <td colspan=\"2\"> <p>2.2</p> </td> \n       <td colspan=\"2\"> <p>1.3</p> </td> \n       <td colspan=\"2\"> <p>2.7</p> </td> \n       <td colspan=\"2\"> <p>5.9</p> </td> \n       <td colspan=\"2\"> <p>3.2</p> </td> \n       <td colspan=\"2\"> <p>5.2</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>1.9</b></p> </td> \n       <td colspan=\"2\"> <p>2.8</p> </td> \n       <td colspan=\"2\"> <p>0.7</p> </td> \n       <td colspan=\"2\"> <p>0.1</p> </td> \n       <td colspan=\"2\"> <p>1.0</p> </td> \n       <td colspan=\"2\"> <p>1.0</p> </td> \n       <td colspan=\"2\"> <p>0.0</p> </td> \n       <td colspan=\"2\"> <p>0.5</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>5.7</b></p> </td> \n       <td colspan=\"2\"> <p>10.5</p> </td> \n       <td colspan=\"2\"> <p>4.4</p> </td> \n       <td colspan=\"2\"> <p>7.8</p> </td> \n       <td colspan=\"2\"> <p>4.8</p> </td> \n       <td colspan=\"2\"> <p>15.1</p> </td> \n       <td colspan=\"2\"> <p>10.0</p> </td> \n       <td colspan=\"2\"> <p>10.3</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;30 respondents).</p> <p> * White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other. </p> <p> <span>\u2020</span> Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p> <span>\u00a7</span> 95% confidence interval.</p> <p> <span>\u00b6</span> Represents 30\u201359 respondents; might not be reliable.</p> <p> ** Undefined.</p> <p> <span>\u2020\u2020</span> Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab34\" href=\"http://www.cdc.gov\"></a>TABLE 34. Estimated prevalence of women aged 18\u201344 years who always or usually get adequate social and emotional support, overall and by age group and race/ethnicity \u2014 Behavioral Risk Factor Surveillance System, United States, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity*</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u2020</span></p> </td> \n       <td> <p><b>CI</b><span>\u00a7</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alabama</p> </td> \n       <td> <p><b>80.2</b></p> </td> \n       <td> <p><b>(76.9\u201383.1)</b></p> </td> \n       <td> <p>78.3</p> </td> \n       <td> <p>(68.5\u201385.7)</p> </td> \n       <td> <p>83.2</p> </td> \n       <td> <p>(78.1\u201387.4)</p> </td> \n       <td> <p>78.1</p> </td> \n       <td> <p>(73.1\u201382.5)</p> </td> \n       <td> <p>84.6</p> </td> \n       <td> <p>(80.5\u201388.0)</p> </td> \n       <td> <p>70.2</p> </td> \n       <td> <p>(63.9\u201375.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>85.3</b></p> </td> \n       <td> <p><b>(80.2\u201389.3)</b></p> </td> \n       <td> <p>85.1</p> </td> \n       <td> <p>(69.2\u201393.6)</p> </td> \n       <td> <p>85.3</p> </td> \n       <td> <p>(76.2\u201391.3)</p> </td> \n       <td> <p>85.5</p> </td> \n       <td> <p>(79.2\u201390.1)</p> </td> \n       <td> <p>87.1</p> </td> \n       <td> <p>(80.7\u201391.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>83.1</p> </td> \n       <td> <p>(71.4\u201390.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arizona</p> </td> \n       <td> <p><b>79.2</b></p> </td> \n       <td> <p><b>(72.7\u201384.5)</b></p> </td> \n       <td> <p>71.7<span>\u00b6</span></p> </td> \n       <td> <p>(42.1\u201389.8)</p> </td> \n       <td> <p>81.8</p> </td> \n       <td> <p>(73.9\u201387.7)</p> </td> \n       <td> <p>79.8</p> </td> \n       <td> <p>(73.3\u201385.0)</p> </td> \n       <td> <p>81.7</p> </td> \n       <td> <p>(73.8\u201387.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>80.1</p> </td> \n       <td> <p>(68.5\u201388.1)</p> </td> \n       <td> <p>75.5</p> </td> \n       <td> <p>(59.7\u201386.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>76.7</b></p> </td> \n       <td> <p><b>(71.2\u201381.5)</b></p> </td> \n       <td> <p>73.7<span>\u00b6</span></p> </td> \n       <td> <p>(56.2\u201385.9)</p> </td> \n       <td> <p>77.4</p> </td> \n       <td> <p>(68.0\u201384.7)</p> </td> \n       <td> <p>77.7</p> </td> \n       <td> <p>(71.8\u201382.7)</p> </td> \n       <td> <p>79.9</p> </td> \n       <td> <p>(73.5\u201385.1)</p> </td> \n       <td> <p>64.8</p> </td> \n       <td> <p>(51.0\u201376.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>California</p> </td> \n       <td> <p><b>78.1</b></p> </td> \n       <td> <p><b>(76.0\u201380.0)</b></p> </td> \n       <td> <p>80.6</p> </td> \n       <td> <p>(75.1\u201385.1)</p> </td> \n       <td> <p>78.4</p> </td> \n       <td> <p>(75.1\u201381.3)</p> </td> \n       <td> <p>76.0</p> </td> \n       <td> <p>(73.2\u201378.6)</p> </td> \n       <td> <p>85.3</p> </td> \n       <td> <p>(82.6\u201387.7)</p> </td> \n       <td> <p>65.2</p> </td> \n       <td> <p>(51.2\u201377.0)</p> </td> \n       <td> <p>84.1</p> </td> \n       <td> <p>(78.5\u201388.4)</p> </td> \n       <td> <p>71.4</p> </td> \n       <td> <p>(68.0\u201374.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>83.2</b></p> </td> \n       <td> <p><b>(80.6\u201385.6)</b></p> </td> \n       <td> <p>80.5</p> </td> \n       <td> <p>(71.5\u201387.2)</p> </td> \n       <td> <p>83.5</p> </td> \n       <td> <p>(79.6\u201386.7)</p> </td> \n       <td> <p>84.5</p> </td> \n       <td> <p>(81.7\u201387.0)</p> </td> \n       <td> <p>87.8</p> </td> \n       <td> <p>(85.4\u201389.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>82.7</p> </td> \n       <td> <p>(69.1\u201391.1)</p> </td> \n       <td> <p>72.1</p> </td> \n       <td> <p>(64.8\u201378.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Connecticut</p> </td> \n       <td> <p><b>85.2</b></p> </td> \n       <td> <p><b>(82.0\u201388.0)</b></p> </td> \n       <td> <p>81.9</p> </td> \n       <td> <p>(70.4\u201389.5)</p> </td> \n       <td> <p>86.7</p> </td> \n       <td> <p>(81.2\u201390.7)</p> </td> \n       <td> <p>85.7</p> </td> \n       <td> <p>(81.7\u201389.0)</p> </td> \n       <td> <p>89.2</p> </td> \n       <td> <p>(86.0\u201391.8)</p> </td> \n       <td> <p>78.0</p> </td> \n       <td> <p>(61.6\u201388.7)</p> </td> \n       <td> <p>80.7</p> </td> \n       <td> <p>(63.2\u201391.1)</p> </td> \n       <td> <p>65.8</p> </td> \n       <td> <p>(52.4\u201377.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>85.4</b></p> </td> \n       <td> <p><b>(81.1\u201388.9)</b></p> </td> \n       <td> <p>91.4</p> </td> \n       <td> <p>(75.4\u201397.4)</p> </td> \n       <td> <p>85.2</p> </td> \n       <td> <p>(78.0\u201390.4)</p> </td> \n       <td> <p>81.6</p> </td> \n       <td> <p>(76.1\u201386.0)</p> </td> \n       <td> <p>87.2</p> </td> \n       <td> <p>(81.9\u201391.2)</p> </td> \n       <td> <p>78.1</p> </td> \n       <td> <p>(67.7\u201385.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>D.C.</p> </td> \n       <td> <p><b>82.4</b></p> </td> \n       <td> <p><b>(78.4\u201385.7)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>85.0</p> </td> \n       <td> <p>(79.4\u201389.3)</p> </td> \n       <td> <p>79.5</p> </td> \n       <td> <p>(73.9\u201384.1)</p> </td> \n       <td> <p>89.9</p> </td> \n       <td> <p>(84.0\u201393.8)</p> </td> \n       <td> <p>71.5</p> </td> \n       <td> <p>(64.3\u201377.7)</p> </td> \n       <td> <p>88.7<span>\u00b6</span></p> </td> \n       <td> <p>(77.6\u201394.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Florida</p> </td> \n       <td> <p><b>80.8</b></p> </td> \n       <td> <p><b>(77.0\u201384.1)</b></p> </td> \n       <td> <p>75.2</p> </td> \n       <td> <p>(59.7\u201386.2)</p> </td> \n       <td> <p>82.7</p> </td> \n       <td> <p>(76.3\u201387.7)</p> </td> \n       <td> <p>80.8</p> </td> \n       <td> <p>(75.8\u201385.0)</p> </td> \n       <td> <p>87.8</p> </td> \n       <td> <p>(84.3\u201390.7)</p> </td> \n       <td> <p>80.1</p> </td> \n       <td> <p>(71.0\u201386.9)</p> </td> \n       <td> <p>65.1</p> </td> \n       <td> <p>(46.3\u201380.2)</p> </td> \n       <td> <p>68.8</p> </td> \n       <td> <p>(57.1\u201378.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>78.3</b></p> </td> \n       <td> <p><b>(74.5\u201381.7)</b></p> </td> \n       <td> <p>75.6</p> </td> \n       <td> <p>(62.5\u201385.2)</p> </td> \n       <td> <p>75.9</p> </td> \n       <td> <p>(69.2\u201381.5)</p> </td> \n       <td> <p>82.0</p> </td> \n       <td> <p>(77.8\u201385.6)</p> </td> \n       <td> <p>84.9</p> </td> \n       <td> <p>(80.0\u201388.8)</p> </td> \n       <td> <p>71.2</p> </td> \n       <td> <p>(64.0\u201377.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>60.9<span>\u00b6</span></p> </td> \n       <td> <p>(42.8\u201376.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>79.3</b></p> </td> \n       <td> <p><b>(75.5\u201382.6)</b></p> </td> \n       <td> <p>79.0</p> </td> \n       <td> <p>(69.0\u201386.5)</p> </td> \n       <td> <p>78.6</p> </td> \n       <td> <p>(71.3\u201384.4)</p> </td> \n       <td> <p>80.1</p> </td> \n       <td> <p>(75.4\u201384.0)</p> </td> \n       <td> <p>84.1</p> </td> \n       <td> <p>(76.2\u201389.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>77.8</p> </td> \n       <td> <p>(72.9\u201382.0)</p> </td> \n       <td> <p>82.1</p> </td> \n       <td> <p>(71.9\u201389.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Idaho</p> </td> \n       <td> <p><b>85.2</b></p> </td> \n       <td> <p><b>(82.1\u201387.9)</b></p> </td> \n       <td> <p>84.9</p> </td> \n       <td> <p>(75.5\u201391.1)</p> </td> \n       <td> <p>88.3</p> </td> \n       <td> <p>(83.1\u201392.0)</p> </td> \n       <td> <p>81.8</p> </td> \n       <td> <p>(77.4\u201385.6)</p> </td> \n       <td> <p>87.7</p> </td> \n       <td> <p>(84.6\u201390.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>62.1</p> </td> \n       <td> <p>(47.6\u201374.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>80.0</b></p> </td> \n       <td> <p><b>(76.2\u201383.3)</b></p> </td> \n       <td> <p>77.8</p> </td> \n       <td> <p>(66.6\u201386.0)</p> </td> \n       <td> <p>81.4</p> </td> \n       <td> <p>(75.5\u201386.2)</p> </td> \n       <td> <p>80.1</p> </td> \n       <td> <p>(75.4\u201384.0)</p> </td> \n       <td> <p>86.8</p> </td> \n       <td> <p>(83.1\u201389.8)</p> </td> \n       <td> <p>62.2</p> </td> \n       <td> <p>(49.5\u201373.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>72.1</p> </td> \n       <td> <p>(59.4\u201382.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Indiana</p> </td> \n       <td> <p><b>80.9</b></p> </td> \n       <td> <p><b>(77.6\u201383.8)</b></p> </td> \n       <td> <p>83.2</p> </td> \n       <td> <p>(72.7\u201390.2)</p> </td> \n       <td> <p>79.8</p> </td> \n       <td> <p>(74.6\u201384.1)</p> </td> \n       <td> <p>80.3</p> </td> \n       <td> <p>(76.6\u201383.6)</p> </td> \n       <td> <p>83.1</p> </td> \n       <td> <p>(79.4\u201386.2)</p> </td> \n       <td> <p>67.5</p> </td> \n       <td> <p>(55.4\u201377.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>71.6</p> </td> \n       <td> <p>(56.3\u201383.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Iowa</p> </td> \n       <td> <p><b>85.9</b></p> </td> \n       <td> <p><b>(82.4\u201388.7)</b></p> </td> \n       <td> <p>88.7</p> </td> \n       <td> <p>(76.4\u201395.0)</p> </td> \n       <td> <p>85.9</p> </td> \n       <td> <p>(81.0\u201389.7)</p> </td> \n       <td> <p>83.8</p> </td> \n       <td> <p>(79.9\u201387.1)</p> </td> \n       <td> <p>87.2</p> </td> \n       <td> <p>(83.7\u201390.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kansas</p> </td> \n       <td> <p><b>83.6</b></p> </td> \n       <td> <p><b>(81.7\u201385.3)</b></p> </td> \n       <td> <p>85.8</p> </td> \n       <td> <p>(80.0\u201390.1)</p> </td> \n       <td> <p>81.8</p> </td> \n       <td> <p>(78.8\u201384.4)</p> </td> \n       <td> <p>83.8</p> </td> \n       <td> <p>(81.7\u201385.7)</p> </td> \n       <td> <p>85.6</p> </td> \n       <td> <p>(83.5\u201387.4)</p> </td> \n       <td> <p>71.1</p> </td> \n       <td> <p>(60.9\u201379.4)</p> </td> \n       <td> <p>81.9</p> </td> \n       <td> <p>(73.6\u201388.0)</p> </td> \n       <td> <p>70.6</p> </td> \n       <td> <p>(62.2\u201377.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kentucky</p> </td> \n       <td> <p><b>79.8</b></p> </td> \n       <td> <p><b>(76.3\u201382.9)</b></p> </td> \n       <td> <p>78.2</p> </td> \n       <td> <p>(63.5\u201388.1)</p> </td> \n       <td> <p>80.7</p> </td> \n       <td> <p>(75.3\u201385.1)</p> </td> \n       <td> <p>79.6</p> </td> \n       <td> <p>(75.3\u201383.4)</p> </td> \n       <td> <p>82.1</p> </td> \n       <td> <p>(78.6\u201385.2)</p> </td> \n       <td> <p>66.4</p> </td> \n       <td> <p>(43.2\u201383.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Louisiana</p> </td> \n       <td> <p><b>78.0</b></p> </td> \n       <td> <p><b>(75.1\u201380.6)</b></p> </td> \n       <td> <p>76.8</p> </td> \n       <td> <p>(68.5\u201383.4)</p> </td> \n       <td> <p>81.1</p> </td> \n       <td> <p>(76.3\u201385.2)</p> </td> \n       <td> <p>75.8</p> </td> \n       <td> <p>(71.7\u201379.4)</p> </td> \n       <td> <p>84.4</p> </td> \n       <td> <p>(81.1\u201387.1)</p> </td> \n       <td> <p>66.2</p> </td> \n       <td> <p>(60.3\u201371.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>86.4</b></p> </td> \n       <td> <p><b>(83.8\u201388.6)</b></p> </td> \n       <td> <p>88.2</p> </td> \n       <td> <p>(80.2\u201393.2)</p> </td> \n       <td> <p>87.4</p> </td> \n       <td> <p>(82.9\u201390.9)</p> </td> \n       <td> <p>84.5</p> </td> \n       <td> <p>(81.3\u201387.3)</p> </td> \n       <td> <p>87.1</p> </td> \n       <td> <p>(84.5\u201389.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>82.5</b></p> </td> \n       <td> <p><b>(79.8\u201385.0)</b></p> </td> \n       <td> <p>86.6</p> </td> \n       <td> <p>(78.9\u201391.7)</p> </td> \n       <td> <p>80.7</p> </td> \n       <td> <p>(75.9\u201384.8)</p> </td> \n       <td> <p>81.8</p> </td> \n       <td> <p>(78.2\u201385.0)</p> </td> \n       <td> <p>86.8</p> </td> \n       <td> <p>(83.8\u201389.4)</p> </td> \n       <td> <p>78.1</p> </td> \n       <td> <p>(71.9\u201383.3)</p> </td> \n       <td> <p>79.9</p> </td> \n       <td> <p>(69.2\u201387.6)</p> </td> \n       <td> <p>76.1</p> </td> \n       <td> <p>(62.7\u201385.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>82.8</b></p> </td> \n       <td> <p><b>(80.2\u201385.2)</b></p> </td> \n       <td> <p>85.9</p> </td> \n       <td> <p>(78.8\u201390.9)</p> </td> \n       <td> <p>83.0</p> </td> \n       <td> <p>(78.1\u201386.9)</p> </td> \n       <td> <p>80.7</p> </td> \n       <td> <p>(77.7\u201383.4)</p> </td> \n       <td> <p>86.1</p> </td> \n       <td> <p>(83.2\u201388.5)</p> </td> \n       <td> <p>69.2</p> </td> \n       <td> <p>(58.2\u201378.4)</p> </td> \n       <td> <p>75.5</p> </td> \n       <td> <p>(63.0\u201384.8)</p> </td> \n       <td> <p>73.3</p> </td> \n       <td> <p>(64.2\u201380.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>80.6</b></p> </td> \n       <td> <p><b>(77.6\u201383.3)</b></p> </td> \n       <td> <p>79.8</p> </td> \n       <td> <p>(71.0\u201386.5)</p> </td> \n       <td> <p>82.8</p> </td> \n       <td> <p>(77.9\u201386.7)</p> </td> \n       <td> <p>79.2</p> </td> \n       <td> <p>(75.6\u201382.5)</p> </td> \n       <td> <p>85.7</p> </td> \n       <td> <p>(82.8\u201388.2)</p> </td> \n       <td> <p>62.1</p> </td> \n       <td> <p>(53.9\u201369.6)</p> </td> \n       <td> <p>71.5</p> </td> \n       <td> <p>(51.8\u201385.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>86.6</b></p> </td> \n       <td> <p><b>(83.3\u201389.3)</b></p> </td> \n       <td> <p>85.0</p> </td> \n       <td> <p>(74.4\u201391.7)</p> </td> \n       <td> <p>88.5</p> </td> \n       <td> <p>(83.6\u201392.0)</p> </td> \n       <td> <p>86.0</p> </td> \n       <td> <p>(82.3\u201389.0)</p> </td> \n       <td> <p>88.7</p> </td> \n       <td> <p>(85.7\u201391.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>72.5</b></p> </td> \n       <td> <p><b>(69.4\u201375.4)</b></p> </td> \n       <td> <p>74.9</p> </td> \n       <td> <p>(65.9\u201382.2)</p> </td> \n       <td> <p>71.3</p> </td> \n       <td> <p>(66.3\u201375.9)</p> </td> \n       <td> <p>72.6</p> </td> \n       <td> <p>(68.6\u201376.2)</p> </td> \n       <td> <p>83.0</p> </td> \n       <td> <p>(79.0\u201386.4)</p> </td> \n       <td> <p>59.9</p> </td> \n       <td> <p>(54.8\u201364.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>83.2</b></p> </td> \n       <td> <p><b>(79.1\u201386.6)</b></p> </td> \n       <td> <p>86.1</p> </td> \n       <td> <p>(74.0\u201393.1)</p> </td> \n       <td> <p>79.6</p> </td> \n       <td> <p>(72.1\u201385.4)</p> </td> \n       <td> <p>85.6</p> </td> \n       <td> <p>(80.7\u201389.4)</p> </td> \n       <td> <p>85.1</p> </td> \n       <td> <p>(80.5\u201388.7)</p> </td> \n       <td> <p>71.8</p> </td> \n       <td> <p>(57.5\u201382.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Montana</p> </td> \n       <td> <p><b>80.9</b></p> </td> \n       <td> <p><b>(76.0\u201384.9)</b></p> </td> \n       <td> <p>77.6</p> </td> \n       <td> <p>(60.7\u201388.6)</p> </td> \n       <td> <p>81.6</p> </td> \n       <td> <p>(75.4\u201386.6)</p> </td> \n       <td> <p>82.3</p> </td> \n       <td> <p>(77.8\u201386.1)</p> </td> \n       <td> <p>84.4</p> </td> \n       <td> <p>(80.7\u201387.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>76.1</p> </td> \n       <td> <p>(61.5\u201386.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>83.9</b></p> </td> \n       <td> <p><b>(80.7\u201386.7)</b></p> </td> \n       <td> <p>85.2</p> </td> \n       <td> <p>(75.2\u201391.6)</p> </td> \n       <td> <p>85.3</p> </td> \n       <td> <p>(80.0\u201389.3)</p> </td> \n       <td> <p>81.8</p> </td> \n       <td> <p>(77.2\u201385.7)</p> </td> \n       <td> <p>87.3</p> </td> \n       <td> <p>(84.3\u201389.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>56.9<span>\u00b6</span></p> </td> \n       <td> <p>(35.5\u201376.1)</p> </td> \n       <td> <p>75.5</p> </td> \n       <td> <p>(60.2\u201386.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nevada</p> </td> \n       <td> <p><b>78.7</b></p> </td> \n       <td> <p><b>(72.3\u201383.9)</b></p> </td> \n       <td> <p>73.9<span>\u00b6</span></p> </td> \n       <td> <p>(55.0\u201386.8)</p> </td> \n       <td> <p>79.2</p> </td> \n       <td> <p>(67.0\u201387.7)</p> </td> \n       <td> <p>80.3</p> </td> \n       <td> <p>(73.1\u201386.0)</p> </td> \n       <td> <p>82.3</p> </td> \n       <td> <p>(74.6\u201388.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>78.2<span>\u00b6</span></p> </td> \n       <td> <p>(61.2\u201389.1)</p> </td> \n       <td> <p>73.1</p> </td> \n       <td> <p>(57.0\u201384.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Hampshire</p> </td> \n       <td> <p><b>85.6</b></p> </td> \n       <td> <p><b>(82.5\u201388.3)</b></p> </td> \n       <td> <p>84.0</p> </td> \n       <td> <p>(72.0\u201391.4)</p> </td> \n       <td> <p>87.6</p> </td> \n       <td> <p>(82.4\u201391.4)</p> </td> \n       <td> <p>84.8</p> </td> \n       <td> <p>(81.1\u201387.9)</p> </td> \n       <td> <p>85.9</p> </td> \n       <td> <p>(82.6\u201388.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>81.5</b></p> </td> \n       <td> <p><b>(79.0\u201383.8)</b></p> </td> \n       <td> <p>85.3</p> </td> \n       <td> <p>(77.2\u201390.9)</p> </td> \n       <td> <p>80.0</p> </td> \n       <td> <p>(75.9\u201383.5)</p> </td> \n       <td> <p>80.5</p> </td> \n       <td> <p>(77.6\u201383.2)</p> </td> \n       <td> <p>85.8</p> </td> \n       <td> <p>(82.8\u201388.3)</p> </td> \n       <td> <p>75.6</p> </td> \n       <td> <p>(68.5\u201381.5)</p> </td> \n       <td> <p>74.6</p> </td> \n       <td> <p>(63.2\u201383.4)</p> </td> \n       <td> <p>77.4</p> </td> \n       <td> <p>(71.0\u201382.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Mexico</p> </td> \n       <td> <p><b>81.1</b></p> </td> \n       <td> <p><b>(77.9\u201383.9)</b></p> </td> \n       <td> <p>84.5</p> </td> \n       <td> <p>(75.8\u201390.4)</p> </td> \n       <td> <p>79.9</p> </td> \n       <td> <p>(74.5\u201384.3)</p> </td> \n       <td> <p>79.9</p> </td> \n       <td> <p>(75.9\u201383.4)</p> </td> \n       <td> <p>88.4</p> </td> \n       <td> <p>(84.0\u201391.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>61.3</p> </td> \n       <td> <p>(50.9\u201370.9)</p> </td> \n       <td> <p>80.2</p> </td> \n       <td> <p>(75.6\u201384.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New York</p> </td> \n       <td> <p><b>74.6</b></p> </td> \n       <td> <p><b>(70.8\u201378.1)</b></p> </td> \n       <td> <p>71.5</p> </td> \n       <td> <p>(60.4\u201380.5)</p> </td> \n       <td> <p>74.6</p> </td> \n       <td> <p>(68.8\u201379.7)</p> </td> \n       <td> <p>76.7</p> </td> \n       <td> <p>(72.0\u201380.7)</p> </td> \n       <td> <p>81.8</p> </td> \n       <td> <p>(77.6\u201385.4)</p> </td> \n       <td> <p>69.4</p> </td> \n       <td> <p>(58.5\u201378.4)</p> </td> \n       <td> <p>52.6</p> </td> \n       <td> <p>(36.8\u201367.9)</p> </td> \n       <td> <p>68.2</p> </td> \n       <td> <p>(58.0\u201377.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Carolina</p> </td> \n       <td> <p><b>76.1</b></p> </td> \n       <td> <p><b>(72.5\u201379.3)</b></p> </td> \n       <td> <p>69.9</p> </td> \n       <td> <p>(58.1\u201379.6)</p> </td> \n       <td> <p>78.4</p> </td> \n       <td> <p>(73.6\u201382.6)</p> </td> \n       <td> <p>77.4</p> </td> \n       <td> <p>(73.3\u201381.1)</p> </td> \n       <td> <p>80.3</p> </td> \n       <td> <p>(76.6\u201383.6)</p> </td> \n       <td> <p>66.3</p> </td> \n       <td> <p>(55.9\u201375.3)</p> </td> \n       <td> <p>76.2</p> </td> \n       <td> <p>(65.8\u201384.2)</p> </td> \n       <td> <p>69.4</p> </td> \n       <td> <p>(56.6\u201379.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Dakota</p> </td> \n       <td> <p><b>85.0</b></p> </td> \n       <td> <p><b>(81.0\u201388.3)</b></p> </td> \n       <td> <p>84.2</p> </td> \n       <td> <p>(73.5\u201391.1)</p> </td> \n       <td> <p>89.9</p> </td> \n       <td> <p>(84.9\u201393.4)</p> </td> \n       <td> <p>81.1</p> </td> \n       <td> <p>(76.2\u201385.2)</p> </td> \n       <td> <p>86.5</p> </td> \n       <td> <p>(82.4\u201389.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>82.5</b></p> </td> \n       <td> <p><b>(79.5\u201385.1)</b></p> </td> \n       <td> <p>83.2</p> </td> \n       <td> <p>(74.0\u201389.5)</p> </td> \n       <td> <p>81.0</p> </td> \n       <td> <p>(75.5\u201385.6)</p> </td> \n       <td> <p>83.8</p> </td> \n       <td> <p>(80.6\u201386.6)</p> </td> \n       <td> <p>83.5</p> </td> \n       <td> <p>(80.2\u201386.4)</p> </td> \n       <td> <p>72.5</p> </td> \n       <td> <p>(62.8\u201380.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>80.4</b></p> </td> \n       <td> <p><b>(77.8\u201382.7)</b></p> </td> \n       <td> <p>83.0</p> </td> \n       <td> <p>(75.0\u201388.8)</p> </td> \n       <td> <p>80.9</p> </td> \n       <td> <p>(76.9\u201384.4)</p> </td> \n       <td> <p>78.5</p> </td> \n       <td> <p>(74.8\u201381.8)</p> </td> \n       <td> <p>83.4</p> </td> \n       <td> <p>(80.4\u201386.1)</p> </td> \n       <td> <p>77.2</p> </td> \n       <td> <p>(67.9\u201384.4)</p> </td> \n       <td> <p>76.1</p> </td> \n       <td> <p>(68.7\u201382.2)</p> </td> \n       <td> <p>67.9</p> </td> \n       <td> <p>(57.7\u201376.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>88.4</b></p> </td> \n       <td> <p><b>(84.6\u201391.4)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>91.6</p> </td> \n       <td> <p>(86.1\u201395.0)</p> </td> \n       <td> <p>84.5</p> </td> \n       <td> <p>(78.6\u201389.0)</p> </td> \n       <td> <p>91.5</p> </td> \n       <td> <p>(87.7\u201394.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>84.0</p> </td> \n       <td> <p>(72.0\u201391.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>79.7</b></p> </td> \n       <td> <p><b>(76.2\u201382.8)</b></p> </td> \n       <td> <p>76.3</p> </td> \n       <td> <p>(66.4\u201384.1)</p> </td> \n       <td> <p>81.8</p> </td> \n       <td> <p>(76.4\u201386.2)</p> </td> \n       <td> <p>80.4</p> </td> \n       <td> <p>(76.2\u201384.0)</p> </td> \n       <td> <p>82.0</p> </td> \n       <td> <p>(78.3\u201385.1)</p> </td> \n       <td> <p>72.7</p> </td> \n       <td> <p>(56.6\u201384.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>80.4</b></p> </td> \n       <td> <p><b>(76.1\u201384.1)</b></p> </td> \n       <td> <p>79.3</p> </td> \n       <td> <p>(65.0\u201388.7)</p> </td> \n       <td> <p>81.3</p> </td> \n       <td> <p>(75.3\u201386.1)</p> </td> \n       <td> <p>80.5</p> </td> \n       <td> <p>(76.5\u201384.0)</p> </td> \n       <td> <p>85.2</p> </td> \n       <td> <p>(80.1\u201389.2)</p> </td> \n       <td> <p>46.0<span>\u00b6</span></p> </td> \n       <td> <p>(27.7\u201365.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>65.8</p> </td> \n       <td> <p>(53.2\u201376.