Assessment of the Implementation of School-Health Program on Prevention of Unsafe Sexual Practices among Students of West Itam Secondary School, Uyo.

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Emem Bassey Okono, Dr. Goodluck Azuonwu, Dr. Affiong Ekpenyong, and 1 more This is a preprint; it has not been peer reviewed by a journal. https://doi.org/ 10.21203/rs.3.rs-8178832/v1 This work is licensed under a CC BY 4.0 License Status: Posted Version 1 posted You are reading this latest preprint version Abstract Adolescent engagement in unsafe sexual practices remains a public health concern in Nigeria despite the presence of school health programs. This study assessed the implementation of the school-health program in preventing unsafe sexual practices among students of West Itam Secondary School, Uyo. A descriptive design was adopted. A sample of 226 students was selected from a population of 521 using Taro Yamane's formula and stratified random sampling. Structured questionnaires were used for data collection. Findings revealed that 66.4% of students reported the availability of a school health program. Moderate knowledge of sexual health education was most common (44.2%), and 57.5% held a positive attitude. Chi-square analysis showed significant relationships between the prevention of unsafe sexual practices and program availability, knowledge level, program outcomes, and socio-cultural factors. However, no significant relationship was found with student attitude. The study concludes that while implementation is evident, gaps in awareness and delivery persist. Recommendations include improved training for facilitators, enhanced monitoring, peer education, and integration of technology to strengthen program impact. School Health Program Unsafe Sexual Practices Adolescents Sexual Health Education 1. Introduction Adolescent health represents a significant global public health challenge, with unsafe sexual practices being a critical area of concern. These practices, including unprotected intercourse and multiple sexual partners, elevate the risk of sexually transmitted infections (STIs), HIV/AIDS, and unintended pregnancies, with profound implications for adolescents' well-being and development [ 1 ]. In Nigeria, these challenges are exacerbated by pervasive poverty, inadequate access to healthcare, and cultural norms that hinder open discussions about sexual health [2]. School health programs have emerged as pivotal interventions to address these multifaceted challenges by integrating comprehensive health education into the school curriculum [3]. The Nigerian government has implemented policies advocating for comprehensive sexual health education promotion among young people [4]. However, despite these efforts, risky sexual behaviour persists, and there is a critical need to assess the implementation and effectiveness of these programs at the local level, particularly in contexts like Uyo, Akwa Ibom State. This study, therefore, aimed to assess the implementation of the school-health program on the prevention of unsafe sexual practices among students of West Itam Secondary School, Uyo. The specific objectives were to assess the availability of the program, determine students' level of knowledge and attitudes, evaluate the program's outcomes, and identify socio-cultural factors influencing its implementation. 2. Methods 2.1 Research Design and Area A descriptive research design was adopted for this study. The study was conducted at West Itam Secondary School, Uyo, Akwa Ibom State. 2.2 Population and Sampling The target population consisted of 521 adolescents in SS1 to SS3. The sample size was determined using Taro Yamane's formula, yielding a minimum of 226 students. A stratified random sampling technique was used to select participants proportionally from each class. 2.3 Data Collection Data were collected over four days using a structured questionnaire. The instrument was validated for content and face validity and tested for reliability. A total of 226 questionnaires were distributed and retrieved, giving a 100% response rate. 2.4 Data Analysis Data were analyzed using descriptive statistics (frequencies and percentages) and inferential statistics (Chi-square test) to test hypotheses at a 0.05 level of significance. Analysis was performed using the Statistical Package for the Social Sciences (SPSS). 2.5 Ethical Consideration Ethical approval was obtained from the institution's ethical committee. Informed consent was secured from the school, parents, and students. Confidentiality and anonymity of the respondents were maintained. 3. Results 3.1 Demographic Characteristics of Respondents Table 1 shows the demographic profile of the 226 respondents. There was a near-equal gender distribution (48.7% male, 51.3% female). Most respondents (55.8%) were aged 16–18 years, and they were well-distributed across SS1 (35.4%), SS2 (34.5%), and SS3 (30.1%) classes. Table 1 Demographic Profile of Respondents (n = 226) Variables Group Frequency (n) Percentage (%) Gender Male 110 48.7% Female 116 51.3% Age Group 13–15 years 100 44.2% 16–18 years 126 55.8% Class SS1 80 35.4% SS2 78 34.5% SS3 68 30.1% 3.2 Analysis of Research Objectives Table 2 Availability of School Health Program Response Frequency (n) Percentage (%) Yes 150 66.4% No 76 33.6% Total 226 100% As shown in Table 2 , 66.4% (n = 150) of students confirmed the availability of a school health program, while 33.6% (n = 76) reported its unavailability. Table 3 Level of Knowledge on Sexual Health Education Knowledge Level Frequency (n) Percentage (%) Low 50 22.1% Moderate 100 44.2% High 76 33.6% Total 226 100% Table 3 indicates that 44.2% (n = 100) of the students had a moderate level of knowledge regarding sexual health education, followed by 33.6% (n = 76) with high knowledge and 22.1% (n = 50) with low knowledge. Table 4 Attitude towards School Health Program Attitude Frequency (n) Percentage (%) Positive 130 57.5% Neutral 60 26.5% Negative 36 15.9% Total 226 100% Majority of the students (57.5%, n = 130) had a positive attitude towards the SHP. Regarding outcomes, 61.9% (n = 140) reported that the program had improved their understanding and practices related to unsafe sexual practices. Table 5 Outcome of School Health Program Outcome Frequency (n) Percentage (%) Improved 140 61.9% Not Improved 86 38.1% Total 226 100% The program led to improvement for 61.9% of students, showing it has a positive impact. However, 38.1% reported no improvement, revealing a substantial gap in its effectiveness for a large group of students. Table 6 Socio-Cultural Influence on Implementation Influence Frequency (n) Percentage (%) Significant Influence 160 70.8% Not Significant 66 29.2% Total 226 100% A significant 70.8% (n = 160) of respondents indicated that socio-cultural factors significantly influence the implementation of the SHP. 3.3 Hypothesis Testing The results of the chi-square tests for the hypotheses are summarized in Table 4 . Significant relationships were found between the prevention of unsafe sexual practices and program availability (H1), knowledge level (H2), program outcomes (H4), and socio-cultural factors (H5). However, there was no significant relationship between students' attitudes and the prevention of unsafe sexual practices (H3). Table 4 Chi-Square Test Results for Research Hypotheses Hypothesis Variables Examined χ² p-value Decision H1 Availability vs. Prevention of Unsafe Sexual Practices 5.23 0.022 Reject H0 (Significant) H2 Level of Knowledge vs. Prevention of Unsafe Sexual Practices 7.45 0.024 Reject H0 (Significant) H3 Attitude vs. Prevention of Unsafe Sexual Practices 4.10 0.128 Fail to Reject H0 (Not Significant) H4 Outcome vs. Prevention of Unsafe Sexual Practices 6.89 0.009 Reject H0 (Significant) H5 Socio-Cultural Factors vs. Program Implementation 8.12 0.004 Reject H0 (Significant) 4. Discussion This study provides valuable insights into the implementation of the SHP at West Itam Secondary School. The finding that 66.4% of students were aware of the program indicates a reasonable level of implementation, which is a foundational step for any school-based intervention [5]. However, the fact that one-third of the students were unaware highlights a significant gap in program visibility or consistent delivery across all student groups. The predominance of moderate knowledge (44.2%) suggests that the program has been partially effective in disseminating information. This aligns with studies that note the potential of SHPs to improve knowledge but also point to common deficiencies in depth and retention of information [6]. The significant relationship between knowledge level and the prevention of unsafe practices (p = 0.024) underscores the importance of knowledge as a precursor to behavior change, consistent with the individual level of the Social Ecological Model that guides this study [7]. A crucial finding was the non-significant relationship between student attitude and the prevention of unsafe sexual practices (p = 0.128). This indicates that positive attitudes, while present in the majority of students, do not directly translate into safer behaviors. This disconnect suggests the presence of other mediating factors, such as peer pressure, lack of self-efficacy, or limited access to sexual health services, which can override positive attitudes [8]. The strong influence of socio-cultural factors (70.8% reported significant influence, p = 0.004) reaffirms that the broader community and cultural environment profoundly shape the reception and effectiveness of sexual health education. Cultural taboos and religious beliefs can create resistance, hinder open discussion, and lead to the censoring of content, thereby diluting the program's comprehensiveness [9]. 5. Conclusion The school-health program at West Itam Secondary School demonstrates considerable potential but operates within significant constraints. Its availability has fostered a baseline of knowledge and generally positive perceptions among students. However, the program's effectiveness in directly preventing unsafe sexual practices is more strongly linked to the depth of knowledge delivered, the tangible outcomes it produces, and the management of socio-cultural barriers than to students' attitudes alone. The study concludes that while implementation is evident, critical gaps in awareness, delivery depth, and cultural integration persist, limiting the program's overall impact. 6. Recommendations Based on the findings, the following recommendations are proposed: Enhanced Teacher Training : Implement continuous professional development for educators to build confidence and competence in delivering comprehensive, culturally sensitive sexual health education. Strengthened Monitoring & Evaluation : Establish a robust framework to regularly assess program reach, quality, and student outcomes, enabling data-driven improvements. Integration of Peer Education and Technology : Leverage peer educators and digital tools (e.g., educational apps, videos) to make learning more relatable, engaging, and accessible to youth. Proactive Community Engagement : Involve parents, community leaders, and religious figures in program planning and sensitization to build trust, reduce resistance, and ensure cultural relevance. Declarations 1. Corresponding Author: Emem Bassey Okono (corresponding author). 2 . Funding Declaration in the manuscript: There was no Funding 3 Clinical Trial Number in the manuscsript: not applicable 4. Email Address of the Corresponding Author: [email protected] 5 . Consent to Publish declaration: ‘not applicable’. Authors: Emem Bassey Okono (corresponding author). Dr. Goodluck Azuonwu Dr. Affiong Ekpenyong Dr. Ima Okono 1] Ethical Approval: The study was approved by ethical committee of the UNIVERSITY OF PORT HARCOURT , Rivers State, Nigeria . [Please see the attached letter below]. 