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Carolina</p> </td> \n       <td> <p><b>80.3</b></p> </td> \n       <td> <p><b>(77.1\u201383.3)</b></p> </td> \n       <td> <p>81.8</p> </td> \n       <td> <p>(71.7\u201388.9)</p> </td> \n       <td> <p>81.4</p> </td> \n       <td> <p>(75.7\u201386.0)</p> </td> \n       <td> <p>78.9</p> </td> \n       <td> <p>(74.4\u201382.9)</p> </td> \n       <td> <p>85.6</p> </td> \n       <td> <p>(81.6\u201388.8)</p> </td> \n       <td> <p>69.8</p> </td> \n       <td> <p>(63.3\u201375.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Dakota</p> </td> \n       <td> <p><b>84.6</b></p> </td> \n       <td> <p><b>(80.8\u201387.8)</b></p> </td> \n       <td> <p>83.4</p> </td> \n       <td> <p>(70.9\u201391.1)</p> </td> \n       <td> <p>88.4</p> </td> \n       <td> <p>(83.5\u201391.9)</p> </td> \n       <td> <p>82.2</p> </td> \n       <td> <p>(77.6\u201385.9)</p> </td> \n       <td> <p>86.9</p> </td> \n       <td> <p>(82.7\u201390.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>73.5</p> </td> \n       <td> <p>(60.9\u201383.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>77.7</b></p> </td> \n       <td> <p><b>(73.8\u201381.1)</b></p> </td> \n       <td> <p>81.3</p> </td> \n       <td> <p>(68.3\u201389.7)</p> </td> \n       <td> <p>75.2</p> </td> \n       <td> <p>(68.0\u201381.3)</p> </td> \n       <td> <p>78.5</p> </td> \n       <td> <p>(73.4\u201382.9)</p> </td> \n       <td> <p>79.7</p> </td> \n       <td> <p>(75.5\u201383.4)</p> </td> \n       <td> <p>68.9</p> </td> \n       <td> <p>(58.4\u201377.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>74.7</b></p> </td> \n       <td> <p><b>(71.5\u201377.6)</b></p> </td> \n       <td> <p>76.0</p> </td> \n       <td> <p>(66.6\u201383.4)</p> </td> \n       <td> <p>73.8</p> </td> \n       <td> <p>(68.5\u201378.5)</p> </td> \n       <td> <p>74.9</p> </td> \n       <td> <p>(70.5\u201378.9)</p> </td> \n       <td> <p>84.3</p> </td> \n       <td> <p>(80.3\u201387.6)</p> </td> \n       <td> <p>63.0</p> </td> \n       <td> <p>(51.1\u201373.6)</p> </td> \n       <td> <p>74.7</p> </td> \n       <td> <p>(58.4\u201386.1)</p> </td> \n       <td> <p>67.5</p> </td> \n       <td> <p>(62.1\u201372.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>85.7</b></p> </td> \n       <td> <p><b>(83.2\u201387.9)</b></p> </td> \n       <td> <p>83.9</p> </td> \n       <td> <p>(76.3\u201389.3)</p> </td> \n       <td> <p>87.0</p> </td> \n       <td> <p>(84.0\u201389.6)</p> </td> \n       <td> <p>85.8</p> </td> \n       <td> <p>(82.9\u201388.3)</p> </td> \n       <td> <p>88.4</p> </td> \n       <td> <p>(85.8\u201390.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>73.7</p> </td> \n       <td> <p>(57.8\u201385.1)</p> </td> \n       <td> <p>65.2</p> </td> \n       <td> <p>(55.3\u201374.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>84.7</b></p> </td> \n       <td> <p><b>(81.5\u201387.5)</b></p> </td> \n       <td> <p>89.6</p> </td> \n       <td> <p>(79.4\u201395.1)</p> </td> \n       <td> <p>79.7</p> </td> \n       <td> <p>(73.8\u201384.5)</p> </td> \n       <td> <p>85.5</p> </td> \n       <td> <p>(82.0\u201388.3)</p> </td> \n       <td> <p>85.4</p> </td> \n       <td> <p>(82.4\u201388.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Virginia</p> </td> \n       <td> <p><b>82.5</b></p> </td> \n       <td> <p><b>(78.3\u201386.1)</b></p> </td> \n       <td> <p>94.6<span>\u00b6</span></p> </td> \n       <td> <p>(84.6\u201398.3)</p> </td> \n       <td> <p>79.3</p> </td> \n       <td> <p>(72.0\u201385.0)</p> </td> \n       <td> <p>77.9</p> </td> \n       <td> <p>(71.3\u201383.3)</p> </td> \n       <td> <p>89.1</p> </td> \n       <td> <p>(85.5\u201391.9)</p> </td> \n       <td> <p>74.7</p> </td> \n       <td> <p>(61.8\u201384.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>82.7</b></p> </td> \n       <td> <p><b>(80.8\u201384.5)</b></p> </td> \n       <td> <p>84.4</p> </td> \n       <td> <p>(78.8\u201388.7)</p> </td> \n       <td> <p>81.2</p> </td> \n       <td> <p>(78.0\u201384.0)</p> </td> \n       <td> <p>83.2</p> </td> \n       <td> <p>(80.8\u201385.3)</p> </td> \n       <td> <p>85.4</p> </td> \n       <td> <p>(83.4\u201387.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>78.6</p> </td> \n       <td> <p>(70.4\u201385.0)</p> </td> \n       <td> <p>73.5</p> </td> \n       <td> <p>(67.3\u201378.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>79.4</b></p> </td> \n       <td> <p><b>(75.9\u201382.5)</b></p> </td> \n       <td> <p>78.4</p> </td> \n       <td> <p>(68.3\u201385.9)</p> </td> \n       <td> <p>80.1</p> </td> \n       <td> <p>(74.9\u201384.4)</p> </td> \n       <td> <p>79.4</p> </td> \n       <td> <p>(74.5\u201383.5)</p> </td> \n       <td> <p>79.9</p> </td> \n       <td> <p>(76.4\u201383.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>87.2</b></p> </td> \n       <td> <p><b>(83.5\u201390.2)</b></p> </td> \n       <td> <p>95.2</p> </td> \n       <td> <p>(89.4\u201397.9)</p> </td> \n       <td> <p>86.2</p> </td> \n       <td> <p>(78.0\u201391.6)</p> </td> \n       <td> <p>83.1</p> </td> \n       <td> <p>(77.7\u201387.4)</p> </td> \n       <td> <p>89.3</p> </td> \n       <td> <p>(85.5\u201392.1)</p> </td> \n       <td> <p>64.5<span>\u00b6</span></p> </td> \n       <td> <p>(43.0\u201381.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>84.2</b></p> </td> \n       <td> <p><b>(80.3\u201387.4)</b></p> </td> \n       <td> <p>82.3</p> </td> \n       <td> <p>(69.2\u201390.6)</p> </td> \n       <td> <p>84.8</p> </td> \n       <td> <p>(79.7\u201388.8)</p> </td> \n       <td> <p>84.8</p> </td> \n       <td> <p>(80.4\u201388.3)</p> </td> \n       <td> <p>87.1</p> </td> \n       <td> <p>(83.0\u201390.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>66.4</p> </td> \n       <td> <p>(50.8\u201379.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total**</b></p> </td> \n       <td> <p><b>79.9</b></p> </td> \n       <td> <p><b>(79.3\u201380.5)</b></p> </td> \n       <td> <p><b>80.3</b></p> </td> \n       <td> <p><b>(78.5\u201382.0)</b></p> </td> \n       <td> <p><b>80.0</b></p> </td> \n       <td> <p><b>(79.0\u201381.0)</b></p> </td> \n       <td> <p><b>79.6</b></p> </td> \n       <td> <p><b>(78.8\u201380.4)</b></p> </td> \n       <td> <p><b>85.0</b></p> </td> \n       <td> <p><b>(84.4\u201385.6)</b></p> </td> \n       <td> <p><b>69.7</b></p> </td> \n       <td> <p><b>(67.5\u201371.8)</b></p> </td> \n       <td> <p><b>74.9</b></p> </td> \n       <td> <p><b>(72.1\u201377.5)</b></p> </td> \n       <td> <p><b>70.5</b></p> </td> \n       <td> <p><b>(68.4\u201372.5)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>81.5</b></p> </td> \n       <td colspan=\"2\"> <p>82.3</p> </td> \n       <td colspan=\"2\"> <p>81.4</p> </td> \n       <td colspan=\"2\"> <p>80.7</p> </td> \n       <td colspan=\"2\"> <p>85.6</p> </td> \n       <td colspan=\"2\"> <p>69.6</p> </td> \n       <td colspan=\"2\"> <p>76.2</p> </td> \n       <td colspan=\"2\"> <p>71.4</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>72.5</b></p> </td> \n       <td colspan=\"2\"> <p>69.9</p> </td> \n       <td colspan=\"2\"> <p>71.3</p> </td> \n       <td colspan=\"2\"> <p>72.6</p> </td> \n       <td colspan=\"2\"> <p>79.7</p> </td> \n       <td colspan=\"2\"> <p>46.0</p> </td> \n       <td colspan=\"2\"> <p>52.6</p> </td> \n       <td colspan=\"2\"> <p>60.9</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>88.4</b></p> </td> \n       <td colspan=\"2\"> <p>95.2</p> </td> \n       <td colspan=\"2\"> <p>91.6</p> </td> \n       <td colspan=\"2\"> <p>86.0</p> </td> \n       <td colspan=\"2\"> <p>91.5</p> </td> \n       <td colspan=\"2\"> <p>80.1</p> </td> \n       <td colspan=\"2\"> <p>88.7</p> </td> \n       <td colspan=\"2\"> <p>82.1</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;50 respondents).</p> <p> * White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other. </p> <p> <span>\u2020</span> Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p> <span>\u00a7</span> 95% confidence interval.</p> <p> <span>\u00b6</span> Represents 50\u201359 respondents; might not be reliable.</p> <p> ** Chi-square p-value significant at p&lt;0.05 for race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab35\" href=\"http://www.cdc.gov\"></a>TABLE 35. Estimated prevalence of women aged 18\u201344 years having a live birth who reported that they had at least three of five types of social support available to them after delivering their baby, overall and by age group and race/ethnicity \u2014 Pregnancy Risk Assessment Monitoring System, United States, two reporting areas, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity*</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u2020</span></p> </td> \n       <td> <p><b>CI</b><span>\u00a7</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>87.0</b></p> </td> \n       <td> <p><b>(84.1\u201389.4)</b></p> </td> \n       <td> <p>87.2</p> </td> \n       <td> <p>(82.5\u201390.8)</p> </td> \n       <td> <p>86.6</p> </td> \n       <td> <p>(82.4\u201389.9)</p> </td> \n       <td> <p>88.4</p> </td> \n       <td> <p>(77.1\u201394.5)</p> </td> \n       <td> <p>89.9</p> </td> \n       <td> <p>(86.4\u201392.6)</p> </td> \n       <td> <p>80.2</p> </td> \n       <td> <p>(66.1\u201389.4)</p> </td> \n       <td> <p>87.6</p> </td> \n       <td> <p>(79.8\u201392.6)</p> </td> \n       <td> <p>76.6</p> </td> \n       <td> <p>(67.2\u201383.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>87.2</b></p> </td> \n       <td> <p><b>(84.7\u201389.3)</b></p> </td> \n       <td> <p>81.8</p> </td> \n       <td> <p>(75.7\u201386.7)</p> </td> \n       <td> <p>88.1</p> </td> \n       <td> <p>(85.0\u201390.7)</p> </td> \n       <td> <p>91.9</p> </td> \n       <td> <p>(86.1\u201395.4)</p> </td> \n       <td> <p>94.1</p> </td> \n       <td> <p>(91.5\u201395.9)</p> </td> \n       <td> <p>72.9</p> </td> \n       <td> <p>(57.7\u201384.2)</p> </td> \n       <td> <p>83.2</p> </td> \n       <td> <p>(73.3\u201389.9)</p> </td> \n       <td> <p>72.1</p> </td> \n       <td> <p>(65.1\u201378.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total</b><span>\u00b6</span></p> </td> \n       <td> <p><b>87.0</b></p> </td> \n       <td> <p><b>(84.6\u201389.1)</b></p> </td> \n       <td> <p><b>86.6</b></p> </td> \n       <td> <p><b>(82.5\u201389.9)</b></p> </td> \n       <td> <p><b>86.9</b></p> </td> \n       <td> <p><b>(83.5\u201389.7)</b></p> </td> \n       <td> <p><b>89.4</b></p> </td> \n       <td> <p><b>(81.4\u201394.2)</b></p> </td> \n       <td> <p><b>90.6</b></p> </td> \n       <td> <p><b>(87.7\u201392.9)</b></p> </td> \n       <td> <p>79.4</p> </td> \n       <td> <p><b>(67.1\u201387.9)</b></p> </td> \n       <td> <p><b>87.2</b></p> </td> \n       <td> <p><b>(80.2\u201391.9)</b></p> </td> \n       <td> <p><b>75.5</b></p> </td> \n       <td> <p><b>(68.4\u201381.4)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>87.1</b></p> </td> \n       <td colspan=\"2\"> <p>84.5</p> </td> \n       <td colspan=\"2\"> <p>87.4</p> </td> \n       <td colspan=\"2\"> <p>90.1</p> </td> \n       <td colspan=\"2\"> <p>92.0</p> </td> \n       <td colspan=\"2\"> <p>76.6</p> </td> \n       <td colspan=\"2\"> <p>85.4</p> </td> \n       <td colspan=\"2\"> <p>74.3</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>87.0</b></p> </td> \n       <td colspan=\"2\"> <p>81.8</p> </td> \n       <td colspan=\"2\"> <p>86.6</p> </td> \n       <td colspan=\"2\"> <p>88.4</p> </td> \n       <td colspan=\"2\"> <p>89.9</p> </td> \n       <td colspan=\"2\"> <p>72.9</p> </td> \n       <td colspan=\"2\"> <p>83.2</p> </td> \n       <td colspan=\"2\"> <p>72.1</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>87.2</b></p> </td> \n       <td colspan=\"2\"> <p>87.2</p> </td> \n       <td colspan=\"2\"> <p>88.1</p> </td> \n       <td colspan=\"2\"> <p>91.9</p> </td> \n       <td colspan=\"2\"> <p>94.1</p> </td> \n       <td colspan=\"2\"> <p>80.2</p> </td> \n       <td colspan=\"2\"> <p>87.6</p> </td> \n       <td colspan=\"2\"> <p>76.6</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p> * White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other.</p> <p> <span>\u2020</span> Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse. </p> <p> <span>\u00a7</span> 95% confidence interval.</p> <p> <span>\u00b6</span> Chi-square p-value significant at p&lt;0.05 for race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab36\" href=\"http://www.cdc.gov\"></a>TABLE 36. Estimated prevalence of women aged 18\u201344 years who have ever been told by a health-care provider that they had diabetes, not including gestational diabetes, overall and by age group and race/ethnicity \u2014 Behavioral Risk Factor Surveillance System, United States, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity*</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u2020</span></p> </td> \n       <td> <p><b>CI</b><span>\u00a7</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alabama</p> </td> \n       <td> <p><b>3.8</b></p> </td> \n       <td> <p><b>(2.5\u2013 5.7)</b></p> </td> \n       <td> <p>0.5</p> </td> \n       <td> <p>(0.1\u2013 3.4)</p> </td> \n       <td> <p>3.2</p> </td> \n       <td> <p>(1.7\u2013 5.9)</p> </td> \n       <td> <p>5.4</p> </td> \n       <td> <p>(3.1\u2013 9.4)</p> </td> \n       <td> <p>3.3</p> </td> \n       <td> <p>(1.7\u2013 6.2)</p> </td> \n       <td> <p>5.2</p> </td> \n       <td> <p>(3.2\u2013 8.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>1.6</b></p> </td> \n       <td> <p><b>(0.8\u2013 3.3)</b></p> </td> \n       <td> <p>0.0</p> </td> \n       <td> <p>\u2014\u00b6</p> </td> \n       <td> <p>0.8</p> </td> \n       <td> <p>(0.2\u2013 3.2)</p> </td> \n       <td> <p>3.6</p> </td> \n       <td> <p>(1.6\u2013 7.7)</p> </td> \n       <td> <p>2.0</p> </td> \n       <td> <p>(0.9\u2013 4.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>1.3</p> </td> \n       <td> <p>(0.4\u2013 4.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arizona</p> </td> \n       <td> <p><b>2.7</b></p> </td> \n       <td> <p><b>(1.7\u2013 4.3)</b></p> </td> \n       <td> <p>1.3**</p> </td> \n       <td> <p>(0.2\u2013 6.3)</p> </td> \n       <td> <p>2.4</p> </td> \n       <td> <p>(1.1\u2013 5.3)</p> </td> \n       <td> <p>3.6</p> </td> \n       <td> <p>(2.0\u2013 6.5)</p> </td> \n       <td> <p>1.2</p> </td> \n       <td> <p>(0.5\u2013 2.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>9.8</p> </td> \n       <td> <p>(4.6\u201319.7)</p> </td> \n       <td> <p>3.1</p> </td> \n       <td> <p>(1.3\u2013 7.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>2.8</b></p> </td> \n       <td> <p><b>(1.5\u2013 5.2)</b></p> </td> \n       <td> <p>2.7**</p> </td> \n       <td> <p>(0.5\u201312.5)</p> </td> \n       <td> <p>2.6</p> </td> \n       <td> <p>(0.7\u2013 8.8)</p> </td> \n       <td> <p>3.0</p> </td> \n       <td> <p>(1.6\u2013 5.5)</p> </td> \n       <td> <p>2.3</p> </td> \n       <td> <p>(0.9\u2013 5.5)</p> </td> \n       <td> <p>5.6</p> </td> \n       <td> <p>(2.4\u201312.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>California</p> </td> \n       <td> <p><b>2.7</b></p> </td> \n       <td> <p><b>(2.1\u2013 3.4)</b></p> </td> \n       <td> <p>0.8</p> </td> \n       <td> <p>(0.2\u2013 3.1)</p> </td> \n       <td> <p>2.5</p> </td> \n       <td> <p>(1.6\u2013 3.8)</p> </td> \n       <td> <p>4.2</p> </td> \n       <td> <p>(3.2\u2013 5.6)</p> </td> \n       <td> <p>1.5</p> </td> \n       <td> <p>(1.0\u2013 2.4)</p> </td> \n       <td> <p>1.8</p> </td> \n       <td> <p>(0.6\u2013 4.9)</p> </td> \n       <td> <p>1.3</p> </td> \n       <td> <p>(0.6\u2013 2.8)</p> </td> \n       <td> <p>4.0</p> </td> \n       <td> <p>(2.9\u2013 5.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>2.5</b></p> </td> \n       <td> <p><b>(1.7\u2013 3.7)</b></p> </td> \n       <td> <p>0.0</p> </td> \n       <td> <p>\u2014\u00b6</p> </td> \n       <td> <p>1.5</p> </td> \n       <td> <p>(0.7\u2013 3.2)</p> </td> \n       <td> <p>4.8</p> </td> \n       <td> <p>(3.1\u2013 7.5)</p> </td> \n       <td> <p>1.7</p> </td> \n       <td> <p>(1.0\u2013 2.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>4.4</p> </td> \n       <td> <p>(1.2\u201314.6)</p> </td> \n       <td> <p>4.4</p> </td> \n       <td> <p>(2.2\u2013 8.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Connecticut</p> </td> \n       <td> <p><b>1.3</b></p> </td> \n       <td> <p><b>(0.7\u2013 2.3)</b></p> </td> \n       <td> <p>0.0</p> </td> \n       <td> <p>\u2014\u00b6</p> </td> \n       <td> <p>1.0</p> </td> \n       <td> <p>(0.2\u2013 4.6)</p> </td> \n       <td> <p>2.1</p> </td> \n       <td> <p>(1.2\u2013 3.8)</p> </td> \n       <td> <p>1.4</p> </td> \n       <td> <p>(0.7\u2013 2.8)</p> </td> \n       <td> <p>2.3</p> </td> \n       <td> <p>(0.6\u2013 7.7)</p> </td> \n       <td> <p>0.8</p> </td> \n       <td> <p>(0.1\u2013 5.3)</p> </td> \n       <td> <p>0.5</p> </td> \n       <td> <p>(0.1\u2013 2.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>1.4</b></p> </td> \n       <td> <p><b>(0.8\u2013 2.6)</b></p> </td> \n       <td> <p>0.0</p> </td> \n       <td> <p>\u2014\u00b6</p> </td> \n       <td> <p>0.2</p> </td> \n       <td> <p>(0.0\u2013 1.1)</p> </td> \n       <td> <p>3.5</p> </td> \n       <td> <p>(1.9\u2013 6.4)</p> </td> \n       <td> <p>1.4</p> </td> \n       <td> <p>(0.7\u2013 2.7)</p> </td> \n       <td> <p>1.8</p> </td> \n       <td> <p>(0.4\u2013 8.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>D.C.</p> </td> \n       <td> <p><b>2.7</b></p> </td> \n       <td> <p><b>(1.4\u2013 5.2)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>3.8</p> </td> \n       <td> <p>(1.7\u2013 8.4)</p> </td> \n       <td> <p>1.9</p> </td> \n       <td> <p>(0.9\u2013 3.9)</p> </td> \n       <td> <p>1.1</p> </td> \n       <td> <p>(0.3\u2013 4.1)</p> </td> \n       <td> <p>5.0</p> </td> \n       <td> <p>(2.3\u201310.7)</p> </td> \n       <td> <p>0.0**</p> </td> \n       <td> <p>\u2014\u00b6</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Florida</p> </td> \n       <td> <p><b>4.7</b></p> </td> \n       <td> <p><b>(3.0\u2013 7.2)</b></p> </td> \n       <td> <p>3.3</p> </td> \n       <td> <p>(0.8\u201312.7)</p> </td> \n       <td> <p>4.5</p> </td> \n       <td> <p>(2.3\u2013 8.5)</p> </td> \n       <td> <p>5.1</p> </td> \n       <td> <p>(2.7\u2013 9.2)</p> </td> \n       <td> <p>2.5</p> </td> \n       <td> <p>(1.4\u2013 4.3)</p> </td> \n       <td> <p>7.5</p> </td> \n       <td> <p>(3.6\u201314.8)</p> </td> \n       <td> <p>11.0</p> </td> \n       <td> <p>(4.0\u201327.1)</p> </td> \n       <td> <p>5.9</p> </td> \n       <td> <p>(1.8\u201317.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>3.2</b></p> </td> \n       <td> <p><b>(2.1\u2013 4.8)</b></p> </td> \n       <td> <p>0.3</p> </td> \n       <td> <p>(0.0\u2013 2.0)</p> </td> \n       <td> <p>2.3</p> </td> \n       <td> <p>(0.9\u2013 6.0)</p> </td> \n       <td> <p>5.1</p> </td> \n       <td> <p>(3.5\u2013 7.4)</p> </td> \n       <td> <p>2.2</p> </td> \n       <td> <p>(1.3\u2013 3.7)</p> </td> \n       <td> <p>5.3</p> </td> \n       <td> <p>(2.7\u201310.0)</p> </td> \n       <td> <p>1.8**</p> </td> \n       <td> <p>(0.2\u201311.6)</p> </td> \n       <td> <p>2.4<span>**</span></p> </td> \n       <td> <p>(0.6\u2013 9.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>3.5</b></p> </td> \n       <td> <p><b>(2.1\u2013 5.8)</b></p> </td> \n       <td> <p>4.3</p> </td> \n       <td> <p>(1.2\u201314.1)</p> </td> \n       <td> <p>3.0</p> </td> \n       <td> <p>(1.3\u2013 7.0)</p> </td> \n       <td> <p>3.5</p> </td> \n       <td> <p>(2.1\u2013 5.8)</p> </td> \n       <td> <p>2.1</p> </td> \n       <td> <p>(0.7\u2013 6.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>4.2</p> </td> \n       <td> <p>(2.3\u2013 7.3)</p> </td> \n       <td> <p>1.8</p> </td> \n       <td> <p>(0.6\u2013 5.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Idaho</p> </td> \n       <td> <p><b>2.7</b></p> </td> \n       <td> <p><b>(1.8\u2013 3.9)</b></p> </td> \n       <td> <p>0.6</p> </td> \n       <td> <p>(0.1\u2013 4.2)</p> </td> \n       <td> <p>2.1</p> </td> \n       <td> <p>(1.0\u2013 4.2)</p> </td> \n       <td> <p>4.6</p> </td> \n       <td> <p>(2.8\u2013 7.2)</p> </td> \n       <td> <p>2.1</p> </td> \n       <td> <p>(1.3\u2013 3.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>6.8</p> </td> \n       <td> <p>(3.2\u201313.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>3.6</b></p> </td> \n       <td> <p><b>(2.3\u2013 5.4)</b></p> </td> \n       <td> <p>0.0</p> </td> \n       <td> <p>\u2014\u00b6</p> </td> \n       <td> <p>2.7</p> </td> \n       <td> <p>(1.1\u2013 6.3)</p> </td> \n       <td> <p>6.8</p> </td> \n       <td> <p>(4.2\u201310.7)</p> </td> \n       <td> <p>2.4</p> </td> \n       <td> <p>(1.4\u2013 4.1)</p> </td> \n       <td> <p>8.7</p> </td> \n       <td> <p>(4.3\u201316.9)</p> </td> \n       <td> <p>0.8**</p> </td> \n       <td> <p>(0.1\u2013 5.4)</p> </td> \n       <td> <p>4.6</p> </td> \n       <td> <p>(1.4\u201314.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Indiana</p> </td> \n       <td> <p><b>2.1</b></p> </td> \n       <td> <p><b>(1.4\u2013 3.3)</b></p> </td> \n       <td> <p>1.2</p> </td> \n       <td> <p>(0.2\u2013 8.2)</p> </td> \n       <td> <p>1.5</p> </td> \n       <td> <p>(0.7\u2013 3.0)</p> </td> \n       <td> <p>3.4</p> </td> \n       <td> <p>(2.2\u2013 5.2)</p> </td> \n       <td> <p>1.4</p> </td> \n       <td> <p>(0.9\u2013 2.3)</p> </td> \n       <td> <p>10.1</p> </td> \n       <td> <p>(4.0\u201323.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>2.1</p> </td> \n       <td> <p>(0.5\u2013 7.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Iowa</p> </td> \n       <td> <p><b>2.4</b></p> </td> \n       <td> <p><b>(1.4\u2013 3.9)</b></p> </td> \n       <td> <p>2.3</p> </td> \n       <td> <p>(0.5\u2013 9.4)</p> </td> \n       <td> <p>1.0</p> </td> \n       <td> <p>(0.4\u2013 2.9)</p> </td> \n       <td> <p>3.6</p> </td> \n       <td> <p>(2.2\u2013 5.8)</p> </td> \n       <td> <p>2.1</p> </td> \n       <td> <p>(1.2\u2013 3.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kansas</p> </td> \n       <td> <p><b>2.6</b></p> </td> \n       <td> <p><b>(2.0\u2013 3.3)</b></p> </td> \n       <td> <p>1.0</p> </td> \n       <td> <p>(0.2\u2013 4.5)</p> </td> \n       <td> <p>1.7</p> </td> \n       <td> <p>(1.0\u2013 3.0)</p> </td> \n       <td> <p>4.4</p> </td> \n       <td> <p>(3.5\u2013 5.7)</p> </td> \n       <td> <p>2.3</p> </td> \n       <td> <p>(1.7\u2013 3.1)</p> </td> \n       <td> <p>3.2</p> </td> \n       <td> <p>(1.6\u2013 6.3)</p> </td> \n       <td> <p>3.9</p> </td> \n       <td> <p>(1.7\u2013 8.8)</p> </td> \n       <td> <p>4.2</p> </td> \n       <td> <p>(2.1\u2013 8.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kentucky</p> </td> \n       <td> <p><b>5.5</b></p> </td> \n       <td> <p><b>(4.0\u2013 7.6)</b></p> </td> \n       <td> <p>2.2</p> </td> \n       <td> <p>(0.4\u201310.6)</p> </td> \n       <td> <p>3.7</p> </td> \n       <td> <p>(2.0\u2013 6.6)</p> </td> \n       <td> <p>8.6</p> </td> \n       <td> <p>(5.9\u201312.4)</p> </td> \n       <td> <p>4.7</p> </td> \n       <td> <p>(3.2\u2013 6.7)</p> </td> \n       <td> <p>11.2</p> </td> \n       <td> <p>(3.7\u201329.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Louisiana</p> </td> \n       <td> <p><b>3.6</b></p> </td> \n       <td> <p><b>(2.6\u2013 4.8)</b></p> </td> \n       <td> <p>0.7</p> </td> \n       <td> <p>(0.1\u2013 4.7)</p> </td> \n       <td> <p>2.6</p> </td> \n       <td> <p>(1.4\u2013 4.8)</p> </td> \n       <td> <p>5.6</p> </td> \n       <td> <p>(3.9\u2013 8.0)</p> </td> \n       <td> <p>3.6</p> </td> \n       <td> <p>(2.4\u2013 5.4)</p> </td> \n       <td> <p>3.8</p> </td> \n       <td> <p>(2.2\u2013 6.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>2.1</b></p> </td> \n       <td> <p><b>(1.4\u2013 3.3)</b></p> </td> \n       <td> <p>1.6</p> </td> \n       <td> <p>(0.3\u2013 7.3)</p> </td> \n       <td> <p>1.7</p> </td> \n       <td> <p>(0.8\u2013 3.8)</p> </td> \n       <td> <p>2.8</p> </td> \n       <td> <p>(1.7\u2013 4.3)</p> </td> \n       <td> <p>2.0</p> </td> \n       <td> <p>(1.2\u2013 3.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>2.7</b></p> </td> \n       <td> <p><b>(1.7\u2013 4.2)</b></p> </td> \n       <td> <p>1.9</p> </td> \n       <td> <p>(0.3\u2013 9.8)</p> </td> \n       <td> <p>3.7</p> </td> \n       <td> <p>(1.9\u2013 6.9)</p> </td> \n       <td> <p>2.3</p> </td> \n       <td> <p>(1.3\u2013 3.8)</p> </td> \n       <td> <p>2.3</p> </td> \n       <td> <p>(1.2\u2013 4.1)</p> </td> \n       <td> <p>4.1</p> </td> \n       <td> <p>(1.9\u2013 8.7)</p> </td> \n       <td> <p>0.5</p> </td> \n       <td> <p>(0.1\u2013 2.0)</p> </td> \n       <td> <p>2.6</p> </td> \n       <td> <p>(0.5\u201313.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>2.1</b></p> </td> \n       <td> <p><b>(1.4\u2013 3.1)</b></p> </td> \n       <td> <p>0.6</p> </td> \n       <td> <p>(0.2\u2013 1.5)</p> </td> \n       <td> <p>2.0</p> </td> \n       <td> <p>(0.8\u2013 5.0)</p> </td> \n       <td> <p>3.1</p> </td> \n       <td> <p>(2.1\u2013 4.5)</p> </td> \n       <td> <p>1.1</p> </td> \n       <td> <p>(0.7\u2013 1.8)</p> </td> \n       <td> <p>2.7</p> </td> \n       <td> <p>(0.8\u2013 8.6)</p> </td> \n       <td> <p>7.9</p> </td> \n       <td> <p>(2.2\u201324.7)</p> </td> \n       <td> <p>4.8</p> </td> \n       <td> <p>(2.8\u2013 8.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>3.3</b></p> </td> \n       <td> <p><b>(2.3\u2013 4.7)</b></p> </td> \n       <td> <p>3.3</p> </td> \n       <td> <p>(1.2\u2013 8.7)</p> </td> \n       <td> <p>2.0</p> </td> \n       <td> <p>(0.9\u2013 4.2)</p> </td> \n       <td> <p>4.4</p> </td> \n       <td> <p>(3.0\u2013 6.6)</p> </td> \n       <td> <p>2.9</p> </td> \n       <td> <p>(1.8\u2013 4.5)</p> </td> \n       <td> <p>2.7</p> </td> \n       <td> <p>(1.4\u2013 5.2)</p> </td> \n       <td> <p>2.2</p> </td> \n       <td> <p>(0.7\u2013 7.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>1.1</b></p> </td> \n       <td> <p><b>(0.6\u2013 1.9)</b></p> </td> \n       <td> <p>0.0</p> </td> \n       <td> <p>\u2014\u00b6</p> </td> \n       <td> <p>0.5</p> </td> \n       <td> <p>(0.1\u2013 3.8)</p> </td> \n       <td> <p>2.3</p> </td> \n       <td> <p>(1.3\u2013 4.0)</p> </td> \n       <td> <p>1.2</p> </td> \n       <td> <p>(0.7\u2013 2.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>3.5</b></p> </td> \n       <td> <p><b>(2.7\u2013 4.6)</b></p> </td> \n       <td> <p>0.5</p> </td> \n       <td> <p>(0.1\u2013 3.5)</p> </td> \n       <td> <p>2.7</p> </td> \n       <td> <p>(1.7\u2013 4.4)</p> </td> \n       <td> <p>6.3</p> </td> \n       <td> <p>(4.7\u2013 8.4)</p> </td> \n       <td> <p>3.3</p> </td> \n       <td> <p>(2.3\u2013 4.7)</p> </td> \n       <td> <p>4.2</p> </td> \n       <td> <p>(2.9\u2013 6.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>2.0</b></p> </td> \n       <td> <p><b>(1.2\u2013 3.6)</b></p> </td> \n       <td> <p>0.0</p> </td> \n       <td> <p>\u2014\u00b6</p> </td> \n       <td> <p>1.3</p> </td> \n       <td> <p>(0.4\u2013 4.2)</p> </td> \n       <td> <p>3.9</p> </td> \n       <td> <p>(2.0\u2013 7.3)</p> </td> \n       <td> <p>1.8</p> </td> \n       <td> <p>(0.9\u2013 3.3)</p> </td> \n       <td> <p>6.1</p> </td> \n       <td> <p>(2.0\u201317.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Montana</p> </td> \n       <td> <p><b>3.0</b></p> </td> \n       <td> <p><b>(2.0\u2013 4.6)</b></p> </td> \n       <td> <p>0.0</p> </td> \n       <td> <p>\u2014\u00b6</p> </td> \n       <td> <p>2.9</p> </td> \n       <td> <p>(1.3\u2013 6.3)</p> </td> \n       <td> <p>5.2</p> </td> \n       <td> <p>(3.2\u2013 8.3)</p> </td> \n       <td> <p>2.6</p> </td> \n       <td> <p>(1.6\u2013 4.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>7.0</p> </td> \n       <td> <p>(2.8\u201316.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>1.8</b></p> </td> \n       <td> <p><b>(1.2\u2013 2.8)</b></p> </td> \n       <td> <p>0.4</p> </td> \n       <td> <p>(0.1\u2013 2.2)</p> </td> \n       <td> <p>1.8</p> </td> \n       <td> <p>(0.7\u2013 4.2)</p> </td> \n       <td> <p>2.5</p> </td> \n       <td> <p>(1.7\u2013 3.5)</p> </td> \n       <td> <p>1.7</p> </td> \n       <td> <p>(1.1\u2013 2.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>1.4</p> </td> \n       <td> <p>(0.5\u2013 4.1)</p> </td> \n       <td> <p>2.6</p> </td> \n       <td> <p>(0.8\u2013 7.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nevada</p> </td> \n       <td> <p><b>3.7</b></p> </td> \n       <td> <p><b>(2.0\u2013 6.8)</b></p> </td> \n       <td> <p>1.4**</p> </td> \n       <td> <p>(0.2\u2013 9.1)</p> </td> \n       <td> <p>2.8</p> </td> \n       <td> <p>(0.8\u2013 9.6)</p> </td> \n       <td> <p>5.7</p> </td> \n       <td> <p>(2.7\u201311.5)</p> </td> \n       <td> <p>0.7</p> </td> \n       <td> <p>(0.2\u2013 1.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>11.8**</p> </td> \n       <td> <p>(3.1\u201335.7)</p> </td> \n       <td> <p>7.9</p> </td> \n       <td> <p>(3.3\u201317.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Hampshire</p> </td> \n       <td> <p><b>2.0</b></p> </td> \n       <td> <p><b>(1.1\u2013 3.8)</b></p> </td> \n       <td> <p>0.0</p> </td> \n       <td> <p>\u2014\u00b6</p> </td> \n       <td> <p>1.7</p> </td> \n       <td> <p>(0.3\u2013 7.5)</p> </td> \n       <td> <p>3.2</p> </td> \n       <td> <p>(1.7\u2013 5.9)</p> </td> \n       <td> <p>2.2</p> </td> \n       <td> <p>(1.2\u2013 4.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>2.3</b></p> </td> \n       <td> <p><b>(1.5\u2013 3.4)</b></p> </td> \n       <td> <p>1.6</p> </td> \n       <td> <p>(0.3\u2013 7.4)</p> </td> \n       <td> <p>1.9</p> </td> \n       <td> <p>(0.9\u2013 4.0)</p> </td> \n       <td> <p>2.9</p> </td> \n       <td> <p>(2.0\u2013 4.2)</p> </td> \n       <td> <p>1.7</p> </td> \n       <td> <p>(1.0\u2013 2.8)</p> </td> \n       <td> <p>5.2</p> </td> \n       <td> <p>(2.1\u201312.2)</p> </td> \n       <td> <p>0.8</p> </td> \n       <td> <p>(0.3\u2013 2.5)</p> </td> \n       <td> <p>2.7</p> </td> \n       <td> <p>(1.3\u2013 5.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Mexico</p> </td> \n       <td> <p><b>3.9</b></p> </td> \n       <td> <p><b>(2.6\u2013 5.9)</b></p> </td> \n       <td> <p>1.8</p> </td> \n       <td> <p>(0.4\u2013 8.9)</p> </td> \n       <td> <p>4.9</p> </td> \n       <td> <p>(2.4\u2013 9.8)</p> </td> \n       <td> <p>4.4</p> </td> \n       <td> <p>(3.1\u2013 6.4)</p> </td> \n       <td> <p>2.4</p> </td> \n       <td> <p>(1.1\u2013 4.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>2.7</p> </td> \n       <td> <p>(1.1\u2013 6.4)</p> </td> \n       <td> <p>4.6</p> </td> \n       <td> <p>(2.7\u2013 7.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New York</p> </td> \n       <td> <p><b>1.3</b></p> </td> \n       <td> <p><b>(0.8\u2013 2.2)</b></p> </td> \n       <td> <p>0.4</p> </td> \n       <td> <p>(0.1\u2013 2.7)</p> </td> \n       <td> <p>1.7</p> </td> \n       <td> <p>(0.7\u2013 4.0)</p> </td> \n       <td> <p>1.6</p> </td> \n       <td> <p>(0.8\u2013 3.1)</p> </td> \n       <td> <p>1.6</p> </td> \n       <td> <p>(0.9\u2013 2.9)</p> </td> \n       <td> <p>0.8</p> </td> \n       <td> <p>(0.2\u2013 3.2)</p> </td> \n       <td> <p>0.8</p> </td> \n       <td> <p>(0.1\u2013 5.5)</p> </td> \n       <td> <p>1.4</p> </td> \n       <td> <p>(0.4\u2013 5.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Carolina</p> </td> \n       <td> <p><b>4.1</b></p> </td> \n       <td> <p><b>(2.6\u2013 6.5)</b></p> </td> \n       <td> <p>3.4</p> </td> \n       <td> <p>(0.5\u201320.4)</p> </td> \n       <td> <p>3.5</p> </td> \n       <td> <p>(2.0\u2013 6.2)</p> </td> \n       <td> <p>5.1</p> </td> \n       <td> <p>(3.6\u2013 7.1)</p> </td> \n       <td> <p>3.1</p> </td> \n       <td> <p>(2.1\u2013 4.5)</p> </td> \n       <td> <p>7.6</p> </td> \n       <td> <p>(2.9\u201318.7)</p> </td> \n       <td> <p>2.8</p> </td> \n       <td> <p>(0.7\u201310.8)</p> </td> \n       <td> <p>4.1</p> </td> \n       <td> <p>(1.2\u201313.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Dakota</p> </td> \n       <td> <p><b>2.2</b></p> </td> \n       <td> <p><b>(1.3\u2013 3.7)</b></p> </td> \n       <td> <p>1.0</p> </td> \n       <td> <p>(0.1\u2013 6.8)</p> </td> \n       <td> <p>2.7</p> </td> \n       <td> <p>(1.3\u2013 5.6)</p> </td> \n       <td> <p>3.1</p> </td> \n       <td> <p>(1.6\u2013 5.6)</p> </td> \n       <td> <p>2.4</p> </td> \n       <td> <p>(1.4\u2013 4.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>1.7**</p> </td> \n       <td> <p>(0.4\u2013 6.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>3.9</b></p> </td> \n       <td> <p><b>(2.8\u2013 5.5)</b></p> </td> \n       <td> <p>0.2</p> </td> \n       <td> <p>(0.0\u2013 1.2)</p> </td> \n       <td> <p>3.8</p> </td> \n       <td> <p>(2.0\u2013 7.0)</p> </td> \n       <td> <p>5.7</p> </td> \n       <td> <p>(4.0\u2013 8.0)</p> </td> \n       <td> <p>4.0</p> </td> \n       <td> <p>(2.7\u2013 5.7)</p> </td> \n       <td> <p>4.5</p> </td> \n       <td> <p>(2.1\u2013 9.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>4.2</b></p> </td> \n       <td> <p><b>(3.1\u2013 5.6)</b></p> </td> \n       <td> <p>2.0</p> </td> \n       <td> <p>(0.6\u2013 7.0)</p> </td> \n       <td> <p>3.6</p> </td> \n       <td> <p>(2.1\u2013 6.1)</p> </td> \n       <td> <p>6.0</p> </td> \n       <td> <p>(4.3\u2013 8.2)</p> </td> \n       <td> <p>3.2</p> </td> \n       <td> <p>(2.1\u2013 4.8)</p> </td> \n       <td> <p>7.6</p> </td> \n       <td> <p>(3.9\u201314.2)</p> </td> \n       <td> <p>6.4</p> </td> \n       <td> <p>(3.5\u201311.6)</p> </td> \n       <td> <p>5.8</p> </td> \n       <td> <p>(2.6\u201312.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>3.1</b></p> </td> \n       <td> <p><b>(2.0\u2013 5.0)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>2.4</p> </td> \n       <td> <p>(1.0\u2013 5.7)</p> </td> \n       <td> <p>5.3</p> </td> \n       <td> <p>(3.1\u2013 9.1)</p> </td> \n       <td> <p>3.1</p> </td> \n       <td> <p>(1.8\u2013 5.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>2.0</p> </td> \n       <td> <p>(0.6\u2013 6.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>3.7</b></p> </td> \n       <td> <p><b>(2.5\u2013 5.4)</b></p> </td> \n       <td> <p>1.7</p> </td> \n       <td> <p>(0.3\u2013 7.7)</p> </td> \n       <td> <p>2.4</p> </td> \n       <td> <p>(1.0\u2013 5.9)</p> </td> \n       <td> <p>6.0</p> </td> \n       <td> <p>(4.0\u2013 9.0)</p> </td> \n       <td> <p>2.5</p> </td> \n       <td> <p>(1.6\u2013 3.8)</p> </td> \n       <td> <p>12.1</p> </td> \n       <td> <p>(5.1\u201326.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>1.9**</p> </td> \n       <td> <p>(0.5\u2013 7.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>2.0</b></p> </td> \n       <td> <p><b>(1.2\u2013 3.1)</b></p> </td> \n       <td> <p>0.0</p> </td> \n       <td> <p>\u2014\u00b6</p> </td> \n       <td> <p>3.2</p> </td> \n       <td> <p>(1.6\u2013 6.3)</p> </td> \n       <td> <p>2.4</p> </td> \n       <td> <p>(1.4\u2013 4.2)</p> </td> \n       <td> <p>1.6</p> </td> \n       <td> <p>(0.9\u2013 3.0)</p> </td> \n       <td> <p>3.3**</p> </td> \n       <td> <p>(0.9\u201311.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>4.2</p> </td> \n       <td> <p>(1.9\u2013 9.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Carolina</p> </td> \n       <td> <p><b>3.6</b></p> </td> \n       <td> <p><b>(2.4\u2013 5.4)</b></p> </td> \n       <td> <p>2.2</p> </td> \n       <td> <p>(0.4\u201311.5)</p> </td> \n       <td> <p>1.1</p> </td> \n       <td> <p>(0.4\u2013 2.8)</p> </td> \n       <td> <p>6.3</p> </td> \n       <td> <p>(4.2\u2013 9.5)</p> </td> \n       <td> <p>3.5</p> </td> \n       <td> <p>(2.0\u2013 6.0)</p> </td> \n       <td> <p>3.9</p> </td> \n       <td> <p>(2.1\u2013 7.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Dakota</p> </td> \n       <td> <p><b>2.3</b></p> </td> \n       <td> <p><b>(1.4\u2013 3.6)</b></p> </td> \n       <td> <p>0.0</p> </td> \n       <td> <p>\u2014\u00b6</p> </td> \n       <td> <p>2.8</p> </td> \n       <td> <p>(1.2\u2013 6.4)</p> </td> \n       <td> <p>3.5</p> </td> \n       <td> <p>(2.1\u2013 5.8)</p> </td> \n       <td> <p>2.0</p> </td> \n       <td> <p>(1.1\u2013 3.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>3.4</p> </td> \n       <td> <p>(1.7\u2013 6.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>6.2</b></p> </td> \n       <td> <p><b>(4.2\u2013 8.9)</b></p> </td> \n       <td> <p>0.5</p> </td> \n       <td> <p>(0.1\u2013 3.8)</p> </td> \n       <td> <p>4.8</p> </td> \n       <td> <p>(2.6\u2013 9.0)</p> </td> \n       <td> <p>8.1</p> </td> \n       <td> <p>(5.1\u201312.6)</p> </td> \n       <td> <p>5.7</p> </td> \n       <td> <p>(3.6\u2013 8.7)</p> </td> \n       <td> <p>6.8</p> </td> \n       <td> <p>(3.0\u201314.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>2.7</b></p> </td> \n       <td> <p><b>(1.9\u2013 4.0)</b></p> </td> \n       <td> <p>0.4</p> </td> \n       <td> <p>(0.1\u2013 2.6)</p> </td> \n       <td> <p>1.5</p> </td> \n       <td> <p>(0.7\u2013 2.9)</p> </td> \n       <td> <p>4.8</p> </td> \n       <td> <p>(3.1\u2013 7.4)</p> </td> \n       <td> <p>1.8</p> </td> \n       <td> <p>(1.0\u2013 3.2)</p> </td> \n       <td> <p>3.5</p> </td> \n       <td> <p>(0.8\u201314.5)</p> </td> \n       <td> <p>5.1</p> </td> \n       <td> <p>(1.1\u201321.3)</p> </td> \n       <td> <p>3.2</p> </td> \n       <td> <p>(2.0\u2013 5.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>1.4</b></p> </td> \n       <td> <p><b>(1.0\u2013 2.2)</b></p> </td> \n       <td> <p>0.9</p> </td> \n       <td> <p>(0.2\u2013 3.9)</p> </td> \n       <td> <p>1.0</p> </td> \n       <td> <p>(0.4\u2013 2.1)</p> </td> \n       <td> <p>2.5</p> </td> \n       <td> <p>(1.7\u2013 3.7)</p> </td> \n       <td> <p>1.4</p> </td> \n       <td> <p>(0.9\u2013 2.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>3.0</p> </td> \n       <td> <p>(1.1\u2013 7.8)</p> </td> \n       <td> <p>0.4</p> </td> \n       <td> <p>(0.1\u2013 1.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>1.6</b></p> </td> \n       <td> <p><b>(0.9\u2013 2.8)</b></p> </td> \n       <td> <p>1.2</p> </td> \n       <td> <p>(0.2\u2013 7.9)</p> </td> \n       <td> <p>0.9</p> </td> \n       <td> <p>(0.3\u2013 2.8)</p> </td> \n       <td> <p>2.4</p> </td> \n       <td> <p>(1.3\u2013 4.4)</p> </td> \n       <td> <p>1.6</p> </td> \n       <td> <p>(0.8\u2013 2.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Virginia</p> </td> \n       <td> <p><b>1.4</b></p> </td> \n       <td> <p><b>(0.8\u2013 2.4)</b></p> </td> \n       <td> <p>0.0**</p> </td> \n       <td> <p>\u2014\u00b6</p> </td> \n       <td> <p>0.9</p> </td> \n       <td> <p>(0.3\u2013 2.5)</p> </td> \n       <td> <p>2.8</p> </td> \n       <td> <p>(1.5\u2013 5.0)</p> </td> \n       <td> <p>1.4</p> </td> \n       <td> <p>(0.7\u2013 2.7)</p> </td> \n       <td> <p>2.7</p> </td> \n       <td> <p>(1.1\u2013 6.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>2.9</b></p> </td> \n       <td> <p><b>(2.3\u2013 3.7)</b></p> </td> \n       <td> <p>0.7</p> </td> \n       <td> <p>(0.3\u2013 2.0)</p> </td> \n       <td> <p>2.1</p> </td> \n       <td> <p>(1.3\u2013 3.2)</p> </td> \n       <td> <p>5.1</p> </td> \n       <td> <p>(3.8\u2013 6.7)</p> </td> \n       <td> <p>2.7</p> </td> \n       <td> <p>(2.0\u2013 3.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>2.9</p> </td> \n       <td> <p>(1.4\u2013 6.2)</p> </td> \n       <td> <p>3.7</p> </td> \n       <td> <p>(2.2\u2013 6.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>5.5</b></p> </td> \n       <td> <p><b>(3.8\u2013 7.8)</b></p> </td> \n       <td> <p>4.5</p> </td> \n       <td> <p>(1.5\u201313.0)</p> </td> \n       <td> <p>4.1</p> </td> \n       <td> <p>(2.2\u2013 7.4)</p> </td> \n       <td> <p>7.3</p> </td> \n       <td> <p>(4.8\u201311.0)</p> </td> \n       <td> <p>5.4</p> </td> \n       <td> <p>(3.8\u2013 7.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>2.0</b></p> </td> \n       <td> <p><b>(1.1\u2013 3.6)</b></p> </td> \n       <td> <p>0.0</p> </td> \n       <td> <p>\u2014\u00b6</p> </td> \n       <td> <p>1.9</p> </td> \n       <td> <p>(0.6\u2013 5.7)</p> </td> \n       <td> <p>3.4</p> </td> \n       <td> <p>(1.6\u2013 6.8)</p> </td> \n       <td> <p>2.0</p> </td> \n       <td> <p>(1.0\u2013 4.0)</p> </td> \n       <td> <p>2.4</p> </td> \n       <td> <p>(0.7\u2013 7.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>1.7</b></p> </td> \n       <td> <p><b>(0.9\u2013 2.9)</b></p> </td> \n       <td> <p>0.0</p> </td> \n       <td> <p>\u2014\u00b6</p> </td> \n       <td> <p>2.4</p> </td> \n       <td> <p>(1.1\u2013 5.2)</p> </td> \n       <td> <p>2.1</p> </td> \n       <td> <p>(1.0\u2013 4.5)</p> </td> \n       <td> <p>1.7</p> </td> \n       <td> <p>(0.9\u2013 3.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>0.0</p> </td> \n       <td> <p>\u2014\u00b6</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total</b><span>\u2020\u2020</span></p> </td> \n       <td> <p><b>3.0</b></p> </td> \n       <td> <p><b>(2.7\u2013 3.2)</b></p> </td> \n       <td> <p><b>1.0</b></p> </td> \n       <td> <p><b>(0.7\u2013 1.5)</b></p> </td> \n       <td> <p><b>2.4</b></p> </td> \n       <td> <p><b>(2.1\u2013 2.8)</b></p> </td> \n       <td> <p><b>4.5</b></p> </td> \n       <td> <p><b>(4.1\u2013 5.0)</b></p> </td> \n       <td> <p><b>2.3</b></p> </td> \n       <td> <p><b>(2.1\u2013 2.6)</b></p> </td> \n       <td> <p><b>5.1</b></p> </td> \n       <td> <p><b>(4.2\u2013 6.2)</b></p> </td> \n       <td> <p><b>3.3</b></p> </td> \n       <td> <p><b>(2.4\u2013 4.3)</b></p> </td> \n       <td> <p><b>3.6</b></p> </td> \n       <td> <p><b>(2.9\u2013 4.5)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>2.7</b></p> </td> \n       <td colspan=\"2\"> <p>0.7</p> </td> \n       <td colspan=\"2\"> <p>2.4</p> </td> \n       <td colspan=\"2\"> <p>3.9</p> </td> \n       <td colspan=\"2\"> <p>2.1</p> </td> \n       <td colspan=\"2\"> <p>4.3</p> </td> \n       <td colspan=\"2\"> <p>2.7</p> </td> \n       <td colspan=\"2\"> <p>3.5</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>1.1</b></p> </td> \n       <td colspan=\"2\"> <p>0.0</p> </td> \n       <td colspan=\"2\"> <p>0.2</p> </td> \n       <td colspan=\"2\"> <p>1.6</p> </td> \n       <td colspan=\"2\"> <p>0.7</p> </td> \n       <td colspan=\"2\"> <p>0.8</p> </td> \n       <td colspan=\"2\"> <p>0.0</p> </td> \n       <td colspan=\"2\"> <p>0.0</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>6.2</b></p> </td> \n       <td colspan=\"2\"> <p>4.5</p> </td> \n       <td colspan=\"2\"> <p>4.9</p> </td> \n       <td colspan=\"2\"> <p>8.6</p> </td> \n       <td colspan=\"2\"> <p>5.7</p> </td> \n       <td colspan=\"2\"> <p>12.1</p> </td> \n       <td colspan=\"2\"> <p>11.8</p> </td> \n       <td colspan=\"2\"> <p>7.9</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;50 respondents).</p> <p> * White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other. </p> <p> <span>\u2020</span> Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p> <span>\u00a7</span> 95% confidence interval.</p> <p><span> \u00b6 </span>Undefined.</p> <p> ** Represents 50\u201359 respondents; might not be reliable.</p> <p><span> \u2020\u2020 </span>Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab37\" href=\"http://www.cdc.gov\"></a>TABLE 37. Estimated prevalence of women aged 18\u201344 years having a live birth who before their most recent pregnancy had ever been told by a health-care provider that they had type I or type II diabetes, overall and by age group and race/ethnicity \u2014 Pregnancy Risk Assessment Monitoring System, United States, 29 reporting areas, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity*</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u2020</span></p> </td> \n       <td> <p><b>CI</b><span>\u00a7</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>1.5</b></p> </td> \n       <td> <p><b>(0.8\u2013 2.7)</b></p> </td> \n       <td> <p>1.8</p> </td> \n       <td> <p>(0.6\u2013 5.1)</p> </td> \n       <td> <p>1.2</p> </td> \n       <td> <p>(0.6\u2013 2.7)</p> </td> \n       <td> <p>1.9</p> </td> \n       <td> <p>(0.5\u2013 7.7)</p> </td> \n       <td> <p>0.9</p> </td> \n       <td> <p>(0.3\u2013 2.5)</p> </td> \n       <td> <p>0.4<span>\u00b6</span></p> </td> \n       <td> <p>(0.1\u2013 1.4)</p> </td> \n       <td> <p>1.1</p> </td> \n       <td> <p>(0.4\u2013 3.0)</p> </td> \n       <td> <p>10.1</p> </td> \n       <td> <p>(3.4\u201326.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>4.0</b></p> </td> \n       <td> <p><b>(2.7\u2013 5.8)</b></p> </td> \n       <td> <p>2.8</p> </td> \n       <td> <p>(1.3\u2013 5.6)</p> </td> \n       <td> <p>4.0</p> </td> \n       <td> <p>(2.3\u2013 6.9)</p> </td> \n       <td> <p>8.6</p> </td> \n       <td> <p>(3.8\u201318.6)</p> </td> \n       <td> <p>4.2</p> </td> \n       <td> <p>(2.7\u2013 6.7)</p> </td> \n       <td> <p>2.4</p> </td> \n       <td> <p>(0.9\u2013 6.4)</p> </td> \n       <td> <p>9.5<span>\u00b6</span></p> </td> \n       <td> <p>(2.2\u201333.0)</p> </td> \n       <td> <p>3.0</p> </td> \n       <td> <p>(0.7\u201311.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>1.4</b></p> </td> \n       <td> <p><b>(0.9\u2013 2.2)</b></p> </td> \n       <td> <p>1.7</p> </td> \n       <td> <p>(0.8\u2013 3.6)</p> </td> \n       <td> <p>1.2</p> </td> \n       <td> <p>(0.6\u2013 2.5)</p> </td> \n       <td> <p>1.7</p> </td> \n       <td> <p>(0.7\u2013 3.8)</p> </td> \n       <td> <p>1.7</p> </td> \n       <td> <p>(0.9\u2013 3.0)</p> </td> \n       <td> <p>3.2<span>\u00b6</span></p> </td> \n       <td> <p>(0.4\u201319.6)</p> </td> \n       <td> <p>1.0</p> </td> \n       <td> <p>(0.1\u2013 6.7)</p> </td> \n       <td> <p>0.8</p> </td> \n       <td> <p>(0.4\u2013 1.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>2.9</b></p> </td> \n       <td> <p><b>(2.1\u2013 4.1)</b></p> </td> \n       <td> <p>0.7</p> </td> \n       <td> <p>(0.2\u2013 2.7)</p> </td> \n       <td> <p>3.7</p> </td> \n       <td> <p>(2.4\u2013 5.6)</p> </td> \n       <td> <p>4.6</p> </td> \n       <td> <p>(2.4\u2013 8.7)</p> </td> \n       <td> <p>4.1</p> </td> \n       <td> <p>(2.8\u2013 6.1)</p> </td> \n       <td> <p>0.6</p> </td> \n       <td> <p>(0.1\u2013 2.6)</p> </td> \n       <td> <p>2.0</p> </td> \n       <td> <p>(0.3\u201311.8)</p> </td> \n       <td> <p>2.8</p> </td> \n       <td> <p>(1.1\u2013 6.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>2.4</b></p> </td> \n       <td> <p><b>(1.3\u2013 4.5)</b></p> </td> \n       <td> <p>3.1</p> </td> \n       <td> <p>(1.2\u2013 7.9)</p> </td> \n       <td> <p>1.8</p> </td> \n       <td> <p>(0.7\u2013 4.7)</p> </td> \n       <td> <p>2.3</p> </td> \n       <td> <p>(0.3\u201314.3)</p> </td> \n       <td> <p>1.2</p> </td> \n       <td> <p>(0.3\u2013 4.1)</p> </td> \n       <td> <p>3.8</p> </td> \n       <td> <p>(1.6\u2013 9.0)</p> </td> \n       <td> <p>0.0<span>\u00b6</span></p> </td> \n       <td> <p>(0.0\u2013 0.1)</p> </td> \n       <td> <p>3.5</p> </td> \n       <td> <p>(0.9\u201312.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>2.0</b></p> </td> \n       <td> <p><b>(1.3\u2013 3.0)</b></p> </td> \n       <td> <p>2.2</p> </td> \n       <td> <p>(0.9\u2013 4.9)</p> </td> \n       <td> <p>1.6</p> </td> \n       <td> <p>(0.9\u2013 2.8)</p> </td> \n       <td> <p>2.6</p> </td> \n       <td> <p>(1.1\u2013 6.2)</p> </td> \n       <td> <p>0.4</p> </td> \n       <td> <p>(0.1\u2013 1.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>1.9</p> </td> \n       <td> <p>(1.1\u2013 3.2)</p> </td> \n       <td> <p>4.3</p> </td> \n       <td> <p>(1.9\u2013 9.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>2.1</b></p> </td> \n       <td> <p><b>(1.5\u2013 3.0)</b></p> </td> \n       <td> <p>2.1</p> </td> \n       <td> <p>(1.1\u2013 4.1)</p> </td> \n       <td> <p>1.6</p> </td> \n       <td> <p>(1.0\u2013 2.7)</p> </td> \n       <td> <p>3.9</p> </td> \n       <td> <p>(2.0\u2013 7.5)</p> </td> \n       <td> <p>2.1</p> </td> \n       <td> <p>(1.3\u2013 3.4)</p> </td> \n       <td> <p>2.1</p> </td> \n       <td> <p>(0.8\u2013 5.4)</p> </td> \n       <td> <p>5.0</p> </td> \n       <td> <p>(2.0\u201311.9)</p> </td> \n       <td> <p>1.5</p> </td> \n       <td> <p>(0.7\u2013 3.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>1.7</b></p> </td> \n       <td> <p><b>(1.0\u2013 3.0)</b></p> </td> \n       <td> <p>2.0</p> </td> \n       <td> <p>(0.8\u2013 5.1)</p> </td> \n       <td> <p>1.7</p> </td> \n       <td> <p>(0.8\u2013 3.4)</p> </td> \n       <td> <p>1.5</p> </td> \n       <td> <p>(0.3\u2013 7.4)</p> </td> \n       <td> <p>1.8</p> </td> \n       <td> <p>(1.0\u2013 3.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>2.1</b></p> </td> \n       <td> <p><b>(1.3\u2013 3.4)</b></p> </td> \n       <td> <p>0.3</p> </td> \n       <td> <p>(0.1\u2013 0.7)</p> </td> \n       <td> <p>2.5</p> </td> \n       <td> <p>(1.3\u2013 4.9)</p> </td> \n       <td> <p>3.3</p> </td> \n       <td> <p>(2.1\u2013 5.2)</p> </td> \n       <td> <p>1.9</p> </td> \n       <td> <p>(0.9\u2013 4.1)</p> </td> \n       <td> <p>1.9</p> </td> \n       <td> <p>(0.7\u2013 4.7)</p> </td> \n       <td> <p>2.4</p> </td> \n       <td> <p>(1.0\u2013 5.8)</p> </td> \n       <td> <p>3.2</p> </td> \n       <td> <p>(1.1\u2013 9.