2] Ethical Guidelines: This study was carried out in full compliance with the ethical standards of the institutional and national research committees and with the 1964 Declaration of Helsinki and its later amendments. Ethical approval was obtained from the UNIVERSITY OF PORT HARCOURT RESEARCH MANAGEMENT AND DEVELOPMEMNT , which reviewed and authorized all study procedures prior to data collection. All methods were performed in accordance with relevant guidelines and regulations governing research involving human participants. 3]. Consent to Participate: Written informed consent for participation was obtained from the parents and legally authorized representatives of all students under the age of 16 included in the study. Additional institutional consent and permission were granted by West Itam Secondary School , which acted in a supervisory and guidance capacity for participants within this age category. All participants were informed of the study objectives, procedures, and their right to withdraw at any time without consequence. [Please see the attached letter below]. 4]. All data generated and analysed during this study are included on this link: https://docs.google.com/spreadsheets/d/1_9X-azmvouT7Yh56W85klCEyivRFYp_7/edit?usp=sharing&ouid=102336056278504528437&rtpof=true&sd=true References Patton, G. C., et al. (2016). Adolescent health: A global public health challenge. The Lancet . WHO. (2020). Global Accelerated Action for the Health of Adolescents (AA-H-A!). Ellickson, P. L., et al. (2021). A multidimensional approach to substance abuse prevention. Journal of Adolescent Health . Federal Ministry of Health, Nigeria. (2017). National Policy on the Health and Development of Adolescents and Young People. Anderson, R., et al. (2023). Visibility and accessibility in adolescent health interventions. Journal of School Health . Chandra-Mouli, V., et al. (2021). Comprehensive sexual health education and adolescent behavioral changes. Journal of Adolescent Health . Bronfenbrenner, U. (1979). The ecology of human development . Harvard University Press. Obasi, A., et al. (2022). Assessment of sexual health education programs in Nigerian secondary schools. Nigerian Journal of Health Promotion . Ajuwon, A. (2021). Culturally Sensitive Sexuality Education: Lessons from Nigerian Communities. Journal of African Cultural Studies . Additional Declarations No competing interests reported. Supplementary Files SchoolHealthQuestionnaire226Responses.csv Cite Share Download PDF Status: Posted Version 1 posted You are reading this latest preprint version Research Square lets you share your work early, gain feedback from the community, and start making changes to your manuscript prior to peer review in a journal. As a division of Research Square Company, we’re committed to making research communication faster, fairer, and more useful. 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Uyo.\u003c/p\u003e","fulltext":[{"header":"1. Introduction","content":"\u003cp\u003eAdolescent health represents a significant global public health challenge, with unsafe sexual practices being a critical area of concern. These practices, including unprotected intercourse and multiple sexual partners, elevate the risk of sexually transmitted infections (STIs), HIV/AIDS, and unintended pregnancies, with profound implications for adolescents' well-being and development [\u003cspan citationid=\"CR1\" class=\"CitationRef\"\u003e1\u003c/span\u003e]. In Nigeria, these challenges are exacerbated by pervasive poverty, inadequate access to healthcare, and cultural norms that hinder open discussions about sexual health [2].\u003c/p\u003e \u003cp\u003eSchool health programs have emerged as pivotal interventions to address these multifaceted challenges by integrating comprehensive health education into the school curriculum [3]. The Nigerian government has implemented policies advocating for comprehensive sexual health education promotion among young people [4]. However, despite these efforts, risky sexual behaviour persists, and there is a critical need to assess the implementation and effectiveness of these programs at the local level, particularly in contexts like Uyo, Akwa Ibom State.\u003c/p\u003e \u003cp\u003eThis study, therefore, aimed to assess the implementation of the school-health program on the prevention of unsafe sexual practices among students of West Itam Secondary School, Uyo. The specific objectives were to assess the availability of the program, determine students' level of knowledge and attitudes, evaluate the program's outcomes, and identify socio-cultural factors influencing its implementation.\u003c/p\u003e"},{"header":"2. Methods","content":"\u003cdiv id=\"Sec3\" class=\"Section2\"\u003e \u003ch2\u003e2.1 Research Design and Area\u003c/h2\u003e \u003cp\u003eA descriptive research design was adopted for this study. The study was conducted at West Itam Secondary School, Uyo, Akwa Ibom State.\u003c/p\u003e \u003c/div\u003e \u003cdiv id=\"Sec4\" class=\"Section2\"\u003e \u003ch2\u003e2.2 Population and Sampling\u003c/h2\u003e \u003cp\u003eThe target population consisted of 521 adolescents in SS1 to SS3. The sample size was determined using Taro Yamane's formula, yielding a minimum of 226 students. A stratified random sampling technique was used to select participants proportionally from each class.\u003c/p\u003e \u003c/div\u003e \u003cdiv id=\"Sec5\" class=\"Section2\"\u003e \u003ch2\u003e2.3 Data Collection\u003c/h2\u003e \u003cp\u003eData were collected over four days using a structured questionnaire. The instrument was validated for content and face validity and tested for reliability. A total of 226 questionnaires were distributed and retrieved, giving a 100% response rate.\u003c/p\u003e \u003c/div\u003e \u003cdiv id=\"Sec6\" class=\"Section2\"\u003e \u003ch2\u003e2.4 Data Analysis\u003c/h2\u003e \u003cp\u003eData were analyzed using descriptive statistics (frequencies and percentages) and inferential statistics (Chi-square test) to test hypotheses at a 0.05 level of significance. Analysis was performed using the Statistical Package for the Social Sciences (SPSS).\u003c/p\u003e \u003c/div\u003e \u003cdiv id=\"Sec7\" class=\"Section2\"\u003e \u003ch2\u003e2.5 Ethical Consideration\u003c/h2\u003e \u003cp\u003e \u003cstrong\u003eEthical approval\u003c/strong\u003e \u003cp\u003ewas obtained from the institution's ethical committee. Informed consent was secured from the school, parents, and students. Confidentiality and anonymity of the respondents were maintained.\u003c/p\u003e \u003c/p\u003e \u003c/div\u003e"},{"header":"3. Results","content":"\u003cdiv id=\"Sec9\" class=\"Section2\"\u003e \u003ch2\u003e3.1 Demographic Characteristics of Respondents\u003c/h2\u003e \u003cp\u003eTable\u0026nbsp;\u003cspan refid=\"Tab1\" class=\"InternalRef\"\u003e1\u003c/span\u003e shows the demographic profile of the 226 respondents. There was a near-equal gender distribution (48.7% male, 51.3% female). Most respondents (55.8%) were aged 16\u0026ndash;18 years, and they were well-distributed across SS1 (35.4%), SS2 (34.5%), and SS3 (30.1%) classes.\u003c/p\u003e \u003cp\u003e \u003cdiv class=\"gridtable\"\u003e\u003ctable float=\"Yes\" id=\"Tab1\" border=\"1\"\u003e \u003ccaption language=\"En\"\u003e \u003cdiv class=\"CaptionNumber\"\u003eTable 1\u003c/div\u003e \u003cdiv class=\"CaptionContent\"\u003e \u003cp\u003eDemographic Profile of Respondents (n\u0026thinsp;=\u0026thinsp;226)\u003c/p\u003e \u003c/div\u003e \u003c/caption\u003e \u003ccolgroup cols=\"4\"\u003e \u003cdiv align=\"left\" class=\"colspec\" colname=\"c1\" colnum=\"1\"\u003e\u003c/div\u003e \u003cdiv align=\"left\" class=\"colspec\" colname=\"c2\" colnum=\"2\"\u003e\u003c/div\u003e \u003cdiv align=\"char\" char=\".\" class=\"colspec\" colname=\"c3\" colnum=\"3\"\u003e\u003c/div\u003e \u003cdiv align=\"char\" char=\".\" class=\"colspec\" colname=\"c4\" colnum=\"4\"\u003e\u003c/div\u003e \u003cthead\u003e \u003ctr\u003e \u003cth align=\"left\" colname=\"c1\"\u003e \u003cp\u003eVariables\u003c/p\u003e \u003c/th\u003e \u003cth align=\"left\" colname=\"c2\"\u003e \u003cp\u003eGroup\u003c/p\u003e \u003c/th\u003e \u003cth align=\"left\" colname=\"c3\"\u003e \u003cp\u003eFrequency (n)\u003c/p\u003e \u003c/th\u003e \u003cth align=\"left\" colname=\"c4\"\u003e \u003cp\u003ePercentage (%)\u003c/p\u003e \u003c/th\u003e \u003c/tr\u003e \u003c/thead\u003e \u003ctbody\u003e \u003ctr\u003e \u003ctd align=\"left\" colname=\"c1\"\u003e \u003cp\u003e\u003cb\u003eGender\u003c/b\u003e\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"left\" colname=\"c2\"\u003e \u003cp\u003eMale\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c3\"\u003e \u003cp\u003e110\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c4\"\u003e \u003cp\u003e48.7%\u003c/p\u003e \u003c/td\u003e \u003c/tr\u003e \u003ctr\u003e \u003ctd align=\"left\" colname=\"c1\"\u003e\u0026nbsp;\u003c/td\u003e \u003ctd align=\"left\" colname=\"c2\"\u003e \u003cp\u003eFemale\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c3\"\u003e \u003cp\u003e116\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c4\"\u003e \u003cp\u003e51.3%\u003c/p\u003e \u003c/td\u003e \u003c/tr\u003e \u003ctr\u003e \u003ctd align=\"left\" colname=\"c1\"\u003e \u003cp\u003e\u003cb\u003eAge Group\u003c/b\u003e\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"left\" colname=\"c2\"\u003e \u003cp\u003e13\u0026ndash;15 years\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c3\"\u003e \u003cp\u003e100\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c4\"\u003e \u003cp\u003e44.2%\u003c/p\u003e \u003c/td\u003e \u003c/tr\u003e \u003ctr\u003e \u003ctd align=\"left\" colname=\"c1\"\u003e\u0026nbsp;\u003c/td\u003e \u003ctd align=\"left\" colname=\"c2\"\u003e \u003cp\u003e16\u0026ndash;18 years\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c3\"\u003e \u003cp\u003e126\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c4\"\u003e \u003cp\u003e55.8%\u003c/p\u003e \u003c/td\u003e \u003c/tr\u003e \u003ctr\u003e \u003ctd align=\"left\" colname=\"c1\"\u003e \u003cp\u003e\u003cb\u003eClass\u003c/b\u003e\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"left\" colname=\"c2\"\u003e \u003cp\u003eSS1\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c3\"\u003e \u003cp\u003e80\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c4\"\u003e \u003cp\u003e35.4%\u003c/p\u003e \u003c/td\u003e \u003c/tr\u003e \u003ctr\u003e \u003ctd align=\"left\" colname=\"c1\"\u003e\u0026nbsp;\u003c/td\u003e \u003ctd align=\"left\" colname=\"c2\"\u003e \u003cp\u003eSS2\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c3\"\u003e \u003cp\u003e78\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c4\"\u003e \u003cp\u003e34.5%\u003c/p\u003e \u003c/td\u003e \u003c/tr\u003e \u003ctr\u003e \u003ctd align=\"left\" colname=\"c1\"\u003e\u0026nbsp;\u003c/td\u003e \u003ctd align=\"left\" colname=\"c2\"\u003e \u003cp\u003eSS3\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c3\"\u003e \u003cp\u003e68\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c4\"\u003e \u003cp\u003e30.1%\u003c/p\u003e \u003c/td\u003e \u003c/tr\u003e \u003c/tbody\u003e \u003c/colgroup\u003e \u003c/table\u003e\u003c/div\u003e \u003c/p\u003e \u003c/div\u003e \u003cdiv id=\"Sec10\" class=\"Section2\"\u003e \u003ch2\u003e3.2 Analysis of Research Objectives\u003c/h2\u003e \u003cp\u003e \u003cdiv class=\"gridtable\"\u003e\u003ctable float=\"Yes\" id=\"Tab2\" border=\"1\"\u003e \u003ccaption language=\"En\"\u003e \u003cdiv class=\"CaptionNumber\"\u003eTable 2\u003c/div\u003e \u003cdiv class=\"CaptionContent\"\u003e \u003cp\u003eAvailability of School Health Program\u003c/p\u003e \u003c/div\u003e \u003c/caption\u003e \u003ccolgroup cols=\"3\"\u003e \u003cdiv align=\"left\" class=\"colspec\" colname=\"c1\" colnum=\"1\"\u003e\u003c/div\u003e \u003cdiv align=\"char\" char=\".\" class=\"colspec\" colname=\"c2\" colnum=\"2\"\u003e\u003c/div\u003e \u003cdiv align=\"left\" class=\"colspec\" colname=\"c3\" colnum=\"3\"\u003e\u003c/div\u003e \u003cthead\u003e \u003ctr\u003e \u003cth align=\"left\" colname=\"c1\"\u003e \u003cp\u003eResponse\u003c/p\u003e \u003c/th\u003e \u003cth align=\"left\" colname=\"c2\"\u003e \u003cp\u003eFrequency (n)\u003c/p\u003e \u003c/th\u003e \u003cth align=\"left\" colname=\"c3\"\u003e \u003cp\u003ePercentage (%)\u003c/p\u003e \u003c/th\u003e \u003c/tr\u003e \u003c/thead\u003e \u003ctbody\u003e \u003ctr\u003e \u003ctd align=\"left\" colname=\"c1\"\u003e \u003cp\u003eYes\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c2\"\u003e \u003cp\u003e150\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"left\" colname=\"c3\"\u003e \u003cp\u003e66.4%\u003c/p\u003e \u003c/td\u003e \u003c/tr\u003e \u003ctr\u003e \u003ctd align=\"left\" colname=\"c1\"\u003e \u003cp\u003eNo\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c2\"\u003e \u003cp\u003e76\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"left\" colname=\"c3\"\u003e \u003cp\u003e33.6%\u003c/p\u003e \u003c/td\u003e \u003c/tr\u003e \u003ctr\u003e \u003ctd align=\"left\" colname=\"c1\"\u003e \u003cp\u003e\u003cb\u003eTotal\u003c/b\u003e\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c2\"\u003e \u003cp\u003e\u003cb\u003e226\u003c/b\u003e\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"left\" colname=\"c3\"\u003e \u003cp\u003e\u003cb\u003e100%\u003c/b\u003e\u003c/p\u003e \u003c/td\u003e \u003c/tr\u003e \u003c/tbody\u003e \u003c/colgroup\u003e \u003c/table\u003e\u003c/div\u003e \u003c/p\u003e \u003cp\u003eAs shown in Table\u0026nbsp;\u003cspan refid=\"Tab2\" class=\"InternalRef\"\u003e2\u003c/span\u003e, 66.4% (n\u0026thinsp;=\u0026thinsp;150) of students confirmed the availability of a school health program, while 33.6% (n\u0026thinsp;=\u0026thinsp;76) reported its unavailability.\u003c/p\u003e \u003cp\u003e \u003cdiv class=\"gridtable\"\u003e\u003ctable float=\"Yes\" id=\"Tab3\" border=\"1\"\u003e \u003ccaption language=\"En\"\u003e \u003cdiv class=\"CaptionNumber\"\u003eTable 3\u003c/div\u003e \u003cdiv class=\"CaptionContent\"\u003e \u003cp\u003eLevel of Knowledge on Sexual Health Education\u003c/p\u003e \u003c/div\u003e \u003c/caption\u003e \u003ccolgroup cols=\"3\"\u003e \u003cdiv align=\"left\" class=\"colspec\" colname=\"c1\" colnum=\"1\"\u003e\u003c/div\u003e \u003cdiv align=\"char\" char=\".\" class=\"colspec\" colname=\"c2\" colnum=\"2\"\u003e\u003c/div\u003e \u003cdiv align=\"left\" class=\"colspec\" colname=\"c3\" colnum=\"3\"\u003e\u003c/div\u003e \u003cthead\u003e \u003ctr\u003e \u003cth align=\"left\" colname=\"c1\"\u003e \u003cp\u003eKnowledge Level\u003c/p\u003e \u003c/th\u003e \u003cth align=\"left\" colname=\"c2\"\u003e \u003cp\u003eFrequency (n)\u003c/p\u003e \u003c/th\u003e \u003cth align=\"left\" colname=\"c3\"\u003e \u003cp\u003ePercentage (%)\u003c/p\u003e \u003c/th\u003e \u003c/tr\u003e \u003c/thead\u003e \u003ctbody\u003e \u003ctr\u003e \u003ctd align=\"left\" colname=\"c1\"\u003e \u003cp\u003eLow\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c2\"\u003e \u003cp\u003e50\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"left\" colname=\"c3\"\u003e \u003cp\u003e22.1%\u003c/p\u003e \u003c/td\u003e \u003c/tr\u003e \u003ctr\u003e \u003ctd align=\"left\" colname=\"c1\"\u003e \u003cp\u003eModerate\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c2\"\u003e \u003cp\u003e100\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"left\" colname=\"c3\"\u003e \u003cp\u003e44.2%\u003c/p\u003e \u003c/td\u003e \u003c/tr\u003e \u003ctr\u003e \u003ctd align=\"left\" colname=\"c1\"\u003e \u003cp\u003eHigh\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c2\"\u003e \u003cp\u003e76\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"left\" colname=\"c3\"\u003e \u003cp\u003e33.6%\u003c/p\u003e \u003c/td\u003e \u003c/tr\u003e \u003ctr\u003e \u003ctd align=\"left\" colname=\"c1\"\u003e \u003cp\u003e\u003cb\u003eTotal\u003c/b\u003e\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c2\"\u003e \u003cp\u003e\u003cb\u003e226\u003c/b\u003e\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"left\" colname=\"c3\"\u003e \u003cp\u003e\u003cb\u003e100%\u003c/b\u003e\u003c/p\u003e \u003c/td\u003e \u003c/tr\u003e \u003c/tbody\u003e \u003c/colgroup\u003e \u003c/table\u003e\u003c/div\u003e \u003c/p\u003e \u003cp\u003eTable\u0026nbsp;\u003cspan refid=\"Tab3\" class=\"InternalRef\"\u003e3\u003c/span\u003e indicates that 44.2% (n\u0026thinsp;=\u0026thinsp;100) of the students had a moderate level of knowledge regarding sexual health education, followed by 33.6% (n\u0026thinsp;=\u0026thinsp;76) with high knowledge and 22.1% (n\u0026thinsp;=\u0026thinsp;50) with low knowledge.\u003c/p\u003e \u003cp\u003e \u003cdiv class=\"gridtable\"\u003e\u003ctable float=\"Yes\" id=\"Tab4\" border=\"1\"\u003e \u003ccaption language=\"En\"\u003e \u003cdiv class=\"CaptionNumber\"\u003eTable 4\u003c/div\u003e \u003cdiv class=\"CaptionContent\"\u003e \u003cp\u003eAttitude towards School Health Program\u003c/p\u003e \u003c/div\u003e \u003c/caption\u003e \u003ccolgroup cols=\"3\"\u003e \u003cdiv align=\"left\" class=\"colspec\" colname=\"c1\" colnum=\"1\"\u003e\u003c/div\u003e \u003cdiv align=\"char\" char=\".\" class=\"colspec\" colname=\"c2\" colnum=\"2\"\u003e\u003c/div\u003e \u003cdiv align=\"left\" class=\"colspec\" colname=\"c3\" colnum=\"3\"\u003e\u003c/div\u003e \u003cthead\u003e \u003ctr\u003e \u003cth align=\"left\" colname=\"c1\"\u003e \u003cp\u003eAttitude\u003c/p\u003e \u003c/th\u003e \u003cth align=\"left\" colname=\"c2\"\u003e \u003cp\u003eFrequency (n)\u003c/p\u003e \u003c/th\u003e \u003cth align=\"left\" colname=\"c3\"\u003e \u003cp\u003ePercentage (%)\u003c/p\u003e \u003c/th\u003e \u003c/tr\u003e \u003c/thead\u003e \u003ctbody\u003e \u003ctr\u003e \u003ctd align=\"left\" colname=\"c1\"\u003e \u003cp\u003ePositive\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c2\"\u003e \u003cp\u003e130\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"left\" colname=\"c3\"\u003e \u003cp\u003e57.5%\u003c/p\u003e \u003c/td\u003e \u003c/tr\u003e \u003ctr\u003e \u003ctd align=\"left\" colname=\"c1\"\u003e \u003cp\u003eNeutral\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c2\"\u003e \u003cp\u003e60\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"left\" colname=\"c3\"\u003e \u003cp\u003e26.5%\u003c/p\u003e \u003c/td\u003e \u003c/tr\u003e \u003ctr\u003e \u003ctd align=\"left\" colname=\"c1\"\u003e \u003cp\u003eNegative\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c2\"\u003e \u003cp\u003e36\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"left\" colname=\"c3\"\u003e \u003cp\u003e15.9%\u003c/p\u003e \u003c/td\u003e \u003c/tr\u003e \u003ctr\u003e \u003ctd align=\"left\" colname=\"c1\"\u003e \u003cp\u003e\u003cb\u003eTotal\u003c/b\u003e\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c2\"\u003e \u003cp\u003e\u003cb\u003e226\u003c/b\u003e\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"left\" colname=\"c3\"\u003e \u003cp\u003e\u003cb\u003e100%\u003c/b\u003e\u003c/p\u003e \u003c/td\u003e \u003c/tr\u003e \u003c/tbody\u003e \u003c/colgroup\u003e \u003c/table\u003e\u003c/div\u003e \u003c/p\u003e \u003cp\u003eMajority of the students (57.5%, n\u0026thinsp;=\u0026thinsp;130) had a positive attitude towards the SHP. Regarding outcomes, 61.9% (n\u0026thinsp;=\u0026thinsp;140) reported that the program had improved their understanding and practices related to unsafe sexual practices.\u003c/p\u003e \u003cp\u003e \u003cdiv class=\"gridtable\"\u003e\u003ctable float=\"Yes\" id=\"Tab5\" border=\"1\"\u003e \u003ccaption language=\"En\"\u003e \u003cdiv class=\"CaptionNumber\"\u003eTable 5\u003c/div\u003e \u003cdiv class=\"CaptionContent\"\u003e \u003cp\u003eOutcome of School Health Program\u003c/p\u003e \u003c/div\u003e \u003c/caption\u003e \u003ccolgroup cols=\"3\"\u003e \u003cdiv align=\"left\" class=\"colspec\" colname=\"c1\" colnum=\"1\"\u003e\u003c/div\u003e \u003cdiv align=\"char\" char=\".\" class=\"colspec\" colname=\"c2\" colnum=\"2\"\u003e\u003c/div\u003e \u003cdiv align=\"left\" class=\"colspec\" colname=\"c3\" colnum=\"3\"\u003e\u003c/div\u003e \u003cthead\u003e \u003ctr\u003e \u003cth align=\"left\" colname=\"c1\"\u003e \u003cp\u003eOutcome\u003c/p\u003e \u003c/th\u003e \u003cth align=\"left\" colname=\"c2\"\u003e \u003cp\u003eFrequency (n)\u003c/p\u003e \u003c/th\u003e \u003cth align=\"left\" colname=\"c3\"\u003e \u003cp\u003ePercentage (%)\u003c/p\u003e \u003c/th\u003e \u003c/tr\u003e \u003c/thead\u003e \u003ctbody\u003e \u003ctr\u003e \u003ctd align=\"left\" colname=\"c1\"\u003e \u003cp\u003eImproved\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c2\"\u003e \u003cp\u003e140\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"left\" colname=\"c3\"\u003e \u003cp\u003e61.9%\u003c/p\u003e \u003c/td\u003e \u003c/tr\u003e \u003ctr\u003e \u003ctd align=\"left\" colname=\"c1\"\u003e \u003cp\u003eNot Improved\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c2\"\u003e \u003cp\u003e86\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"left\" colname=\"c3\"\u003e \u003cp\u003e38.1%\u003c/p\u003e \u003c/td\u003e \u003c/tr\u003e \u003ctr\u003e \u003ctd align=\"left\" colname=\"c1\"\u003e \u003cp\u003e\u003cb\u003eTotal\u003c/b\u003e\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c2\"\u003e \u003cp\u003e\u003cb\u003e226\u003c/b\u003e\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"left\" colname=\"c3\"\u003e \u003cp\u003e\u003cb\u003e100%\u003c/b\u003e\u003c/p\u003e \u003c/td\u003e \u003c/tr\u003e \u003c/tbody\u003e \u003c/colgroup\u003e \u003c/table\u003e\u003c/div\u003e \u003c/p\u003e \u003cp\u003eThe program led to improvement for 61.9% of students, showing it has a positive impact. However, 38.1% reported no improvement, revealing a substantial gap in its effectiveness for a large group of students.\u003c/p\u003e \u003cp\u003e \u003cdiv class=\"gridtable\"\u003e\u003ctable float=\"Yes\" id=\"Tab6\" border=\"1\"\u003e \u003ccaption language=\"En\"\u003e \u003cdiv class=\"CaptionNumber\"\u003eTable 6\u003c/div\u003e \u003cdiv class=\"CaptionContent\"\u003e \u003cp\u003eSocio-Cultural Influence on Implementation\u003c/p\u003e \u003c/div\u003e \u003c/caption\u003e \u003ccolgroup cols=\"3\"\u003e \u003cdiv align=\"left\" class=\"colspec\" colname=\"c1\" colnum=\"1\"\u003e\u003c/div\u003e \u003cdiv align=\"char\" char=\".\" class=\"colspec\" colname=\"c2\" colnum=\"2\"\u003e\u003c/div\u003e \u003cdiv align=\"left\" class=\"colspec\" colname=\"c3\" colnum=\"3\"\u003e\u003c/div\u003e \u003cthead\u003e \u003ctr\u003e \u003cth align=\"left\" colname=\"c1\"\u003e \u003cp\u003eInfluence\u003c/p\u003e \u003c/th\u003e \u003cth align=\"left\" colname=\"c2\"\u003e \u003cp\u003eFrequency (n)\u003c/p\u003e \u003c/th\u003e \u003cth align=\"left\" colname=\"c3\"\u003e \u003cp\u003ePercentage (%)\u003c/p\u003e \u003c/th\u003e \u003c/tr\u003e \u003c/thead\u003e \u003ctbody\u003e \u003ctr\u003e \u003ctd align=\"left\" colname=\"c1\"\u003e \u003cp\u003eSignificant Influence\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c2\"\u003e \u003cp\u003e160\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"left\" colname=\"c3\"\u003e \u003cp\u003e70.8%\u003c/p\u003e \u003c/td\u003e \u003c/tr\u003e \u003ctr\u003e \u003ctd align=\"left\" colname=\"c1\"\u003e \u003cp\u003eNot Significant\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c2\"\u003e \u003cp\u003e66\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"left\" colname=\"c3\"\u003e \u003cp\u003e29.2%\u003c/p\u003e \u003c/td\u003e \u003c/tr\u003e \u003ctr\u003e \u003ctd align=\"left\" colname=\"c1\"\u003e \u003cp\u003e\u003cb\u003eTotal\u003c/b\u003e\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c2\"\u003e \u003cp\u003e\u003cb\u003e226\u003c/b\u003e\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"left\" colname=\"c3\"\u003e \u003cp\u003e\u003cb\u003e100%\u003c/b\u003e\u003c/p\u003e \u003c/td\u003e \u003c/tr\u003e \u003c/tbody\u003e \u003c/colgroup\u003e \u003c/table\u003e\u003c/div\u003e \u003c/p\u003e \u003cp\u003eA significant 70.8% (n\u0026thinsp;=\u0026thinsp;160) of respondents indicated that socio-cultural factors significantly influence the implementation of the SHP.