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>2.6</b></p> </td> \n       <td> <p><b>(1.7\u2013 4.0)</b></p> </td> \n       <td> <p>1.9</p> </td> \n       <td> <p>(0.8\u2013 4.4)</p> </td> \n       <td> <p>2.0</p> </td> \n       <td> <p>(1.0\u2013 3.7)</p> </td> \n       <td> <p>5.7</p> </td> \n       <td> <p>(2.8\u201311.2)</p> </td> \n       <td> <p>2.5</p> </td> \n       <td> <p>(1.4\u2013 4.6)</p> </td> \n       <td> <p>3.3</p> </td> \n       <td> <p>(1.7\u2013 6.1)</p> </td> \n       <td> <p>3.5</p> </td> \n       <td> <p>(1.8\u2013 6.6)</p> </td> \n       <td> <p>2.1</p> </td> \n       <td> <p>(1.0\u2013 4.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>2.7</b></p> </td> \n       <td> <p><b>(1.9\u2013 3.8)</b></p> </td> \n       <td> <p>2.5</p> </td> \n       <td> <p>(1.2\u2013 4.8)</p> </td> \n       <td> <p>2.6</p> </td> \n       <td> <p>(1.6\u2013 4.2)</p> </td> \n       <td> <p>3.3</p> </td> \n       <td> <p>(1.3\u2013 8.1)</p> </td> \n       <td> <p>2.0</p> </td> \n       <td> <p>(1.2\u2013 3.3)</p> </td> \n       <td> <p>3.7</p> </td> \n       <td> <p>(2.4\u2013 5.8)</p> </td> \n       <td> <p>1.7</p> </td> \n       <td> <p>(0.2\u201310.8)</p> </td> \n       <td> <p>10.4<span>\u00b6</span></p> </td> \n       <td> <p>(3.7\u201326.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>1.3</b></p> </td> \n       <td> <p><b>(0.7\u2013 2.3)</b></p> </td> \n       <td> <p>0.7</p> </td> \n       <td> <p>(0.2\u2013 3.0)</p> </td> \n       <td> <p>1.3</p> </td> \n       <td> <p>(0.6\u2013 2.7)</p> </td> \n       <td> <p>2.4</p> </td> \n       <td> <p>(1.0\u2013 5.6)</p> </td> \n       <td> <p>0.5</p> </td> \n       <td> <p>(0.2\u2013 1.2)</p> </td> \n       <td> <p>6.2</p> </td> \n       <td> <p>(2.4\u201315.0)</p> </td> \n       <td> <p>2.0</p> </td> \n       <td> <p>(0.6\u2013 6.6)</p> </td> \n       <td> <p>1.5</p> </td> \n       <td> <p>(0.3\u2013 7.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>1.9</b></p> </td> \n       <td> <p><b>(1.2\u2013 3.1)</b></p> </td> \n       <td> <p>1.9</p> </td> \n       <td> <p>(0.9\u2013 3.7)</p> </td> \n       <td> <p>1.9</p> </td> \n       <td> <p>(1.0\u2013 3.8)</p> </td> \n       <td> <p>2.7</p> </td> \n       <td> <p>(0.6\u201310.6)</p> </td> \n       <td> <p>1.9</p> </td> \n       <td> <p>(1.0\u2013 3.7)</p> </td> \n       <td> <p>2.1</p> </td> \n       <td> <p>(1.1\u2013 4.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>2.8</b></p> </td> \n       <td> <p><b>(1.9\u2013 4.2)</b></p> </td> \n       <td> <p>1.4</p> </td> \n       <td> <p>(0.7\u2013 2.9)</p> </td> \n       <td> <p>3.3</p> </td> \n       <td> <p>(1.9\u2013 5.7)</p> </td> \n       <td> <p>5.3</p> </td> \n       <td> <p>(2.3\u201311.6)</p> </td> \n       <td> <p>2.8</p> </td> \n       <td> <p>(1.9\u2013 4.3)</p> </td> \n       <td> <p>3.9</p> </td> \n       <td> <p>(1.3\u201311.6)</p> </td> \n       <td> <p>0.0<span>\u00b6</span></p> </td> \n       <td> <p>\u2014**</p> </td> \n       <td> <p>1.5<span>\u00b6</span></p> </td> \n       <td> <p>(0.2\u2013 9.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>2.6</b></p> </td> \n       <td> <p><b>(1.8\u2013 3.6)</b></p> </td> \n       <td> <p>2.7</p> </td> \n       <td> <p>(1.5\u2013 5.0)</p> </td> \n       <td> <p>2.2</p> </td> \n       <td> <p>(1.3\u2013 3.5)</p> </td> \n       <td> <p>4.1</p> </td> \n       <td> <p>(2.0\u2013 8.1)</p> </td> \n       <td> <p>2.4</p> </td> \n       <td> <p>(1.5\u2013 3.8)</p> </td> \n       <td> <p>3.9</p> </td> \n       <td> <p>(2.1\u2013 6.9)</p> </td> \n       <td> <p>3.7</p> </td> \n       <td> <p>(1.7\u2013 7.6)</p> </td> \n       <td> <p>2.4</p> </td> \n       <td> <p>(1.3\u2013 4.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>1.8</b></p> </td> \n       <td> <p><b>(1.2\u2013 2.7)</b></p> </td> \n       <td> <p>0.8</p> </td> \n       <td> <p>(0.3\u2013 2.7)</p> </td> \n       <td> <p>1.4</p> </td> \n       <td> <p>(0.8\u2013 2.4)</p> </td> \n       <td> <p>4.1</p> </td> \n       <td> <p>(2.2\u2013 7.4)</p> </td> \n       <td> <p>1.0</p> </td> \n       <td> <p>(0.4\u2013 2.4)</p> </td> \n       <td> <p>2.9</p> </td> \n       <td> <p>(1.3\u2013 6.1)</p> </td> \n       <td> <p>4.2</p> </td> \n       <td> <p>(2.2\u2013 7.9)</p> </td> \n       <td> <p>1.6</p> </td> \n       <td> <p>(0.7\u2013 3.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>2.1</b></p> </td> \n       <td> <p><b>(1.3\u2013 3.4)</b></p> </td> \n       <td> <p>2.3</p> </td> \n       <td> <p>(0.9\u2013 5.7)</p> </td> \n       <td> <p>2.0</p> </td> \n       <td> <p>(1.0\u2013 3.8)</p> </td> \n       <td> <p>2.0</p> </td> \n       <td> <p>(0.6\u2013 6.6)</p> </td> \n       <td> <p>1.2</p> </td> \n       <td> <p>(0.5\u2013 2.6)</p> </td> \n       <td> <p>2.6</p> </td> \n       <td> <p>(1.4\u2013 4.6)</p> </td> \n       <td> <p>16.0<span>\u00b6</span></p> </td> \n       <td> <p>(6.0\u201336.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>2.8</b></p> </td> \n       <td> <p><b>(1.8\u2013 4.2)</b></p> </td> \n       <td> <p>2.5</p> </td> \n       <td> <p>(1.2\u2013 5.1)</p> </td> \n       <td> <p>2.3</p> </td> \n       <td> <p>(1.3\u2013 4.3)</p> </td> \n       <td> <p>6.9</p> </td> \n       <td> <p>(2.7\u201316.3)</p> </td> \n       <td> <p>3.1</p> </td> \n       <td> <p>(1.8\u2013 5.3)</p> </td> \n       <td> <p>0.4</p> </td> \n       <td> <p>(0.2\u2013 0.8)</p> </td> \n       <td> <p>2.0</p> </td> \n       <td> <p>(0.9\u2013 4.4)</p> </td> \n       <td> <p>3.5</p> </td> \n       <td> <p>(1.3\u2013 9.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>2.2</b></p> </td> \n       <td> <p><b>(1.4\u2013 3.6)</b></p> </td> \n       <td> <p>2.0</p> </td> \n       <td> <p>(0.9\u2013 4.5)</p> </td> \n       <td> <p>2.6</p> </td> \n       <td> <p>(1.4\u2013 4.8)</p> </td> \n       <td> <p>1.3</p> </td> \n       <td> <p>(0.5\u2013 3.2)</p> </td> \n       <td> <p>2.0</p> </td> \n       <td> <p>(1.0\u2013 4.2)</p> </td> \n       <td> <p>1.8</p> </td> \n       <td> <p>(0.6\u2013 4.8)</p> </td> \n       <td> <p>2.7</p> </td> \n       <td> <p>(1.7\u2013 4.3)</p> </td> \n       <td> <p>2.8</p> </td> \n       <td> <p>(1.5\u2013 5.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>2.5</b></p> </td> \n       <td> <p><b>(1.6\u2013 3.8)</b></p> </td> \n       <td> <p>2.4</p> </td> \n       <td> <p>(1.1\u2013 5.3)</p> </td> \n       <td> <p>2.3</p> </td> \n       <td> <p>(1.3\u2013 4.2)</p> </td> \n       <td> <p>3.1</p> </td> \n       <td> <p>(1.2\u2013 8.1)</p> </td> \n       <td> <p>2.6</p> </td> \n       <td> <p>(1.6\u2013 4.2)</p> </td> \n       <td> <p>1.3</p> </td> \n       <td> <p>(0.2\u2013 7.2)</p> </td> \n       <td> <p>1.4</p> </td> \n       <td> <p>(0.2\u2013 9.0)</p> </td> \n       <td> <p>4.0</p> </td> \n       <td> <p>(1.0\u201314.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>2.2</b></p> </td> \n       <td> <p><b>(1.4\u2013 3.3)</b></p> </td> \n       <td> <p>1.9</p> </td> \n       <td> <p>(0.7\u2013 5.2)</p> </td> \n       <td> <p>2.6</p> </td> \n       <td> <p>(1.6\u2013 4.2)</p> </td> \n       <td> <p>1.0</p> </td> \n       <td> <p>(0.2\u2013 4.7)</p> </td> \n       <td> <p>1.9</p> </td> \n       <td> <p>(1.1\u2013 3.4)</p> </td> \n       <td> <p>3.6</p> </td> \n       <td> <p>(0.7\u201316.9)</p> </td> \n       <td> <p>3.4</p> </td> \n       <td> <p>(1.1\u201310.3)</p> </td> \n       <td> <p>2.3</p> </td> \n       <td> <p>(0.9\u2013 5.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>3.5</b></p> </td> \n       <td> <p><b>(2.0\u2013 5.8)</b></p> </td> \n       <td> <p>3.3</p> </td> \n       <td> <p>(1.4\u2013 7.6)</p> </td> \n       <td> <p>3.3</p> </td> \n       <td> <p>(1.4\u2013 7.4)</p> </td> \n       <td> <p>4.4</p> </td> \n       <td> <p>(1.3\u201313.7)</p> </td> \n       <td> <p>3.2</p> </td> \n       <td> <p>(1.6\u2013 6.2)</p> </td> \n       <td> <p>3.3</p> </td> \n       <td> <p>(1.0\u201310.2)</p> </td> \n       <td> <p>0.0<span>\u00b6</span></p> </td> \n       <td> <p>\u2014**</p> </td> \n       <td> <p>8.3<span>\u00b6</span></p> </td> \n       <td> <p>(2.2\u201326.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>1.6</b></p> </td> \n       <td> <p><b>(1.1\u2013 2.5)</b></p> </td> \n       <td> <p>0.7</p> </td> \n       <td> <p>(0.3\u2013 1.9)</p> </td> \n       <td> <p>2.0</p> </td> \n       <td> <p>(1.1\u2013 3.5)</p> </td> \n       <td> <p>2.8</p> </td> \n       <td> <p>(1.2\u2013 6.1)</p> </td> \n       <td> <p>2.6</p> </td> \n       <td> <p>(1.4\u2013 4.6)</p> </td> \n       <td> <p>2.2</p> </td> \n       <td> <p>(1.2\u2013 4.3)</p> </td> \n       <td> <p>3.4<span>\u00b6</span></p> </td> \n       <td> <p>(0.6\u201316.4)</p> </td> \n       <td> <p>0.7</p> </td> \n       <td> <p>(0.2\u2013 1.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>1.3</b></p> </td> \n       <td> <p><b>(0.8\u2013 2.1)</b></p> </td> \n       <td> <p>1.4</p> </td> \n       <td> <p>(0.5\u2013 3.5)</p> </td> \n       <td> <p>1.3</p> </td> \n       <td> <p>(0.7\u2013 2.3)</p> </td> \n       <td> <p>0.8</p> </td> \n       <td> <p>(0.2\u2013 2.5)</p> </td> \n       <td> <p>1.2</p> </td> \n       <td> <p>(0.7\u2013 2.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>2.5</p> </td> \n       <td> <p>(0.4\u201312.7)</p> </td> \n       <td> <p>1.3</p> </td> \n       <td> <p>(0.6\u2013 3.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>1.6</b></p> </td> \n       <td> <p><b>(1.0\u2013 2.7)</b></p> </td> \n       <td> <p>1.2</p> </td> \n       <td> <p>(0.4\u2013 3.4)</p> </td> \n       <td> <p>1.9</p> </td> \n       <td> <p>(1.0\u2013 3.5)</p> </td> \n       <td> <p>1.5</p> </td> \n       <td> <p>(0.4\u2013 5.2)</p> </td> \n       <td> <p>1.5</p> </td> \n       <td> <p>(0.9\u2013 2.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>4.1<span>\u00b6</span></p> </td> \n       <td> <p>(0.8\u201317.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>1.6</b></p> </td> \n       <td> <p><b>(1.0\u2013 2.6)</b></p> </td> \n       <td> <p>0.7</p> </td> \n       <td> <p>(0.2\u2013 2.8)</p> </td> \n       <td> <p>1.4</p> </td> \n       <td> <p>(0.7\u2013 2.8)</p> </td> \n       <td> <p>4.4</p> </td> \n       <td> <p>(2.1\u2013 9.3)</p> </td> \n       <td> <p>1.4</p> </td> \n       <td> <p>(0.6\u2013 3.1)</p> </td> \n       <td> <p>2.1</p> </td> \n       <td> <p>(0.9\u2013 4.9)</p> </td> \n       <td> <p>1.9</p> </td> \n       <td> <p>(1.0\u2013 3.6)</p> </td> \n       <td> <p>2.2</p> </td> \n       <td> <p>(1.1\u2013 4.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>2.3</b></p> </td> \n       <td> <p><b>(1.5\u2013 3.4)</b></p> </td> \n       <td> <p>2.2</p> </td> \n       <td> <p>(1.1\u2013 4.1)</p> </td> \n       <td> <p>2.0</p> </td> \n       <td> <p>(1.1\u2013 3.7)</p> </td> \n       <td> <p>4.9</p> </td> \n       <td> <p>(1.8\u201312.7)</p> </td> \n       <td> <p>2.3</p> </td> \n       <td> <p>(1.5\u2013 3.5)</p> </td> \n       <td> <p>0.0</p> </td> \n       <td> <p>\u2014**</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>2.1</b></p> </td> \n       <td> <p><b>(1.3\u2013 3.4)</b></p> </td> \n       <td> <p>1.4</p> </td> \n       <td> <p>(0.5\u2013 3.7)</p> </td> \n       <td> <p>1.9</p> </td> \n       <td> <p>(1.0\u2013 3.6)</p> </td> \n       <td> <p>4.1</p> </td> \n       <td> <p>(1.4\u201311.4)</p> </td> \n       <td> <p>1.9</p> </td> \n       <td> <p>(0.9\u2013 3.7)</p> </td> \n       <td> <p>3.0</p> </td> \n       <td> <p>(1.3\u2013 6.4)</p> </td> \n       <td> <p>5.8</p> </td> \n       <td> <p>(2.6\u201312.4)</p> </td> \n       <td> <p>1.0</p> </td> \n       <td> <p>(0.3\u2013 3.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>2.4</b></p> </td> \n       <td> <p><b>(1.5\u2013 3.8)</b></p> </td> \n       <td> <p>2.9</p> </td> \n       <td> <p>(1.4\u2013 6.1)</p> </td> \n       <td> <p>2.0</p> </td> \n       <td> <p>(1.0\u2013 3.9)</p> </td> \n       <td> <p>2.3</p> </td> \n       <td> <p>(1.0\u2013 5.4)</p> </td> \n       <td> <p>2.2</p> </td> \n       <td> <p>(1.2\u2013 3.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>0.6</p> </td> \n       <td> <p>(0.1\u2013 2.6)</p> </td> \n       <td> <p>3.8</p> </td> \n       <td> <p>(1.7\u2013 7.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total</b><span>\u2020\u2020</span></p> </td> \n       <td> <p><b>2.1</b></p> </td> \n       <td> <p><b>(1.9\u2013 2.4)</b></p> </td> \n       <td> <p><b>1.8</b></p> </td> \n       <td> <p><b>(1.4\u2013 2.2)</b></p> </td> \n       <td> <p><b>2.0</b></p> </td> \n       <td> <p><b>(1.7\u2013 2.4)</b></p> </td> \n       <td> <p><b>3.4</b></p> </td> \n       <td> <p><b>(2.7\u2013 4.2)</b></p> </td> \n       <td> <p><b>2.0</b></p> </td> \n       <td> <p><b>(1.8\u2013 2.4)</b></p> </td> \n       <td> <p><b>2.7</b></p> </td> \n       <td> <p><b>(2.1\u2013 3.5)</b></p> </td> \n       <td> <p><b>3.1</b></p> </td> \n       <td> <p><b>(2.2\u2013 4.2)</b></p> </td> \n       <td> <p><b>1.8</b></p> </td> \n       <td> <p><b>(1.3\u2013 2.4)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>2.1</b></p> </td> \n       <td colspan=\"2\"> <p>1.9</p> </td> \n       <td colspan=\"2\"> <p>2.0</p> </td> \n       <td colspan=\"2\"> <p>3.1</p> </td> \n       <td colspan=\"2\"> <p>1.9</p> </td> \n       <td colspan=\"2\"> <p>2.5</p> </td> \n       <td colspan=\"2\"> <p>2.2</p> </td> \n       <td colspan=\"2\"> <p>2.6</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>1.3</b></p> </td> \n       <td colspan=\"2\"> <p>0.3</p> </td> \n       <td colspan=\"2\"> <p>1.2</p> </td> \n       <td colspan=\"2\"> <p>0.8</p> </td> \n       <td colspan=\"2\"> <p>0.4</p> </td> \n       <td colspan=\"2\"> <p>0.0</p> </td> \n       <td colspan=\"2\"> <p>0.0</p> </td> \n       <td colspan=\"2\"> <p>0.7</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>4.0</b></p> </td> \n       <td colspan=\"2\"> <p>3.3</p> </td> \n       <td colspan=\"2\"> <p>4.0</p> </td> \n       <td colspan=\"2\"> <p>8.6</p> </td> \n       <td colspan=\"2\"> <p>4.2</p> </td> \n       <td colspan=\"2\"> <p>6.2</p> </td> \n       <td colspan=\"2\"> <p>16.0</p> </td> \n       <td colspan=\"2\"> <p>10.4</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;30 respondents).</p> <p> * White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other.</p> <p> <span>\u2020</span> Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p> <span>\u00a7</span> 95% confidence interval.</p> <p> <span>\u00b6</span> Represents 30\u201359 respondents; might not be reliable.</p> <p> ** Undefined.</p> <p><span> \u2020\u2020 </span>Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab38\" href=\"http://www.cdc.gov\"></a>TABLE 38. Estimated prevalence of women aged 18\u201344 years who have ever been told by a health-care provider that they had hypertension, not including hypertension during pregnancy, overall and by age group and race/ethnicity \u2014 Behavioral Risk Factor Surveillance System, United States, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity*</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u2020</span></p> </td> \n       <td> <p><b>CI</b><span>\u00a7</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alabama</p> </td> \n       <td> <p><b>15.5</b></p> </td> \n       <td> <p><b>(13.0\u201318.3)</b></p> </td> \n       <td> <p>4.9</p> </td> \n       <td> <p>(2.2\u201310.6)</p> </td> \n       <td> <p>12.3</p> </td> \n       <td> <p>(9.0\u201316.5)</p> </td> \n       <td> <p>22.2</p> </td> \n       <td> <p>(18.0\u201327.1)</p> </td> \n       <td> <p>12.9</p> </td> \n       <td> <p>(10.0\u201316.6)</p> </td> \n       <td> <p>21.3</p> </td> \n       <td> <p>(16.8\u201326.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>11.2</b></p> </td> \n       <td> <p><b>(7.8\u201316.1)</b></p> </td> \n       <td> <p>6.5</p> </td> \n       <td> <p>(2.7\u201314.7)</p> </td> \n       <td> <p>12.4</p> </td> \n       <td> <p>(6.2\u201323.2)</p> </td> \n       <td> <p>13.3</p> </td> \n       <td> <p>(8.4\u201320.3)</p> </td> \n       <td> <p>11.0</p> </td> \n       <td> <p>(6.7\u201317.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>12.1</p> </td> \n       <td> <p>(6.4\u201321.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arizona</p> </td> \n       <td> <p><b>8.5</b></p> </td> \n       <td> <p><b>(6.1\u201311.6)</b></p> </td> \n       <td> <p>0.3<span>\u00b6</span></p> </td> \n       <td> <p>(0.0\u2013 2.2)</p> </td> \n       <td> <p>9.0</p> </td> \n       <td> <p>(5.4\u201314.6)</p> </td> \n       <td> <p>11.3</p> </td> \n       <td> <p>(7.6\u201316.5)</p> </td> \n       <td> <p>9.1</p> </td> \n       <td> <p>(5.9\u201313.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>7.2</p> </td> \n       <td> <p>(3.2\u201315.4)</p> </td> \n       <td> <p>5.6</p> </td> \n       <td> <p>(2.9\u201310.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>14.3</b></p> </td> \n       <td> <p><b>(11.0\u201318.2)</b></p> </td> \n       <td> <p>8.2<span>\u00b6</span></p> </td> \n       <td> <p>(3.2\u201319.4)</p> </td> \n       <td> <p>12.1</p> </td> \n       <td> <p>(7.2\u201319.5)</p> </td> \n       <td> <p>20.1</p> </td> \n       <td> <p>(15.3\u201325.9)</p> </td> \n       <td> <p>14.3</p> </td> \n       <td> <p>(10.6\u201319.0)</p> </td> \n       <td> <p>22.1</p> </td> \n       <td> <p>(14.4\u201332.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>California</p> </td> \n       <td> <p><b>8.0</b></p> </td> \n       <td> <p><b>(6.8\u2013 9.3)</b></p> </td> \n       <td> <p>3.3</p> </td> \n       <td> <p>(1.7\u2013 6.3)</p> </td> \n       <td> <p>7.2</p> </td> \n       <td> <p>(5.4\u2013 9.6)</p> </td> \n       <td> <p>11.9</p> </td> \n       <td> <p>(10.1\u201314.1)</p> </td> \n       <td> <p>7.4</p> </td> \n       <td> <p>(5.8\u2013 9.3)</p> </td> \n       <td> <p>12.6</p> </td> \n       <td> <p>(5.5\u201326.4)</p> </td> \n       <td> <p>6.7</p> </td> \n       <td> <p>(3.9\u201311.3)</p> </td> \n       <td> <p>8.4</p> </td> \n       <td> <p>(6.7\u201310.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>6.4</b></p> </td> \n       <td> <p><b>(5.2\u2013 7.9)</b></p> </td> \n       <td> <p>1.5</p> </td> \n       <td> <p>(0.4\u2013 5.2)</p> </td> \n       <td> <p>6.5</p> </td> \n       <td> <p>(4.5\u2013 9.4)</p> </td> \n       <td> <p>9.2</p> </td> \n       <td> <p>(7.3\u201311.5)</p> </td> \n       <td> <p>6.5</p> </td> \n       <td> <p>(5.1\u2013 8.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>11.5</p> </td> \n       <td> <p>(4.9\u201324.9)</p> </td> \n       <td> <p>5.1</p> </td> \n       <td> <p>(3.3\u2013 7.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Connecticut</p> </td> \n       <td> <p><b>7.8</b></p> </td> \n       <td> <p><b>(5.9\u201310.1)</b></p> </td> \n       <td> <p>3.5</p> </td> \n       <td> <p>(1.2\u2013 9.5)</p> </td> \n       <td> <p>6.3</p> </td> \n       <td> <p>(3.6\u201310.8)</p> </td> \n       <td> <p>10.9</p> </td> \n       <td> <p>(8.0\u201314.6)</p> </td> \n       <td> <p>6.4</p> </td> \n       <td> <p>(4.6\u2013 8.8)</p> </td> \n       <td> <p>6.9</p> </td> \n       <td> <p>(3.3\u201313.9)</p> </td> \n       <td> <p>12.6</p> </td> \n       <td> <p>(4.5\u201330.6)</p> </td> \n       <td> <p>14.6</p> </td> \n       <td> <p>(7.9\u201325.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>9.2</b></p> </td> \n       <td> <p><b>(7.1\u201311.9)</b></p> </td> \n       <td> <p>2.3</p> </td> \n       <td> <p>(0.7\u2013 6.8)</p> </td> \n       <td> <p>5.6</p> </td> \n       <td> <p>(3.3\u2013 9.3)</p> </td> \n       <td> <p>17.0</p> </td> \n       <td> <p>(12.8\u201322.3)</p> </td> \n       <td> <p>8.1</p> </td> \n       <td> <p>(5.9\u201311.1)</p> </td> \n       <td> <p>14.7</p> </td> \n       <td> <p>(9.3\u201322.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>D.C.</p> </td> \n       <td> <p><b>10.3</b></p> </td> \n       <td> <p><b>(7.8\u201313.4)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>9.9</p> </td> \n       <td> <p>(6.4\u201315.0)</p> </td> \n       <td> <p>15.1</p> </td> \n       <td> <p>(11.2\u201320.0)</p> </td> \n       <td> <p>4.1</p> </td> \n       <td> <p>(2.1\u2013 7.8)</p> </td> \n       <td> <p>17.9</p> </td> \n       <td> <p>(13.1\u201324.1)</p> </td> \n       <td> <p>2.4<span>\u00b6</span></p> </td> \n       <td> <p>(0.3\u201315.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Florida</p> </td> \n       <td> <p><b>11.0</b></p> </td> \n       <td> <p><b>(8.9\u201313.5)</b></p> </td> \n       <td> <p>6.2</p> </td> \n       <td> <p>(2.5\u201314.3)</p> </td> \n       <td> <p>7.8</p> </td> \n       <td> <p>(5.3\u201311.5)</p> </td> \n       <td> <p>13.7</p> </td> \n       <td> <p>(10.6\u201317.5)</p> </td> \n       <td> <p>10.6</p> </td> \n       <td> <p>(8.2\u201313.5)</p> </td> \n       <td> <p>19.7</p> </td> \n       <td> <p>(12.9\u201328.9)</p> </td> \n       <td> <p>6.7</p> </td> \n       <td> <p>(2.9\u201314.9)</p> </td> \n       <td> <p>5.8</p> </td> \n       <td> <p>(2.9\u201311.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>12.0</b></p> </td> \n       <td> <p><b>(9.8\u201314.5)</b></p> </td> \n       <td> <p>5.3</p> </td> \n       <td> <p>(1.7\u201315.2)</p> </td> \n       <td> <p>10.3</p> </td> \n       <td> <p>(7.1\u201314.6)</p> </td> \n       <td> <p>16.2</p> </td> \n       <td> <p>(13.1\u201319.9)</p> </td> \n       <td> <p>10.9</p> </td> \n       <td> <p>(8.3\u201314.3)</p> </td> \n       <td> <p>17.5</p> </td> \n       <td> <p>(12.9\u201323.3)</p> </td> \n       <td> <p>3.8<span>\u00b6</span></p> </td> \n       <td> <p>(1.2\u201311.8)</p> </td> \n       <td> <p>5.4<span>\u00b6</span></p> </td> \n       <td> <p>(1.7\u201315.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>10.4</b></p> </td> \n       <td> <p><b>(8.1\u201313.2)</b></p> </td> \n       <td> <p>7.7</p> </td> \n       <td> <p>(4.0\u201314.3)</p> </td> \n       <td> <p>6.7</p> </td> \n       <td> <p>(3.7\u201312.0)</p> </td> \n       <td> <p>15.3</p> </td> \n       <td> <p>(11.7\u201319.8)</p> </td> \n       <td> <p>9.0</p> </td> \n       <td> <p>(5.1\u201315.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>10.7</p> </td> \n       <td> <p>(8.0\u201314.2)</p> </td> \n       <td> <p>10.5</p> </td> \n       <td> <p>(5.1\u201320.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Idaho</p> </td> \n       <td> <p><b>7.3</b></p> </td> \n       <td> <p><b>(5.4\u2013 9.7)</b></p> </td> \n       <td> <p>3.3</p> </td> \n       <td> <p>(1.3\u2013 8.2)</p> </td> \n       <td> <p>6.3</p> </td> \n       <td> <p>(3.5\u201311.2)</p> </td> \n       <td> <p>10.6</p> </td> \n       <td> <p>(7.7\u201314.4)</p> </td> \n       <td> <p>6.8</p> </td> \n       <td> <p>(4.9\u2013 9.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>8.0</p> </td> \n       <td> <p>(3.8\u201315.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>10.6</b></p> </td> \n       <td> <p><b>(8.4\u201313.1)</b></p> </td> \n       <td> <p>6.9</p> </td> \n       <td> <p>(3.3\u201314.0)</p> </td> \n       <td> <p>9.8</p> </td> \n       <td> <p>(6.7\u201314.2)</p> </td> \n       <td> <p>13.7</p> </td> \n       <td> <p>(10.5\u201317.6)</p> </td> \n       <td> <p>8.0</p> </td> \n       <td> <p>(5.9\u201310.7)</p> </td> \n       <td> <p>23.8</p> </td> \n       <td> <p>(15.7\u201334.4)</p> </td> \n       <td> <p>14.3<span>\u00b6</span></p> </td> \n       <td> <p>(7.3\u201326.1)</p> </td> \n       <td> <p>6.9</p> </td> \n       <td> <p>(3.0\u201314.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Indiana</p> </td> \n       <td> <p><b>8.9</b></p> </td> \n       <td> <p><b>(7.4\u201310.8)</b></p> </td> \n       <td> <p>1.3</p> </td> \n       <td> <p>(0.4\u2013 4.3)</p> </td> \n       <td> <p>8.7</p> </td> \n       <td> <p>(6.1\u201312.3)</p> </td> \n       <td> <p>14.2</p> </td> \n       <td> <p>(11.4\u201317.5)</p> </td> \n       <td> <p>8.1</p> </td> \n       <td> <p>(6.5\u201310.1)</p> </td> \n       <td> <p>17.0</p> </td> \n       <td> <p>(10.6\u201326.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>10.9</p> </td> \n       <td> <p>(4.6\u201323.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Iowa</p> </td> \n       <td> <p><b>8.8</b></p> </td> \n       <td> <p><b>(6.9\u201311.2)</b></p> </td> \n       <td> <p>3.8</p> </td> \n       <td> <p>(1.1\u201312.4)</p> </td> \n       <td> <p>10.5</p> </td> \n       <td> <p>(7.4\u201314.7)</p> </td> \n       <td> <p>11.0</p> </td> \n       <td> <p>(8.4\u201314.4)</p> </td> \n       <td> <p>8.8</p> </td> \n       <td> <p>(6.7\u201311.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kansas</p> </td> \n       <td> <p><b>9.0</b></p> </td> \n       <td> <p><b>(7.9\u201310.2)</b></p> </td> \n       <td> <p>3.4</p> </td> \n       <td> <p>(1.8\u2013 6.6)</p> </td> \n       <td> <p>8.4</p> </td> \n       <td> <p>(6.7\u201310.5)</p> </td> \n       <td> <p>13.3</p> </td> \n       <td> <p>(11.5\u201315.3)</p> </td> \n       <td> <p>8.5</p> </td> \n       <td> <p>(7.3\u2013 9.8)</p> </td> \n       <td> <p>14.7</p> </td> \n       <td> <p>(9.8\u201321.5)</p> </td> \n       <td> <p>10.6</p> </td> \n       <td> <p>(5.8\u201318.8)</p> </td> \n       <td> <p>9.3</p> </td> \n       <td> <p>(5.7\u201314.