\u003c/p\u003e \u003c/div\u003e \u003cdiv id=\"Sec11\" class=\"Section2\"\u003e \u003ch2\u003e3.3 Hypothesis Testing\u003c/h2\u003e \u003cp\u003eThe results of the chi-square tests for the hypotheses are summarized in Table\u0026nbsp;\u003cspan refid=\"Tab7\" class=\"InternalRef\"\u003e4\u003c/span\u003e. Significant relationships were found between the prevention of unsafe sexual practices and program availability (H1), knowledge level (H2), program outcomes (H4), and socio-cultural factors (H5). However, there was no significant relationship between students' attitudes and the prevention of unsafe sexual practices (H3).\u003c/p\u003e \u003cp\u003e \u003cdiv class=\"gridtable\"\u003e\u003ctable float=\"Yes\" id=\"Tab7\" border=\"1\"\u003e \u003ccaption language=\"En\"\u003e \u003cdiv class=\"CaptionNumber\"\u003eTable 4\u003c/div\u003e \u003cdiv class=\"CaptionContent\"\u003e \u003cp\u003eChi-Square Test Results for Research Hypotheses\u003c/p\u003e \u003c/div\u003e \u003c/caption\u003e \u003ccolgroup cols=\"5\"\u003e \u003cdiv align=\"left\" class=\"colspec\" colname=\"c1\" colnum=\"1\"\u003e\u003c/div\u003e \u003cdiv align=\"left\" class=\"colspec\" colname=\"c2\" colnum=\"2\"\u003e\u003c/div\u003e \u003cdiv align=\"char\" char=\".\" class=\"colspec\" colname=\"c3\" colnum=\"3\"\u003e\u003c/div\u003e \u003cdiv align=\"char\" char=\".\" class=\"colspec\" colname=\"c4\" colnum=\"4\"\u003e\u003c/div\u003e \u003cdiv align=\"left\" class=\"colspec\" colname=\"c5\" colnum=\"5\"\u003e\u003c/div\u003e \u003cthead\u003e \u003ctr\u003e \u003cth align=\"left\" colname=\"c1\"\u003e \u003cp\u003eHypothesis\u003c/p\u003e \u003c/th\u003e \u003cth align=\"left\" colname=\"c2\"\u003e \u003cp\u003eVariables Examined\u003c/p\u003e \u003c/th\u003e \u003cth align=\"left\" colname=\"c3\"\u003e \u003cp\u003eχ\u0026sup2;\u003c/p\u003e \u003c/th\u003e \u003cth align=\"left\" colname=\"c4\"\u003e \u003cp\u003ep-value\u003c/p\u003e \u003c/th\u003e \u003cth align=\"left\" colname=\"c5\"\u003e \u003cp\u003eDecision\u003c/p\u003e \u003c/th\u003e \u003c/tr\u003e \u003c/thead\u003e \u003ctbody\u003e \u003ctr\u003e \u003ctd align=\"left\" colname=\"c1\"\u003e \u003cp\u003e\u003cb\u003eH1\u003c/b\u003e\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"left\" colname=\"c2\"\u003e \u003cp\u003eAvailability vs. Prevention of Unsafe Sexual Practices\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c3\"\u003e \u003cp\u003e5.23\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c4\"\u003e \u003cp\u003e0.022\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"left\" colname=\"c5\"\u003e \u003cp\u003eReject H0 (Significant)\u003c/p\u003e \u003c/td\u003e \u003c/tr\u003e \u003ctr\u003e \u003ctd align=\"left\" colname=\"c1\"\u003e \u003cp\u003e\u003cb\u003eH2\u003c/b\u003e\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"left\" colname=\"c2\"\u003e \u003cp\u003eLevel of Knowledge vs. Prevention of Unsafe Sexual Practices\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c3\"\u003e \u003cp\u003e7.45\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c4\"\u003e \u003cp\u003e0.024\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"left\" colname=\"c5\"\u003e \u003cp\u003eReject H0 (Significant)\u003c/p\u003e \u003c/td\u003e \u003c/tr\u003e \u003ctr\u003e \u003ctd align=\"left\" colname=\"c1\"\u003e \u003cp\u003e\u003cb\u003eH3\u003c/b\u003e\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"left\" colname=\"c2\"\u003e \u003cp\u003eAttitude vs. Prevention of Unsafe Sexual Practices\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c3\"\u003e \u003cp\u003e4.10\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c4\"\u003e \u003cp\u003e0.128\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"left\" colname=\"c5\"\u003e \u003cp\u003eFail to Reject H0 (Not Significant)\u003c/p\u003e \u003c/td\u003e \u003c/tr\u003e \u003ctr\u003e \u003ctd align=\"left\" colname=\"c1\"\u003e \u003cp\u003e\u003cb\u003eH4\u003c/b\u003e\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"left\" colname=\"c2\"\u003e \u003cp\u003eOutcome vs. Prevention of Unsafe Sexual Practices\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c3\"\u003e \u003cp\u003e6.89\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c4\"\u003e \u003cp\u003e0.009\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"left\" colname=\"c5\"\u003e \u003cp\u003eReject H0 (Significant)\u003c/p\u003e \u003c/td\u003e \u003c/tr\u003e \u003ctr\u003e \u003ctd align=\"left\" colname=\"c1\"\u003e \u003cp\u003e\u003cb\u003eH5\u003c/b\u003e\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"left\" colname=\"c2\"\u003e \u003cp\u003eSocio-Cultural Factors vs. Program Implementation\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c3\"\u003e \u003cp\u003e8.12\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"char\" char=\".\" colname=\"c4\"\u003e \u003cp\u003e0.004\u003c/p\u003e \u003c/td\u003e \u003ctd align=\"left\" colname=\"c5\"\u003e \u003cp\u003eReject H0 (Significant)\u003c/p\u003e \u003c/td\u003e \u003c/tr\u003e \u003c/tbody\u003e \u003c/colgroup\u003e \u003c/table\u003e\u003c/div\u003e \u003c/p\u003e \u003c/div\u003e"},{"header":"4. Discussion","content":"\u003cp\u003eThis study provides valuable insights into the implementation of the SHP at West Itam Secondary School. The finding that 66.4% of students were aware of the program indicates a reasonable level of implementation, which is a foundational step for any school-based intervention [5]. However, the fact that one-third of the students were unaware highlights a significant gap in program visibility or consistent delivery across all student groups.\u003c/p\u003e \u003cp\u003eThe predominance of moderate knowledge (44.2%) suggests that the program has been partially effective in disseminating information. This aligns with studies that note the potential of SHPs to improve knowledge but also point to common deficiencies in depth and retention of information [6]. The significant relationship between knowledge level and the prevention of unsafe practices (p\u0026thinsp;=\u0026thinsp;0.024) underscores the importance of knowledge as a precursor to behavior change, consistent with the individual level of the Social Ecological Model that guides this study [7].\u003c/p\u003e \u003cp\u003eA crucial finding was the non-significant relationship between student attitude and the prevention of unsafe sexual practices (p\u0026thinsp;=\u0026thinsp;0.128). This indicates that positive attitudes, while present in the majority of students, do not directly translate into safer behaviors. This disconnect suggests the presence of other mediating factors, such as peer pressure, lack of self-efficacy, or limited access to sexual health services, which can override positive attitudes [8].\u003c/p\u003e \u003cp\u003eThe strong influence of socio-cultural factors (70.8% reported significant influence, p\u0026thinsp;=\u0026thinsp;0.004) reaffirms that the broader community and cultural environment profoundly shape the reception and effectiveness of sexual health education. Cultural taboos and religious beliefs can create resistance, hinder open discussion, and lead to the censoring of content, thereby diluting the program's comprehensiveness [9].\u003c/p\u003e"},{"header":"5. Conclusion","content":"\u003cp\u003eThe school-health program at West Itam Secondary School demonstrates considerable potential but operates within significant constraints. Its availability has fostered a baseline of knowledge and generally positive perceptions among students. However, the program's effectiveness in directly preventing unsafe sexual practices is more strongly linked to the depth of knowledge delivered, the tangible outcomes it produces, and the management of socio-cultural barriers than to students' attitudes alone. The study concludes that while implementation is evident, critical gaps in awareness, delivery depth, and cultural integration persist, limiting the program's overall impact.\u003c/p\u003e"},{"header":"6. Recommendations","content":"\u003cp\u003eBased on the findings, the following recommendations are proposed:\u003c/p\u003e \u003cp\u003e \u003col\u003e \u003cspan\u003e \u003cli\u003e \u003cp\u003e \u003cb\u003eEnhanced Teacher Training\u003c/b\u003e: Implement continuous professional development for educators to build confidence and competence in delivering comprehensive, culturally sensitive sexual health education.\u003c/p\u003e \u003c/li\u003e \u003c/span\u003e \u003cspan\u003e \u003cli\u003e \u003cp\u003e \u003cb\u003eStrengthened Monitoring \u0026amp; Evaluation\u003c/b\u003e: Establish a robust framework to regularly assess program reach, quality, and student outcomes, enabling data-driven improvements.\u003c/p\u003e \u003c/li\u003e \u003c/span\u003e \u003cspan\u003e \u003cli\u003e \u003cp\u003e \u003cb\u003eIntegration of Peer Education and Technology\u003c/b\u003e: Leverage peer educators and digital tools (e.g., educational apps, videos) to make learning more relatable, engaging, and accessible to youth.\u003c/p\u003e \u003c/li\u003e \u003c/span\u003e \u003cspan\u003e \u003cli\u003e \u003cp\u003e \u003cb\u003eProactive Community Engagement\u003c/b\u003e: Involve parents, community leaders, and religious figures in program planning and sensitization to build trust, reduce resistance, and ensure cultural relevance.\u003c/p\u003e \u003c/li\u003e \u003c/span\u003e \u003c/ol\u003e \u003c/p\u003e"},{"header":"Declarations","content":"\u003cp\u003e\u003cstrong\u003e1. Corresponding Author:\u0026nbsp;\u003c/strong\u003eEmem Bassey Okono (corresponding author).\u003cstrong\u003e\u003cbr\u003e2\u003c/strong\u003e.\u0026nbsp;\u003cstrong\u003eFunding Declaration in the manuscript:\u003c/strong\u003e\u0026nbsp; \u0026nbsp;There was no Funding\u003cbr\u003e\u003cstrong\u003e3 Clinical Trial Number in the manuscsript:\u003c/strong\u003e not applicable\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003e4. Email Address of the Corresponding Author:\u003c/strong\u003e [email protected]\u0026nbsp;\u003cbr\u003e\u003cstrong\u003e5\u003c/strong\u003e. \u003cstrong\u003eConsent to Publish declaration:\u003c/strong\u003e \u0026lsquo;not applicable\u0026rsquo;.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eAuthors:\u003c/strong\u003e\u0026nbsp;\u003c/p\u003e\n\u003cp\u003eEmem Bassey Okono\u0026nbsp;(corresponding author).\u003c/p\u003e\n\u003cp\u003eDr. Goodluck Azuonwu\u0026nbsp;\u003c/p\u003e\n\u003cp\u003eDr. Affiong Ekpenyong\u0026nbsp;\u003c/p\u003e\n\u003cp\u003eDr. Ima Okono\u003cbr\u003e\u0026nbsp;\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003e1] Ethical Approval:\u0026nbsp;\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eThe study was approved by ethical committee of the \u003cstrong\u003eUNIVERSITY OF PORT HARCOURT\u003c/strong\u003e, Rivers State, Nigeria\u003cstrong\u003e.\u0026nbsp;\u003c/strong\u003e\u003cem\u003e[Please see the attached letter below].