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kentucky</p> </td> \n       <td> <p><b>14.7</b></p> </td> \n       <td> <p><b>(12.2\u201317.5)</b></p> </td> \n       <td> <p>10.1</p> </td> \n       <td> <p>(5.0\u201319.4)</p> </td> \n       <td> <p>12.0</p> </td> \n       <td> <p>(8.7\u201316.3)</p> </td> \n       <td> <p>19.0</p> </td> \n       <td> <p>(15.2\u201323.6)</p> </td> \n       <td> <p>13.6</p> </td> \n       <td> <p>(11.1\u201316.5)</p> </td> \n       <td> <p>31.4</p> </td> \n       <td> <p>(16.8\u201350.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Louisiana</p> </td> \n       <td> <p><b>17.7</b></p> </td> \n       <td> <p><b>(15.5\u201320.1)</b></p> </td> \n       <td> <p>12.2</p> </td> \n       <td> <p>(7.6\u201319.2)</p> </td> \n       <td> <p>11.9</p> </td> \n       <td> <p>(9.0\u201315.6)</p> </td> \n       <td> <p>25.0</p> </td> \n       <td> <p>(21.5\u201328.8)</p> </td> \n       <td> <p>11.7</p> </td> \n       <td> <p>(9.5\u201314.3)</p> </td> \n       <td> <p>28.3</p> </td> \n       <td> <p>(23.7\u201333.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>9.3</b></p> </td> \n       <td> <p><b>(7.6\u201311.3)</b></p> </td> \n       <td> <p>2.9</p> </td> \n       <td> <p>(0.9\u2013 8.8)</p> </td> \n       <td> <p>8.1</p> </td> \n       <td> <p>(5.4\u201311.9)</p> </td> \n       <td> <p>13.9</p> </td> \n       <td> <p>(11.2\u201317.0)</p> </td> \n       <td> <p>9.5</p> </td> \n       <td> <p>(7.7\u201311.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>9.7</b></p> </td> \n       <td> <p><b>(7.9\u201311.8)</b></p> </td> \n       <td> <p>4.6</p> </td> \n       <td> <p>(1.6\u201312.1)</p> </td> \n       <td> <p>7.2</p> </td> \n       <td> <p>(5.0\u201310.3)</p> </td> \n       <td> <p>14.7</p> </td> \n       <td> <p>(11.8\u201318.2)</p> </td> \n       <td> <p>6.1</p> </td> \n       <td> <p>(4.7\u2013 7.9)</p> </td> \n       <td> <p>19.6</p> </td> \n       <td> <p>(14.7\u201325.7)</p> </td> \n       <td> <p>4.5</p> </td> \n       <td> <p>(1.5\u201312.9)</p> </td> \n       <td> <p>5.6</p> </td> \n       <td> <p>(1.8\u201316.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>7.9</b></p> </td> \n       <td> <p><b>(6.4\u2013 9.7)</b></p> </td> \n       <td> <p>4.8</p> </td> \n       <td> <p>(2.2\u201310.4)</p> </td> \n       <td> <p>8.0</p> </td> \n       <td> <p>(5.5\u201311.4)</p> </td> \n       <td> <p>9.7</p> </td> \n       <td> <p>(7.7\u201312.2)</p> </td> \n       <td> <p>6.1</p> </td> \n       <td> <p>(4.6\u2013 8.0)</p> </td> \n       <td> <p>15.8</p> </td> \n       <td> <p>(8.6\u201327.0)</p> </td> \n       <td> <p>11.0</p> </td> \n       <td> <p>(5.4\u201321.1)</p> </td> \n       <td> <p>14.4</p> </td> \n       <td> <p>(9.2\u201321.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>9.5</b></p> </td> \n       <td> <p><b>(7.9\u201311.5)</b></p> </td> \n       <td> <p>5.1</p> </td> \n       <td> <p>(2.6\u2013 9.7)</p> </td> \n       <td> <p>6.6</p> </td> \n       <td> <p>(4.3\u201310.1)</p> </td> \n       <td> <p>14.9</p> </td> \n       <td> <p>(12.1\u201318.1)</p> </td> \n       <td> <p>8.9</p> </td> \n       <td> <p>(7.1\u201311.2)</p> </td> \n       <td> <p>16.0</p> </td> \n       <td> <p>(11.0\u201322.7)</p> </td> \n       <td> <p>7.9</p> </td> \n       <td> <p>(3.2\u201318.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>5.5</b></p> </td> \n       <td> <p><b>(3.8\u2013 7.8)</b></p> </td> \n       <td> <p>3.8</p> </td> \n       <td> <p>(1.0\u201314.0)</p> </td> \n       <td> <p>5.9</p> </td> \n       <td> <p>(3.4\u201310.2)</p> </td> \n       <td> <p>6.3</p> </td> \n       <td> <p>(4.4\u2013 8.8)</p> </td> \n       <td> <p>5.0</p> </td> \n       <td> <p>(3.4\u2013 7.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>19.6</b></p> </td> \n       <td> <p><b>(17.3\u201322.1)</b></p> </td> \n       <td> <p>10.4</p> </td> \n       <td> <p>(6.0\u201317.6)</p> </td> \n       <td> <p>16.5</p> </td> \n       <td> <p>(13.2\u201320.4)</p> </td> \n       <td> <p>28.6</p> </td> \n       <td> <p>(25.1\u201332.5)</p> </td> \n       <td> <p>14.7</p> </td> \n       <td> <p>(11.8\u201318.1)</p> </td> \n       <td> <p>26.3</p> </td> \n       <td> <p>(22.4\u201330.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>11.6</b></p> </td> \n       <td> <p><b>(9.0\u201314.9)</b></p> </td> \n       <td> <p>6.9</p> </td> \n       <td> <p>(2.2\u201319.6)</p> </td> \n       <td> <p>8.1</p> </td> \n       <td> <p>(4.8\u201313.6)</p> </td> \n       <td> <p>17.8</p> </td> \n       <td> <p>(13.7\u201322.8)</p> </td> \n       <td> <p>11.1</p> </td> \n       <td> <p>(8.2\u201314.8)</p> </td> \n       <td> <p>23.0</p> </td> \n       <td> <p>(13.1\u201337.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Montana</p> </td> \n       <td> <p><b>7.6</b></p> </td> \n       <td> <p><b>(5.8\u2013 9.9)</b></p> </td> \n       <td> <p>0.5</p> </td> \n       <td> <p>(0.1\u2013 2.1)</p> </td> \n       <td> <p>8.0</p> </td> \n       <td> <p>(4.9\u201312.7)</p> </td> \n       <td> <p>12.0</p> </td> \n       <td> <p>(8.8\u201316.2)</p> </td> \n       <td> <p>7.5</p> </td> \n       <td> <p>(5.6\u201310.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>9.5</p> </td> \n       <td> <p>(4.7\u201318.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>5.4</b></p> </td> \n       <td> <p><b>(4.2\u2013 6.9)</b></p> </td> \n       <td> <p>2.1</p> </td> \n       <td> <p>(1.0\u2013 4.5)</p> </td> \n       <td> <p>2.9</p> </td> \n       <td> <p>(1.9\u2013 4.6)</p> </td> \n       <td> <p>9.8</p> </td> \n       <td> <p>(7.2\u201313.3)</p> </td> \n       <td> <p>5.2</p> </td> \n       <td> <p>(3.9\u2013 6.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>2.9</p> </td> \n       <td> <p>(0.7\u201311.4)</p> </td> \n       <td> <p>7.3</p> </td> \n       <td> <p>(3.4\u201315.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nevada</p> </td> \n       <td> <p><b>8.5</b></p> </td> \n       <td> <p><b>(5.9\u201312.1)</b></p> </td> \n       <td> <p>5.1<span>\u00b6</span></p> </td> \n       <td> <p>(1.1\u201319.8)</p> </td> \n       <td> <p>4.6</p> </td> \n       <td> <p>(2.1\u2013 9.8)</p> </td> \n       <td> <p>14.2</p> </td> \n       <td> <p>(9.5\u201320.8)</p> </td> \n       <td> <p>9.5</p> </td> \n       <td> <p>(6.2\u201314.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>1.1<span>\u00b6</span></p> </td> \n       <td> <p>(0.3\u2013 4.1)</p> </td> \n       <td> <p>8.8</p> </td> \n       <td> <p>(3.9\u201318.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Hampshire</p> </td> \n       <td> <p><b>8.9</b></p> </td> \n       <td> <p><b>(6.4\u201312.2)</b></p> </td> \n       <td> <p>7.1</p> </td> \n       <td> <p>(2.2\u201320.5)</p> </td> \n       <td> <p>7.0</p> </td> \n       <td> <p>(3.1\u201315.0)</p> </td> \n       <td> <p>11.2</p> </td> \n       <td> <p>(8.5\u201314.7)</p> </td> \n       <td> <p>9.0</p> </td> \n       <td> <p>(6.4\u201312.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>8.7</b></p> </td> \n       <td> <p><b>(7.3\u201310.3)</b></p> </td> \n       <td> <p>2.3</p> </td> \n       <td> <p>(0.8\u2013 6.3)</p> </td> \n       <td> <p>8.2</p> </td> \n       <td> <p>(5.9\u201311.3)</p> </td> \n       <td> <p>12.6</p> </td> \n       <td> <p>(10.4\u201315.1)</p> </td> \n       <td> <p>7.2</p> </td> \n       <td> <p>(5.7\u2013 9.1)</p> </td> \n       <td> <p>12.8</p> </td> \n       <td> <p>(9.0\u201318.1)</p> </td> \n       <td> <p>6.2</p> </td> \n       <td> <p>(2.8\u201313.1)</p> </td> \n       <td> <p>10.1</p> </td> \n       <td> <p>(6.7\u201315.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Mexico</p> </td> \n       <td> <p><b>8.2</b></p> </td> \n       <td> <p><b>(6.6\u201310.1)</b></p> </td> \n       <td> <p>2.9</p> </td> \n       <td> <p>(1.2\u2013 6.8)</p> </td> \n       <td> <p>7.5</p> </td> \n       <td> <p>(4.8\u201311.4)</p> </td> \n       <td> <p>12.7</p> </td> \n       <td> <p>(10.2\u201315.8)</p> </td> \n       <td> <p>6.9</p> </td> \n       <td> <p>(4.7\u2013 9.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>9.4</p> </td> \n       <td> <p>(5.8\u201314.9)</p> </td> \n       <td> <p>8.1</p> </td> \n       <td> <p>(6.0\u201310.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New York</p> </td> \n       <td> <p><b>8.7</b></p> </td> \n       <td> <p><b>(6.8\u201311.0)</b></p> </td> \n       <td> <p>2.9</p> </td> \n       <td> <p>(1.0\u2013 8.7)</p> </td> \n       <td> <p>7.7</p> </td> \n       <td> <p>(5.0\u201311.5)</p> </td> \n       <td> <p>13.3</p> </td> \n       <td> <p>(10.0\u201317.5)</p> </td> \n       <td> <p>8.3</p> </td> \n       <td> <p>(6.1\u201311.2)</p> </td> \n       <td> <p>13.9</p> </td> \n       <td> <p>(7.9\u201323.5)</p> </td> \n       <td> <p>4.3</p> </td> \n       <td> <p>(1.3\u201312.8)</p> </td> \n       <td> <p>8.5</p> </td> \n       <td> <p>(5.0\u201314.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Carolina</p> </td> \n       <td> <p><b>11.5</b></p> </td> \n       <td> <p><b>(9.7\u201313.7)</b></p> </td> \n       <td> <p>4.3</p> </td> \n       <td> <p>(2.1\u2013 8.7)</p> </td> \n       <td> <p>8.5</p> </td> \n       <td> <p>(5.8\u201312.2)</p> </td> \n       <td> <p>18.3</p> </td> \n       <td> <p>(15.2\u201321.8)</p> </td> \n       <td> <p>10.1</p> </td> \n       <td> <p>(8.1\u201312.4)</p> </td> \n       <td> <p>18.7</p> </td> \n       <td> <p>(13.2\u201325.6)</p> </td> \n       <td> <p>9.7</p> </td> \n       <td> <p>(5.0\u201318.0)</p> </td> \n       <td> <p>6.1</p> </td> \n       <td> <p>(3.4\u201310.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Dakota</p> </td> \n       <td> <p><b>6.6</b></p> </td> \n       <td> <p><b>(4.8\u2013 8.9)</b></p> </td> \n       <td> <p>2.0</p> </td> \n       <td> <p>(0.4\u2013 8.9)</p> </td> \n       <td> <p>6.6</p> </td> \n       <td> <p>(3.9\u201310.7)</p> </td> \n       <td> <p>11.3</p> </td> \n       <td> <p>(8.2\u201315.6)</p> </td> \n       <td> <p>6.3</p> </td> \n       <td> <p>(4.5\u2013 8.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>12.1\u00b6</p> </td> \n       <td> <p>(5.7\u201323.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>11.8</b></p> </td> \n       <td> <p><b>(9.7\u201314.2)</b></p> </td> \n       <td> <p>5.1</p> </td> \n       <td> <p>(2.3\u201311.2)</p> </td> \n       <td> <p>11.1</p> </td> \n       <td> <p>(7.7\u201315.7)</p> </td> \n       <td> <p>15.3</p> </td> \n       <td> <p>(12.4\u201318.7)</p> </td> \n       <td> <p>11.2</p> </td> \n       <td> <p>(8.9\u201313.9)</p> </td> \n       <td> <p>17.3</p> </td> \n       <td> <p>(11.5\u201325.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>13.5</b></p> </td> \n       <td> <p><b>(11.5\u201315.8)</b></p> </td> \n       <td> <p>4.4</p> </td> \n       <td> <p>(1.8\u201310.1)</p> </td> \n       <td> <p>13.2</p> </td> \n       <td> <p>(10.2\u201317.1)</p> </td> \n       <td> <p>17.9</p> </td> \n       <td> <p>(14.8\u201321.4)</p> </td> \n       <td> <p>12.7</p> </td> \n       <td> <p>(10.3\u201315.6)</p> </td> \n       <td> <p>25.9</p> </td> \n       <td> <p>(18.1\u201335.7)</p> </td> \n       <td> <p>16.5</p> </td> \n       <td> <p>(11.5\u201323.1)</p> </td> \n       <td> <p>4.7</p> </td> \n       <td> <p>(2.3\u2013 9.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>5.8</b></p> </td> \n       <td> <p><b>(4.1\u2013 8.3)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>3.8</p> </td> \n       <td> <p>(1.8\u2013 7.9)</p> </td> \n       <td> <p>11.2</p> </td> \n       <td> <p>(7.5\u201316.3)</p> </td> \n       <td> <p>5.4</p> </td> \n       <td> <p>(3.5\u2013 8.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>6.9</p> </td> \n       <td> <p>(3.2\u201314.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>11.1</b></p> </td> \n       <td> <p><b>(9.1\u201313.5)</b></p> </td> \n       <td> <p>7.3</p> </td> \n       <td> <p>(3.7\u201313.8)</p> </td> \n       <td> <p>5.9</p> </td> \n       <td> <p>(3.8\u2013 9.2)</p> </td> \n       <td> <p>17.8</p> </td> \n       <td> <p>(14.5\u201321.8)</p> </td> \n       <td> <p>10.4</p> </td> \n       <td> <p>(8.2\u201313.0)</p> </td> \n       <td> <p>20.6</p> </td> \n       <td> <p>(12.1\u201332.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>7.6<span>\u00b6</span></p> </td> \n       <td> <p>(3.0\u201317.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>10.1</b></p> </td> \n       <td> <p><b>(7.2\u201314.1)</b></p> </td> \n       <td> <p>10.0</p> </td> \n       <td> <p>(3.3\u201326.4)</p> </td> \n       <td> <p>9.3</p> </td> \n       <td> <p>(6.0\u201313.9)</p> </td> \n       <td> <p>10.8</p> </td> \n       <td> <p>(8.4\u201313.9)</p> </td> \n       <td> <p>9.4</p> </td> \n       <td> <p>(6.0\u201314.3)</p> </td> \n       <td> <p>20.0<span>\u00b6</span></p> </td> \n       <td> <p>(7.6\u201343.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>12.7</p> </td> \n       <td> <p>(6.8\u201322.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Carolina</p> </td> \n       <td> <p><b>12.4</b></p> </td> \n       <td> <p><b>(9.9\u201315.4)</b></p> </td> \n       <td> <p>11.2</p> </td> \n       <td> <p>(4.2\u201326.7)</p> </td> \n       <td> <p>7.1</p> </td> \n       <td> <p>(4.8\u201310.3)</p> </td> \n       <td> <p>17.3</p> </td> \n       <td> <p>(13.8\u201321.6)</p> </td> \n       <td> <p>11.3</p> </td> \n       <td> <p>(8.3\u201315.3)</p> </td> \n       <td> <p>16.3</p> </td> \n       <td> <p>(11.8\u201322.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Dakota</p> </td> \n       <td> <p><b>8.1</b></p> </td> \n       <td> <p><b>(6.3\u201310.4)</b></p> </td> \n       <td> <p>2.3</p> </td> \n       <td> <p>(0.6\u2013 7.6)</p> </td> \n       <td> <p>7.8</p> </td> \n       <td> <p>(4.9\u201312.3)</p> </td> \n       <td> <p>12.9</p> </td> \n       <td> <p>(9.8\u201316.7)</p> </td> \n       <td> <p>8.0</p> </td> \n       <td> <p>(6.0\u201310.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>9.9</p> </td> \n       <td> <p>(5.3\u201317.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>18.8</b></p> </td> \n       <td> <p><b>(15.6\u201322.4)</b></p> </td> \n       <td> <p>4.8</p> </td> \n       <td> <p>(1.7\u201312.9)</p> </td> \n       <td> <p>16.1</p> </td> \n       <td> <p>(11.5\u201322.2)</p> </td> \n       <td> <p>23.2</p> </td> \n       <td> <p>(18.6\u201328.5)</p> </td> \n       <td> <p>15.3</p> </td> \n       <td> <p>(12.2\u201319.1)</p> </td> \n       <td> <p>34.7</p> </td> \n       <td> <p>(25.6\u201345.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>10.7</b></p> </td> \n       <td> <p><b>(8.9\u201312.9)</b></p> </td> \n       <td> <p>7.3</p> </td> \n       <td> <p>(3.8\u201313.6)</p> </td> \n       <td> <p>7.7</p> </td> \n       <td> <p>(5.3\u201311.0)</p> </td> \n       <td> <p>14.8</p> </td> \n       <td> <p>(11.9\u201318.3)</p> </td> \n       <td> <p>10.8</p> </td> \n       <td> <p>(8.3\u201314.0)</p> </td> \n       <td> <p>19.9</p> </td> \n       <td> <p>(12.5\u201330.2)</p> </td> \n       <td> <p>10.6</p> </td> \n       <td> <p>(3.7\u201327.2)</p> </td> \n       <td> <p>7.9</p> </td> \n       <td> <p>(5.7\u201310.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>6.4</b></p> </td> \n       <td> <p><b>(5.1\u2013 7.8)</b></p> </td> \n       <td> <p>3.3</p> </td> \n       <td> <p>(1.4\u2013 7.5)</p> </td> \n       <td> <p>5.8</p> </td> \n       <td> <p>(4.1\u2013 8.2)</p> </td> \n       <td> <p>9.9</p> </td> \n       <td> <p>(7.9\u201312.3)</p> </td> \n       <td> <p>6.3</p> </td> \n       <td> <p>(5.0\u2013 8.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>6.3</p> </td> \n       <td> <p>(2.7\u201314.2)</p> </td> \n       <td> <p>6.0</p> </td> \n       <td> <p>(3.5\u201310.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>7.0</b></p> </td> \n       <td> <p><b>(5.3\u2013 9.1)</b></p> </td> \n       <td> <p>4.3</p> </td> \n       <td> <p>(1.5\u201311.4)</p> </td> \n       <td> <p>5.4</p> </td> \n       <td> <p>(3.1\u2013 9.1)</p> </td> \n       <td> <p>10.0</p> </td> \n       <td> <p>(7.6\u201313.1)</p> </td> \n       <td> <p>7.4</p> </td> \n       <td> <p>(5.7\u2013 9.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Virginia</p> </td> \n       <td> <p><b>9.5</b></p> </td> \n       <td> <p><b>(7.2\u201312.5)</b></p> </td> \n       <td> <p>1.6<span>\u00b6</span></p> </td> \n       <td> <p>(0.4\u2013 6.5)</p> </td> \n       <td> <p>8.3</p> </td> \n       <td> <p>(4.8\u201314.1)</p> </td> \n       <td> <p>15.5</p> </td> \n       <td> <p>(11.4\u201320.7)</p> </td> \n       <td> <p>6.4</p> </td> \n       <td> <p>(4.4\u2013 9.4)</p> </td> \n       <td> <p>16.8</p> </td> \n       <td> <p>(10.4\u201326.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>9.6</b></p> </td> \n       <td> <p><b>(8.4\u201310.9)</b></p> </td> \n       <td> <p>3.5</p> </td> \n       <td> <p>(2.0\u2013 6.2)</p> </td> \n       <td> <p>9.1</p> </td> \n       <td> <p>(7.1\u201311.5)</p> </td> \n       <td> <p>13.8</p> </td> \n       <td> <p>(11.9\u201316.0)</p> </td> \n       <td> <p>9.5</p> </td> \n       <td> <p>(8.1\u201311.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>9.8</p> </td> \n       <td> <p>(6.6\u201314.4)</p> </td> \n       <td> <p>8.9</p> </td> \n       <td> <p>(6.2\u201312.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>15.7</b></p> </td> \n       <td> <p><b>(13.0\u201318.8)</b></p> </td> \n       <td> <p>9.6</p> </td> \n       <td> <p>(4.9\u201317.7)</p> </td> \n       <td> <p>15.6</p> </td> \n       <td> <p>(11.5\u201320.8)</p> </td> \n       <td> <p>19.7</p> </td> \n       <td> <p>(15.7\u201324.5)</p> </td> \n       <td> <p>15.7</p> </td> \n       <td> <p>(12.9\u201318.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>10.0</b></p> </td> \n       <td> <p><b>(7.3\u201313.5)</b></p> </td> \n       <td> <p>5.9</p> </td> \n       <td> <p>(1.9\u201316.8)</p> </td> \n       <td> <p>7.4</p> </td> \n       <td> <p>(3.6\u201314.4)</p> </td> \n       <td> <p>15.0</p> </td> \n       <td> <p>(10.9\u201320.3)</p> </td> \n       <td> <p>9.9</p> </td> \n       <td> <p>(7.0\u201313.6)</p> </td> \n       <td> <p>5.3</p> </td> \n       <td> <p>(2.3\u201311.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>6.0</b></p> </td> \n       <td> <p><b>(4.6\u2013 7.9)</b></p> </td> \n       <td> <p>1.4</p> </td> \n       <td> <p>(0.2\u2013 9.3)</p> </td> \n       <td> <p>3.8</p> </td> \n       <td> <p>(2.1\u2013 6.6)</p> </td> \n       <td> <p>11.8</p> </td> \n       <td> <p>(8.8\u201315.5)</p> </td> \n       <td> <p>6.0</p> </td> \n       <td> <p>(4.4\u2013 8.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>1.2</p> </td> \n       <td> <p>(0.3\u2013 4.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total**</b></p> </td> \n       <td> <p><b>10.2</b></p> </td> \n       <td> <p><b>(9.8\u201310.6)</b></p> </td> \n       <td> <p><b>4.7</b></p> </td> \n       <td> <p><b>(4.0\u2013 5.5)</b></p> </td> \n       <td> <p><b>8.5</b></p> </td> \n       <td> <p><b>(7.9\u2013 9.1)</b></p> </td> \n       <td> <p><b>14.7</b></p> </td> \n       <td> <p><b>(14.0\u201315.3)</b></p> </td> \n       <td> <p><b>9.3</b></p> </td> \n       <td> <p><b>(8.9\u2013 9.8)</b></p> </td> \n       <td> <p><b>19.2</b></p> </td> \n       <td> <p><b>(17.5\u201320.9)</b></p> </td> \n       <td> <p><b>7.9</b></p> </td> \n       <td> <p><b>(6.7\u2013 9.3)</b></p> </td> \n       <td> <p><b>8.2</b></p> </td> \n       <td> <p><b>(7.3\u2013 9.2)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>9.5</b></p> </td> \n       <td colspan=\"2\"> <p>4.4</p> </td> \n       <td colspan=\"2\"> <p>8.0</p> </td> \n       <td colspan=\"2\"> <p>13.8</p> </td> \n       <td colspan=\"2\"> <p>8.9</p> </td> \n       <td colspan=\"2\"> <p>18.3</p> </td> \n       <td colspan=\"2\"> <p>9.5</p> </td> \n       <td colspan=\"2\"> <p>7.9</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>5.4</b></p> </td> \n       <td colspan=\"2\"> <p>0.3</p> </td> \n       <td colspan=\"2\"> <p>2.9</p> </td> \n       <td colspan=\"2\"> <p>6.3</p> </td> \n       <td colspan=\"2\"> <p>4.1</p> </td> \n       <td colspan=\"2\"> <p>5.3</p> </td> \n       <td colspan=\"2\"> <p>1.1</p> </td> \n       <td colspan=\"2\"> <p>1.2</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>19.6</b></p> </td> \n       <td colspan=\"2\"> <p>12.2</p> </td> \n       <td colspan=\"2\"> <p>16.5</p> </td> \n       <td colspan=\"2\"> <p>28.6</p> </td> \n       <td colspan=\"2\"> <p>15.7</p> </td> \n       <td colspan=\"2\"> <p>34.7</p> </td> \n       <td colspan=\"2\"> <p>16.5</p> </td> \n       <td colspan=\"2\"> <p>14.6</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;50 respondents).</p> <p> * White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other.</p> <p> <span>\u2020</span> Percentages and their associated confidence intervals are weighted to adjust for complex survey design and nonresponse.</p> <p> <span>\u00a7</span> 95% confidence interval.</p> <p> <span>\u00b6</span> Represents 50\u201359 respondents; might not be reliable.</p> <p> ** Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab39\" href=\"http://www.cdc.gov\"></a>TABLE 39. Estimated prevalence of women aged 18\u201344 years having a live birth who reported that they had hypertension during the 3 months before their most recent pregnancy, overall and by age group and race/ethnicity \u2014 Pregnancy Risk Assessment Monitoring System, United States, 10 reporting areas, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity*</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u2020</span></p> </td> \n       <td> <p><b>CI</b><span>\u00a7</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>4.5</b></p> </td> \n       <td> <p><b>(3.5\u2013 5.9)</b></p> </td> \n       <td> <p>2.4</p> </td> \n       <td> <p>(1.1\u2013 4.9)</p> </td> \n       <td> <p>3.0</p> </td> \n       <td> <p>(2.0\u2013 4.6)</p> </td> \n       <td> <p>13.1</p> </td> \n       <td> <p>(9.0\u201318.8)</p> </td> \n       <td> <p>3.3</p> </td> \n       <td> <p>(2.2\u2013 5.1)</p> </td> \n       <td> <p>9.0</p> </td> \n       <td> <p>(6.1\u201313.0)</p> </td> \n       <td> <p>2.3</p> </td> \n       <td> <p>(0.5\u2013 9.5)</p> </td> \n       <td> <p>2.5</p> </td> \n       <td> <p>(0.9\u2013 6.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>3.6</b></p> </td> \n       <td> <p><b>(2.5\u2013 5.0)</b></p> </td> \n       <td> <p>2.9</p> </td> \n       <td> <p>(1.4\u2013 5.9)</p> </td> \n       <td> <p>3.6</p> </td> \n       <td> <p>(2.2\u2013 5.7)</p> </td> \n       <td> <p>4.8</p> </td> \n       <td> <p>(2.4\u2013 9.3)</p> </td> \n       <td> <p>1.7</p> </td> \n       <td> <p>(0.5\u2013 5.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>4.0</p> </td> \n       <td> <p>(2.6\u2013 5.9)</p> </td> \n       <td> <p>4.8</p> </td> \n       <td> <p>(2.3\u2013 9.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>3.5</b></p> </td> \n       <td> <p><b>(2.4\u2013 5.1)</b></p> </td> \n       <td> <p><span>2.9</span></p> </td> \n       <td> <p>(1.0\u2013 7.7)</p> </td> \n       <td> <p>3.3</p> </td> \n       <td> <p>(1.9\u2013 5.6)</p> </td> \n       <td> <p>5.2</p> </td> \n       <td> <p>(3.7\u2013 7.2)</p> </td> \n       <td> <p>3.2</p> </td> \n       <td> <p>(1.8\u2013 5.7)</p> </td> \n       <td> <p>5.7</p> </td> \n       <td> <p>(3.4\u2013 9.4)</p> </td> \n       <td> <p>0.4</p> </td> \n       <td> <p>(0.1\u2013 1.1)</p> </td> \n       <td> <p>0.8</p> </td> \n       <td> <p>(0.3\u2013 2.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>4.3</b></p> </td> \n       <td> <p><b>(3.3\u2013 5.5)</b></p> </td> \n       <td> <p><span>3.4</span></p> </td> \n       <td> <p>(2.0\u2013 5.5)</p> </td> \n       <td> <p>3.6</p> </td> \n       <td> <p>(2.5\u2013 5.2)</p> </td> \n       <td> <p>8.7</p> </td> \n       <td> <p>(5.4\u201313.8)</p> </td> \n       <td> <p>3.5</p> </td> \n       <td> <p>(2.3\u2013 5.1)</p> </td> \n       <td> <p>9.1</p> </td> \n       <td> <p>(7.0\u201311.8)</p> </td> \n       <td> <p>2.1</p> </td> \n       <td> <p>(0.4\u2013 9.9)</p> </td> \n       <td> <p>1.6<span>\u00b6</span></p> </td> \n       <td> <p>(0.5\u2013 5.