\u003c/em\u003e\u003c/p\u003e\n\u003cp\u003e\u003cimg width=\"692\" height=\"808\" 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q5zup6XdzahM8d/dxKzB1AOEHtVK80SaSwk87V9QMsYX548rt59utdVeIjqwfGCMGq9xpUF6kMs4kEkIyuyRgPxA61op6WM5U7tsq6Fe3byTWF180kABimwcSJ6n3o8Q3GoH/AESyAgikjO+6J/1f09607cgurY5K8kVBfBhNhsPGVPFSkuYuTfIchF4XnhtEePWLuRDhzO8zA5z6eldNpt5LA8en3xzOQfLkz/rgOpPp1p0asdIRhALqQN8qjAA5/pVtbRDPFM8a+agwGJyQD1pznfQmnBrW5m+K7C4v7O2S0up7Z1mDs0LYJGDwfarmj2bx6MsF1NJOzA7mk+9g1fkVWA3gH6inBQFCgcDoKi+ljVR15jk18OpZWy20V5cqGl3Z3nI56ZrrI12xheoAxk96o+RunG1uAeQ3OfpWgPanN3JhGzuY2uW63EtpvnuIQjbi0LED6H2qpLoT3a+bZ6tdBXbJw2RW/PF5sTIpwT+lJaRCC3WMADbxwMUlJpaDcby1MH/hFZ1ntpf7WvG8mXeQXIDD0PtWxqNm19ZvCtzNbsSDvhOG47DParho9KlybKUbHK2miXdppohOqXT3Eg+Yy5cjn26VJa6Pc28MklzeXMzM/CKTx+tbM42XkUqx7jtIOB+VS2knmI427drYNac7sZuC5rkNpavb6c8DTOxO4726gH/Cs3RtMmsNUkd76S5R4cBXYnBz1rdm+aJx6qazLSMwXsahwBt+YH+L6Uo6pjlpJDNb06W7NrKlxLGIGJZUYjfnsaZoujy6cb0PcyzxzMSvmOWK5HT6Vr3Efmwsvr0xxinQpsjAHbrSUvdG4e9c5XTtFWLUUZXMbW5DMCC27PpnoK6W8uBaWrTNt2rjlqi8xI7kkph3bGc5zVgTxs7opyycNx605tuwoRSuY1xpKGyuplaa8mdWeJJn7kcKvoKxdBudQ0y0a7uEK2+N91FKcG2I4IUdxjFdmigjaRuIOTmqj2G+8Z8AxsOQxyCT1GKFN2sKVO8uZFiYySWhe2IDlMxlunPTNcnd6W9tPbT6gi6jKXGW28qx/pXZjG0DGBjFQsqRTF/72OBRCbjsOpBT3OYvdMbSbe4keV/KnlA8yIfNEvYCtvSrpcSWolaXyNo3OfnOR1NaDxrLGVZQVbsagttOtrSWSWGICWX77nkn6miU7rUUKfK/dLDcKSOwPA71ywsX1EOL4PMJ5htinbhVHoBXV4yMZrLuA0WsWpjJZGyrc9KUGVUVzFu/B8cURgjYNYlmcwdCrE8MpPpWvo0d1aMbOeZriGNAUmkwHPsQK0bq3+0wmPdt5ySBmmW9msEhlLF5GGCx9Kbm5K0hRpqLvFGbq8F7d3iRQnFv8u735qeLRrK0upb1II2nb5i5UbuPQ1Ynu1gu0jdGO7oRyKtHB/EUcztZD5U9Xuc9HePaapG8KKLG9kw+RgiQ9/xxU2uxxyImwFbpTmNxywGcU+2AknIZAVWXaCB0Iq5fLwgjh3yA7lI4ANVomRd8othcrdQBkkEhQlJDjHI9qffXMVjaPPMwCIMkk4rLsrmKy1C5TyljMjKXYA4LdKt6vAL60e2jePcTkq4yD+FQ4+8NT9wzNPsI9QvRdTebDcA5IRzgjsPpVvUrRY9SF8GCFFAJxkn0qxpybdmSpYZDMo64qHVUgabNy2yM7SDuwM1re89TFJ+y0Len6il8jDaVkX7ynqKszyGK3kdRkqDgeprJnP8AZ3+l267lA3TLnJZfanzatZ3iLBHcJ50iq4QHkA1Dj72mxqqloWb1Kuk28NtMFSMK0r+Y4AxlvU+tW/ENnDd20ay7QN2FLDoalgs9s8bbwSnXFWNRRHs2L8BTn6VTklNNERg3TaZl6BYIk8lwCC3OCPQ//qq+2lRNem4wNxGDgdaWwVI3ZYzkEAj2q9UVJvmuaU6cVCxzLW0NteTm3QM38RJwAfwq5pdjJPbxNeRQoVzlEHHXtTpbUrqkzBF8pk5GOprUtwRGM1pKbsZQormIL2yW6gRFIXY4ccelY17pIsoRceaXlTIBwFABrpT0rO1xhHpMz7A+MHbjrzWdObTtc0q04tXsVLLSg6LMJGjkPPyqMVpW1mlqpCEksckk1DpXmfZyZOhPyj0FX6dSTb1Y6MIpKSRy3ia3Eup27PcGJduOBk5q9p+i2smmxiR5ZiTu3liCaNdTF7YyLFvbcRmtKxdpISXUDDEACtJSkqa1MYU4+2k2iWC3it4wkSBVHYVxd3piy63qO1shsFlIFdzWDfwxHVXCJGsrpkt0JqaE2pFYmCcdjUt7SFbaKMRLhVGDj2qdI0jPygDPWq1reQFRCZ4jMgAZQ3Iq2rBuhBrKV9TeNrIctOpq06pLCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACq99ZR6haPbTNKsbjDeVIyMR6ZBBqxRQBl6F4esPDdmbTTFljt85EbzO4Xr03E461Vi8G6XC9+0f2xW1D/j5P2uT9525+b0447VvUUAc9F4F0OCOzSO2lH2IFYG+0SbkU9UzuyV9jxTZfAWgS2NxZ/ZJEtrmbz5o455FDtnPY9M846Zro6KAMSTwlps2oWl9IbxrqzXZBIbuTKDoe/Oe+etQjwNoot9QgMVy8eonN0r3Ujeac5ycnrx1FdDRQBT0vS7fR7FLS0M3kpwgllaQqPQFiTisJ4bjxPrNsNQ0aS0tdLummSS4ZWMzgEIUAPTnJz6AV1NFAFDVNFsdZWEXsO9oH8yGRWKPG3qrDBFOstJtLBZvIjJec5lkkYu8nGPmY8nirtFAHNr8P/Dq25t/7PzD5olWMzOVRgc/KM/KM9hgVq22i2NpqlxqEEJW6uESOR97HKqMKME4FX6KACiiigAooooAKKKKACiiigAooooAKz9Yz5EOEL/vlyAa0Koaskj26CF9j7wQacdyZbEBdY8MV2PjBJIyBXHeKL438yabpym5u52CT3UK5EC/UVfutSXSbSObUYpZJZUyXUg4x7VW8OX1tpbyXNrLFc2N5IGeROZEc9AQO1dcU4LnicPPzS5JbFy78AWJNnc280ttd25TfMnPmAYyCD61NHqVnoes3n2y5UCRVIwnI+prornyduyWRFDdNzYzXG6gbtNZtrS2jglilbMnnjgj2I61MJOa99mtRKm1yI6GbxdoluA0+oQoCwUEnAyelWtSLtbRyRN8m4NIVPVcdq5+48Iz3c84kfTkt5BhUW23Mp+prp7K1NnYwQeYZDEgTfjGaykoRd4mseeStIwczNp7yaReJAwb52aPeR+HFEN5aXKwzaxhGhPyT+YUVz9AcfnW3Pp8M8gkA8tx/Ev9RXM6np5gjkt7m5UrGDOGjT5wM/3ehq48k99zGXPSWmx1U7o9lJIhV0KZHPBrOtZzAJZhHn5F4UirtvCr6XHHvZlMYO5gAeneuZX7Yt//AGZaW0T7mLtcM5CgDtx39qmCTizScnzI6H+1GMgUWzffC9RxWgwyvPQ9awk0m+UWTtPGJogBJkFg3rWpc/K+4MwO3GB9amSV9DSHN9ootbS3GqQPkJFAWJGeWyMCrtgSYgzgoxyNp+tU7d50aQiSF4yTs3A7j9aninf5TMQJCcn0AHWnJMmNr3LDSA3OwjoKgt57jMiTCPdk7cdhVC6vg2n3FyqrLGdzRtG2dyiqGh64NYjW+gEKwkNHKGbkODgD8s01DS5Ep+9Y6eCEIoJOT9aqXcoS8VWA5xjmrUMw2BWABBxx0qrqUaGaNmXJPApR+IupsSaSrDTow6qpJJwPrV3AHAFVtPINooGeMjmrVZy+I1T0RFLtJXedv1NKHTON3eoL5Y3aESY+9xnvVbRzcEXAuIBHtlIjcHO8etO2hN/eJY4pI7l3dgys3A9KvHG2q6hRIyRjoctk1PycUMaWo2RiqEhSzAZAqnBfiSASiKTkkFT2NXZM7Gx1xxVey3PbfvEUHJ4AoQNvoJaXv2leI2XnvVvp0piRJGCI1CgnPFP9qTY0NlIVOeKEPy8H9KbMhfYdxG1ucd6cjZJHPFHQOo5sYNUi6rc7goYjv6VcbpjnNYptrt9aDvLG1uRtCEcqfXIqobET3NfzVYZ5GacinaQzbvTtUQj8rJd2cZ43HpUykMox35FSylfqUliiE5ZUG4buc5wassW8tSoG44/GojEBOdiBT1JzVhSTHk+lU9hLdgqjzCwPUcin8HtUSEDp61LUspAQMGq8kBLowY4B6VYo70XsDVxNwJpeKbtB60vHQYpDDoODVIwyPKWYKuGyCKvelV538oY/vGqi7Ey2JweB3ooHSipsUrWKlwiu+w9euc4q0BgD6VUuY992mHxirfYZ6AVb2JS1MoGSG7iSONQrysWA/nV+eAzBArFQpyfemi3j88PgAgkjmp2bap9c8UNiUTNubORLeR4STOeF9Aexx7VkWEGpiXUJL+5t2mRwE8qMjI2jrnr+FdHcCSWH9yQr+9QwxNLcbpACF9DxVKWhEoroQWMjNeoEUbPKBJHAz9Kk1K189Sx2lv8AlmHGQD9Kkt2ie8ldOGB2tUtwE3qG6daV9QUbRK8EUq2Q+0hHKg5OOCKw49Btj4nOsmZhiPy4oQu1FXbyTXSXLFYg4bCjqMdao3NuNRgnt8HZKuxxnBHHanFsmaSSLVsRlSm1werBwalvMfZm9O+awfCkFhaW32ayhaExsVOdxzj3NdDOMwOOOnelLSRcHeDK9qAJiwxhgMY9Ku1StVOV6dKu9Kme5VPYzLjI1Fzk7Qg4zxWhCcxA+orLvm/4mnlg4LRA/wDj1akRBjBHTtVS2RMPiH1Q1kZ01x9P51frK8Q5OmHBwdw6Gph8RVT4SzpzZjx6CrlZ2msAFVDkY5NaNVUXvE0XeBla7GXSBgDlXyCO1ZVrDePdpfR30jRIrKYdmAT61sa0u63j+cr8w5FS6dGIoypbOeea0UrUzKUL1NyS0eR48y859sVjau4j1y3BtWkDRkFwfeui/KsvV1jDW8sinCvgkVnCXvXNKkfdsZo0+xivxLFBi6bl2AyT9a3LIMAcrgfTFNsraKEyPGMlzkt61bFOpO7FRpcquPWlpFpayNwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKSlpO1AFafUIbe8traQnzbksIwBnO0ZOfTirOeKwNYeX/hJdHEShhGJZJOeinauf/Hq3WG5CM4yMZptaISY6oL67FjZTXDDIjUtjOMnsKz/Dt0H0GJ5Jd3ls6M7n+6xHJqDXJ5tS0x4bKAur4PmyHYnHPHc9PSnbWzC+htwyrNCkin5XUMPoRmpKw9Jtb+bSbKR9TK5gQ7YoFA+6P72TUtydS08/aBMt5bIpMsbIFkA9VI4P0IqbDNeimRyLLGrocqwBB9RT6ACiiigAooooAKKKKACiiigAooooAKKKKACqGqMipGWGW3HaM98VfrM1xsW8a/L87bfmOO3arh8SIqO0WzDWFdcivLVNisYNpPXY3tVXS/D7aZ4aEF4kSXohZZZIuAR2JxWj4XtYRcX19HkmUqh9Mr1qXX5UhJDyKiyoQwPUjFdHO+flRySpr2abOMh8PG71mwnvp7y4ikiJSUghBIv8Lei4HXvXTaZPC/idIcLvWD5cLipdFvLlfC8bzxqqI5U5P/LPPX8qyrhrhPFNte6eYTbiMgAyEbxVxTlzRZM+WDi2d0xHBI5zxWZr0lxHpb/ZWeNyf9Yp+571nN4hv5ImI06IyKeFM3eqt1r15cafZItvB9rmcmSIScCIcE5+pFYRpSjJcyOiVaE1aL1F8Mvcy605nvJ5l8g8MeM564rS12BEninVlSeRDEHc8Y61lRJeaXdW01nDHJFsaOR5ZGyuW7etWdWuPtyWqOELCVw+crgheMVbj+8utjCEv3VpPUt3Gq21r4egfULmJBNiMNuwrHOODTLK1Q+IVkc8xxfIqfdIPc+9crqdrfa9otjG0K7LW+H2hZCFAUcjHtXSQzz22pW9ylsWEoWJo4zkKvPzZocGkzRTTaOn6jmq9x8oz1OKX7XH5ojO4MenHH51W1Cd4JYcIGUnBrCKdzobTRlx2WpXfmXEd75EYb93CsSncPcn3rRVZjOI5Ix5RTDZxjNXIUZYmUkBT0x2qlJLLG2GKFM4yAeTVq8mZytFXITbLFoogiVQhQgDHHX2qhHp9loVt5tnaLBHNIN8UaFhn1PpVDwvqkz3OsabfSI62M+1CM5wfU1rokmoXCT21yUhtWKkq2RN6qw7c1WsTPSRo2e4zv5mOvHpU16yKUL5x7CqtrOplhS4UJM2SFByKuXMHnAkckD7tQ37xrG/KN094XtQYG3Jk81KWH2hRnt0qjFM8Eez5YmDZ245xUqSPd4aOKSNT/G3yt+VS1qVF9CW5t0kkikdNzJ09BT7UEQc4ySTxTbpgNgPQ9RUkIRUwikD3pdCralWacJe+Wp+YgZq8AMe9Zt4rC9Ux4LNgH1HNaQOPrTlsKL1GudkbN6VXspFljYjpk1YkCmNt4BXBzWd9oEFv/ocAAPY9DRFXVkOWjuadH0qgLq6aBH8qNG3YYE9quqeMjp2xUtWGmhX+4en41HA+5cHacd1NPkGUOR2qvZJs34wFz930ppaCb1LVVFjZboMsoAJO5T3q31HSqSqd2R1DUR2CW5YuApgbcOPanRY8tcdKJhuiYf3uKVOFCjApANZUWQsepGKcnEXWkkUt0pyjC4NAWKYmJmA6KKszAlOKjuLbepZADIB8ueADSwJcLConKvJnnHSq0Erpkyfc564qOS4EcwTacnvU2MVE0KtLvbn0HpUlD2zs64J70xCQ21s5A60kskobYkZPq3pRBG6ZLknNPoBNWfq9us1o525dR8pyRitCq93E0sRCDmkhSV0SQZ+zx7uTtGSKow6h52pSWqkAx9feqmqXupWUKPbWrXDBgDHGO1adsvnBJ5LcRORkj+IH0NU1bUnckkRC6kjJ9akUcD0pHG0bsZPpVCW/eK8SJ4yq/3tjH+VSrlNq5ajhCSlyCWJ5OeKLkOQoRsHdz7ikhBdyy7ghz97qar6g0iywCKB5WB7cAe5poJOyL0f3RxzQqBSSBjNEZYoCwwcdKdSY1sY1rcBdalhfHzM2PyFTas4jkhdn24z0OM1HbKkeuT795djlcjima6YXvLWGRQSysw/DFarWaMNVBmqgWW29QwqOzgMMR3j5s9TTrPH2ZCDx0qxWb0bRrFXSbMuGRU1KdQWAyOMYFX5+IHOO1Y9tiTXtQXByCuDmtifHkPuOAF61UmroiN3FlGwkMpRs7SOCPWtLvWFYkTPbMDI23PzKuAR71u5znrSqbjpbGPqjyJqUBiXJ2HJrStDutkPtWdqxP26AIjsxVvu/SrmmiRbfEiMp9+tU/hJi/3jLfYVna67ppjmIKWzxu6VpelZmux+Zp38RVWBIUZJFRD4jSorxZX0lHeSOZZQqbMNGOea2+1Zmk2ot4QQCN3qMYFaQ6VVV3kRQTUNShrXliwLTSeWqkHdWaniLT7G88i6ugrOBtZuh9q09ahebTJUijMrEfcAzmuUvPDfn3NuyaW4KlSzEA/1rWkoONpMwrupGd4I7RJ0lG5HRgehDZzVfVvLOnSmVtgXnPpVG1sFgv1Edi0aFf8AWdB+VaV9bi5spYtgfcv3T3rGyUt9DovKUNtSrpWoWcttGsV1G2RgDcMn8K0xg1ytn4WEV+l55CRlVAVM9DW/ZxzoxMwAz6GqqRje6ZnRnN+7JF5aWkWlrI6QooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKQ9KWkPSgDJmt/P1yYhuUswqgdiXJ/oKvNdJHaLO7AKQDx3PoPemI6f2q8e3955KsT6jceKoWMby61PFMdy2IHlemXyc49hgUxGP4Ji+2R6h9rVx5F/IFt2xtjJw2T6nnqeldPfJvjVf9o/+gmsXwioWXUiG3F5UdvqUH+FbOobv3IBwNxJ9/lNVJ3kJbFfTrgWvhi3mxkRWq8eu1f/AK1M/tA6jokDRhVmvE2BM/dPRvy5/Koppkg8P6evJEhgQADJboePypnhe2FtFeRyFvMgupEAZs7EJ3gD2+akxm5DEsMSRp91FCj6CpKTNVptRtoHWN5k8xjhUHzMfwHNSMtUVBbzSTqXaFolP3Q/3j747VPQAUUUUAFFFFABRRRQAUUUUAFFFFABVa9sre+RFuYllCNuUN2PrVmobm5itYt88ionq1NeQna2pDa2VvZIVt4kjDHLBOmaLqxt7yIx3ESSLjHI7VTn8Q6VBGWe9jwOTtycD8KsafqdpqtuLixmWaP+8MinaS1EnF6DZdItJtM+wlCtsRjYrkcfWqK+FdNhSBVW4KwZEY85jjPWrmsaxbaJaC5uzIIi20si52+59qr2fifTL6VI7a4EpflWVTtP401z7xJah9pEkfh+whjWNY3wowDvOfzqhB4J0y3vZbqB7pJJRhh5xIHrXRE5qjqepJpcKSSQyyh3C4iGcZ7mhTm9Ex8kEtiOPQ4IxhZZ2A7M+aZLoiS27QmaQqSTu43KaZN4gEIYmwu2VV3bgFwf1qBvFcMdtJKdPvdsa7nAUZA/Or/emV6N7EUvg5Z9HksJNSuyGmEqynaWUjsOOlaK6S8ZDreShigViFUF8VYtNRS801L2KNyjruVTjP6VSl1qdLdnFi4l2Fo0LjLe1Sudst+zih0uhrNcRTS3VywTomQBn3qa/wBHW+lRzdXEWP4Y2wDWXB4ujngkZLC4DxsQUPGWxyBWnomtW+uael1bBlU8Oj8Mh9DTlGpH4hRlTloi5BCLeFYwWYAYyxyahk0y3ll3kOD/ALLkVbHSlrNNrqauK2KsVjbxBgsQy33ieS319anWNY1wiKAeSAMU+ildsOVIYsMancEXd64p9FFO47CbAW3EDd64p1JS0XCwx40fAcZI6UpAGOw9qdRRcVkZN3pMl1rNpeCfyo7fJKxjmXIxhvYVq46+9LVTUrO5vrdYrW/lsTuy0kSKzEeg3AgfXFFwsWSgIwQCD1zTVhQKF2DA6CuY+Hl9c3XhSSfULqW5kjup1MspyxVXIH6CpNJ8atrTQS2Oh6lJp877EvB5e3Gcbiu7cB+FK7Cx0oUeg+mKXkdK5LxX4v1LQNV0+1tNDmuorm5WHzi6ASZBO1PmBDf73Fb+k39zqFs8t3ptxpzq+0RzujFhgcjaSMf4UAXiM0bQOmBRXL+L9V8RaHZXepacukvYWsPmMlwJPNJHXGDigZ1HXrSLEik4HWsY+JI4bvQbSaBzNrEbMrJjbGVQOc5578VLDrNvqGu6loZhk32sKNKxI2usgPAxz2oA1iOPakH0rgrHRLDw/wDFSzttLhaCGXS5XdPNdwW3qM/MTXVLr0P/AAkzaJLDJFObcXEMjY2TLnDBfcHqKANSis7TNai1a91CG3ik8qylEDTnGyR8ZYL/ALvAPvWjQAUUVT1XTm1Sz+zC8urQFgWktX2OR6bscZ9uaALlFcFo+oXGja14hjt7+81LRdOtPML3UhlMdwAS0aueTxjPoaz5W1ey8DR+MzrN9JqOxLuS2aT/AEZo2YZjEfQcHr14oA9NorB1jS4Nator+41fUbC0SDzCttc+QoB53MRzwPfFUPB93ql94IuJbuWedyZhZzyLiWaIZ8tiPU0AdbRXnXgSSza7sob/AFHxBFrqQ75LTUZ5VSU4wxVW4YCvRaACiiigApaSigVgooooGHej0oooAaUG4nAz64prxI5BaNWIHUjpUlFFwsIqhRgDA9KWiigBu1QxO0ZPfFKRnjGR6Glop3BJCKoUfKMDsKWiikIbgbgeMj25pw6YoooGFJ/KlooAPagUUUAFFFFAB7UUUUAFFFFADlpaRaWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKSlooAyLwPa6/Y3W8CCVGtnB/vE7kP6EfjTp1+xao13wI7iLy3JPRlyVP5ZH5U/XrNr3SJViz50eJoT/tody/qKztY1eG68POYkkllmgDqka52FumT0HJqkJjfCtu1teaqjOzjzIsFuv8Aqlqzrd/aWuoWi3N1FEwSQhXcAnK4H865/T9M1DWtQ1WG4vn094po1lW2c7mHlrjnIH6VtWvhayhvzIHmaWNFAkJXd374znp703ZPURV0i9i1GXS1jju5jbw7w/lFYQQu3GTjJz35qhqMmrWWpanI9vFb2+pxBUVpA5Dr8pIwQMkEHr29q2tJ0G4gjlS5u7tBG5SHZOeUzkEg555qxe6FLdCHF9I5hkEqi4iSRdw6dgf1ovZha6KmjaRMLd7PVnvZzCAEeSX5HTt93HPGCDn171vW9pBaoFt4Y4l9EUCs99Qv7FHe9sfNiU/6y0O47fUoefwGavWl7b30fmW0ySqOu08j2I7H2NS2MsUUlLSGFFFFABRRRQAUUUUAFFFFABRRRQAVla+jSWQVSBkkEn6Vq1i+KGddM/dDL5OBnB6VdLWaM6vwMqReGbKSxTcZWLJgnfjPFL4TsY9OtJ7WMny4nAXJzU+l6rbXWiq8dxGzRxEOC3IOO9Z/gdxLHfvkNvkU8HPatJObi+buZQ5OZOPYs+J7+3VIdMco9xdMNsbjORmoNQ0uDSrOHyFjggBycJwrVzPiq8F3qV3ctM0MUOIYbhIs4Yc4z25qrf8Ai67vmnsbq/WC0MagNHFuboM5NdNPDztG23U56ldPm/A7Pw34gGoFbS8dTeksVCrgFV7/AK1e1ywub61T7G8KSo+7MoyPw9K850fUbXQtZtrm3uHlik2wlm9+5r1ksCgbqDissVT9jU5odTXCVfbU7SONnjvIrdoNRJgkXmN0l+V6h0pLvX49Vh3JEYlFqZGBOQRnO38etTeNppI9ShUWUtxC1q+50PCc1B8NbgrHfQmFlV3EglJyG4xitXzOhzoxjyqvyM6XQ9K/sLw3b6e0277PHgydM8k/1rCv7e6lvYNStr9IreJsSxvH94exrd8UCT/hHbwQDMnlnArzWxmk0RLOSa6uVhlYG6hnGWPstThqTqJyRpiaqhJRZ28Vlo8Xmv5NykaSmQ/vCwZiDkgZq94YttJt7B30RGFvM5ZyxYsW753c1z9jD4U1a1N2JLx8MfvSSKyH0AFdPoNtp1tpqrpYcWwYkeYWJz3zu5rCrppqbUbNX0NRemc5pa5+Xxro8DupnlIRirFYWIyOvNa1teQX1stzAxaIrkHkH8qycJJXsaqcW7XLXXpRXLDxpE8LXMGl3skCtt8wbAM5x0zk/lWtq+rnTLKK4S3acuyrsDAEZo5Zdg549zTorG0TX01i5vrcQtC9nII2DEEtx1+lZ6+ObY6vHZTWN3AJJTCksiYVmHp7UKEg9pG17nU5HrS1naxqJ0my+0i1uLkBgGSEAkA/xfQVlaT40tNY1T7ClpdRFhlXkUbG/WhRk03YHKKaR02RRXJan47i0uW7SXT5sWjAOCwDOp/iUdxVnWvFD6bpFpf2tqtylyyjBk2lQ3fjNHJIPaR7nSZFUNXu9StLZH0nT4r6Yvho5LkQgDB5zg55xxVTQddGuRTSCBojC+w5zhuOxrL0DxZda3qRhe2ghhC7twcsTyR6cdKOVhzplfwXZ+JdDsm0670i0SJ5ZpvtH20NtZyWUFAuSM4Gc+9UE8K61NrFtc2mlWGhTpOslxeWd6zLMufmXyQoBz710mteLbPQ9Ut7W8+RbiMtFJnIJBA24/GtLUNRXToPOaCWSJVLMyDOwAZpNFKSZl+MtGv9Ui0250oQyXWnXqXSxTOVWUDIK7ux5rT0e51O6t3fVrCGxl3YSOK487I9ScCp7S8iu7CG8jO2KaMSAt2BGaq22uW9xcrCgkJJI8zb8n50KLYnJI0q5TxXa+Itctb3RbTT7KOyu18v7dJdHKocZPl7c56966K4vBBKsQjd3bJGOn40Wl2t1bB/lV8fOoOdp9KLMfMjnvEOhait34ev9GjhuZdHLoYJpPL81GQLw2DgjFJ4b0fWbfxZrGrayLVftsMKotu2Qm3OV55OM9e9XbfxPFc62unJbTBmVmLsMAYOKuXOqQQXEsBlCSxR+e+4HGwdTQ4tCUk2Up9HupPiDaauqp9ki0+S3Y7vm3lwRx6YFY3xEuYS2nppV5Evia3uFNlCuGch/lYMvZCMkk8cV1p1C3Fib1H8yJY/NBUclfpXP6Z4hF5rEZkhsgJsiOVGHm4/hBHX1pxg2rilNRdmbeg6RFoOjW2nxNu8pfnc9ZHPLMfckk1Q8O63qGqarrVte29vHFYXAihkhYsHBGeT6gYyB0Jq3q+qrpMcDum8yyiMDp75/DFGh6vZ6xbyS2WwBJWDBPr1/HrS5Xa4+aN7XNXtWD4yi1q60B7fw9s+1TOEdml8srHzu2tzhj0z2zmsqTxrd22tS6dcafCpRj83ncleucY9K6ixvIL+1iu4DmN/u5GPbpVSpyjZvZkwqRnouhi6DaXp0yXR77w/baZp3kGNfJvBMWzwcjaOeSc1ht4Y8SXHhyLwlcCyGlIVjfUVlPmPArZCiPHDYAGc4rZ1TxZb2aTeUwFxHO1usTsB5jDGcfnXQ2souLaKYdJAGwfT0pOLRSmmcp4t0zWr3UtPhsdNt77RLZA8tq90IfNkH3Q3Byq4Bx3PXpXQ6dc6lPpbve6fBZXYDCOBbjzUOB8uWAGB+FNs9dsb3UZrCKdGuYQS8YPIAOKq6t4s0zRtRisb2R0mmTeuFyAPc0rBzGWmk69r3ibStR1u1tNPt9KLvHHBOZnmdl29cDC+1djUNvcRXUCSwSLJG4yGB4NU01q1fWJNOVwZo13Nz0o5WPmVrmlSZHrWPqGvrY3wtmRc8ElpAvyHqw+lWtQ1KLT9Oa+8t50AGBCNxYE8fhRysFJMv0dKo6bdfbbbzhswT0V92Pr6Vl3HiKSHVkgFrH5bXH2cu02D9Qv40crDmR0VFZOtald6ZEstrZC5QZ3/AD7So/Kl0LW4Nd08XMKleSrL0waOV7i5katFYNp4ia712408Wkhjh4N0vMYP90+9M8Ra/d6Q8KWdpFcl+WDzbCP0pqEm7ITmkrnQ0hqhpuoHUNIiu/LCvIhbYGzz6ZqjpXiL7fqRs5bfyXKsy4kDZA6/zo5Za+QKcdPM3qK5/WPEFxp+orbQWgkUx+YZC2ABnFbcUolt1kGDvXI/Khwkkn3BVE7ktJXHaX4qvru9RLhYkjaVoxsj3dDjrnip9a8T3WkanLEIENskSyF2znJJ4q/YzvaxCrwabOqozVGO9e50YXlqqs7R70Bzg1yE3jnU4Yy72VspGQ2XOM/lTp0KlRtRQqmIp00nI7zNKKw/C2utr2kpczpFFPuIZEfOKy9X8Vahomuz29zbW8loRvhKvtfHv+NT7Kbk421Q3XgoqV9GdhRkVha5q93aeHl1DTkjaQ4YrJyAveovDGtXGswym+8lZFIKiI4yv50vZS5eZbB7aCmqd9WdFkZxRniuA17xbrNrPeW1rb28VxC4WMkFiynoa19T8Q6lpdhp8rWkUrTKBKS2MNjJrT6vP3fMhYqm+Z9tzqOKWse01ia40A6gtspkClvKVs5xVTw54ofXch7Nrfr1bPSs/Zy18jX2sdPM6Ic0tYeu69LozRCOzM4k7h8EVf06+e+s0mkt3hZhnY/WlyS5eYPaR5uVF2jPNc5P4nkt7xoJLBwAT82/rWtpmoLqVuJlXb2xnNN05JczQo1oSlypl8UtItLUGoUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACGubWB7WdtK3FYRdJPEScloy24r+DDH0IrpKxfEVrcAW2o2FuZ7q0kH7oHHmRkjcPqOo+lNCZRsQY/F2sRodksuyaNiODtUAg+o5FbGn3MDySjKpcSsXKFslgOAR6jAHSqU1mkviN0lMg8xBJEysQRgFWGfQ5GRWtJZQPEibAPLGI2HVPoe1OTuCJxS1Qxf25G0x3SZ/i+RwP5H9KUamikLcRTQt0+eMkZ9iMg1Iy6Rms++0iOeX7VbN9mvR0nQfe9nH8Q9j+FWY762mJENxE5XqFcEj6iobbWLG8tUube7heGQkI4bAYg4OPXmgB+n3MlxCRPGI5422SKORn1Hsc5FW6p2duoubm7G4G4K8HjhRgcfnVygAooooAKKKKACiiigAooooAKKKKACsjxBps2pQQLB5W6OTcfMJA6Edq16a3SnGTi7oUoqSsziLjwfqEwMcZsYInx5m3cWOPwrotE0WDQbEW9qCe5LHOTWmaKudac1ZmcKEIu6R57/whepXN20NzLttBO75L7twY5OB264rsbPRbCytjBDaxBGG18ry/wBT3rR60mKc685pJuwoUYRbZwet+BZ3LLpaWyRlw6E8FPWuw0+OeKwto71ke6WMB2XoT3q7RSqVZTSUh06MYNuKOZ1zQ9R1DXba5tmt/s0MLIUkJ5JqTw1ot7pk1y98tvmQDb5LE9PrXRUUe1ly8vQFRhzc73MvxBp9xqmjy2tpIscrEEMxIFcbJ4J17UJ1e8ubRACOA7HOOnGK9GzQeaqlXnS+EVSjCo7yOMTwpq0UDrHdWo/ujnGffitzQdPutO0kRX1xHJMcsTGvyjP8616TtSqVp1PiYU6EKfwo4RfhjAVuHGpzeZOzMWCAAZOeBXTaBof9g6RHYLO1wFPLsMEitWlpSrVJq0mVGjCLbijjLj4fljOkGsXUEUkjOqKoIQHqK2L/AMOrfaVaWX2h1+zEHzMctgYrbopc8tGP2cdUYWj+G10i9kuEnMm+MJtKAd+ualutA+0ahDcC42p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alt=\"image\"\u003e\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003e2] Ethical Guidelines:\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eThis study was carried out in full compliance with the ethical standards of the institutional and national research committees and with the 1964 Declaration of Helsinki and its later amendments. Ethical approval was obtained from the \u003cstrong\u003eUNIVERSITY OF PORT HARCOURT RESEARCH MANAGEMENT AND DEVELOPMEMNT\u003c/strong\u003e, which reviewed and authorized all study procedures prior to data collection. All methods were performed in accordance with relevant guidelines and regulations governing research involving human participants.\u003c/p\u003e\n\u003cp\u003e\u003cimg width=\"675\" height=\"793\" 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alt=\"image\"\u003e\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003e3]. Consent to Participate:\u0026nbsp;\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eWritten informed consent for participation was obtained from the parents and legally authorized representatives of all students under the age of 16 included in the study. Additional institutional consent and permission were granted by \u003cstrong\u003eWest Itam Secondary School\u003c/strong\u003e, which acted in a supervisory and guidance capacity for participants within this age category. All participants were informed of the study objectives, procedures, and their right to withdraw at any time without consequence. \u003cem\u003e[Please see the attached letter below].\u003c/em\u003e\u003c/p\u003e\n\u003cp\u003e\u003cimg width=\"711\" height=\"747\" 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CgDnIPD87+ItbnulT7HfwLEpVuTwQeO3WqekQeKNAsY9KisLO8ihysN0bjYNucjcuM5+ldbDPFcxLLBIksbDKujAg/QipKAOd8GaPe6NZXqaiIhLPdvMPLbIwQP8ACrfinTrjVvDl3Z2iqZpQoUM2BwwPX8K16SgDlrV/FVvp0NpFpmno0USxLK90WHAxnaB/WsmTwHd2Gm2DW5g1C4t7prqe3mO2KZmAHA6DGOM13ssqQxNJKyoiDLMxwAKydP8AFel6reC2sppJXbO1hC4RsdcMRigDD1PS9d1t7AnS7OxhtrlJSgnDOcHnoMY9q0xo12PHz6ttj+yNZiHdu+bcCT09Oa6GloAwL3SLqfxnpupRqhtreF0kJbBBIOMDv1rLsPBCz22qxapEiPPdGa3nib95H3BB7c9q7OoLy9t9PtmuLuZIYV6u5wBQBneH11mCB7bWRFKYTtjukfmZexZexqr4w0m/1yxt9PtAgt5ZlN07PghBzwO/P8qtQ+LNCnlWOPVbQu3QeYBmtcEEZHSgDA/4QXw95ez+zI8EddzZ/nWEfCusr4RuNE2wusV2j2rGT70Yfcc8cf8A1672qUeq2suqy6ckmbqFBI6YPCn36d6AMrxbo13rHhtbKzVGnDxthm2jA681pataS3mg3drEAZZYGRQTgZI45q/WbD4h02a1urkXKrBaSGOZ3BUIwOD196AMB/CuoHQdFa3ljg1XS1BUMd0b+qk++BzV+K58T3cscE2m2VnCTiab7SZDjvsAA5+tb1vcRXdvHPbyLJFIoZHU5DA9DUtAHDaDpGt+HLVtPh0awum8xmF80wXfk9XGC2a1/BmkXujaddRaisSyy3LSgRNlcED/AANdDVez1G01ASGzuI5hE+x9hztb0NAFbX9Fh1/SJrCdigcZVwOUYdDWJZ3Pi3S7ZbSfS7XUTGNqXMd0I94HQsCOtdHNqNpb3kNpNcRpcT58qMnl8elWqAOQv/D+teINOEuoy2lrf284mtEjBkjTA+65P3s0mzxC6CMeGtGjl6GZpgU+u0Ln8K7CkoA5xtGvm8ZafqRWL7PBZtFIVbGHPovpUmtaPdXviXRb6BUMVo0nnFmwQCBjA79DWnqGrWmltbrdyFDcSeVH8pOW9OKnN1ALkWxmjE5XcIt43EeuOuKAOXfTdb0fxRf3+mWdtfW98FJDzeU0bD8DkVa0fR7628W6rqdykaw3ccYQK+TuCgHt04rXfV7SPVo9MaXF3LGZFTaeVHU56VdoA5bW/D14NeXWtKjtbiVovKntbofLIB0IbBweKksI9Xl1CBpdC0ywgRsyP5gkkPB+7gDH410tJQAjoHjKMMhhgiuP02y17wlFLY2Onw6nYGRngYTiJ49xzhgRyPcV2NLQBx9n4c1JrTW76/8AJ/tPU4iiwxt8kS4wF3d/rW74csZtN8O2FndBRNDCqOFORke9aVU9V1W10awkvb5ykEeNzBSx5OBwKAE1q1kvtDvrWEAyzQPGgJwMlSBzXN6DH4n0TRLbTho9nKIF2h/tmM8k9NvvXXxSLNEkiHKuAwPsayp/FuhW1w8E+q2kcsbbWRpBkH0oAp37eJb/AEcQQWttZXc7lJJRPvEMf94cct14qha+FL7wvqNtP4ff7RbyKI72CeTG/H/LQH1rXPjXw6OusWY+sla9tcw3lvHPbSLLDINyOpyGHqKAOUttJ1rwxqN62j20F/p93KZ/Jkm8p4XPXBwQRTtS0PWPEenpLfpZ2d9azia0jUmVOByHPfPsK62loA44p4gdfKHhfR45e8zTAp9QoXNXI9Fvl8dR6oyQ/ZRYCBmVsHeCTwPTmtq91Sy054VvLqKBp22RB2xvb0FW6AOHsfBVzP4c1bTL9lge4vWuIJEO7b0Kkj8OlTRw+IYIVgk8NaPczKMfaVmVEPuVK5rsqKAOTudC1K51jw9dvFbL9jD/AGkQnaik4+6O/SrXifRrvVNR0Oe1VCtndiWXc2MLx09elat1q9pZX1rZ3Eu2e6JEK7Sd2OvPartAHJTaTrOh+IbzUtEhgvba+w09rLJ5bK443K3SmapouteKbE/2hDa6fNbyLNZqr+b8wznfxjB6cV2FFAHHCPxA0QiPhfRRNjBmMwMf127c/hU+razqVpqujaLpwt/tk677k7MpHGoGSB2GeldBf6lZ6Xb+ff3MdvFuC75GwMnoKcltbNc/bEijMzoF80KNxXqBn0oAnHSlpKKAFoqlf6raaY9ut3LsNxJ5UfBOW9KuUALRWZf+JNI0y5NvfajbW8wAOyRwDg9KmsNY07VQx0+9t7nb1EUgYj6igC7RRRQAUUUUAFFFFABRRRQAUUlU/wC1rQ6v/Zgl/wBL8vzfLwfu9M56d6ALtFFFABRRRQAUUUUAFFFFABRRRQAlLRRQAUUUUAFFFFABRRRQAUUUUAFFFJQAtFFFABSc5paKAEpaKKACiiigAooooASloooAKKKKACk70tFABRRRQAUUUUAJS0UUAJRSUtABRRS0AFFFFABSUtFABRRRQAUUUUAFFFFABRRRQAUUUUAcl4433c2kaWZGS2vbnbNtONwBHH05/Sujj02yhtRbR2sCwAYEewYxVLxHoS67YLEspguInEkEwGSjD+lU0m8WRxeS1rpksg4+0ecwB9yuKAKOs6rF4duLPRNMeDTopA0sk7IXEKkk4Ve5Jz7Cq0PiaSz1qxhh1satb3MoikRoAjxk9GBAAxWjdeHtVkay1GO+gbWLYMrl48QzISTtIHIwDgGrNv8A8JJNcw/aINMtYVcGQxs0jOueQOBj60AZlnda/rer6vaQalFaW9ncbA4gDSYxkAZ4/E022vdVvrDXtKvL1PtNj0uViHzoQTgr0zgdfetfw/o1zpep6zcXDRsl7cCWPaSSBjHNMs9CuItZ12eZkEGoKqxlTlhhSDkY96BGZ4PttRi8L2l0upD7KsDMtt5C8cHA3deDS+Hb3xFrOj2uoTahawW4O5yINzyqDznsvHHFWNB0rXtLsk0m4WxksY1ZBOrt5jKQcfLjGc4zWj4V0mfR/DdvYXnltLGGDbDlTkmgZy9v4tbWmmnl18aREHZYbeO23vtH8TsQRz6Ctrwb4huNXa+tbqRLh7SQBLpEKLMh6HHY1BZ6Hrfhsy2+jGyvNPdy8cV0xWSInqAQMEVt6RHqwMsmrNaLux5cVsDhPXJPWgCj48jlfwjftFcGJVjJcbQd6+me31rJt7y+8MeCotRe7F3H9njS3tRAqBGbAXJHJAzXTeItPl1bw/e2UBQSzxlVLnAz71TuPDY1DwdFo11JskWFF8yPna64wR68igCi2n+KE043g1yM3YTzDb/ZV8onGduev41SuPF2o3mn+H7rTliilvZmimikHy7gOmeoHfirwj8X/YfsBTTc7PL+2iRs4xjdsx1/Gmv4QltrfQLeykRk06cyzPISC+RyRx1z2oA29Jt9UgEp1W9huWYgoIotgT1781lfEMf8UfdcZ+ZPw+YV01ZHinS59Z8PXNlalBNJt27zgcMD1/CgDmbrWNCvvDy2Nvpsl9ePAEWOOzOd+3GdxGBz3qeK61bw7Z+FdOmlG+4l8m4BG47eMLn2zXX2MDW9hbwvjfHGqNjpkDFY/irQ7rVVsbnT5I1vLCcTRLJ9x/Y0AJ4u1W70m3097OQIZryOJ8qDlSeRWJNb6jcfEjUY9Lu4rWRrRPMlkj3lVyPujpnPrVnU9I8Ta+tp9tXTraOC5SXyo3Zidpzndj9Ks3ek61a+K7rWNMjspkmgWLyppGUnGOhA46UARQX2raB4lsdN1S/GoWt+GEcpiCOjjnHHBH+NZelTva+GvFE0ezel5KRvQMPvdweDW3Z6Lqepa9b6trwtovsakW1tbsWCserMxxk1DB4XvYtC1yzLwebfzvJEdxwATkZ44oEMuNfv49K0Cz05YFv9SiU+YyYSJQoLMFH16Vo2ula/a3kMj68t3Du/fRS2yrle+0r0NVrrwrdT6Voxt7lLfU9LRQj4LRscAMp9jirNo/iia8iW8i0y3tkYGRomZ2kHoAcYoGb9ed+Dr/UbQ6oljpDXqG7YtIJ1jAPpg16JWB4T0S60RNQW7MRNxctKhjYn5T68daAOevbu9vPiDoJv9ONky7goMqvu+VueKlufFjX+sXkD6yukWttKYUCQ+ZJMw4JJIIAzW5q2h3N74q0nUojF5Fpu8wMSG5BxgY96qtoWraNqd5daE9pPBeP5slrdZXa/cqwHf0NAFfw54knu9Sv9Nk1CO8ihgM0N8YvLwOAQ44HBPb0rIutfuYLaWW28Xy3dxGpbbFpu6EsO24Dge+a6GbSdc1vTb611aSytYriAxolsGYqx6EscZHtVeHT/ABR/Yh0jyNKt41hMP2hXY7xjHC4GCfU0AZ2tai+saR4VvZVCyTXilgvTIBB/lRqFlqEnxTjSHVPKmeyZ45PIVvLTcfkx3+tX28Kah/YmgWgaDzNPuPNm+c4I5+7xz1q1reian/wk1trujm3kmjgMElvcMVVlySCCOh5oAxdSttVXx7plva30TXwsHDXU0XGN3J2DjPpWhFfazofi3T9N1DUV1G21BHIZoVjaNl9MdRzVu30bVJvFOn6xffZUMVm8MyRMxw5ORtyORirGq6Lc3virR9RiMYgsxIJAxO47sYx+VAG8elcZrOrtFqs8X/CVG3Ib5ba2shMyDHRiAefyrsz0rjtL0XXvDc15BpsGn3Vvc3DTLPNIyOu45IYAHdigCLSPE+oXfhzWpHmWW50/Iin8nZvGDglD0PFEB8Uah4cTVv7bggbyPOSGO2BVwBn5iecn2qey8ManDp2vx3U1u9zqRLI8eQucHqMcdfetjT9LntvCcWmOUE623lEgkruxjr6UAYMnjK9m8J6Nc2kUQ1PVXEMe/mNGyQzH8s4rP8caXrNn4SuZL3XTeREp5kTWyoM7h90jkc1oL4LvB4P0iyS4ii1TS382KQZaMtknB74INJrel+LPEmjS2NzFpdqjbSdsjMZCDnrj5R+dAHXad/yDbXv+5T+QqO606zaKaRrS3LlSSxiUknH0qe0jaG0hjfG5EVTjpkCnyqXidR1KkCgDjfhzZ2tx4W3S28Mh+0SDLxgnrUiXuq69r1/p+kXUel2GmsInkWFXeR+vAPAFaXg7RbnQdE+yXhjMpld/3ZJGCeKpSaHq2ia/e6joItrmC/Iee2ncoVcDG5WH8qAG2WpatpviRdB1W6W6W6gaW1vFiCMCOoZRxVKTxfqmhyXOlapbG61RiPsEkabUuQxwM+mO9aOn6Hqtzr39u60bcXMMLRWtrAxKR56lmPUn6VTbwNc6vBd3mt3eNXmOYJIGOy1Cn5Qvr70AJq1xqum2ugrqktrdXk96qzE26lUBI4X0x61an1LVtd8R3ul6RdJYW1htE9wYxI7ORnCg8AUy70TXNUstGF/9l+12V2skzrIcOgI+YcdeOlT3miapp2v3Gr6A1s/2tQLm1uCVDMOAysOhoAg1TUNa8KaTcTXV7FqbyMkVpuiEbCQ5zuxwRjn8KW7svFWnadLqH9uRXE8KGV7VrVREQBkqCPmp99omteJdLuYNZe0s2JV7UWxLmN1PVievpgUy7i8Yahp76dJDpsPmqYpLxZWbKngkJjqR70AZ95qia3rfg7UY12rcb22/3TxkfmDV6HUNY8T6tqMWmagunWNjN5G9YRJJK45J+bgCpX8JSW134dWxZDa6XkSbzhmzjkDHUnP503+x9Z0DWL260KK1u7S+k82W3mcxtHJ3IbBBB9KAGW/iHUND1S903XJEvBDatdwXEabGkVeqlemfejSY/E2u6dDqr6ylgLhfMitY7VXVVPTcTyTipbHwze6hqN5qXiF4RNcWxtY7e3JKwoevzHqTWbp1xqWj6SLO28QaFJYQAqlzKSZI0HbaDgkUAVZ/EOo3XgCa+uzbzXMd95I3wKy4DY+6eK3dZ1bU5/EFvoGiyRW0hh86e6dN3lr2Cr6msDRtAvtY+G7W0GwST3jTo0uUDpvzu74z1rpdZ8P30mt2+t6PPCl9FH5Twz58uVfTI5BoAltLDXNPkd7vXYrq28tsma3WMo2ODkcYHfNcpd+Ibu1tZprXxg17cQoW8qPTd0TEc43AcD3zW/eaZ4j8RWF3Zap9gsbWaFk2wM0jlj0JJxx7VXj0/wAUtoD6MLTSraMQGH7QsjEOMY4UDgn1NAFXW9RbVtM8K30ihHmu1ZlHTOMHH413tcdJ4W1BtF8P2imDzdPnDzfMcY56cc12NAHnOp31nYfFi4l1CB5ojYqoVYTKc8dgD781NpaQ+IvHFvq2h2ptLGyRormQoIzM5/h29ePetyPQbtfiFLrRMf2RrQQgbju3ZHbHTijVfD11Bqw1nw88cN8xAuIJCRFcr/tY6N70AZGoeLmutfvbEazHpFrZP5RfyfMlmfvjIIAFJpPi68Go6hYJdJrKxWjXNtOkexmKjlGAGM9OlX5NA1fS9YutT0Q2ki32HubO5JwJPVHA/mKuWsXiaZ5pLn+zLIeURFHEDId/YsTjj2FAHOaZrt3qtpFN/wAJjb2uoSf8uklsiojf3efmP51e1rxTOmvHSP7Sg0yOCFWnu2i8xncj7qL0A9zSavoeveIbGSwv9N0SIycNeKzMy+6rjIP41buPDF/p2pR6loU0Mk/2dLeeC7zslCjAbI5B4oApaP4pmTxRbaZ/aqavaXSHEwh8t4nAzg4ABBxVe61qdJptvjIySIW/dWuniVF9ASAf51vQ23iHUGaPUY9OsrV42R1ty0kjZBHDcAdaz9H03xPo2mLpNvbaUIk3Bbwu3IJJyUAyTz60AUZvGeqTfDyDV4THFem68hiEyrYYjOD0zWxe6jrfh/TL3V9YubWeKOPKWlvEQAxPA3Hk1lf8IVqf/CCJo5e3N2L0zk7ztKlieuOvNdhrWkw65o9zp9wSI502lh1U9iPxoAwLPT/Fd9YR3s2vR21xKm8WyWqtGmRkKSeTWbdw6rL8Q44rO4t4r06cBNO0ZZQMjcVX1zjGa07WLxjYWcdgiaVcCNNiXbu6nA4BZccmrVtol8njCPVbiSF4/sPkSMuQWkyCSFx049aAKdle6xpHi+20jUb4ajb3cLSJIYhGyEew7V19YF/o11c+MtN1SPy/s9tC8b5b5snpgVV0LVtR1vxRqbxzoNGs28iNQgJkkHU7vQf1FAHUUtJS0AFFFFABRSHpxRQAtFFJQAtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUlLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUlLQAUUUUAJRRS0AJRS0UAFFFJQAtJS0lAC0UUUAFFFFABRRRQAUUUUAFFFFAFPUNVtNL8j7XJs8+QRx8E5b04qzNKkELyyHCIpZj6AcmuU8dH9/og65vBx610Wr/wDIGvv+veT/ANBNADtP1G31WyS7tHLwvna2CM4OD1qyfavOlu7uz+HmjNY3L28r3WzcnoZG6+oq94js9S8O2CatDrl7PPHMokjlx5bgnGNoHFAHVSavaRarHpzyMLqVdyrsOCPr0q7XL3V7dN47sLUTSJbTWbsUU8bvX603w7rNxZf2np2t3JkudOYyec/BkhPIP+fUUAdVRXnr+IdWtPDR1SSWXz9UuglsrLuFvFzyF7nHb3FR3l5Na2hn0rUPEc2oJhgtxauY5T3BG3AH0oA9Gpa4e91DWL/xFo0FpdvYNeWRkkjdNwQ4JPyn+Ids07XotX0WwtYv7S1G6tpJmN3dRRhpo04wAAOB15oA7R2CIWbgAZNZ0PiLTZ9Mk1EXIS0iYq8kilQCPqKw/D1xYXGqr/Z/iG+nAjbdZXZyW/2huAORWBPJdat8Lr25u7y4aSGaTI3DEgDYCtx0oA9LjkSaJZI2DI4DKR3B6U6uLm0bU4fCsV3pms6ibiO3SVIWZShAAJXG3PTpT9V8XNd+ErKfSXK3+psIIVUZZH/i/LmgDsaKr2EElrYQQzzPPKiAPK55c9ya5m+ub7X/