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>1.7</b></p> </td> \n       <td> <p><b>(1.1\u2013 2.5)</b></p> </td> \n       <td> <p>1.6</p> </td> \n       <td> <p>(0.7\u2013 3.6)</p> </td> \n       <td> <p>1.7</p> </td> \n       <td> <p>(1.0\u2013 2.9)</p> </td> \n       <td> <p>1.7</p> </td> \n       <td> <p>(0.6\u2013 4.6)</p> </td> \n       <td> <p>1.7</p> </td> \n       <td> <p>(1.0\u2013 2.8)</p> </td> \n       <td> <p>3.4</p> </td> \n       <td> <p>(1.8\u2013 6.0)</p> </td> \n       <td> <p>0.8</p> </td> \n       <td> <p>(0.4\u2013 1.7)</p> </td> \n       <td> <p>0.0</p> </td> \n       <td> <p>\u2014**</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>3.6</b></p> </td> \n       <td> <p><b>(2.6\u2013 5.0)</b></p> </td> \n       <td> <p>2.2</p> </td> \n       <td> <p>(1.1\u2013 4.3)</p> </td> \n       <td> <p>4.0</p> </td> \n       <td> <p>(2.5\u2013 6.2)</p> </td> \n       <td> <p>6.5</p> </td> \n       <td> <p>(3.3\u201312.2)</p> </td> \n       <td> <p>2.8</p> </td> \n       <td> <p>(1.9\u2013 4.2)</p> </td> \n       <td> <p>6.9</p> </td> \n       <td> <p>(3.3\u201313.6)</p> </td> \n       <td> <p>6.1<span>\u00b6</span></p> </td> \n       <td> <p>(1.2\u201325.4)</p> </td> \n       <td> <p>8.2<span>\u00b6</span></p> </td> \n       <td> <p>(2.1\u201327.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>1.4</b></p> </td> \n       <td> <p><b>(0.9\u2013 2.1)</b></p> </td> \n       <td> <p>1.1</p> </td> \n       <td> <p>(0.4\u2013 2.7)</p> </td> \n       <td> <p>1.4</p> </td> \n       <td> <p>(0.8\u2013 2.5)</p> </td> \n       <td> <p>2.0</p> </td> \n       <td> <p>(0.9\u2013 4.4)</p> </td> \n       <td> <p>1.1</p> </td> \n       <td> <p>(0.6\u2013 2.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>0.4</p> </td> \n       <td> <p>(0.1\u2013 2.8)</p> </td> \n       <td> <p>1.6</p> </td> \n       <td> <p>(0.8\u2013 3.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>4.7</b></p> </td> \n       <td> <p><b>(3.5\u2013 6.1)</b></p> </td> \n       <td> <p>3.6</p> </td> \n       <td> <p>(2.2\u2013 5.7)</p> </td> \n       <td> <p>5.3</p> </td> \n       <td> <p>(3.7\u2013 7.7)</p> </td> \n       <td> <p>7.1</p> </td> \n       <td> <p>(3.2\u201315.1)</p> </td> \n       <td> <p>4.7</p> </td> \n       <td> <p>(3.6\u2013 6.2)</p> </td> \n       <td> <p>2.1</p> </td> \n       <td> <p>(1.0\u2013 4.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>1.7</b></p> </td> \n       <td> <p><b>(1.0\u2013 2.8)</b></p> </td> \n       <td> <p>2.3</p> </td> \n       <td> <p>(0.9\u2013 5.7)</p> </td> \n       <td> <p>1.1</p> </td> \n       <td> <p>(0.5\u2013 2.3)</p> </td> \n       <td> <p>2.8</p> </td> \n       <td> <p>(0.9\u2013 8.3)</p> </td> \n       <td> <p>1.3</p> </td> \n       <td> <p>(0.6\u2013 3.0)</p> </td> \n       <td> <p>3.5</p> </td> \n       <td> <p>(1.7\u2013 7.1)</p> </td> \n       <td> <p>5.4</p> </td> \n       <td> <p>(2.4\u201311.4)</p> </td> \n       <td> <p>0.5</p> </td> \n       <td> <p>(0.1\u2013 3.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>1.8</b></p> </td> \n       <td> <p><b>(1.1\u2013 2.8)</b></p> </td> \n       <td> <p>1.5</p> </td> \n       <td> <p>(0.5\u2013 4.1)</p> </td> \n       <td> <p>1.8</p> </td> \n       <td> <p>(1.0\u2013 3.2)</p> </td> \n       <td> <p>2.5</p> </td> \n       <td> <p>(0.9\u2013 6.7)</p> </td> \n       <td> <p>1.5</p> </td> \n       <td> <p>(0.8\u2013 2.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>4.0</p> </td> \n       <td> <p>(1.4\u201310.6)</p> </td> \n       <td> <p>2.8</p> </td> \n       <td> <p>(1.4\u2013 5.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total</b><span>\u2020\u2020</span></p> </td> \n       <td> <p><b>3.0</b></p> </td> \n       <td> <p><b>(2.6\u2013 3.4)</b></p> </td> \n       <td> <p><b>2.5</b></p> </td> \n       <td> <p><b>(1.9\u2013 3.2)</b></p> </td> \n       <td> <p><b>2.7</b></p> </td> \n       <td> <p><b>(2.3\u2013 3.3)</b></p> </td> \n       <td> <p><b>5.3</b></p> </td> \n       <td> <p><b>(4.2\u2013 6.8)</b></p> </td> \n       <td> <p><b>2.5</b></p> </td> \n       <td> <p><b>(2.1\u2013 3.0)</b></p> </td> \n       <td> <p><b>6.6</b></p> </td> \n       <td> <p><b>(5.3\u2013 8.1)</b></p> </td> \n       <td> <p><b>2.8</b></p> </td> \n       <td> <p><b>(1.9\u2013 4.0)</b></p> </td> \n       <td> <p><b>1.7</b></p> </td> \n       <td> <p><b>(1.1\u2013 2.8)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>3.5</b></p> </td> \n       <td colspan=\"2\"> <p>2.4</p> </td> \n       <td colspan=\"2\"> <p>3.1</p> </td> \n       <td colspan=\"2\"> <p>5.0</p> </td> \n       <td colspan=\"2\"> <p>2.3</p> </td> \n       <td colspan=\"2\"> <p>5.7</p> </td> \n       <td colspan=\"2\"> <p>2.3</p> </td> \n       <td colspan=\"2\"> <p>1.6</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>1.4</b></p> </td> \n       <td colspan=\"2\"> <p>1.1</p> </td> \n       <td colspan=\"2\"> <p>1.1</p> </td> \n       <td colspan=\"2\"> <p>1.7</p> </td> \n       <td colspan=\"2\"> <p>1.1</p> </td> \n       <td colspan=\"2\"> <p>2.1</p> </td> \n       <td colspan=\"2\"> <p>0.4</p> </td> \n       <td colspan=\"2\"> <p>0.0</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>4.7</b></p> </td> \n       <td colspan=\"2\"> <p>3.6</p> </td> \n       <td colspan=\"2\"> <p>5.3</p> </td> \n       <td colspan=\"2\"> <p>13.1</p> </td> \n       <td colspan=\"2\"> <p>4.7</p> </td> \n       <td colspan=\"2\"> <p>9.1</p> </td> \n       <td colspan=\"2\"> <p>6.1</p> </td> \n       <td colspan=\"2\"> <p>8.2</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;30 respondents).</p> <p> * White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other.</p> <p><span> \u2020 </span>Percentages and their associated confidence intervals are weighted to adjust for complex survey design and non response.</p> <p><span> \u00a7 </span>95% confidence interval.</p> <p> <span>\u00b6</span> Represents 30\u201359 respondents; might not be reliable.</p> <p> ** Undefined.</p> <p><span> \u2020\u2020 </span>Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab40\" href=\"http://www.cdc.gov\"></a>TABLE 40. Estimated prevalence of women aged 18\u201344 years who currently have asthma,* overall and by age group and race/ethnicity \u2014 Behavioral Risk Factor Surveillance System, United States, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity</b><span>\u2020</span></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u00a7</span></p> </td> \n       <td> <p><b>CI</b><span>\u00b6</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alabama</p> </td> \n       <td> <p><b>9.5</b></p> </td> \n       <td> <p><b>(7.5\u201311.9)</b></p> </td> \n       <td> <p>12.6</p> </td> \n       <td> <p>(7.0\u201321.7)</p> </td> \n       <td> <p>7.4</p> </td> \n       <td> <p>(4.9\u201310.9)</p> </td> \n       <td> <p>10.2</p> </td> \n       <td> <p>(7.5\u201313.8)</p> </td> \n       <td> <p>7.7</p> </td> \n       <td> <p>(5.5\u201310.6)</p> </td> \n       <td> <p>13.1</p> </td> \n       <td> <p>(9.4\u201318.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>12.5</b></p> </td> \n       <td> <p><b>(8.7\u201317.6)</b></p> </td> \n       <td> <p>16.6</p> </td> \n       <td> <p>(7.6\u201332.5)</p> </td> \n       <td> <p>8.4</p> </td> \n       <td> <p>(4.1\u201316.4)</p> </td> \n       <td> <p>13.9</p> </td> \n       <td> <p>(8.9\u201321.2)</p> </td> \n       <td> <p>14.2</p> </td> \n       <td> <p>(9.3\u201321.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>7.2</p> </td> \n       <td> <p>(3.0\u201316.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arizona</p> </td> \n       <td> <p><b>11.0</b></p> </td> \n       <td> <p><b>(7.7\u201315.6)</b></p> </td> \n       <td> <p>14.7**</p> </td> \n       <td> <p>(4.3\u201339.7)</p> </td> \n       <td> <p>11.0</p> </td> \n       <td> <p>(6.8\u201317.3)</p> </td> \n       <td> <p>9.5</p> </td> \n       <td> <p>(6.3\u201314.1)</p> </td> \n       <td> <p>13.3</p> </td> \n       <td> <p>(8.4\u201320.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>7.9</p> </td> \n       <td> <p>(3.9\u201315.2)</p> </td> \n       <td> <p>7.3</p> </td> \n       <td> <p>(3.6\u201314.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>9.6</b></p> </td> \n       <td> <p><b>(6.8\u201313.4)</b></p> </td> \n       <td> <p>7.2**</p> </td> \n       <td> <p>(2.5\u201318.6)</p> </td> \n       <td> <p>9.2</p> </td> \n       <td> <p>(4.8\u201317.0)</p> </td> \n       <td> <p>11.4</p> </td> \n       <td> <p>(7.7\u201316.5)</p> </td> \n       <td> <p>9.6</p> </td> \n       <td> <p>(6.4\u201314.2)</p> </td> \n       <td> <p>12.2</p> </td> \n       <td> <p>(6.2\u201322.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>California</p> </td> \n       <td> <p><b>9.5</b></p> </td> \n       <td> <p><b>(8.2\u201310.9)</b></p> </td> \n       <td> <p>10.3</p> </td> \n       <td> <p>(7.2\u201314.6)</p> </td> \n       <td> <p>7.7</p> </td> \n       <td> <p>(6.1\u2013 9.7)</p> </td> \n       <td> <p>10.6</p> </td> \n       <td> <p>(9.0\u201312.4)</p> </td> \n       <td> <p>14.2</p> </td> \n       <td> <p>(11.8\u201317.0)</p> </td> \n       <td> <p>9.6</p> </td> \n       <td> <p>(5.4\u201316.5)</p> </td> \n       <td> <p>7.5</p> </td> \n       <td> <p>(4.8\u201311.5)</p> </td> \n       <td> <p>6.4</p> </td> \n       <td> <p>(4.9\u2013 8.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>10.4</b></p> </td> \n       <td> <p><b>(8.6\u201312.4)</b></p> </td> \n       <td> <p>11.3</p> </td> \n       <td> <p>(6.6\u201318.6)</p> </td> \n       <td> <p>8.7</p> </td> \n       <td> <p>(6.4\u201311.8)</p> </td> \n       <td> <p>11.3</p> </td> \n       <td> <p>(9.2\u201313.9)</p> </td> \n       <td> <p>11.6</p> </td> \n       <td> <p>(9.3\u201314.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>10.5</p> </td> \n       <td> <p>(4.3\u201323.3)</p> </td> \n       <td> <p>6.9</p> </td> \n       <td> <p>(4.2\u201311.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Connecticut</p> </td> \n       <td> <p><b>11.8</b></p> </td> \n       <td> <p><b>(9.0\u201315.3)</b></p> </td> \n       <td> <p>15.1</p> </td> \n       <td> <p>(7.0\u201329.6)</p> </td> \n       <td> <p>9.7</p> </td> \n       <td> <p>(6.2\u201315.0)</p> </td> \n       <td> <p>11.7</p> </td> \n       <td> <p>(8.7\u201315.6)</p> </td> \n       <td> <p>11.0</p> </td> \n       <td> <p>(8.2\u201314.6)</p> </td> \n       <td> <p>23.5</p> </td> \n       <td> <p>(7.8\u201352.6)</p> </td> \n       <td> <p>11.4</p> </td> \n       <td> <p>(4.0\u201328.4)</p> </td> \n       <td> <p>11.0</p> </td> \n       <td> <p>(5.0\u201322.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>11.7</b></p> </td> \n       <td> <p><b>(8.5\u201315.9)</b></p> </td> \n       <td> <p>14.3</p> </td> \n       <td> <p>(6.2\u201329.7)</p> </td> \n       <td> <p>8.2</p> </td> \n       <td> <p>(4.7\u201313.7)</p> </td> \n       <td> <p>13.0</p> </td> \n       <td> <p>(9.6\u201317.5)</p> </td> \n       <td> <p>12.0</p> </td> \n       <td> <p>(8.1\u201317.4)</p> </td> \n       <td> <p>11.9</p> </td> \n       <td> <p>(6.3\u201321.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>D.C.</p> </td> \n       <td> <p><b>13.7</b></p> </td> \n       <td> <p><b>(10.7\u201317.4)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>14.9</p> </td> \n       <td> <p>(10.8\u201320.2)</p> </td> \n       <td> <p>8.1</p> </td> \n       <td> <p>(5.5\u201311.7)</p> </td> \n       <td> <p>7.1</p> </td> \n       <td> <p>(4.4\u201311.2)</p> </td> \n       <td> <p>16.6</p> </td> \n       <td> <p>(11.9\u201322.8)</p> </td> \n       <td> <p>28.6**</p> </td> \n       <td> <p>(14.8\u201347.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Florida</p> </td> \n       <td> <p><b>8.1</b></p> </td> \n       <td> <p><b>(6.2\u201310.4)</b></p> </td> \n       <td> <p>12.3</p> </td> \n       <td> <p>(6.3\u201322.6)</p> </td> \n       <td> <p>7.1</p> </td> \n       <td> <p>(4.6\u201310.9)</p> </td> \n       <td> <p>7.7</p> </td> \n       <td> <p>(5.3\u201311.1)</p> </td> \n       <td> <p>9.2</p> </td> \n       <td> <p>(6.7\u201312.4)</p> </td> \n       <td> <p>9.6</p> </td> \n       <td> <p>(4.9\u201318.1)</p> </td> \n       <td> <p>7.2</p> </td> \n       <td> <p>(2.0\u201322.9)</p> </td> \n       <td> <p>4.4</p> </td> \n       <td> <p>(2.2\u2013 8.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>6.8</b></p> </td> \n       <td> <p><b>(5.1\u2013 9.0)</b></p> </td> \n       <td> <p>7.5</p> </td> \n       <td> <p>(2.9\u201318.1)</p> </td> \n       <td> <p>6.8</p> </td> \n       <td> <p>(4.3\u201310.7)</p> </td> \n       <td> <p>6.6</p> </td> \n       <td> <p>(4.6\u2013 9.3)</p> </td> \n       <td> <p>7.5</p> </td> \n       <td> <p>(5.1\u201310.8)</p> </td> \n       <td> <p>5.4</p> </td> \n       <td> <p>(3.1\u2013 9.1)</p> </td> \n       <td> <p>3.6**</p> </td> \n       <td> <p>(0.6\u201317.9)</p> </td> \n       <td> <p>10.2**</p> </td> \n       <td> <p>(4.0\u201323.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>12.1</b></p> </td> \n       <td> <p><b>(9.6\u201315.2)</b></p> </td> \n       <td> <p>19.8</p> </td> \n       <td> <p>(12.2\u201330.4)</p> </td> \n       <td> <p>9.1</p> </td> \n       <td> <p>(6.2\u201313.1)</p> </td> \n       <td> <p>10.2</p> </td> \n       <td> <p>(7.7\u201313.4)</p> </td> \n       <td> <p>12.1</p> </td> \n       <td> <p>(7.2\u201319.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>11.7</p> </td> \n       <td> <p>(8.7\u201315.6)</p> </td> \n       <td> <p>16.4</p> </td> \n       <td> <p>(9.6\u201326.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Idaho</p> </td> \n       <td> <p><b>8.5</b></p> </td> \n       <td> <p><b>(6.4\u201311.2)</b></p> </td> \n       <td> <p>10.2</p> </td> \n       <td> <p>(5.2\u201318.9)</p> </td> \n       <td> <p>8.1</p> </td> \n       <td> <p>(5.0\u201312.8)</p> </td> \n       <td> <p>8.1</p> </td> \n       <td> <p>(5.7\u201311.4)</p> </td> \n       <td> <p>8.3</p> </td> \n       <td> <p>(6.1\u201311.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>4.7</p> </td> \n       <td> <p>(1.7\u201312.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>13.1</b></p> </td> \n       <td> <p><b>(10.4\u201316.3)</b></p> </td> \n       <td> <p>17.7</p> </td> \n       <td> <p>(10.8\u201327.7)</p> </td> \n       <td> <p>12.6</p> </td> \n       <td> <p>(9.0\u201317.5)</p> </td> \n       <td> <p>10.3</p> </td> \n       <td> <p>(7.6\u201313.9)</p> </td> \n       <td> <p>12.3</p> </td> \n       <td> <p>(9.5\u201315.7)</p> </td> \n       <td> <p>21.0</p> </td> \n       <td> <p>(12.3\u201333.6)</p> </td> \n       <td> <p>10.8**</p> </td> \n       <td> <p>(4.7\u201323.0)</p> </td> \n       <td> <p>10.0</p> </td> \n       <td> <p>(4.2\u201321.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Indiana</p> </td> \n       <td> <p><b>12.2</b></p> </td> \n       <td> <p><b>(9.8\u201315.1)</b></p> </td> \n       <td> <p>16.0</p> </td> \n       <td> <p>(9.4\u201325.8)</p> </td> \n       <td> <p>9.8</p> </td> \n       <td> <p>(7.1\u201313.3)</p> </td> \n       <td> <p>12.0</p> </td> \n       <td> <p>(9.3\u201315.3)</p> </td> \n       <td> <p>12.5</p> </td> \n       <td> <p>(9.8\u201315.9)</p> </td> \n       <td> <p>14.4</p> </td> \n       <td> <p>(7.8\u201325.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>8.2</p> </td> \n       <td> <p>(3.6\u201317.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Iowa</p> </td> \n       <td> <p><b>7.9</b></p> </td> \n       <td> <p><b>(6.0\u201310.2)</b></p> </td> \n       <td> <p>3.8</p> </td> \n       <td> <p>(1.2\u201311.6)</p> </td> \n       <td> <p>13.4</p> </td> \n       <td> <p>(9.7\u201318.1)</p> </td> \n       <td> <p>5.9</p> </td> \n       <td> <p>(3.9\u2013 8.7)</p> </td> \n       <td> <p>8.4</p> </td> \n       <td> <p>(6.4\u201311.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kansas</p> </td> \n       <td> <p><b>11.4</b></p> </td> \n       <td> <p><b>(9.8\u201313.1)</b></p> </td> \n       <td> <p>16.3</p> </td> \n       <td> <p>(11.8\u201322.0)</p> </td> \n       <td> <p>9.8</p> </td> \n       <td> <p>(7.9\u201312.0)</p> </td> \n       <td> <p>9.5</p> </td> \n       <td> <p>(8.0\u201311.2)</p> </td> \n       <td> <p>11.1</p> </td> \n       <td> <p>(9.4\u201313.1)</p> </td> \n       <td> <p>13.6</p> </td> \n       <td> <p>(7.7\u201323.0)</p> </td> \n       <td> <p>15.1</p> </td> \n       <td> <p>(9.3\u201323.5)</p> </td> \n       <td> <p>9.8</p> </td> \n       <td> <p>(5.1\u201317.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kentucky</p> </td> \n       <td> <p><b>12.4</b></p> </td> \n       <td> <p><b>(9.9\u201315.5)</b></p> </td> \n       <td> <p>17.7</p> </td> \n       <td> <p>(9.4\u201331.0)</p> </td> \n       <td> <p>12.4</p> </td> \n       <td> <p>(8.7\u201317.4)</p> </td> \n       <td> <p>10.4</p> </td> \n       <td> <p>(8.0\u201313.6)</p> </td> \n       <td> <p>12.2</p> </td> \n       <td> <p>(9.5\u201315.5)</p> </td> \n       <td> <p>4.4</p> </td> \n       <td> <p>(1.9\u2013 9.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Louisiana</p> </td> \n       <td> <p><b>8.1</b></p> </td> \n       <td> <p><b>(6.6\u201310.0)</b></p> </td> \n       <td> <p>8.1</p> </td> \n       <td> <p>(4.7\u201313.7)</p> </td> \n       <td> <p>8.0</p> </td> \n       <td> <p>(5.7\u201311.1)</p> </td> \n       <td> <p>8.3</p> </td> \n       <td> <p>(6.2\u201311.0)</p> </td> \n       <td> <p>7.6</p> </td> \n       <td> <p>(5.8\u2013 9.8)</p> </td> \n       <td> <p>10.3</p> </td> \n       <td> <p>(7.3\u201314.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>15.0</b></p> </td> \n       <td> <p><b>(12.6\u201317.8)</b></p> </td> \n       <td> <p>14.3</p> </td> \n       <td> <p>(8.7\u201322.5)</p> </td> \n       <td> <p>17.0</p> </td> \n       <td> <p>(12.9\u201322.0)</p> </td> \n       <td> <p>13.9</p> </td> \n       <td> <p>(11.2\u201317.1)</p> </td> \n       <td> <p>14.9</p> </td> \n       <td> <p>(12.5\u201317.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>13.7</b></p> </td> \n       <td> <p><b>(11.3\u201316.6)</b></p> </td> \n       <td> <p>19.3</p> </td> \n       <td> <p>(12.3\u201329.0)</p> </td> \n       <td> <p>11.0</p> </td> \n       <td> <p>(8.1\u201314.7)</p> </td> \n       <td> <p>13.0</p> </td> \n       <td> <p>(10.2\u201316.4)</p> </td> \n       <td> <p>12.3</p> </td> \n       <td> <p>(9.6\u201315.6)</p> </td> \n       <td> <p>15.2</p> </td> \n       <td> <p>(10.7\u201321.2)</p> </td> \n       <td> <p>16.4</p> </td> \n       <td> <p>(9.1\u201327.9)</p> </td> \n       <td> <p>15.9</p> </td> \n       <td> <p>(6.9\u201332.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>15.1</b></p> </td> \n       <td> <p><b>(12.8\u201317.7)</b></p> </td> \n       <td> <p>17.4</p> </td> \n       <td> <p>(11.1\u201326.2)</p> </td> \n       <td> <p>15.2</p> </td> \n       <td> <p>(12.0\u201319.1)</p> </td> \n       <td> <p>13.6</p> </td> \n       <td> <p>(11.4\u201316.2)</p> </td> \n       <td> <p>16.1</p> </td> \n       <td> <p>(13.2\u201319.4)</p> </td> \n       <td> <p>15.9</p> </td> \n       <td> <p>(8.8\u201327.1)</p> </td> \n       <td> <p>13.6</p> </td> \n       <td> <p>(8.1\u201322.0)</p> </td> \n       <td> <p>10.0</p> </td> \n       <td> <p>(6.9\u201314.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>13.3</b></p> </td> \n       <td> <p><b>(11.1\u201316.0)</b></p> </td> \n       <td> <p>18.0</p> </td> \n       <td> <p>(12.0\u201326.2)</p> </td> \n       <td> <p>13.1</p> </td> \n       <td> <p>(9.8\u201317.3)</p> </td> \n       <td> <p>10.7</p> </td> \n       <td> <p>(8.4\u201313.6)</p> </td> \n       <td> <p>12.5</p> </td> \n       <td> <p>(10.2\u201315.4)</p> </td> \n       <td> <p>13.6</p> </td> \n       <td> <p>(9.0\u201320.1)</p> </td> \n       <td> <p>18.2</p> </td> \n       <td> <p>(7.7\u201337.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>7.2</b></p> </td> \n       <td> <p><b>(5.4\u2013 9.5)</b></p> </td> \n       <td> <p>3.8</p> </td> \n       <td> <p>(1.1\u201312.6)</p> </td> \n       <td> <p>9.7</p> </td> \n       <td> <p>(6.6\u201314.1)</p> </td> \n       <td> <p>7.4</p> </td> \n       <td> <p>(5.3\u201310.1)</p> </td> \n       <td> <p>6.3</p> </td> \n       <td> <p>(4.7\u2013 8.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>9.2</b></p> </td> \n       <td> <p><b>(7.4\u201311.4)</b></p> </td> \n       <td> <p>11.7</p> </td> \n       <td> <p>(6.9\u201319.0)</p> </td> \n       <td> <p>8.4</p> </td> \n       <td> <p>(6.0\u201311.5)</p> </td> \n       <td> <p>8.9</p> </td> \n       <td> <p>(6.5\u201312.2)</p> </td> \n       <td> <p>7.8</p> </td> \n       <td> <p>(5.8\u201310.5)</p> </td> \n       <td> <p>11.0</p> </td> \n       <td> <p>(8.0\u201315.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>11.9</b></p> </td> \n       <td> <p><b>(8.9\u201315.7)</b></p> </td> \n       <td> <p>13.4</p> </td> \n       <td> <p>(6.3\u201326.3)</p> </td> \n       <td> <p>14.4</p> </td> \n       <td> <p>(9.4\u201321.3)</p> </td> \n       <td> <p>8.5</p> </td> \n       <td> <p>(5.7\u201312.6)</p> </td> \n       <td> <p>10.5</p> </td> \n       <td> <p>(7.5\u201314.4)</p> </td> \n       <td> <p>13.4</p> </td> \n       <td> <p>(7.1\u201323.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Montana</p> </td> \n       <td> <p><b>9.3</b></p> </td> \n       <td> <p><b>(7.0\u201312.2)</b></p> </td> \n       <td> <p>13.3</p> </td> \n       <td> <p>(7.3\u201323.0)</p> </td> \n       <td> <p>6.2</p> </td> \n       <td> <p>(3.7\u201310.4)</p> </td> \n       <td> <p>9.6</p> </td> \n       <td> <p>(6.9\u201313.3)</p> </td> \n       <td> <p>8.5</p> </td> \n       <td> <p>(6.3\u201311.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>13.9</p> </td> \n       <td> <p>(6.4\u201327.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>10.1</b></p> </td> \n       <td> <p><b>(7.6\u201313.3)</b></p> </td> \n       <td> <p>16.3</p> </td> \n       <td> <p>(9.5\u201326.6)</p> </td> \n       <td> <p>9.5</p> </td> \n       <td> <p>(5.7\u201315.4)</p> </td> \n       <td> <p>7.8</p> </td> \n       <td> <p>(5.2\u201311.6)</p> </td> \n       <td> <p>10.6</p> </td> \n       <td> <p>(7.8\u201314.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>15.6</p> </td> \n       <td> <p>(5.9\u201335.2)</p> </td> \n       <td> <p>1.0</p> </td> \n       <td> <p>(0.4\u2013 3.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nevada</p> </td> \n       <td> <p><b>9.5</b></p> </td> \n       <td> <p><b>(6.7\u201313.2)</b></p> </td> \n       <td> <p>7.4**</p> </td> \n       <td> <p>(3.4\u201315.3)</p> </td> \n       <td> <p>7.6</p> </td> \n       <td> <p>(4.0\u201314.3)</p> </td> \n       <td> <p>12.4</p> </td> \n       <td> <p>(7.9\u201318.9)</p> </td> \n       <td> <p>11.3</p> </td> \n       <td> <p>(7.5\u201316.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>5.4**</p> </td> \n       <td> <p>(1.9\u201314.6)</p> </td> \n       <td> <p>6.8</p> </td> \n       <td> <p>(2.7\u201316.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Hampshire</p> </td> \n       <td> <p><b>14.3</b></p> </td> \n       <td> <p><b>(11.4\u201317.7)</b></p> </td> \n       <td> <p>15.9</p> </td> \n       <td> <p>(8.1\u201328.9)</p> </td> \n       <td> <p>14.7</p> </td> \n       <td> <p>(10.3\u201320.5)</p> </td> \n       <td> <p>13.2</p> </td> \n       <td> <p>(10.0\u201317.2)</p> </td> \n       <td> <p>13.9</p> </td> \n       <td> <p>(11.0\u201317.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>10.9</b></p> </td> \n       <td> <p><b>(9.1\u201313.1)</b></p> </td> \n       <td> <p>12.4</p> </td> \n       <td> <p>(7.4\u201319.9)</p> </td> \n       <td> <p>10.5</p> </td> \n       <td> <p>(7.8\u201313.8)</p> </td> \n       <td> <p>10.4</p> </td> \n       <td> <p>(8.5\u201312.7)</p> </td> \n       <td> <p>11.4</p> </td> \n       <td> <p>(8.9\u201314.4)</p> </td> \n       <td> <p>15.1</p> </td> \n       <td> <p>(9.9\u201322.4)</p> </td> \n       <td> <p>7.2</p> </td> \n       <td> <p>(3.4\u201314.4)</p> </td> \n       <td> <p>9.2</p> </td> \n       <td> <p>(6.1\u201313.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Mexico</p> </td> \n       <td> <p><b>9.0</b></p> </td> \n       <td> <p><b>(7.1\u201311.2)</b></p> </td> \n       <td> <p>8.0</p> </td> \n       <td> <p>(4.3\u201314.2)</p> </td> \n       <td> <p>8.7</p> </td> \n       <td> <p>(5.9\u201312.6)</p> </td> \n       <td> <p>9.9</p> </td> \n       <td> <p>(7.5\u201313.0)</p> </td> \n       <td> <p>14.7</p> </td> \n       <td> <p>(10.8\u201319.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>5.2</p> </td> \n       <td> <p>(2.7\u2013 9.8)</p> </td> \n       <td> <p>5.3</p> </td> \n       <td> <p>(3.6\u2013 7.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New York</p> </td> \n       <td> <p><b>13.4</b></p> </td> \n       <td> <p><b>(11.0\u201316.2)</b></p> </td> \n       <td> <p>17.2</p> </td> \n       <td> <p>(11.1\u201325.9)</p> </td> \n       <td> <p>12.9</p> </td> \n       <td> <p>(9.5\u201317.2)</p> </td> \n       <td> <p>11.3</p> </td> \n       <td> <p>(8.8\u201314.5)</p> </td> \n       <td> <p>14.2</p> </td> \n       <td> <p>(11.2\u201317.9)</p> </td> \n       <td> <p>11.4</p> </td> \n       <td> <p>(6.6\u201318.9)</p> </td> \n       <td> <p>10.2</p> </td> \n       <td> <p>(3.6\u201325.4)</p> </td> \n       <td> <p>13.9</p> </td> \n       <td> <p>(8.9\u201321.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Carolina</p> </td> \n       <td> <p><b>10.0</b></p> </td> \n       <td> <p><b>(8.1\u201312.2)</b></p> </td> \n       <td> <p>10.2</p> </td> \n       <td> <p>(6.3\u201316.2)</p> </td> \n       <td> <p>12.4</p> </td> \n       <td> <p>(8.9\u201317.0)</p> </td> \n       <td> <p>7.8</p> </td> \n       <td> <p>(6.1\u201310.1)</p> </td> \n       <td> <p>9.6</p> </td> \n       <td> <p>(7.6\u201312.2)</p> </td> \n       <td> <p>13.9</p> </td> \n       <td> <p>(9.0\u201320.7)</p> </td> \n       <td> <p>5.4</p> </td> \n       <td> <p>(2.2\u201312.7)</p> </td> \n       <td> <p>5.2</p> </td> \n       <td> <p>(1.9\u201313.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Dakota</p> </td> \n       <td> <p><b>15.1</b></p> </td> \n       <td> <p><b>(11.4\u201319.7)</b></p> </td> \n       <td> <p>24.2</p> </td> \n       <td> <p>(15.3\u201336.0)</p> </td> \n       <td> <p>11.4</p> </td> \n       <td> <p>(7.6\u201316.9)</p> </td> \n       <td> <p>9.2</p> </td> \n       <td> <p>(6.4\u201313.1)</p> </td> \n       <td> <p>14.8</p> </td> \n       <td> <p>(10.9\u201319.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>17.5**</p> </td> \n       <td> <p>(7.1\u201337.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>13.0</b></p> </td> \n       <td> <p><b>(10.7\u201315.6)</b></p> </td> \n       <td> <p>11.8</p> </td> \n       <td> <p>(6.9\u201319.6)</p> </td> \n       <td> <p>14.6</p> </td> \n       <td> <p>(10.8\u201319.5)</p> </td> \n       <td> <p>11.7</p> </td> \n       <td> <p>(9.1\u201314.9)</p> </td> \n       <td> <p>13.8</p> </td> \n       <td> <p>(11.2\u201316.8)</p> </td> \n       <td> <p>6.1</p> </td> \n       <td> <p>(3.4\u201310.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>13.3</b></p> </td> \n       <td> <p><b>(11.2\u201315.9)</b></p> </td> \n       <td> <p>15.3</p> </td> \n       <td> <p>(9.0\u201324.9)</p> </td> \n       <td> <p>14.2</p> </td> \n       <td> <p>(11.0\u201318.1)</p> </td> \n       <td> <p>11.5</p> </td> \n       <td> <p>(9.0\u201314.6)</p> </td> \n       <td> <p>14.3</p> </td> \n       <td> <p>(11.5\u201317.5)</p> </td> \n       <td> <p>13.1</p> </td> \n       <td> <p>(7.0\u201323.1)</p> </td> \n       <td> <p>12.6</p> </td> \n       <td> <p>(7.9\u201319.6)</p> </td> \n       <td> <p>7.5</p> </td> \n       <td> <p>(3.6\u201314.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>14.0</b></p> </td> \n       <td> <p><b>(10.7\u201318.0)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>14.0</p> </td> \n       <td> <p>(9.3\u201320.5)</p> </td> \n       <td> <p>15.5</p> </td> \n       <td> <p>(11.2\u201320.9)</p> </td> \n       <td> <p>14.2</p> </td> \n       <td> <p>(10.4\u201319.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>14.8</p> </td> \n       <td> <p>(7.8\u201326.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>14.5</b></p> </td> \n       <td> <p><b>(12.0\u201317.5)</b></p> </td> \n       <td> <p>17.4</p> </td> \n       <td> <p>(11.2\u201326.1)</p> </td> \n       <td> <p>13.1</p> </td> \n       <td> <p>(9.3\u201318.1)</p> </td> \n       <td> <p>13.7</p> </td> \n       <td> <p>(10.9\u201317.1)</p> </td> \n       <td> <p>13.6</p> </td> \n       <td> <p>(11.0\u201316.7)</p> </td> \n       <td> <p>22.1</p> </td> \n       <td> <p>(11.8\u201337.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>21.5**</p> </td> \n       <td> <p>(10.8\u201338.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>14.4</b></p> </td> \n       <td> <p><b>(11.5\u201317.9)</b></p> </td> \n       <td> <p>15.7</p> </td> \n       <td> <p>(8.8\u201326.6)</p> </td> \n       <td> <p>13.5</p> </td> \n       <td> <p>(9.7\u201318.5)</p> </td> \n       <td> <p>14.3</p> </td> \n       <td> <p>(11.1\u201318.2)</p> </td> \n       <td> <p>14.1</p> </td> \n       <td> <p>(11.0\u201318.0)</p> </td> \n       <td> <p>4.2**</p> </td> \n       <td> <p>(1.4\u201311.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>21.7</p> </td> \n       <td> <p>(12.2\u201335.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Carolina</p> </td> \n       <td> <p><b>9.3</b></p> </td> \n       <td> <p><b>(7.1\u201312.1)</b></p> </td> \n       <td> <p>12.7</p> </td> \n       <td> <p>(5.8\u201325.4)</p> </td> \n       <td> <p>8.2</p> </td> \n       <td> <p>(5.5\u201312.0)</p> </td> \n       <td> <p>9.0</p> </td> \n       <td> <p>(6.4\u201312.6)</p> </td> \n       <td> <p>7.2</p> </td> \n       <td> <p>(5.0\u201310.2)</p> </td> \n       <td> <p>13.6</p> </td> \n       <td> <p>(8.8\u201320.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Dakota</p> </td> \n       <td> <p><b>10.5</b></p> </td> \n       <td> <p><b>(7.8\u201314.0)</b></p> </td> \n       <td> <p>11.9</p> </td> \n       <td> <p>(5.4\u201324.0)</p> </td> \n       <td> <p>11.0</p> </td> \n       <td> <p>(7.6\u201315.7)</p> </td> \n       <td> <p>9.1</p> </td> \n       <td> <p>(6.5\u201312.5)</p> </td> \n       <td> <p>10.8</p> </td> \n       <td> <p>(7.8\u201314.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>7.2</p> </td> \n       <td> <p>(4.2\u201312.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>8.3</b></p> </td> \n       <td> <p><b>(6.3\u201310.8)</b></p> </td> \n       <td> <p>2.1</p> </td> \n       <td> <p>(0.4\u201310.7)</p> </td> \n       <td> <p>11.2</p> </td> \n       <td> <p>(7.4\u201316.4)</p> </td> \n       <td> <p>7.6</p> </td> \n       <td> <p>(5.3\u201311.0)</p> </td> \n       <td> <p>8.4</p> </td> \n       <td> <p>(6.1\u201311.5)</p> </td> \n       <td> <p>8.8</p> </td> \n       <td> <p>(5.0\u201314.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>7.5</b></p> </td> \n       <td> <p><b>(5.9\u2013 9.5)</b></p> </td> \n       <td> <p>12.7</p> </td> \n       <td> <p>(7.1\u201321.5)</p> </td> \n       <td> <p>7.2</p> </td> \n       <td> <p>(5.0\u201310.3)</p> </td> \n       <td> <p>5.8</p> </td> \n       <td> <p>(4.2\u2013 7.9)</p> </td> \n       <td> <p>8.7</p> </td> \n       <td> <p>(6.5\u201311.7)</p> </td> \n       <td> <p>10.0</p> </td> \n       <td> <p>(4.5\u201320.5)</p> </td> \n       <td> <p>6.4</p> </td> \n       <td> <p>(1.0\u201331.7)</p> </td> \n       <td> <p>5.8</p> </td> \n       <td> <p>(3.8\u2013 8.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>8.9</b></p> </td> \n       <td> <p><b>(7.3\u201310.8)</b></p> </td> \n       <td> <p>8.5</p> </td> \n       <td> <p>(5.0\u201314.1)</p> </td> \n       <td> <p>8.7</p> </td> \n       <td> <p>(6.6\u201311.5)</p> </td> \n       <td> <p>9.4</p> </td> \n       <td> <p>(7.5\u201311.7)</p> </td> \n       <td> <p>9.4</p> </td> \n       <td> <p>(7.6\u201311.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>10.4</p> </td> \n       <td> <p>(5.3\u201319.3)</p> </td> \n       <td> <p>3.4</p> </td> \n       <td> <p>(1.7\u2013 7.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>14.3</b></p> </td> \n       <td> <p><b>(11.6\u201317.4)</b></p> </td> \n       <td> <p>14.8</p> </td> \n       <td> <p>(8.4\u201324.5)</p> </td> \n       <td> <p>13.3</p> </td> \n       <td> <p>(9.4\u201318.3)</p> </td> \n       <td> <p>14.8</p> </td> \n       <td> <p>(11.9\u201318.2)</p> </td> \n       <td> <p>13.9</p> </td> \n       <td> <p>(11.2\u201317.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Virginia</p> </td> \n       <td> <p><b>9.6</b></p> </td> \n       <td> <p><b>(6.9\u201313.2)</b></p> </td> \n       <td> <p>9.9**</p> </td> \n       <td> <p>(3.7\u201323.8)</p> </td> \n       <td> <p>9.1</p> </td> \n       <td> <p>(5.7\u201314.4)</p> </td> \n       <td> <p>9.8</p> </td> \n       <td> <p>(6.8\u201314.1)</p> </td> \n       <td> <p>7.6</p> </td> \n       <td> <p>(5.4\u201310.6)</p> </td> \n       <td> <p>18.0</p> </td> \n       <td> <p>(8.3\u201334.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>9.8</b></p> </td> \n       <td> <p><b>(8.4\u201311.5)</b></p> </td> \n       <td> <p>10.6</p> </td> \n       <td> <p>(6.8\u201316.2)</p> </td> \n       <td> <p>8.9</p> </td> \n       <td> <p>(7.0\u201311.2)</p> </td> \n       <td> <p>10.2</p> </td> \n       <td> <p>(8.6\u201312.1)</p> </td> \n       <td> <p>10.7</p> </td> \n       <td> <p>(9.0\u201312.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>13.1</p> </td> \n       <td> <p>(8.0\u201320.8)</p> </td> \n       <td> <p>3.6</p> </td> \n       <td> <p>(2.0\u2013 6.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>12.2</b></p> </td> \n       <td> <p><b>(9.7\u201315.2)</b></p> </td> \n       <td> <p>12.4</p> </td> \n       <td> <p>(6.6\u201322.2)</p> </td> \n       <td> <p>12.2</p> </td> \n       <td> <p>(8.8\u201316.6)</p> </td> \n       <td> <p>12.1</p> </td> \n       <td> <p>(8.8\u201316.3)</p> </td> \n       <td> <p>12.2</p> </td> \n       <td> <p>(9.6\u201315.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>11.5</b></p> </td> \n       <td> <p><b>(8.5\u201315.5)</b></p> </td> \n       <td> <p>10.8</p> </td> \n       <td> <p>(4.6\u201323.1)</p> </td> \n       <td> <p>12.1</p> </td> \n       <td> <p>(7.5\u201318.9)</p> </td> \n       <td> <p>11.6</p> </td> \n       <td> <p>(8.0\u201316.5)</p> </td> \n       <td> <p>11.8</p> </td> \n       <td> <p>(8.4\u201316.2)</p> </td> \n       <td> <p>20.9</p> </td> \n       <td> <p>(8.8\u201341.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>10.5</b></p> </td> \n       <td> <p><b>(8.3\u201313.2)</b></p> </td> \n       <td> <p>7.4</p> </td> \n       <td> <p>(3.2\u201316.2)</p> </td> \n       <td> <p>11.6</p> </td> \n       <td> <p>(8.4\u201315.8)</p> </td> \n       <td> <p>11.5</p> </td> \n       <td> <p>(8.7\u201315.3)</p> </td> \n       <td> <p>9.8</p> </td> \n       <td> <p>(7.5\u201312.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>12.6</p> </td> \n       <td> <p>(5.5\u201326.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total</b><span>\u2020\u2020</span></p> </td> \n       <td> <p><b>10.7</b></p> </td> \n       <td> <p><b>(10.2\u201311.1)</b></p> </td> \n       <td> <p><b>12.9</b></p> </td> \n       <td> <p><b>(11.6\u201314.3)</b></p> </td> \n       <td> <p><b>10.2</b></p> </td> \n       <td> <p><b>(9.6\u201310.9)</b></p> </td> \n       <td> <p><b>9.8</b></p> </td> \n       <td> <p><b>(9.3\u201310.4)</b></p> </td> \n       <td> <p><b>11.3</b></p> </td> \n       <td> <p><b>(10.8\u201311.9)</b></p> </td> \n       <td> <p><b>12.3</b></p> </td> \n       <td> <p><b>(10.8\u201313.9)</b></p> </td> \n       <td> <p><b>9.8</b></p> </td> \n       <td> <p><b>(8.2\u201311.7)</b></p> </td> \n       <td> <p><b>7.7</b></p> </td> \n       <td> <p><b>(6.7\u2013 8.8)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>11.0</b></p> </td> \n       <td colspan=\"2\"> <p>12.7</p> </td> \n       <td colspan=\"2\"> <p>10.5</p> </td> \n       <td colspan=\"2\"> <p>10.3</p> </td> \n       <td colspan=\"2\"> <p>11.4</p> </td> \n       <td colspan=\"2\"> <p>13.2</p> </td> \n       <td colspan=\"2\"> <p>10.6</p> </td> \n       <td colspan=\"2\"> <p>7.9</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>6.8</b></p> </td> \n       <td colspan=\"2\"> <p>2.1</p> </td> \n       <td colspan=\"2\"> <p>6.2</p> </td> \n       <td colspan=\"2\"> <p>5.8</p> </td> \n       <td colspan=\"2\"> <p>6.3</p> </td> \n       <td colspan=\"2\"> <p>4.2</p> </td> \n       <td colspan=\"2\"> <p>3.6</p> </td> \n       <td colspan=\"2\"> <p>1.0</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>15.1</b></p> </td> \n       <td colspan=\"2\"> <p>24.2</p> </td> \n       <td colspan=\"2\"> <p>17.0</p> </td> \n       <td colspan=\"2\"> <p>15.5</p> </td> \n       <td colspan=\"2\"> <p>16.1</p> </td> \n       <td colspan=\"2\"> <p>23.5</p> </td> \n       <td colspan=\"2\"> <p>28.6</p> </td> \n       <td colspan=\"2\"> <p>21.7</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;50 respondents).</p> <p> * Defined as women who reported that a doctor, nurse, or other health professional had ever told them that they had asthma and reported that they still have asthma. </p> <p><span> \u2020 </span>White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other.</p> <p><span> \u00a7 </span>Percentages and their associated confidence intervals are weighted to adjust for complex survey design and non response.</p> <p><span> \u00b6 </span>95% confidence interval.</p> <p> ** Represents 50\u201359 respondents; might not be reliable.</p> <p><span> \u2020\u2020 </span>Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <table> \n     <tbody> \n      <tr> \n       <th scope=\"col\" colspan=\"17\"> <p><b><a name=\"tab41\" href=\"http://www.cdc.gov\"></a>TABLE 41. Estimated prevalence of women aged 18\u201344 years who received an influenza vaccination within the past year, overall and by age group and race/ethnicity \u2014 Behavioral Risk Factor Surveillance System, United States, 2009</b></p> </th> \n      </tr> \n      <tr> \n       <td scope=\"row\" rowspan=\"3\"> <p><b>State</b></p> </td> \n       <td rowspan=\"2\" colspan=\"2\"> <p><b>Total</b></p> </td> \n       <td colspan=\"6\"> <p><b>Age group (yrs)</b></p> </td> \n       <td colspan=\"8\"> <p><b>Race/Ethnicity*</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"2\"> <p><b>18\u201324</b></p> </td> \n       <td colspan=\"2\"> <p><b>25\u201334</b></p> </td> \n       <td colspan=\"2\"> <p><b>35\u201344</b></p> </td> \n       <td colspan=\"2\"> <p><b>White</b></p> </td> \n       <td colspan=\"2\"> <p><b>Black</b></p> </td> \n       <td colspan=\"2\"> <p><b>Other</b></p> </td> \n       <td colspan=\"2\"> <p><b>Hispanic</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>%</b><span>\u2020</span></p> </td> \n       <td> <p><b>CI</b><span>\u00a7</span></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n       <td> <p><b>%</b></p> </td> \n       <td> <p><b>CI</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alabama</p> </td> \n       <td> <p><b>28.5</b></p> </td> \n       <td> <p><b>(25.2\u201331.9)</b></p> </td> \n       <td> <p>24.6</p> </td> \n       <td> <p>(16.1\u201335.6)</p> </td> \n       <td> <p>25.9</p> </td> \n       <td> <p>(21.0\u201331.5)</p> </td> \n       <td> <p>32.1</p> </td> \n       <td> <p>(27.5\u201337.2)</p> </td> \n       <td> <p>32.8</p> </td> \n       <td> <p>(28.5\u201337.4)</p> </td> \n       <td> <p>19.2</p> </td> \n       <td> <p>(14.9\u201324.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Alaska</p> </td> \n       <td> <p><b>30.2</b></p> </td> \n       <td> <p><b>(24.5\u201336.6)</b></p> </td> \n       <td> <p>32.5</p> </td> \n       <td> <p>(19.1\u201349.6)</p> </td> \n       <td> <p>28.7</p> </td> \n       <td> <p>(20.0\u201339.2)</p> </td> \n       <td> <p>30.1</p> </td> \n       <td> <p>(22.9\u201338.5)</p> </td> \n       <td> <p>29.7</p> </td> \n       <td> <p>(22.7\u201337.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>34.4</p> </td> \n       <td> <p>(22.9\u201348.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arizona</p> </td> \n       <td> <p><b>28.2</b></p> </td> \n       <td> <p><b>(23.0\u201334.0)</b></p> </td> \n       <td> <p>27.8<span>\u00b6</span></p> </td> \n       <td> <p>(11.5\u201353.2)</p> </td> \n       <td> <p>26.3</p> </td> \n       <td> <p>(19.4\u201334.6)</p> </td> \n       <td> <p>30.3</p> </td> \n       <td> <p>(24.4\u201336.9)</p> </td> \n       <td> <p>30.3</p> </td> \n       <td> <p>(23.4\u201338.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>54.1</p> </td> \n       <td> <p>(39.0\u201368.4)</p> </td> \n       <td> <p>21.2</p> </td> \n       <td> <p>(12.6\u201333.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Arkansas</p> </td> \n       <td> <p><b>30.4</b></p> </td> \n       <td> <p><b>(25.5\u201335.7)</b></p> </td> \n       <td> <p>20.6<span>\u00b6</span></p> </td> \n       <td> <p>(10.8\u201335.7)</p> </td> \n       <td> <p>30.4</p> </td> \n       <td> <p>(22.3\u201339.8)</p> </td> \n       <td> <p>36.0</p> </td> \n       <td> <p>(29.9\u201342.5)</p> </td> \n       <td> <p>30.3</p> </td> \n       <td> <p>(25.0\u201336.3)</p> </td> \n       <td> <p>24.7</p> </td> \n       <td> <p>(15.2\u201337.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>California</p> </td> \n       <td> <p><b>23.2</b></p> </td> \n       <td> <p><b>(21.4\u201325.2)</b></p> </td> \n       <td> <p>20.3</p> </td> \n       <td> <p>(15.9\u201325.4)</p> </td> \n       <td> <p>24.9</p> </td> \n       <td> <p>(22.0\u201328.2)</p> </td> \n       <td> <p>23.8</p> </td> \n       <td> <p>(21.4\u201326.4)</p> </td> \n       <td> <p>29.6</p> </td> \n       <td> <p>(26.5\u201332.9)</p> </td> \n       <td> <p>15.3</p> </td> \n       <td> <p>(9.1\u201324.4)</p> </td> \n       <td> <p>26.9</p> </td> \n       <td> <p>(21.2\u201333.5)</p> </td> \n       <td> <p>18.2</p> </td> \n       <td> <p>(15.6\u201321.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Colorado</p> </td> \n       <td> <p><b>35.1</b></p> </td> \n       <td> <p><b>(32.2\u201338.2)</b></p> </td> \n       <td> <p>27.5</p> </td> \n       <td> <p>(20.0\u201336.6)</p> </td> \n       <td> <p>37.7</p> </td> \n       <td> <p>(33.2\u201342.4)</p> </td> \n       <td> <p>37.1</p> </td> \n       <td> <p>(33.6\u201340.8)</p> </td> \n       <td> <p>36.5</p> </td> \n       <td> <p>(33.1\u201340.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>32.9</p> </td> \n       <td> <p>(20.3\u201348.6)</p> </td> \n       <td> <p>31.1</p> </td> \n       <td> <p>(25.0\u201338.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Connecticut</p> </td> \n       <td> <p><b>30.5</b></p> </td> \n       <td> <p><b>(26.6\u201334.6)</b></p> </td> \n       <td> <p>18.3</p> </td> \n       <td> <p>(9.6\u201331.9)</p> </td> \n       <td> <p>30.0</p> </td> \n       <td> <p>(24.0\u201336.8)</p> </td> \n       <td> <p>36.5</p> </td> \n       <td> <p>(31.6\u201341.8)</p> </td> \n       <td> <p>31.1</p> </td> \n       <td> <p>(26.6\u201336.0)</p> </td> \n       <td> <p>19.4</p> </td> \n       <td> <p>(10.4\u201333.3)</p> </td> \n       <td> <p>33.1</p> </td> \n       <td> <p>(19.7\u201349.9)</p> </td> \n       <td> <p>30.9</p> </td> \n       <td> <p>(20.1\u201344.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Delaware</p> </td> \n       <td> <p><b>28.3</b></p> </td> \n       <td> <p><b>(23.7\u201333.5)</b></p> </td> \n       <td> <p>17.8</p> </td> \n       <td> <p>(8.1\u201334.5)</p> </td> \n       <td> <p>31.8</p> </td> \n       <td> <p>(25.0\u201339.6)</p> </td> \n       <td> <p>32.4</p> </td> \n       <td> <p>(26.8\u201338.4)</p> </td> \n       <td> <p>30.5</p> </td> \n       <td> <p>(24.8\u201336.8)</p> </td> \n       <td> <p>20.7</p> </td> \n       <td> <p>(12.3\u201332.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>D.C.</p> </td> \n       <td> <p><b>31.1</b></p> </td> \n       <td> <p><b>(27.1\u201335.4)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>32.4</p> </td> \n       <td> <p>(26.6\u201338.7)</p> </td> \n       <td> <p>32.7</p> </td> \n       <td> <p>(27.3\u201338.5)</p> </td> \n       <td> <p>41.4</p> </td> \n       <td> <p>(35.0\u201348.1)</p> </td> \n       <td> <p>20.5</p> </td> \n       <td> <p>(15.3\u201326.9)</p> </td> \n       <td> <p>35.4<span>\u00b6</span></p> </td> \n       <td> <p>(22.1\u201351.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Florida</p> </td> \n       <td> <p><b>17.1</b></p> </td> \n       <td> <p><b>(14.4\u201320.2)</b></p> </td> \n       <td> <p>10.0</p> </td> \n       <td> <p>(5.0\u201318.8)</p> </td> \n       <td> <p>14.8</p> </td> \n       <td> <p>(10.7\u201320.1)</p> </td> \n       <td> <p>19.8</p> </td> \n       <td> <p>(16.0\u201324.3)</p> </td> \n       <td> <p>20.0</p> </td> \n       <td> <p>(16.5\u201324.1)</p> </td> \n       <td> <p>14.8</p> </td> \n       <td> <p>(9.3\u201322.7)</p> </td> \n       <td> <p>14.2</p> </td> \n       <td> <p>(6.3\u201329.2)</p> </td> \n       <td> <p>13.0</p> </td> \n       <td> <p>(7.6\u201321.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Georgia</p> </td> \n       <td> <p><b>25.9</b></p> </td> \n       <td> <p><b>(22.5\u201329.6)</b></p> </td> \n       <td> <p>21.4</p> </td> \n       <td> <p>(12.6\u201333.8)</p> </td> \n       <td> <p>25.7</p> </td> \n       <td> <p>(20.4\u201331.9)</p> </td> \n       <td> <p>27.6</p> </td> \n       <td> <p>(23.3\u201332.3)</p> </td> \n       <td> <p>31.3</p> </td> \n       <td> <p>(26.5\u201336.5)</p> </td> \n       <td> <p>16.8</p> </td> \n       <td> <p>(12.4\u201322.5)</p> </td> \n       <td> <p>29.8<span>\u00b6</span></p> </td> \n       <td> <p>(17.3\u201346.2)</p> </td> \n       <td> <p>22.1<span>\u00b6</span></p> </td> \n       <td> <p>(12.1\u201337.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Hawaii</p> </td> \n       <td> <p><b>33.7</b></p> </td> \n       <td> <p><b>(29.8\u201337.8)</b></p> </td> \n       <td> <p>22.3</p> </td> \n       <td> <p>(14.5\u201332.6)</p> </td> \n       <td> <p>34.4</p> </td> \n       <td> <p>(27.9\u201341.6)</p> </td> \n       <td> <p>40.1</p> </td> \n       <td> <p>(34.9\u201345.4)</p> </td> \n       <td> <p>25.1</p> </td> \n       <td> <p>(18.7\u201332.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>36.2</p> </td> \n       <td> <p>(31.3\u201341.3)</p> </td> \n       <td> <p>33.9</p> </td> \n       <td> <p>(22.5\u201347.5)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Idaho</p> </td> \n       <td> <p><b>24.7</b></p> </td> \n       <td> <p><b>(21.2\u201328.6)</b></p> </td> \n       <td> <p>16.1</p> </td> \n       <td> <p>(8.5\u201328.4)</p> </td> \n       <td> <p>26.5</p> </td> \n       <td> <p>(21.1\u201332.7)</p> </td> \n       <td> <p>27.6</p> </td> \n       <td> <p>(22.9\u201332.8)</p> </td> \n       <td> <p>25.0</p> </td> \n       <td> <p>(21.2\u201329.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>20.8</p> </td> \n       <td> <p>(11.8\u201334.1)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Illinois</p> </td> \n       <td> <p><b>26.6</b></p> </td> \n       <td> <p><b>(23.3\u201330.1)</b></p> </td> \n       <td> <p>21.1</p> </td> \n       <td> <p>(13.8\u201331.1)</p> </td> \n       <td> <p>25.4</p> </td> \n       <td> <p>(20.5\u201331.0)</p> </td> \n       <td> <p>31.1</p> </td> \n       <td> <p>(26.8\u201335.8)</p> </td> \n       <td> <p>28.1</p> </td> \n       <td> <p>(24.4\u201332.2)</p> </td> \n       <td> <p>27.3</p> </td> \n       <td> <p>(17.4\u201340.1)</p> </td> \n       <td> <p>29.0<span>\u00b6</span></p> </td> \n       <td> <p>(17.5\u201344.2)</p> </td> \n       <td> <p>19.1</p> </td> \n       <td> <p>(12.1\u201328.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Indiana</p> </td> \n       <td> <p><b>27.8</b></p> </td> \n       <td> <p><b>(24.6\u201331.3)</b></p> </td> \n       <td> <p>24.0</p> </td> \n       <td> <p>(15.9\u201334.5)</p> </td> \n       <td> <p>29.1</p> </td> \n       <td> <p>(24.5\u201334.2)</p> </td> \n       <td> <p>29.2</p> </td> \n       <td> <p>(25.4\u201333.3)</p> </td> \n       <td> <p>29.4</p> </td> \n       <td> <p>(25.9\u201333.2)</p> </td> \n       <td> <p>20.4</p> </td> \n       <td> <p>(9.8\u201337.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>21.9</p> </td> \n       <td> <p>(12.8\u201334.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Iowa</p> </td> \n       <td> <p><b>41.2</b></p> </td> \n       <td> <p><b>(37.0\u201345.6)</b></p> </td> \n       <td> <p>33.4</p> </td> \n       <td> <p>(22.6\u201346.2)</p> </td> \n       <td> <p>44.4</p> </td> \n       <td> <p>(38.5\u201350.4)</p> </td> \n       <td> <p>43.9</p> </td> \n       <td> <p>(39.1\u201348.8)</p> </td> \n       <td> <p>43.5</p> </td> \n       <td> <p>(39.0\u201348.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kansas</p> </td> \n       <td> <p><b>32.2</b></p> </td> \n       <td> <p><b>(30.0\u201334.5)</b></p> </td> \n       <td> <p>31.2</p> </td> \n       <td> <p>(25.0\u201338.1)</p> </td> \n       <td> <p>32.5</p> </td> \n       <td> <p>(29.3\u201335.8)</p> </td> \n       <td> <p>32.6</p> </td> \n       <td> <p>(30.1\u201335.2)</p> </td> \n       <td> <p>33.6</p> </td> \n       <td> <p>(31.1\u201336.1)</p> </td> \n       <td> <p>19.3</p> </td> \n       <td> <p>(11.8\u201330.1)</p> </td> \n       <td> <p>31.7</p> </td> \n       <td> <p>(22.3\u201342.8)</p> </td> \n       <td> <p>25.6</p> </td> \n       <td> <p>(18.5\u201334.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Kentucky</p> </td> \n       <td> <p><b>29.3</b></p> </td> \n       <td> <p><b>(25.8\u201333.1)</b></p> </td> \n       <td> <p>20.5</p> </td> \n       <td> <p>(12.3\u201332.1)</p> </td> \n       <td> <p>29.2</p> </td> \n       <td> <p>(24.0\u201335.1)</p> </td> \n       <td> <p>32.6</p> </td> \n       <td> <p>(27.6\u201338.1)</p> </td> \n       <td> <p>29.2</p> </td> \n       <td> <p>(25.6\u201333.1)</p> </td> \n       <td> <p>27.3</p> </td> \n       <td> <p>(11.9\u201350.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Louisiana</p> </td> \n       <td> <p><b>28.3</b></p> </td> \n       <td> <p><b>(25.6\u201331.2)</b></p> </td> \n       <td> <p>26.0</p> </td> \n       <td> <p>(19.2\u201334.1)</p> </td> \n       <td> <p>30.8</p> </td> \n       <td> <p>(26.3\u201335.7)</p> </td> \n       <td> <p>27.2</p> </td> \n       <td> <p>(23.7\u201331.0)</p> </td> \n       <td> <p>29.1</p> </td> \n       <td> <p>(25.7\u201332.8)</p> </td> \n       <td> <p>27.6</p> </td> \n       <td> <p>(22.9\u201332.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maine</p> </td> \n       <td> <p><b>32.4</b></p> </td> \n       <td> <p><b>(28.9\u201336.0)</b></p> </td> \n       <td> <p>33.1</p> </td> \n       <td> <p>(23.8\u201344.0)</p> </td> \n       <td> <p>31.1</p> </td> \n       <td> <p>(25.7\u201337.0)</p> </td> \n       <td> <p>32.9</p> </td> \n       <td> <p>(29.1\u201337.0)</p> </td> \n       <td> <p>32.8</p> </td> \n       <td> <p>(29.3\u201336.5)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maryland</p> </td> \n       <td> <p><b>34.7</b></p> </td> \n       <td> <p><b>(31.4\u201338.1)</b></p> </td> \n       <td> <p>26.5</p> </td> \n       <td> <p>(18.4\u201336.6)</p> </td> \n       <td> <p>40.6</p> </td> \n       <td> <p>(35.4\u201346.1)</p> </td> \n       <td> <p>34.1</p> </td> \n       <td> <p>(30.1\u201338.2)</p> </td> \n       <td> <p>33.4</p> </td> \n       <td> <p>(29.6\u201337.4)</p> </td> \n       <td> <p>32.6</p> </td> \n       <td> <p>(26.3\u201339.5)</p> </td> \n       <td> <p>44.2</p> </td> \n       <td> <p>(32.3\u201356.8)</p> </td> \n       <td> <p>40.8</p> </td> \n       <td> <p>(27.1\u201356.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Massachusetts</p> </td> \n       <td> <p><b>32.1</b></p> </td> \n       <td> <p><b>(29.2\u201335.1)</b></p> </td> \n       <td> <p>23.0</p> </td> \n       <td> <p>(15.9\u201332.0)</p> </td> \n       <td> <p>32.3</p> </td> \n       <td> <p>(27.8\u201337.2)</p> </td> \n       <td> <p>37.5</p> </td> \n       <td> <p>(34.1\u201341.0)</p> </td> \n       <td> <p>32.2</p> </td> \n       <td> <p>(28.7\u201335.8)</p> </td> \n       <td> <p>33.2</p> </td> \n       <td> <p>(24.4\u201343.3)</p> </td> \n       <td> <p>35.9</p> </td> \n       <td> <p>(25.5\u201347.8)</p> </td> \n       <td> <p>29.8</p> </td> \n       <td> <p>(22.7\u201338.0)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Michigan</p> </td> \n       <td> <p><b>25.4</b></p> </td> \n       <td> <p><b>(22.5\u201328.4)</b></p> </td> \n       <td> <p>24.4</p> </td> \n       <td> <p>(17.8\u201332.5)</p> </td> \n       <td> <p>23.9</p> </td> \n       <td> <p>(19.3\u201329.3)</p> </td> \n       <td> <p>27.3</p> </td> \n       <td> <p>(23.7\u201331.2)</p> </td> \n       <td> <p>26.5</p> </td> \n       <td> <p>(23.2\u201330.0)</p> </td> \n       <td> <p>16.7</p> </td> \n       <td> <p>(11.6\u201323.4)</p> </td> \n       <td> <p>26.2</p> </td> \n       <td> <p>(15.5\u201340.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minnesota</p> </td> \n       <td> <p><b>42.5</b></p> </td> \n       <td> <p><b>(38.3\u201346.8)</b></p> </td> \n       <td> <p>26.7</p> </td> \n       <td> <p>(17.5\u201338.6)</p> </td> \n       <td> <p>47.1</p> </td> \n       <td> <p>(40.8\u201353.6)</p> </td> \n       <td> <p>49.4</p> </td> \n       <td> <p>(44.7\u201354.2)</p> </td> \n       <td> <p>43.4</p> </td> \n       <td> <p>(39.0\u201348.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Mississippi</p> </td> \n       <td> <p><b>26.3</b></p> </td> \n       <td> <p><b>(23.6\u201329.2)</b></p> </td> \n       <td> <p>21.9</p> </td> \n       <td> <p>(15.4\u201330.3)</p> </td> \n       <td> <p>25.4</p> </td> \n       <td> <p>(21.3\u201330.1)</p> </td> \n       <td> <p>29.9</p> </td> \n       <td> <p>(26.3\u201333.7)</p> </td> \n       <td> <p>30.7</p> </td> \n       <td> <p>(27.0\u201334.6)</p> </td> \n       <td> <p>21.1</p> </td> \n       <td> <p>(17.1\u201325.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Missouri</p> </td> \n       <td> <p><b>27.1</b></p> </td> \n       <td> <p><b>(23.0\u201331.6)</b></p> </td> \n       <td> <p>30.2</p> </td> \n       <td> <p>(18.7\u201344.9)</p> </td> \n       <td> <p>23.6</p> </td> \n       <td> <p>(17.8\u201330.5)</p> </td> \n       <td> <p>29.2</p> </td> \n       <td> <p>(23.9\u201335.1)</p> </td> \n       <td> <p>27.7</p> </td> \n       <td> <p>(23.2\u201332.8)</p> </td> \n       <td> <p>22.0</p> </td> \n       <td> <p>(12.8\u201335.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Montana</p> </td> \n       <td> <p><b>29.5</b></p> </td> \n       <td> <p><b>(25.5\u201333.7)</b></p> </td> \n       <td> <p>27.4</p> </td> \n       <td> <p>(17.8\u201339.7)</p> </td> \n       <td> <p>32.8</p> </td> \n       <td> <p>(26.6\u201339.6)</p> </td> \n       <td> <p>27.7</p> </td> \n       <td> <p>(23.4\u201332.6)</p> </td> \n       <td> <p>28.8</p> </td> \n       <td> <p>(24.7\u201333.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>48.0</p> </td> \n       <td> <p>(35.1\u201361.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nebraska</p> </td> \n       <td> <p><b>38.4</b></p> </td> \n       <td> <p><b>(34.3\u201342.6)</b></p> </td> \n       <td> <p>40.6</p> </td> \n       <td> <p>(28.8\u201353.6)</p> </td> \n       <td> <p>33.6</p> </td> \n       <td> <p>(27.7\u201340.1)</p> </td> \n       <td> <p>42.9</p> </td> \n       <td> <p>(37.8\u201348.1)</p> </td> \n       <td> <p>41.2</p> </td> \n       <td> <p>(36.8\u201345.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>37.4<span>\u00b6</span></p> </td> \n       <td> <p>(20.6\u201357.9)</p> </td> \n       <td> <p>22.9</p> </td> \n       <td> <p>(10.4\u201343.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Nevada</p> </td> \n       <td> <p><b>19.1</b></p> </td> \n       <td> <p><b>(15.0\u201324.0)</b></p> </td> \n       <td> <p>20.6<span>\u00b6</span></p> </td> \n       <td> <p>(10.3\u201336.9)</p> </td> \n       <td> <p>14.1</p> </td> \n       <td> <p>(8.7\u201322.0)</p> </td> \n       <td> <p>23.5</p> </td> \n       <td> <p>(17.7\u201330.6)</p> </td> \n       <td> <p>19.7</p> </td> \n       <td> <p>(14.7\u201325.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>18.5<span>\u00b6</span></p> </td> \n       <td> <p>(9.3\u201333.5)</p> </td> \n       <td> <p>16.1</p> </td> \n       <td> <p>(8.3\u201328.9)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Hampshire</p> </td> \n       <td> <p><b>34.7</b></p> </td> \n       <td> <p><b>(30.4\u201339.3)</b></p> </td> \n       <td> <p>40.9</p> </td> \n       <td> <p>(28.0\u201355.2)</p> </td> \n       <td> <p>34.2</p> </td> \n       <td> <p>(27.1\u201342.1)</p> </td> \n       <td> <p>32.4</p> </td> \n       <td> <p>(27.7\u201337.5)</p> </td> \n       <td> <p>33.5</p> </td> \n       <td> <p>(29.2\u201338.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Jersey</p> </td> \n       <td> <p><b>23.9</b></p> </td> \n       <td> <p><b>(21.3\u201326.7)</b></p> </td> \n       <td> <p>20.1</p> </td> \n       <td> <p>(13.3\u201329.3)</p> </td> \n       <td> <p>24.2</p> </td> \n       <td> <p>(20.3\u201328.6)</p> </td> \n       <td> <p>25.7</p> </td> \n       <td> <p>(22.8\u201328.9)</p> </td> \n       <td> <p>25.0</p> </td> \n       <td> <p>(21.6\u201328.8)</p> </td> \n       <td> <p>23.6</p> </td> \n       <td> <p>(17.1\u201331.6)</p> </td> \n       <td> <p>21.1</p> </td> \n       <td> <p>(14.4\u201329.9)</p> </td> \n       <td> <p>22.1</p> </td> \n       <td> <p>(16.4\u201329.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New Mexico</p> </td> \n       <td> <p><b>31.4</b></p> </td> \n       <td> <p><b>(28.0\u201335.0)</b></p> </td> \n       <td> <p>25.5</p> </td> \n       <td> <p>(18.2\u201334.6)</p> </td> \n       <td> <p>31.2</p> </td> \n       <td> <p>(25.6\u201337.5)</p> </td> \n       <td> <p>35.6</p> </td> \n       <td> <p>(31.3\u201340.1)</p> </td> \n       <td> <p>28.8</p> </td> \n       <td> <p>(23.5\u201334.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>40.9</p> </td> \n       <td> <p>(31.9\u201350.5)</p> </td> \n       <td> <p>31.1</p> </td> \n       <td> <p>(26.4\u201336.3)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>New York</p> </td> \n       <td> <p><b>29.9</b></p> </td> \n       <td> <p><b>(26.5\u201333.5)</b></p> </td> \n       <td> <p>24.9</p> </td> \n       <td> <p>(17.1\u201334.7)</p> </td> \n       <td> <p>28.7</p> </td> \n       <td> <p>(23.7\u201334.3)</p> </td> \n       <td> <p>34.1</p> </td> \n       <td> <p>(29.7\u201338.9)</p> </td> \n       <td> <p>30.8</p> </td> \n       <td> <p>(26.6\u201335.2)</p> </td> \n       <td> <p>24.5</p> </td> \n       <td> <p>(16.9\u201334.2)</p> </td> \n       <td> <p>26.0</p> </td> \n       <td> <p>(15.0\u201341.0)</p> </td> \n       <td> <p>33.8</p> </td> \n       <td> <p>(25.5\u201343.2)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Carolina</p> </td> \n       <td> <p><b>33.8</b></p> </td> \n       <td> <p><b>(30.6\u201337.3)</b></p> </td> \n       <td> <p>30.3</p> </td> \n       <td> <p>(21.5\u201340.9)</p> </td> \n       <td> <p>33.8</p> </td> \n       <td> <p>(29.0\u201338.9)</p> </td> \n       <td> <p>35.9</p> </td> \n       <td> <p>(32.0\u201340.1)</p> </td> \n       <td> <p>36.0</p> </td> \n       <td> <p>(32.2\u201340.0)</p> </td> \n       <td> <p>32.8</p> </td> \n       <td> <p>(24.6\u201342.2)</p> </td> \n       <td> <p>23.7</p> </td> \n       <td> <p>(15.3\u201334.9)</p> </td> \n       <td> <p>26.4</p> </td> \n       <td> <p>(17.4\u201337.8)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>North Dakota</p> </td> \n       <td> <p><b>39.9</b></p> </td> \n       <td> <p><b>(35.1\u201344.9)</b></p> </td> \n       <td> <p>37.0</p> </td> \n       <td> <p>(26.2\u201349.2)</p> </td> \n       <td> <p>41.7</p> </td> \n       <td> <p>(35.2\u201348.6)</p> </td> \n       <td> <p>41.2</p> </td> \n       <td> <p>(36.0\u201346.7)</p> </td> \n       <td> <p>39.0</p> </td> \n       <td> <p>(34.0\u201344.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>52.4<span>\u00b6</span></p> </td> \n       <td> <p>(35.8\u201368.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Ohio</p> </td> \n       <td> <p><b>26.4</b></p> </td> \n       <td> <p><b>(23.6\u201329.4)</b></p> </td> \n       <td> <p>13.5</p> </td> \n       <td> <p>(8.4\u201320.9)</p> </td> \n       <td> <p>29.0</p> </td> \n       <td> <p>(24.2\u201334.4)</p> </td> \n       <td> <p>28.8</p> </td> \n       <td> <p>(25.2\u201332.7)</p> </td> \n       <td> <p>27.3</p> </td> \n       <td> <p>(24.2\u201330.7)</p> </td> \n       <td> <p>17.4</p> </td> \n       <td> <p>(10.4\u201327.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oklahoma</p> </td> \n       <td> <p><b>33.4</b></p> </td> \n       <td> <p><b>(30.4\u201336.6)</b></p> </td> \n       <td> <p>31.0</p> </td> \n       <td> <p>(22.5\u201341.0)</p> </td> \n       <td> <p>33.5</p> </td> \n       <td> <p>(28.9\u201338.5)</p> </td> \n       <td> <p>34.3</p> </td> \n       <td> <p>(30.4\u201338.5)</p> </td> \n       <td> <p>34.6</p> </td> \n       <td> <p>(30.9\u201338.6)</p> </td> \n       <td> <p>29.6</p> </td> \n       <td> <p>(20.9\u201340.1)</p> </td> \n       <td> <p>34.1</p> </td> \n       <td> <p>(26.9\u201342.2)</p> </td> \n       <td> <p>25.7</p> </td> \n       <td> <p>(17.9\u201335.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Oregon</p> </td> \n       <td> <p><b>30.4</b></p> </td> \n       <td> <p><b>(25.8\u201335.5)</b></p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>28.0</p> </td> \n       <td> <p>(21.4\u201335.7)</p> </td> \n       <td> <p>32.3</p> </td> \n       <td> <p>(26.6\u201338.6)</p> </td> \n       <td> <p>30.1</p> </td> \n       <td> <p>(25.0\u201335.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>28.3</p> </td> \n       <td> <p>(17.9\u201341.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Pennsylvania</p> </td> \n       <td> <p><b>28.6</b></p> </td> \n       <td> <p><b>(25.3\u201332.1)</b></p> </td> \n       <td> <p>25.9</p> </td> \n       <td> <p>(18.5\u201335.1)</p> </td> \n       <td> <p>24.6</p> </td> \n       <td> <p>(19.6\u201330.4)</p> </td> \n       <td> <p>33.5</p> </td> \n       <td> <p>(29.3\u201337.9)</p> </td> \n       <td> <p>27.9</p> </td> \n       <td> <p>(24.5\u201331.6)</p> </td> \n       <td> <p>39.3</p> </td> \n       <td> <p>(26.1\u201354.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>15.0<span>\u00b6</span></p> </td> \n       <td> <p>(7.3\u201328.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Rhode Island</p> </td> \n       <td> <p><b>36.5</b></p> </td> \n       <td> <p><b>(32.1\u201341.1)</b></p> </td> \n       <td> <p>39.5</p> </td> \n       <td> <p>(27.8\u201352.5)</p> </td> \n       <td> <p>32.9</p> </td> \n       <td> <p>(27.3\u201339.0)</p> </td> \n       <td> <p>37.3</p> </td> \n       <td> <p>(32.8\u201342.0)</p> </td> \n       <td> <p>38.7</p> </td> \n       <td> <p>(33.5\u201344.1)</p> </td> \n       <td> <p>30.6<span>\u00b6</span></p> </td> \n       <td> <p>(15.8\u201350.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>27.4</p> </td> \n       <td> <p>(19.1\u201337.7)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Carolina</p> </td> \n       <td> <p><b>27.1</b></p> </td> \n       <td> <p><b>(23.6\u201330.8)</b></p> </td> \n       <td> <p>23.1</p> </td> \n       <td> <p>(14.2\u201335.3)</p> </td> \n       <td> <p>28.4</p> </td> \n       <td> <p>(22.8\u201334.7)</p> </td> \n       <td> <p>27.3</p> </td> \n       <td> <p>(22.9\u201332.2)</p> </td> \n       <td> <p>32.5</p> </td> \n       <td> <p>(27.8\u201337.7)</p> </td> \n       <td> <p>19.5</p> </td> \n       <td> <p>(14.9\u201325.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>South Dakota</p> </td> \n       <td> <p><b>48.7</b></p> </td> \n       <td> <p><b>(44.0\u201353.4)</b></p> </td> \n       <td> <p>42.1</p> </td> \n       <td> <p>(30.4\u201354.9)</p> </td> \n       <td> <p>53.8</p> </td> \n       <td> <p>(47.3\u201360.3)</p> </td> \n       <td> <p>48.9</p> </td> \n       <td> <p>(43.5\u201354.3)</p> </td> \n       <td> <p>50.3</p> </td> \n       <td> <p>(45.2\u201355.4)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>35.7</p> </td> \n       <td> <p>(25.8\u201347.0)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Tennessee</p> </td> \n       <td> <p><b>28.4</b></p> </td> \n       <td> <p><b>(24.6\u201332.5)</b></p> </td> \n       <td> <p>19.8</p> </td> \n       <td> <p>(10.6\u201334.0)</p> </td> \n       <td> <p>26.2</p> </td> \n       <td> <p>(20.3\u201333.2)</p> </td> \n       <td> <p>31.4</p> </td> \n       <td> <p>(26.2\u201337.2)</p> </td> \n       <td> <p>32.9</p> </td> \n       <td> <p>(28.4\u201337.8)</p> </td> \n       <td> <p>15.7</p> </td> \n       <td> <p>(10.0\u201323.8)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Texas</p> </td> \n       <td> <p><b>29.1</b></p> </td> \n       <td> <p><b>(26.2\u201332.2)</b></p> </td> \n       <td> <p>25.3</p> </td> \n       <td> <p>(18.1\u201334.2)</p> </td> \n       <td> <p>26.6</p> </td> \n       <td> <p>(22.2\u201331.5)</p> </td> \n       <td> <p>32.9</p> </td> \n       <td> <p>(28.7\u201337.4)</p> </td> \n       <td> <p>33.9</p> </td> \n       <td> <p>(29.7\u201338.4)</p> </td> \n       <td> <p>23.6</p> </td> \n       <td> <p>(15.0\u201335.1)</p> </td> \n       <td> <p>37.0</p> </td> \n       <td> <p>(22.0\u201355.1)</p> </td> \n       <td> <p>24.6</p> </td> \n       <td> <p>(20.3\u201329.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Utah</p> </td> \n       <td> <p><b>34.2</b></p> </td> \n       <td> <p><b>(31.1\u201337.4)</b></p> </td> \n       <td> <p>32.8</p> </td> \n       <td> <p>(24.8\u201341.9)</p> </td> \n       <td> <p>33.9</p> </td> \n       <td> <p>(30.1\u201338.0)</p> </td> \n       <td> <p>35.7</p> </td> \n       <td> <p>(32.3\u201339.4)</p> </td> \n       <td> <p>35.1</p> </td> \n       <td> <p>(31.7\u201338.7)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>30.0</p> </td> \n       <td> <p>(19.0\u201343.9)</p> </td> \n       <td> <p>26.7</p> </td> \n       <td> <p>(18.8\u201336.4)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Vermont</p> </td> \n       <td> <p><b>33.7</b></p> </td> \n       <td> <p><b>(29.9\u201337.7)</b></p> </td> \n       <td> <p>27.7</p> </td> \n       <td> <p>(18.3\u201339.5)</p> </td> \n       <td> <p>32.9</p> </td> \n       <td> <p>(27.1\u201339.3)</p> </td> \n       <td> <p>38.0</p> </td> \n       <td> <p>(33.9\u201342.4)</p> </td> \n       <td> <p>34.2</p> </td> \n       <td> <p>(30.4\u201338.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Virginia</p> </td> \n       <td> <p><b>30.1</b></p> </td> \n       <td> <p><b>(24.6\u201336.3)</b></p> </td> \n       <td> <p>29.2<span>\u00b6</span></p> </td> \n       <td> <p>(14.1\u201350.7)</p> </td> \n       <td> <p>30.1</p> </td> \n       <td> <p>(23.1\u201338.2)</p> </td> \n       <td> <p>30.7</p> </td> \n       <td> <p>(25.2\u201336.8)</p> </td> \n       <td> <p>34.5</p> </td> \n       <td> <p>(27.5\u201342.4)</p> </td> \n       <td> <p>21.2</p> </td> \n       <td> <p>(12.9\u201332.9)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Washington</p> </td> \n       <td> <p><b>29.8</b></p> </td> \n       <td> <p><b>(27.5\u201332.2)</b></p> </td> \n       <td> <p>26.5</p> </td> \n       <td> <p>(20.3\u201333.9)</p> </td> \n       <td> <p>28.8</p> </td> \n       <td> <p>(25.5\u201332.4)</p> </td> \n       <td> <p>32.6</p> </td> \n       <td> <p>(29.9\u201335.5)</p> </td> \n       <td> <p>28.6</p> </td> \n       <td> <p>(26.0\u201331.3)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>40.5</p> </td> \n       <td> <p>(32.2\u201349.4)</p> </td> \n       <td> <p>28.7</p> </td> \n       <td> <p>(23.4\u201334.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>West Virginia</p> </td> \n       <td> <p><b>29.5</b></p> </td> \n       <td> <p><b>(26.0\u201333.2)</b></p> </td> \n       <td> <p>20.7</p> </td> \n       <td> <p>(13.3\u201330.8)</p> </td> \n       <td> <p>32.0</p> </td> \n       <td> <p>(26.6\u201338.0)</p> </td> \n       <td> <p>32.8</p> </td> \n       <td> <p>(27.9\u201338.1)</p> </td> \n       <td> <p>29.4</p> </td> \n       <td> <p>(25.8\u201333.2)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wisconsin</p> </td> \n       <td> <p><b>34.1</b></p> </td> \n       <td> <p><b>(28.9\u201339.8)</b></p> </td> \n       <td> <p>37.5</p> </td> \n       <td> <p>(24.2\u201353.1)</p> </td> \n       <td> <p>30.0</p> </td> \n       <td> <p>(22.2\u201339.3)</p> </td> \n       <td> <p>35.6</p> </td> \n       <td> <p>(29.3\u201342.5)</p> </td> \n       <td> <p>33.7</p> </td> \n       <td> <p>(28.1\u201339.8)</p> </td> \n       <td> <p>47.3<span>\u00b6</span></p> </td> \n       <td> <p>(27.0\u201368.6)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Wyoming</p> </td> \n       <td> <p><b>30.3</b></p> </td> \n       <td> <p><b>(26.4\u201334.4)</b></p> </td> \n       <td> <p>27.4</p> </td> \n       <td> <p>(17.5\u201340.1)</p> </td> \n       <td> <p>28.0</p> </td> \n       <td> <p>(23.2\u201333.3)</p> </td> \n       <td> <p>34.7</p> </td> \n       <td> <p>(29.8\u201339.9)</p> </td> \n       <td> <p>30.6</p> </td> \n       <td> <p>(26.4\u201335.1)</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>NR</p> </td> \n       <td> <p>23.9</p> </td> \n       <td> <p>(13.5\u201338.6)</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p><b>Total**</b></p> </td> \n       <td> <p><b>28.2</b></p> </td> \n       <td> <p><b>(27.5\u201328.8)</b></p> </td> \n       <td> <p><b>24.3</b></p> </td> \n       <td> <p><b>(22.5\u201326.0)</b></p> </td> \n       <td> <p><b>27.8</b></p> </td> \n       <td> <p><b>(26.9\u201328.8)</b></p> </td> \n       <td> <p><b>30.5</b></p> </td> \n       <td> <p><b>(29.6\u201331.3)</b></p> </td> \n       <td> <p><b>30.7</b></p> </td> \n       <td> <p><b>(30.0\u201331.5)</b></p> </td> \n       <td> <p><b>22.9</b></p> </td> \n       <td> <p><b>(21.1\u201324.8)</b></p> </td> \n       <td> <p><b>29.3</b></p> </td> \n       <td> <p><b>(26.8\u201331.9)</b></p> </td> \n       <td> <p><b>22.6</b></p> </td> \n       <td> <p><b>(20.9\u201324.3)</b></p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Median</p> </td> \n       <td colspan=\"2\"> <p><b>30.1</b></p> </td> \n       <td colspan=\"2\"> <p>25.9</p> </td> \n       <td colspan=\"2\"> <p>30.0</p> </td> \n       <td colspan=\"2\"> <p>32.6</p> </td> \n       <td colspan=\"2\"> <p>30.8</p> </td> \n       <td colspan=\"2\"> <p>21.6</p> </td> \n       <td colspan=\"2\"> <p>33.6</p> </td> \n       <td colspan=\"2\"> <p>25.1</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Minimum</p> </td> \n       <td colspan=\"2\"> <p><b>17.1</b></p> </td> \n       <td colspan=\"2\"> <p>10.0</p> </td> \n       <td colspan=\"2\"> <p>14.1</p> </td> \n       <td colspan=\"2\"> <p>19.8</p> </td> \n       <td colspan=\"2\"> <p>19.7</p> </td> \n       <td colspan=\"2\"> <p>14.8</p> </td> \n       <td colspan=\"2\"> <p>14.2</p> </td> \n       <td colspan=\"2\"> <p>13.0</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\"> <p>Maximum</p> </td> \n       <td colspan=\"2\"> <p><b>48.7</b></p> </td> \n       <td colspan=\"2\"> <p>42.1</p> </td> \n       <td colspan=\"2\"> <p>53.8</p> </td> \n       <td colspan=\"2\"> <p>49.4</p> </td> \n       <td colspan=\"2\"> <p>50.3</p> </td> \n       <td colspan=\"2\"> <p>47.3</p> </td> \n       <td colspan=\"2\"> <p>54.1</p> </td> \n       <td colspan=\"2\"> <p>40.8</p> </td> \n      </tr> \n      <tr> \n       <td scope=\"row\" colspan=\"17\"> <p><b>Abbreviation:</b> NR = not reported (if &lt;50 respondents).</p> <p> * White = non-Hispanic white; Black = non-Hispanic black; Other = non-Hispanic other.</p> <p> <span>\u2020</span> Percentages and their associated confidence intervals are weighted to adjust for complex survey design and non response.</p> <p> <span>\u00a7</span> 95% confidence interval.</p> <p> <span>\u00b6</span> Represents 50\u201359 respondents; might not be reliable.</p> <p> ** Chi-square p-value significant at p&lt;0.05 for age group and race/ethnicity.</p> </td> \n      </tr> \n     </tbody> \n    </table> \n   </div> \n   <br> \n   <div> \n    <p><b>The PRAMS Working Group</b></p> \n    <p><small>Kathy Perham-Hester, MS, MPH, Alaska; Mary McGehee, PhD, Arkansas; Alyson Shupe, PhD, Colorado; George Yocher, MS, Delaware; Chinelo Ogbuanu, MD, MPH, PhD, Georgia; Emily Roberson, MPH, Hawaii; Theresa Sandidge, MA, Illinois; Tom Patenaude, MPH, Maine; Diana Cheng, MD, Maryland; Emily Lu, MPH, Massachusetts; Cristin Larder, MS, Michigan; Judy Punyko, PhD, MPH, Minnesota; Brenda Hughes, MPPA, Mississippi; Venkata Garikapaty, MSc, MS, PhD, MPH, Missouri; Brenda Coufal, Nebraska; Lakota Kruse, MD, New Jersey; Connie Geidenberger PhD, Ohio; Alicia Lincoln, MSW, MSPH, Oklahoma; Kenneth Rosenberg, MD, MPH, Oregon; Tony Norwood, Pennsylvania; Sam Viner-Brown, PhD, Rhode Island; David Law, PhD, Tennessee; Rochelle Kingsley, MPH, Texas; Lynsey Gammon, MPH, Utah; Peggy Brozicevic, Vermont; Linda Lohdefinck, Washington; Melissa Baker, MA, West Virginia; Katherine Kvale, PhD, Wisconsin; Amy Spieker, MPH, Wyoming; CDC PRAMS Team, Applied Sciences Branch, Division of Reproductive Health.</small></p> \n   </div> \n  </div> \n  <!--mSyndicate div end here--> \n </div>\n <script type=\"application/ld+json\">{\"@context\":\"http://schema.org\",\"@type\":\"Article\",\"headline\":\"Core State Preconception Health Indicators - Pregnancy Risk Assessment Monitoring System and Behavioral Risk Factor Surveillance System, 2009\",\"datePublished\":\"2014-47-22T18:47:49Z\",\"description\":\"Cheryl L. Robbins, PhD.\",\"about\":\"health, state, pregnancy, risk, assessment, system, factor, surveillance, behavioral, monitoring, indicators, core, preconception\",\"audience\":\"\",\"dateCreated\":\"2014-47-22T18:47:49Z\",\"dateModified\":\"2016-56-23T22:56:05Z\",\"sourceOrganization\":\"Centers for Disease Control and Prevention\"}</script>\n</body><div class='syndicate'><span><Strong>Syndicated Content Details:</strong></span><br/><span>Source URL: <a href='http://www.cdc.gov/mmwr/preview/mmwrhtml/ss6303a1.htm'>http://www.cdc.gov/mmwr/preview/mmwrhtml/ss6303a1.htm</a></span><br/><span>Source Agency: <a href='http://www.cdc.gov'>Centers for Disease Control and Prevention (CDC)</a></span><br/><span>Captured Date: 2014-04-22 18:47:49.0</span><br/></div><iframe src=\"//www.googletagmanager.com/ns.html?id=GTM-KT9TM9&mediaId=1080&mediaType=html&sourceUrl=http%3A%2F%2Fwww.cdc.gov%2Fmmwr%2Fpreview%2Fmmwrhtml%2Fss6303a1.htm&userId=-1&sourceId=6&sourceAcronym=CDC&campaignId=-1&campaignName=null&languageId=1&isoCode=eng\" height=\"0\" width=\"0\" style=\"display:none;visibility:hidden\"></iframe><noscript><iframe src=\"//www.googletagmanager.com/ns.html?id=GTM-KT9TM9&mediaId=1080&mediaType=html&sourceUrl=http%3A%2F%2Fwww.cdc.gov%2Fmmwr%2Fpreview%2Fmmwrhtml%2Fss6303a1.htm&userId=-1&sourceId=6&sourceAcronym=CDC&campaignId=-1&campaignName=null&languageId=1&isoCode=eng\" height=\"0\" width=\"0\" style=\"display:none;visibility:hidden\"></iframe></noscript>","description":"Cheryl L. 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