ABdPo1tfzWNpZwrJM0GBJIT0AY9BQB11Yd74stbXUZbGC1vb64hAMq2sJcR56An1rJnF94Y1ywt/7Turuw1FzCVuCGeJ8cMrf0qj4b0WafXddjXVtQiMFyAZEdd0vXlvl/ligDvYZPOgjk2sm9Q21hgjI6EetYtz4z0a0vJrWW4k86FtrqsLtg/gK3a890zWE0jxn4gaS0vLnzJRgW0PmFcevpQB2el69putK5067jnMZw6jIZfqDyK0K4CMXia9qXiuTTnsbWCzZUjkwJJyBwWA6D/61W9K0LU9a0uLUr7xDqEV1cL5ipbMEijB6DbjmgDtKZNMkELyysFjRSzMegA6mvO7zxLqzeErlWujHqNjqC2kk8YA8wbsZx7962r/AELUzpV9c3viC6kLWzHyoY1jjBxngYJx2/GgDprO9t9QtI7q0lWWCQZR16MKlkdYo2djhVBJPsK4/wAC6TL/AGHp16NTvfL2sfsu5fK6kYxjP611d7/x4z/9c2/kaAItL1W01myW7sZPMgYkBtpHI69ab/bFn/bA0vzf9MMfm+XtP3fXPTtXF+BZtdTwvCNNtbCS38x8NNMysTnngCpdPkvn+J4bU4oIrj7D92Fyy7ecckdetAHe0V55cXMF3f3H2bWfEt84lP8Ax4IPKiP90HGDj61CniTVZ/hxq1w11It3Zz+Sk4wshG8D5vfnBoA9JpK5Fv7V0jSH16/1aS7MVrv+yLGEiJIGPc4pul6BqWrabDqF/wCINRju7hPM22zqsceegC45xQB2FLXDl9W1bxG3h9dUngt7C3V7i6iAWadj+gH0qSV7/wAKeItLtzqNxf6fqMhhKXJDPE+MghgOlAHZ0VzXhO+urzUNejurh5lgvTHEG/gXHQVUt9TvX1fxVE1zIUtYswLxiM7M8fjQB2FVrTUbS+knjtZ0le3fy5Qp+43oa5Xw1Za1rOk2F/d6/cImCfKijUFxkj5mPJNZ/hLRZrnUtcRNY1GEwXmwtGyAy4H3myp5+mKAPRKKSloAKKKKACiiigAooooASloooAKKKKACiiigBKy/+EY0Tz/O/smy83Od3krnP5Vq0UAIqhVCqAAOAB2paKKACiiigAooooAKKKSgBaKSloAKKKKACiikJwKAFooooAKKKKAEpkNvDbJsgiSJc52ooUZ9eKkooAKKKKACiiigAoopKAFooooAKKKKACiiigAooooAKKSloAKSlooASloooASloooAKKKKACiiigAooooAKKSloAKKKKAEpaSloAKQnFLRQAlLRSUALRRRQAUUUUAJS0lLQAUUUUAFFJRQAtFJS0AFFFFABRRRQAUUUmKAFopKWgAopKWgDJ8Q6FHr9ikLSvBNE4khlTqjD+YrNudI8TX9o1lcatZpBIuySWKA+Yynr14Ga1da1610GGGS7WZhM+xBEm4k/SqX/CZafHKiXkN7ZB22q9zblFJ+tADL/wAKLLolhptnL5cdpKkgMg3FsHJ/E1b8TaLJr2jtZRTLCxkV9zDI4OatXWrRWl/aWjQ3MjXWdrxxFkXH95u3Wr1AGLJoUj+J7TVPPXy7e3aHy9vJJ75qn4m8IDxBeQXEdwbc7TFcAD/XRZztP+e9dNSUAZes+H7XWNISwfdEsRVoXTrEy9CKoDTvFAQQ/wBs2ezGPO+zZk+uM4zXSUUAYI8Pz/8ACQ6dqT3Yk+yW7QvuX5pCQRu9B1q3q1pqc7QyaVfR2zR53JLFvSTPr3FaVB6UAc7beHb241y31XWLq3kmtlKxR20RVee5JOTUdh4P8nwld6Jd3AcXDOxkjXG3ccjg+lT3fjCzhvpbOztrzUJ4TiUWsW4Rn0J6Zqxp3iW11FrhPJuraW3TzJI7iEqwX196AItFsdZ00Rxajf2s1nBFsXZEVY4xgkk44ArnvBulW2oeIdQ1i2Rhp8U7rZqx43NjewHp6V2em6ja6xp8d5ZuZLeUfKSpGfwNWURY1Co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ZkULldp44oA6HU/EGlaMVGo38FuzdFdvmP4dan0/U7LVbfz7C6iuIum6NgcfX0rlPCUdrN4i186gsL6oLogiQAsIv4due3/1qLD7PH8T7lNJEYi+yf6YIsbQ+eM44z/8AXoA7aiqdpqtjfTzQ2l1FNLAdsqo2Sh6YNXKACiiigBDzS0nWigApaKKACiiigBCcUdaWkoAWiiigAooooAKKKKACkpaKACkoNLQAUUUUAFFJS0AFFFJQAtFFFABRSEZpaACkpaKACiiigAooooAKKKKACiiigAoopM0ALSUtFABSUtJQAtFFFABRRSZ5xg0ALRRRQAUUUUAFFFFACUtJtGQcciloAKKKKACiiigAooooASloooAKSlooAZIXA/dgE+5p3bmlooAQc0UtFACUtJS0AFFJS0AJS0UUAFFFFABRRRQAlLRRQAUUUlAC0UlFAC0UUlAC0UUlABS0UUAVL/TLPVERL62jnVDuUOM4NVoPDWjW0wlh0y1WQdG8sEj861KKAGsiuhVlBUjBBGQRWQfCOgmQudKtST22cfl0rYpaAM2+8PaVqQi+12MMnlDbGduCo9AR29qdaaDplhMktpYwQyRqVV0TBAPvWhRQBWtNPtbBZFtIEhEjl3CDG5j3NWKWigDLuvDekX109zdafBLPJjc7LknAwKdaeHdJsLgT2lhBDKAQHRcEA9a0qKAKtnp1pp9uYLOBIYixYogwCT1NFnptpp9sbe0gSGEkkoo4yetWqKAKdtpVjZ2Rs7e1iS2YkmIL8pz14qivhDQVkDjSrXI7FMj8ulbNLQBVGm2Yvxei3jF0E8sS45C+n0o/s20Gom/ECfaynl+bj5tvpVqigCr/AGbaf2kdQ+zp9rKeX5uPm2+lWaKWgDGfwjoUjsz6XbFmJJO3qTzV600uysLY29pawwwnqiIAD9fWrdFAGJH4N0CKUyJpdvknOCuVH0B4FWpPD+ly2EdlJYQNaxHMcRTIQ+3pWjRQBmWHh3SdMlMtlYQRSEYLhcnHpk1XbwboDS7zpNtknJG3gn6dK26KAKtzptneWgtbm1hltxgCNkBUY6YHaqNr4T0OynWa30y3WVDlW25Kn2z0rYooA5zW9Cu9d16wFx5Q0m0bzmTOWlk7AjHSuixilooATGaxLjwZoN1O00umw73OW25UMfcA4rcooArWOnWmmW4gsbeO3iHO2NcCkstNtNNieKyt0hjdi7Ko4LHqatUUAZsHh7SrWG5igsIEiuTmaML8rn3HSq1t4N0G0uEnh02ESIcpuywU+wPArbooAqyaZZzajDfyW6NdwqVjlI+ZQeoH5mi4020u7q3ubiBJJrclonYcoT6VZpaAMrU/DWlaxMs19ZRyzKMCTlWx6ZHNPt9Ht9I06aHRbWC3dlJUYwGfHBY9TWlSUAYvhTw+PD2k+TIUe7mYy3Mq/wAbnr+FbdFFABRRRQAUUUUAFFFFABRRRQAUUUlAC0UlLQAUUlLQAUUmOaWgApKWigApKKWgAooooAKKSloAKKKSgBaKKKACiiigApKWigAooooAKKKKACikpaACkpaSgBaKKKAEpaKKAEopaKACiikoAWiiigBKWiigAooooAKKKKACikooAKKWigAooooAKKKKACiiigAopKWgAoopMc55oAWik70tABSUtFABRRRQAUUUUAFFFFABRRRQAUlLRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRSUALSUUUAHeiiloAKKKKACiikoAWiikoAWikooAWiikoAWikooAWikooAWikozQAtFFFABRRRQAUUlLQAUUUlAATgZooozQAtFFFABRSZooAKWiigBKWkooAWikpaACikooAWikooAWikooAWiikoAWikooAWkoooAWikpaACikooAKKWkoAKWikoAWkoGe9FAC0UUUAFFJRmgBaKSloAKKKSgBaKSigBaKKKACiiigBKWkooAWikpaACiikoAWiikoAWiikoAWikooAWikooAWikooAWkoooAWkoooAKKKKAFopKKAFopKWgAooooAKKKKACkooAxQAtFFJ1oAWiikoAWkx70tFACUtFFABSUUUAFFFLQAlLRRQAlLRRQAUUUUAFFFFACCloooASlopKAFrG8XSPF4V1B43ZHWLIZTgjkd62ax/FkMk/he/igjaSRosKijJPI6UAeYaJeQTw3zarrF7blIswFLhxl/p3rd8A6lrd7LdJPNPNZCBsvJyEfttPXPXiofCOh3v2HWYrqwlTzrbEYljxubnAGad4EsdV0zU50u7C8iiuLdgd0ZC7xyPb1FAjn9Cv0uNTij1nVb2CzMbFpEnfO7jHTPvXoek3mjaNol7q1lf3t9aqQrmWRnII7LuxjqK4vwpZalomsx3t1ot/LGkTIyLBk5OPX6V2x8QXN7p96lp4evEkjh3qlzCAkhzjbgHk98e1DBGj4e8SWviS3lltY5Y/KfY6yAdcZ7Vp3VzHaWstxMcRxIXY+wGawvBt3eXenTG80yOwCyYRUj8sOMcnbUPj0Xlzosem2NvLK17KInZFJCL3ye1AzzW71vVhfLqck1xH9oczxIJW2lQxGAM4xxiu38e6m9x4R0+9s5niE8qNmNyvBU8ZFZ/ibwTqMOi2vkXUuo/YwI47dYACinAOMcnoKoSWOsXXgSHTn028M1tejYDEclCCf0JxTEVkdT4NfUZdYvE1FbgpFF9rb5wMcbc/XmpDrmq3fgeV7i5uD5V2ixT7irMCDlcjqBxXT+BvDNqdDL6tpMf2rz2wbiEb9vGOvarPxB06a48PW9vp9o8m2cYjhTOBg9h2pDOLtpFl8IXV/PrF4l9HMFhj+1N8/Tjbn68+1S2mu6re+B9UNxdzukE8Qhm3ENyeV3d66LwJ4Ztn0mU6vpMZnEx2m4gG7GB69q1PHOnPL4Se10+1LHzEIihTsDzwKBHnlhe276DqE1/rF7HfJj7LGtw/wA5+ncZ71teGPEmuWvh/Vr65eS4s4IR5Ek3zYlJxgHqQMgkUzRtBvX8Ea3DLp03nuVeFXjIZiOflo8JaHqNzYatpF9a3NtBdwq8TyRkKHB//VQBF4NtpfFus3R1m8uplSHd8szKNxOOgPaqfhrXL+213+yLi8nktbqVrVlZySpJKqwJ5BHFaPhdNS8F6tcnU9Ku3SWLaDbx+YCwORyOxpnhHwdql14gh1PUbdraCOY3H7zhnbJIAHX05oAo+GtXvtF8Zw2t7dzyIJmtZhJIxHJwDgn1x+ddgs9xrfxKdIbh1sNJixIiOQGlPrjr+Poa57x94avf+En+16dZXEyXKB2aFCdrjjnHc8Vq6dYah4f+H99cpazPq+oMzsoQs4LcAnv0yfxoA5XxTrd9qer3moWlzdJYCc2sbRyMqZUduep612La2+qfCme7SZhcRwiKR1YhgysAefUjn8az5PAmpx+Chbi+Z2RftAshAv8ArMZIDdc8msvQ7HWIfDeuabJpl4EuIVkizERlwwyB+H8qBmr8Lru4ub6/E9xNKBGuBJIWxz7mvSK8q8GSX/he5unu9E1OTzlCqI4DkY9c16DomuHWllJ0+9s/Lx/x8x7d2fSgCj4n8Pw3kN1qJvL+GWG3YqsNwUTKgkZArzXwi9zr3iK1srzUb/yZUdjsuWB4XI717BrMbTaJfRRqWd7eRVUdSSpwK8s+H+i6jY+LbGS6sLqGNIpAzSRFQPkx1oAXxpqt5o93/YOnXt0lrboGZ3lLPIzc8t1wPSpfE+kN4e0LR76xvbyO6mAEzfaGO5iu7IyeOa0PiF4Nv73Uzqmmwm48xAssa/eUgcEDuDVLX7y/8U6TpWm2Wj3/ANotQPPLwlFDBduAT275oEdl4D12413w8Jbxg9xDIYncDG/ABB+uCKr/ABB8TXHh7S4UsiFurtyiSEZ2ADJP1q54K8Py+HdBW3uWU3EjmWUKchSQBgfQAVT+IHhefxFp1vJZYa5tGLJGTjeCMEZ9eKBmD4I8Pp4k0u51HVbq9lleUxoRcOpXAHzDB68/pUl3qmv+EvBEiahKTdyXXkWsrsHdYyCck+vBx9RUXgzWbrwtZz6XqekamW80yxmK3L5JA+X9ODTpPCuu+ItI1WbUDJA89yLixs5pd3lYzkH+7kNjHtQBneF9KfxFoGs39/eXj3MAIgcXDjaQu7PXnmm+C/FGou97plzcyTRPaSvEzsS0bKpPB64qbQbjUvC+iavpt7o9+09yD9n8qEsuSu3kjjrzT/CHg3UrNb7Ub+3aAi0lSGI/fdmUg8dv50AYPhHxve6JexS31xcXNpMgEqSOXIH95c+n613Q1Jrr4pWq29072c2mtKqq52N6HHSsyx8ESax8OdPimhNtqlsjeX5i7SRknY3sf0rP8AaLqln4vilvLG6iiitpY90iEKuSOAT+NAGZ4Olu9a8SW9jfahqDQv5m4LdSKeASOQasz+IdV8G+K7i1W+uLqzhmCmOd95ZDjue/PUVD4SsNS0LxJBf3ukaiYovMDCO3LHkEDirz+EtX8XeKJr66spbGzmlDlpvlYIMcY7nigRW8UapexeO7mOG9uli+0R4RZmCgELxjOK7f4lXM9r4LkltppIZBNCA8blTyw7iuU8beGNTg8Sy6rbWclzauyyAxDcVKgcEDkdOvvWvrupX3jbTItK0/Rb+DfKjzTXKBEjCnPXvQMyfHPi6/W5j0qzuZLeKKFDMyHDSMVBxnrj6VtXPgu6svDltcaNdX51hQjl/tTYcn7wIJxisrx14I1CTUm1DT4WuonRBIqcsrKMZx3Bx2rXfxZe6v4c+wWOlamuryRBCfKMaRt0Lb+MCgCv4z0ifS/Dcmr/b9QS/d4/MjW6bygzEBgoHQdcVmeBNPl8TNerfanqiiDZsMV0w65znr6Vv+KNM1MfDWO0uTLe36NGZSgLkndk+5x61U+FdjdWjakbm2mgDbNvmRlc9fWgR6DFGIokjBZgqhcsck49TXi+valdL43vIJNRu4rb7WVbbcOoVc9sHiva68a1PSb+T4hTypYXTxm+3BxCxUjPXOMYoGQXer39j4nNv4U1a+vo9y+UHkModu689R71b+I2p39r4p2RXdxCfskbGOOZlUN82eAcVF4w0fUbLxnc3mm2FzgOksbQRHbnA6Ee4p/wARNPv9S8Rpc29hdvHNZx4KxMcHng4HBGaBHRaBD4dvdQsktPEmpz3oxJ5JunIYqMkEEdPauc1PxE7eMbuPxJ9tktIpWRbe3mMQjH8JwCN3HPXvXX2fjOCCGCMeHdWEiqqZFp36dayLyAxahex+NdKu9QikkJs7u3h37F5+XK4I/H0oGWPCFws3ivOgao0ujNCTLaXUzGVH5+6rc46c+5ri9O1WSTxAItW1i/gsTPIJJBcuCoBOPXvjtWz4T8LXcni+DUNPtru30qCYukt2ux2T+7jqc1maJa3+keKUvrvR7+SKKeVmQW5JIO4DGRjvQI9I8JQaOZbi70jWr3UEQCOQTzs6p37gc15t4i8Qarfarc6lBc3UNlJO0VuY5WVCEx2Bx0wfxrstb8YS3WiXVppegarHcXCeWpNrtAzwSce1Z2p+ANTtvBMUC37XC2g85LJbcZDH7wDdSeT9aBmt4g1uTUfhYupW80kUrLHvaNyrBgwDDIriNMvoptC1KfUNd1CG+iKi1jF0/wA5x/dzzV2xi1T/AIQPV9Kl0+8+WSOaHMLZ5cbgBjnpn8an8P6HdS+BfEMU2mzeeWRoVeEhiQOq55/KgRZ8K+Ldas/DuqahetJd2sCAW7zdDKTgKG6kc8+lReDYLrxprN1NrV9dSxQoGKJMyAsxOAMEYAwelR+E9D1C+0nWdDuYbm2FxGssBmiZUSRT/XI/KneEZtR8D6vcx6vpV75M6AM0MRkwVPBBHBHNAzpbLTta0X/hIoJZpn0dbZ2s5JZt0gbbng9cD+lch8PvFC2WsNLreqzLbm2IHnyO4L5H15xmuqVtY17UtS1SOG8tdJaweKK3mODO204bZ261gfC3S7q28QyG8sJ40+yEEzQkDO5fUdeDQIoaDrN3d+OoAmoXMttJettBmYqVyccE9K9qrxjSNJvoviEkjWFysQvnbeYWCgbjznGMV7LI4RGcgkKM4AyTQM84+JWs3r6hFpumSTr9lha6uWhcrtHbJHYD+Yp3w91GXxBo2o6NfXdyHXDpMkpEgRuuGPPBH60mheHtY12bVdXkvpNNa/kaLy5LYOWi9Pm6Dt+FYXhaw1Pw141iD2N00aSG2kdYm2lCcBs9MdDQIPG0Vx4e11LKy1PUjGYFkzJdOTkkj19q7rwdoSpYWGrPf6jLNLAGaOW5Lx5I/umuU+Jmm3t34ojktrO5mT7Mg3RxMwzub0r0HwrHJD4W02OVGR1t1DKwwQcelAzO+IFtdS+FbiaxmmjmtiJf3TlCyjqMj25/CuD0DxjNZ+FdbguLyV7nYrWzSOWbLfKcE8+levzRJPC8Ug3JIpVh6g8GvF9J8G3beM4rG6s5mtYrg+ZI8ZCOi89enPFAFnwj4wn0yw1lbu6llcW3mWwlkLHeOMAk98j8jUetyanpfhTQnkvrxbi63zSE3D5wcYGc9MfzqGXwTdSeNDpxs5xZtc8SiMhfKzkkHp04rp/ijptzdDTEsrOaZYw4xDGWCjA9OlAjN0B9C1DTrZdS8S6nFqMxKtEl3IMHJAA4PbHek8Z6zd2Xi2KxvpLv+yoETEEMpRplx97cOpzWp4b8Qromg29ld+H9UeeDdl1tcg5JPB/Gk1GW6u9W+167pF5faDcwhoohAGe2Y4+8B8wPB796BlHTrqzuvEFl/wAIrqU8CSZW7tLy4cblP93dnJ69D2pnjzTH8MR2TWGqaqTOzhvNu2bpjGOnrWb/AMIs2seIEPhuwvoLBWUmW7QoI2BycZ5wK6X4p2VzcwaULe3nnKF9xjQtjgdcUAHgDSDrWjw6pd6lqZnjuWG0XTbGCngEHt616BMSIJCDg7T/ACrlPhlbT2nhFY7mCWF/tEh2yKVOCeDg11cwJhcAEkqeB9KAPGvCM13rHieKwutRv/JmEqtsuWBHyt05p/jeK48Oa1HaWOp6kYzCHPmXTk5z9am8B6XfW/jS2lnsbmONfN3O8TKB8rdzVn4nabe3fiOJ7azuJk+zgbo4mYZye4oEdL4Q0SOLTbHXJ9R1F5TAXkSW5LR8jk7TXnWs+INWvdRk1OO5vILe4mf7NiVlXCHGAAcen513epvqFp8L7OytLW4a7uYUtyqRksgPUn04/nWXrngLU4PCcMcd+12tkA8dolsARn72GByep+uKANDxhrkt78OLLUrWeSGSaWLc0TlSDzuGR7isHwH4vfTrrUI9TvJZI2tzNH50hbDIOgz0yKqRWurP4GudKbTb0mC9injBgbJVs7h+H9adrvgq7/4TL7LZ2khtLqVHWTyyURW5YE9sc/pQMzdJ1zUrvxBZM9/dkS3aFlMzYwW6YzjFe8V41c6Hep8Qy1vp1yLaO/RlYQnbsBHOemK9lPSgDx/X9fl/4Te5i183rWMEjIltbzGLC/wtwRnI561seGLiKTxbCfDmqyPpjxk3FndzsXU88orcnscg+tGoQyQa9fDxhp1zqVjI/wDoU8EG/wApcnjK4Yf/AFqx9D8KXV14wt7zSba8ttLgnWUTXa7H2g5ZffPT+dAGdNqcx8YzQX2qXsFib2RZWS4cbE3N0547dq7nS7rQ9MtdQ1XS9Zv9S+xQFpIpZ2dRnpwQOeK4v7He2Hjl7+XS72W3jvpJCEgJ3Lubpxg9a7ptZtvEsE+jR6PqNn9tjZTNJbbFXjgk0COS8OzX3jnxWYtWvLk2yxtM0cMrRqMEAKAD79evFdVaafqfhbXNQmiluJtBjtTKFnm37XAzhc89v1rldBh1PwL4m8/UdNupLd0MTtbxmQHkEMCPp0966Vxqfi/xDFNBFfWGiJA8c3n5T7TuBHEftnr7UDOW8M3l9418VomrXtybdlaRoY5WjUADgADpSW+t6j4T8ZS2UV5PNZRXPlvFLIXBQkevQgHtU2iaZqHgPxOk9/YXM1mFaLzbeMybgRwRj8OKLLw5qfivxbJqbWU1rYS3Hms867TtB6AHkk4oAq634i1PR/Gt5Na3k5ENwcRPIxjYf3SOmMV0viHxIutaToF9p1xLCst8scyI5VlOOVOKm07w8msar4ptNRtZEgmnUxyshBDAHDKfauMj8LatpHiWC0ktriSNLlG8yNGMbgHhuOOn5UCLfizUr+Lxxd20d/dRxNMq7UmYAAgdBnirni+TUvButW39lateiKaPzFSeUyjIOCDnqOlVPF2n3h8cXV0ljdvCJUbekLMCAB0wOaueKbbVfHGs27aZpN5HBBH5ayXSeUMk5JOe3SgDo9a8XOfh3FqMZMV5fKsMapnIduDt+nOPwrkvBmv3+neMYbXUrq4ZJGNtIk8jNtft1PXIx+Na8vhzULjW9H0K2d4bfSIPOa8aHcrTHByAeDzjj61i+MPDOradroug02oSzYm8+G3Iw6+oXIHQUAWfiFqd9aeLJ47e+uYY/LQ7UlZQOPTNVNa1ebTNTto/Dmt390WhVnHnGXEmfujPXPpR4ut9R1jVor1dNvAZ7aIlfJbhscj86uePdFvG1e0lsdPnw1om54Yj98euOh6UxEnjSPXLCCy1Y3V3bm7iUTxJKwWKXHpnjPp6irL+J7zxbaaLo1jPLFeTn/TpYiUKBepB9D1roNXEusfDJzJbTPctaqTG6HfvUgE465yCaw/hbp09rqN9Lc2c0LeUqq0kZXqegz9KRR6RFGIokjBYhVCgsck49TT6KKACiiigBKWiigApKKWgAooooAKKSloAKKKKACikpaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiikoAWik70tABRRRQAUUUUAFFFFABRRSZoAWkpaKACikpaACiiigAooooAKKKKAEopaKACkpaKACiiigAooooAKKKKACiiigAooooAKSlooAKSlrN8Qi9OgXw0zP2zyj5W3rn296ALj3UEb7ZJ4lb0ZwDUoIIBByDXh2iazpFkktvruhpfSFzunbmZM9ju9PqK6Kw1k6D4Cv7jTdT+1b7gR26lSGtd3Yg+34UAelyXMMJxLLGh9GYCniRSm8MCvXOeK8p+HWiWniG61G81iIXrRFVH2g78lsknnvxW2/h270DQfFA81Rp00TtawK5byxg+vT6e1AHdLIjHCsp+hzQJYycB1J9Aa8b+HmsxaRqt5Lcx3UqvCFAhjMhHPcDpVTwhKP+E3tpCWKK7uAeuACaBHt8kscQzI6oPViBSRTRTDMUiOB/dYGvFNFkl8WeO7Yau5nSWZ2MbnK7QCQuPTjFJ4lZvCfja4OjZthEySJHGcLyOQR6e1AXPbmZUXLEADuTimR3MMrbY5o3b0VgTXi3jXXLjWfExhaWQWiNHHHFuwBkDccdzkmr/xD0Sz8PXmmvpMQtGaMgmH5TlcfN9eaBnrrSKn3mAz6nFKGDDIII9RXjPivVJ9W8N+Hbu4ctOyyK7dMkHGa9C+HpJ8EaeTnOH6/75oA6WiiigBhmjBwXUH0JFKzKoyxAHqTXh/itiPHl4MnH2tOM+616F8Tyf8AhEGwf+W6f1oA6wTRkgCRCT0+YU5nVMbmAz6nFeNeMNGm8M63BeWBeOGfE0J5xHIOSv8AX8TW7Z37+OvE0N6yMum6TbiV4mHDzEZx+Y/Ie9AXPR5Jo4hmR1QerECiOaOUZjkVx6qQa8T0B38XeN7dtYY3Mczs7RucrtAJCgenSjxA7eEfG93JpDG3SBldY4zhdpAJUj060Ae30VHby+dbxS4xvQNj6ipKACkpaSgBaKKKACiiigAooooAKKKKACiiigAooooAKKKKAEpaKKACiiigAooooAKKKKACiiigAooooAKKKKAEpaSloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACikpaACiikzmgBaKKKACiiigBKWi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CxlUM58xjI4x1UdB9Cay7Lw5rJtfFTX9tALjU1BiWKTKscHjJ6dR1rqPDFlPp3hnT7S6ULPDAqOoOcECgCzq93JYaPd3UQUyQws6humQM81z2ia74h1WxtNQms7C3sCu+ZmkYu6jOSqjp+Jrf1q3ku9EvreBd0ssDogzjLFSBVLw7pc1r4QtNOvk2SiDy5VBBxnOefxoAwbfxZqGso11Z6lomm224iKK8fdK6ju2GG3PpRF8QpDocshtIpdUS6FmsMMmY5HPRg393vUNlomq+HITZf2BYa1box8m43JHJt7Bgw5x61YvfDmqatpKutnYaVe21wtxbRQnKnHUOQOpoAfqup+K9C0eXUbyTSZFQDMSRuCuTjg55rQm8RXUev6HYiOHytQhMkhwcg7SeOfauf8XX/iK88KXi6hpNtYwKB5jm43s3IxtAHr61o6rpepMdA1nSoEuprKEB7dnCl1KY4J78mgDU13XbjTNc0azhSJo76YxyFgcgY7c1l3Pi64v9XvLLTb3S7CGzfynmvny0jjrsXI4HrUNzZeIdd8QaLf3Wlw2VtZzlinnh5AMdT2/AUS+G7/RNYvrqy0uy1iyvJDMYpiqywseoUsCCKAJtN8az+dqlnei0u7ixtzcxy2L5SdcdMZOCO9R6XrniDWdPjvbLUdBZ5F3CzIbI/wBktuyD+FXtNi1f/SZ49A0vTW8k+Sm8M7v6MVAwtYereHr3XLZrceE7OxvmI/05bhQsZz95doyfpQA+4/tpviZiGWyW4NnuRXDlFTPQgHlveu6sRdiyiGoNC11j94YQQhPtnmuUv9J1jS/EFjq+n266n5VkLWaNpRG7HP3gTXU6fNc3FjFJe24trhhl4Q+/YfTPegDhoP7bPxL1NLaey+0i0U/vFcx7NwxwDnd6mtaXXdau9XOi6Wtkbu2iV7y6kVvLRj0CrnP5mmajpur6X4ym1zTLFNQiubZYHi80RshBznJ7VGbDW9K1p9dsdOina/iRb2yWYBkcdCrHg0AWrXXtW03xBbaTr0dtILtT9nurYFQWHVWU9K6K+vI7CxmupziOFC7H2FczDpuq+IPEdnqeq2a6fa2GWhgMod3c9yRwBXSajYpqWnXFnKcJPGUJHbPegDmdN1HxVr1mmo2g02ytZctDDOrO7L2LEHjNLc+I9a+32WiW9tZjWJYjNcszMYYVBxkdzmotMbxV4esItLGkW+opCNkNylyIwV7blIzRd6Vr0Gp2XiG3trSbURAYb20SQqrrnI2Me496AJn1zXNB1Syg15bK4s7yTylubYMhjfsGUk8VFD4g8Q6n4j1XS9Oh0+OOzkCiebcSAf8AZB5P5UtzZaz4r1OxOoaeumadZTCZleUSSTMBwBt4A5q34f0e8sPFWv3txEEt7yRDCwYHdjOeO1AEOmeKry3u9XsteWAS6bEJjLbghXT6HvTbO/8AFGuaempWp0y0tJlLxQSo7uydiWBGCRSTeGbm+8Sa89wgSyv7NYUlDAnd9OtQ6TJ4r0nTYdHOiW1x5CeVHd/agsZUcAlcZ6UAZXh/WLnQfhtdX9skTzJfOuHBK8vj2rsvEOrz6T4TutUt0jaeGASKrA7SeP8AGubsfCGpSfD280m5EcN7JO8yDdlT82RyPWjUx4r17w1caS2hwWjNCI3le5DB8Y+4B06d6ANG98U37LpNlpltDLqeoQiYmUkRRLjJY9z0PHtVmNPFsThJZtJnRwcyCN0MZxwcZ5FUbnw/q0B0bU9O8ltQsbYQTW0rYWVccgN2PJrR0/UfEV7fRLd6PBYWgz5rvciR244CgD19aAOe+Ho1ttI3W01j9k+1N5glV2kPTODnH0ruruVoLSaVAC0aMwz0OBXIeG7TxB4aaTSxpcNzaPctIt2twFAQ46rjOeK6+8jaeynjUZZ42UfUigDk/D3iDxLr2nW16tnp0FsW/eySO2XUHkqo6cepqGLxdeay0k1jqejaZarIUjW8fdLIB/EV3DaK2fB2lXOmeFbex1GMLKAwdAwPBPqKwbbQNR8NrJbQaFYa1aeYWikZkSVAezbgc0AOHxCmi0DU55La3mvdPlWNmgk3QuGOA4PXb1q/pl/4gu5IZodU0K+hcqXhhDBlU9cHceQPUU+3g1xNOuXj0TSLaR2ULaBhh0/iDMBjPpxWNceGr7Vr2ze10C20KSGZZJLtJwWwDyqheufegC9P4uudQ1S8ttOv9K063tHMTTXz5eVx12rkfL71PoPiq6v9Sv8ASJ5LCa9t4fNhntnzFMvv1xg4z9apv4bv9C1S+uLLS7LWbO7kMvlTFVliY9QCQQRUz6RqusaVqNudJsNF8+2McTRMGlLE9GKgALx+tAFS+8V6tp8ckr614clljXcbWPcSSOwbPWrt/wCM7xdK0K9sLOORtScK0Dtg59A3Qc9zVO10/WY/Dz6Tb+GLK2lWAwtcvKmx/lxuAAySfenr4Z1JdH8LW3kLv0+YNcDePkH9fwoA0b/xBq+g6XcXusWtoxZljtYLV2JZznhiR7dqdEfGXlpO50glsFrYK4KjuN+etXfFegv4g0c28EwhuI5FmhdhkBh6+3NUY9T8Wsi27aFaLNwGuGugY/c7QM/hQBh6U2rf8Jx4kj0aO0VnkjMstyWxHweijrnn8q6Dw9ruoXGtX+j6vHb/AGm1VXWWDIV1PselN8P6Ne2PirXr25jVYLxozEwbO7AOeO3Wn2WkXkPj3UNTkjUWk1ukaMGGSR14oA3bxp0s5WtfK88KSnmnCZ9/auE1DxfqulwSXL6x4eumiGWtYd25vUBsnn611HizSLjXfDV5YWkvlTSr8pJwD7H2NcxPYaxd+Gp9ItPC1rYloDE0rTJg8YyuBkk+9AEfiy9vtRu/DF1avDHFczK8KtuyshAJ34PK12+mLqYhcas9o0m75TbKwGPfJrmNT8OalJoGgG1jR73SnSRoGcAPgcgN+FdHo95qN7DI+p6cLBg2ETzhIWGOpI6UAc34pVNE8Z6Lrg+SOZ/slwexB6E/mf8AvmsvxnDc65r181oxA0K0WZMdGlJ3YP0ArsPFujHXPDtzaxqrTgCSHJx86nI5/T8aqeDtEu9P026k1dVa+vZjJPyGyMYGce1AGV4q1Jde0PRLC3bnWZEJAPIQAFv8Ks3fiaRdXm0bSrjTrKKxRVkuL1+M44VFyM47mq/hbwpqGneI2lv9psrJZI7D5gTh2JJ9uDU194dvNO8QXep6fp1nqkF5hprefCujDupII5oAdpfjC4GrXOmX72V7JHbNcwz2L5WUKOVIycN+NQ6Zr+u65Zi7sb/Q42bO2zcMWX0DHIOfwq7pkerNePMnh7TdMjWF9hLK0jPj5R8o4XPWsnVdEvtZtpIJfCdjDfSDH21bhQqH+8MDcfpQAy/bXG+ItgBJZpdNZM0aHeY1XPzBsHk5zzXdWAvBZoNQaBrnneYAQnXjGea5W90PV9N1XSNTskGpSWdqbaZHkCM+f4gTXUabNd3NjHLf2otZ2yWhEgfb6cigC3RRRQAUlLRQAUUUUAFJRRQADPeloooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKSloAp32q2WmlPttzHB5mdm843Y6/zpINZ0+5tpLiG8gaGI4eTeAqn3Pas3xuit4TvmKqWVOCRkjkdKw/Edu7fDOOSCRYY1gjaWMRgiX7oGT29c0AdyrB1DKQQeQR3p1czbQ31hoTXFzrqRxfZQI3kgQLAcDDe/piueu/EF7ZWRu7DX7vUHQgkSaeFhYZGfmwMfXNAHo9JXI6zq2qyapotvptzHbfb4izb4w4Bxn68VBNN4i03xDbaSusR3P26NmWae3UGHb1IC4yfrQB21QXtlb6jaSWt3EssEow6N0YVzFne6rpPjC30i9vzfwXcDSh3iVGjI+nXpXXUAZF1r2i6FstLi8gtyigLFnJUduBVnTtZ0/VlY6fdxXGz7wRuV+o7VyVjZ6n4W1HUHl0ZtViuZjKtzCVMuD2IPNXIPEujw2mqajZ2DW+oW8Q8+CSLypG5+UH8T1oA6+ivO4tfubqxW5l8TT2946bxBFpzGJD1C5KEn0zmrS+MNUvtK0i3toY4NU1CV4mkdDsjCdXAPrkcUAd1RXODTNb0+SO5fxA1zBH808U1sgDKOTtK8g1R0Ztb8U2J1Mau2n28rMLeCCFWwoOMsWzk8UAdjRXDnxHqlvoev293NF/aWlrlbiNMBweh2ngHinSR+JpfD39sf26kbpB54gS2XYyhc4JPOT+VAHa1S1XV7TRbP7VfOyRbgmQpbk9OBXMyeLL+70XQ0sVij1DVvlMjjKxAfebHf6VR8b6Zqdn4d8271qS9j86MNE8CKM56gryP1oA9BVgyhhyCMilrk/EmoG1ubVP8AhIDpqtF/x7w2wmlkPr0OB+FUvD3iG+PitNLmvJ760nhaRJbi28mRSPwGR74oA7mkrhdAvfE3iGO+8vU7e2iguniEjW4eQgHpjgAe/WtPQtYvotev9F1qZZJox51vNtCCSPvwPSgDqKTpXN+GNWvtdv8AUL5pANKWQw2ibRl8dXz1rY1izl1DR7u0t5jDLNEUWQfwk0AUp/GGg207Qy6pbB1OGAbOD9RxWlZ31tqFuJ7OeOeE9HjbIritLvLvwzpcdjqXhaZ0iyHns0WVXH94jrU1x4lsbPw/bt4Tt4RLf3fkxoU2LHIeWLL9KAO3qlZ6vZ393dW1tNvmtWCTLgjaf61jpoviOLypF8R+bIGBkjktUEbDPIGORWHpFpqd54n8RxabfpYxi5UyyCISOTjgLngd6APQaK4vTde1DSL7XLLWbkXy6bALhJljCMy4zggcdxS6RB4k8QaVFqcuuCxa4XfFbw2ysqDsGLcmgDs6jaVUZQzAFjhR6muGbxtqMGgXCSwwtq8N6LEEf6tmJwHx+fFXdRsPE+l6bLqEWvi7ngQyvbSWyLG4HJUEcj25oA6K41eztdStrCabbc3IJiTaTux15p0ulWU2pRahLbo93CpSOU5JUHrjtXGtqaaz4q8Kaii7BcQO209jg5/Wu+oASq8GoWt1czW8FxHJNAcSopyUPvVmuK8IjHjPxL/12FAHWXWo2li8SXVxHC0zbYw7Y3n0FWK4zx6B/afh0nr9sx+lXNO1m9tfGV5ouqyq6zJ9osH2Bcp3U46kf0NAHUUVxUfim7kudc1YNnRdNUxRRhRmaQdTu64zxUmmWfifV9Kh1GTX1tJrhBLHbx2qGNAeQCTyfegDsaKwPCOuz65pkjXkaR3dtM0EwT7pI7j61Z8SXTWmjySJqcWmMCP9IlQOF9gp6mgDVorzW68VXumpDdWet3WpJ5irIlxYeVGyk4yGAGPatLxL4ju7TxFFZz6g2jaY0AdbsW/meY5/hyQQuKAO4pskazRPHIMo4KsM9Qaw/DM806zP/bsOr23Gx1jVXQ+jbeP0q34lvZtO8N6hd2z7JoYWdGIzgj2oAs6bpdno9klpp1ulvbpkqidOetW64yztPFWq6TDqCeIIYZHiDxwpaKUP+8Tzz7VAPFE2peE7S+n1iDRZhMYp3MQk8wgdEU+vB70AdzS15zB4qvrPW9Mii1WfUrW8nEEgubLyNue6tgZ+laCap4g1HxhrGlWN5awQWyoyPLDvKAjsBjP40Adi9zBHMkLzRrLJ9xGYBm+g71JXnes2OqL440OOXVle4aF/LlFsoEZAG44zzn9K7rTbe6trQR3139rmySZfLCZHYYFAFqlrlte1jUpvEVroGjSR280sTTTXTpv8tR0Cr0JqpqN9rXhK7spr7URqen3MywSh4VjeInowK9R7UAbmr+KtJ0OdYL662zsNwijRnfHrhQcCtGyvIdQs4rq2YtFKu5CQRkfQ1wOmadqkvj7W1h1cR3KpGWmNsrFlPRcHpjp716EgYRqHbcwAycYyaAIb/T7XVLN7W9hWaCT7yNnBqaKJIYkjjG1EUKo9AOlczoOt3sev6no2tyo00H7+3l2hfMhPsPT/AB9KyR4z1AaRq+vAB7ITfZ9OgK43nON5PXHX8qAO+pa5GXTvFUGmte/2+jXaIZDbG1Tyjxkrn7345qrceLry803w3e2REH2+6ENxGV3dOGAz7g0AdxRXOeM9UvNI0y1msZRG73ccTkqGypzkc/SqN5qeu3Hja50nTLq2ihW2STM0W7Zk8kAck/U4oA7Gqd/q1hpfl/b7uK38zITzGxuxS6bBd29kkeoXS3VwM7pVj2BuePl7VyXj2zh1DXfDtncjdDPNIjAHBwVoA7cMCMg8etU7LWLDUpZY7K7hneL76xtkr9fyrhV1fU4bB/BwZ/7XEn2aO4wcfZyM+bn2Xj64qXwTYQaP4t8SWduRHBbxxKpY9MbuST+dAHoNLXmr65deTM1v4wuLy4QMQLfTA0OR2zjp7g1evPF2qN4K0zUoVET3MhjubhITIIFBILhffFAHeVFDcwXO/wAiaOXY21tjBtp9Djoa5DRb2bUryMab4yiv1Kt5kUlugfpwy4APBwcGsrwTp+qSyawbbWPs4jv3Ev8Aoyt5hBOTz0zQB6TRXm0PjF9ZmuJ5dek0q3SQpBDBZmVmA/iZipHPoKsWni/UZND11fP86XT0V7e++zlBKpPdSMZ4oA9A6VR0/WrHVZ7qGym817V9kuFICt6Z6Hp2rG0WPxJqMFpe3upWsVvLCGMEMGWO5eGLE8HnOAMVn6tFL4F8MW1to+8JJP8A6VemLzGj3cs5Ud/0FAHcUVxug3z3mowGy8XxanDyZbeWFFdhj+HABBziuxoAyZfFWiQyMkmqWqsh2sDIODV+0v7W/i8yzuYbhP70ThgPyrjfAdpBcT679ogilxetjegbH51H4p0638M6tperaMgtJprkQzQxcJMp9V6UAd9RXA6r4skufEd5py6qdJtLLCtJHbGaWVzyexCgfmabp3jKaxvruGa8k1axitWuEuGtjC6svVG4AP1xQB6BSVx+lWniXWrGLUptd+xGceZHbQ2yMiL2BJ5NZi+KdY/4V9PqRuVN7HeiESeWoG3coxjp3NAHolFcde6lrugaTPreq3ttcRiEBLKCDaodiApLk5PXmsY+Irk2Buz4rl+27N4t000+SDjOz7ufbOaAPSqK4C78dXUuj6Ps2WF1fhjPK8TP5CqcEhMZJJ6VVk8VXOl3FtLZ65PrMbShZ7aaxMbbT/ErBR096APSazbzxBpWn3Bgu7+CGUYJR2wRmtEdK89v7+w034mXk2ppuhNqoH7oyYbC9gD+dAHb2Wq2OpKxsbyC42/e8twxH1Harf1rz+ygGreOLXU9E02aysoI2+0XLQ+Us5wcAL37c1N4WvvE/iTTBc/2naW8cdwyM32fc7gEZHUAUAd11pa4fR5dY8Ty3dxY6iNK06Gdo4o4oFd5COrMW+vSnW/iq+0WfWLDXGju5tOtxcxzxpsMynoCOgOcdKAO1orj7C38S6lpKapLrq2rzRiaO3itUaNFIyASeTx71kv4t1hfh9baotyjXr3vklzGMFdxGMdulAHo1LXNyR63aWd5danrllboYvkK2+Etznrkn5vTmuVvvE99Yae17p/iO51FosMVk07bC47/ADYGPrmgD02lrj9f1nVheaBDpU8Vu2oqd/mR7wDhT+mTVK8uPE2i69ZaausQ3v8AaKlVkuLcL5LDkkBcZ4B4NAHe0Vx1veazoniyx03UNSGpW99GxDNCsbRlfTHbmobK68Qa9rOs2tvq6WcFndGNWW3V3x2Azxj9aAO3orhNEuvEmvPe2Z1aG1/s6cwvOluGkmPY4PAH0FLb+Mr7TvCuqXGoCO5vbG6NorqNqyHIAJA6decUAd1SZ5xXnE3iS6isWuY/FLS3qpv+zHTiImPXYDtyPTOa7jQtRbVtEtL54jE80YZkIxtPQ/rQBfpaKKACiiigAooooAKKKKACiiigApM0tFACUtFFABRRRQAlLRRQAUlLRQAUUlLQAUUUUAFFFFABRRRQAUUUUAYvibTb/VtOaysmtkjlBEpl3ZHTG3H9aqjQL2+8Jz6NqMtumYxHFJACcAYIJz3yK6SkoA5G68O63q2htpmp3NgI40TyZIkbLOpGCwPGOOQKdqGkeJNY0h7C5m0y3jKhT5SsxfGMdfujiuii1O0n1CeximDXUChpI8HKg9P51aoA56Tw9cNqmiXIli26fF5cg5yx244qa/0We68VabqaPGIbWN0dTncd3pV2HWbSfWJtMRm+0woHcFTjB96NV1i00aKKW9ZlWWQRrtUt8x6dKAKN5olxceL7DVkljEFtA8bIc7iTnp+dblFFAHNRW/i2xDRrdabfx5+R51aNwPfHBplp4SluZtRu9enSe5v4/KZYF2pEg6AZ5J6cn0ra0vWbXV/P+y+b+4fY/mRlOfbPUVeoA5iz07xPpVqtnbXthdQRjbFJcRsJFXsDjg4p194ZvtSsbSW51BBrFnI0kNzHFhBk/dK+mAPyrpaKAMCK28STyxJe3Gmx24P74QxszSr3HPAzVOw0XX/DyyWmkTWNxp5YtCt1uDw57ZHUV1dLQByI8IXX9haxHPdxz6nqg/eSlSsansAOuBmtpNLlHhY6Yzp5ptDBu/hyVxn6VNq2rW+jWgubsSmMsF/dxlzk+wok1iyiu7S1lnCT3YJhjIOXAGT9PxoA5z/hDLtfDmkwQ3ccWqaYxeKYKSjEkkqe+OabrOheJvEOnC2vLjTIEDq2yJXO8g9Sx6fgK7OkoA5i90LU7fxEdZ0iS0eWSFYZYbkEDjurDpTLXw/rMni+01rU7u0dYoHiMUKMu3PTBPX6muqooAwfCmgz6Bb30dxKkhuLp512Z4B6DmsP4g28d9qWlWdjKyaxMzRoUOCISMOW9q7iSRIo2eRgqKCzE9hXO6f4ktdXvop7LR7yWJ2MaX/kKFx65JztoA2NK0q20ixhtbSMIkSBM9zjuafqMFxc6fNFZ3H2a4ZcRy7d2w+uKnmlWCF5ZDhEUsx9hzXOJ4/0WSETK12Yj/y0Fq5X88UAG3xksXlbtHZ8Y8/Djn121VTwCg8PCye9b7cLj7WLpVAxL7L/AHe2K6aw1G01S0W5sZ0nhboyH9PY1ZoA5tLfxdII4przS4lVhvmiiYu698A8AmrGiaHcaZrWsXcskbR30qyRhc5UAY5rcqpf6pZ6WsTXswiEsgjTIJ3Meg4oAyV8NvL4k1a9uWja0v7dYPLGd3QA5/Kqen6T4m0KzGnWE+nXNpHlYJLjcrovYEDg4rraoaxrVpoVl9qvmdYd4TKqWOT7D6UAc/8A8IGH8OzWc187ahNP9qa8C9Jc5GB/d9qdc6d4t1LT2067udMhikXy5bmIOZGXvhegJrrA25QR3Gao6RrdnrkM0ti7MkMpicspX5h16/WgDH/4RJrfWNDms3jW00yIxlWzubIPI/Ok07UdR1bxpfLDNs0iwAiKgD97Ljnnrx/SuopqRpHnYirk7jgYyfWgB1cvc+HtT0/xDcatoVxbn7WALi2uQdpI7qw6V1GaWgDkz4e1XWtZs77X5rVIbJt8Nta5IZ/VmNVviKqyxaZFZu66w9xi0MRwwBGGJ9un+c12lRPbQPOk7wxtMnCSFQWX6HqKAMy08O2cHhgaJgNB5JikI6lj1b655rKstN8V6Tp66bZz6ZPBEuyG4mDh0XtlRwcV1tFAGR4Z0AeHtL+ztObieRzLNMVxvc9eOwqDxd4em1+xtxayxx3NrOs8XmjKMR2Yelbc88dtBJNK22ONSzN6Ack1HYX9vqdlFd2colt5RlHAIBGcd6AOU1rQ/E3iLTxbXcumW0ayI/lxb23kHP3j0+mK1b6114XRNk+nXFmyKPIukYFWA5IYdQfetm5nW2tpZ3BKxoXIHXAGaqaJq8Ou6VDf26OkUwyFcfMPrigDK8N+GptL1G91K9a2W5uwFMNqhWJFH16n3q14xIHg/Vs9Psr/AMq2j7U2WKOaJo5UV42GGVhkEehFAHFaND4pn8NWkNlc6XFBJCBHPscyIp9uhNSXHgeWyttIfR5YXudNZmxdD5Zi3LE46GuxjjSGNY4kVEUYCqMAD6U6gDjtQ0DxDreoaXdX8+nRR2V0s3kQhzkDqdx6n2xWjpWgXFj4u1fVZZIzDeqixqpO4beua1NY1SHRdKuL+4V2igXcwQcke1TWd0l7ZQXMYYJNGsihuoBGaAMPxFoN9e6pp+qaXLAt1ZbhsnB2OrYzyOnStbS/7QNpnVRbC4LHi3ztC9uverlFAHO6/wCHry51a01nRriKHULZTGVmBMcyHqpxyPrVWfQdZ8Q31o2vtZw2VpIJhb2xZjK46bie1dbSUAYWnaFcWni7VNVkeMwXccaIozuBHXNbtAooA4H4iWi3+raPaWDuurzs0eY2wVgI+Yt3x/8AXro7/wAK2d54VGhJmGBI1SNlHKEdG/OtY2tuboXJgiM4XaJdg3AemeuKlzQByZsfF8mnHTpLjTNpTymvMPvK4xnb0zj3pNR8Et/wjmm2Ok3AiuNNlE0MkoyHbnO765zXW0UAcZqmheJ9figW/uNNhjhnSXyYVY7sdyx/litaDQriPxtc6wZI/s8tqsITndkH+VbtFAC1ga9odzqmtaNeQPEsdjM0kgfOSCMcVvUUARG0gN19p8mP7QF2ebtG7b6Z64rmIvCE7ar4kluJ0Fvq8QjTZncnBGT+ddZRQBx9ho3iiz0VdHSXSY4I4zEtwquWK/7nTP41Pp2h65o/huwsrC6sxcW7OZllQtHKrMTjPUda6migDkovDGo33iGy1PU/7PtlsiWVLJDulJ/vMe3tTbHw9rmhapqDaVPYSWd9P55+0Bt8ZJ+YDHWuvJwCazNB12DX7OS5t4pI1jlaIiTGSR34oAxrTw7rXh2aZNAubN7CVzJ9mu1bMbHrtYdvrUtzo+v6po2pW+pXlm0lzGEgihjKpEc5OSeTmuoooAp6TaPYaPZ2krKzwQpGxXoSBiq+sw6tIkTaPPbI6sfMjuELLKuOmRyK1KKAOQi8MahfeILLU9T/ALPthZksqWSHdIT/AHmPb2rrqWigDi9O0DxHolxfnTpNMZLucy5mDkrn6VbtPCt5datBqfiLURezWxJt4IY/LhjPrjqT9a6migDl7vw7qVlr0+q+HruCNrvH2q2uUJSQjowI5BqaPT9c1Bpk124sRp8kLRvb2yNlsjqWPTHtXRUnWgDzuy1CbS9N+z2njHSP7OgyEkkjDTqvpjOCfwpNE8O3msfDc2sZEUlxd/aEaYEZQMOSO2cV250PSzKJTptn5gOd3kLnP5VeAx0oAztT0WDWNCk0y8z5ckYUshwQRjBH4ise2s/F9haC0jutKuUjGyOeVHVwvQZA4JrqqSgDmNQ8M6jqFpYXLamia3ZEslysWI3yeVK+nQU8w+L7jZG9zpVsoI3yxRu7Ed8A8CulooAQdKwIdBuY/G1xrBeL7PLbiIJzuzx1/KugooAawypHqKwvB2hXHh7RWs7uSJ5DO8mY84wenWt+igDkbfQdb8PXd3/YUtlPY3MhlFvdblMTHrhh1FOsvCTyf2peeIbhJ7vUIfKl8kYSKMdAuefx9q6ykxmgDzi31C507QzDB4w0h9PiQrFIYgZtmOFxuwT26UaV4XvtX+G1jaKVhmN39p/fAjKbyR07kc13A0HSln84abZiT+8IVz/Kr9AGP4q0I+ItEeySYRPuDoxGVyOxHpWLq+i+Kdc0SbTZ5dJtonTafKDsXx25+6PzrsqWgDnL3w/dXN94fmSSILpufNyTlvlUcflUuraHcX/iXSNRjkjEVkXLq2cnII4/Ot6igDB1TQ7i98U6TqcbxiGzWRXU53Hdjp+VGgaHcaVqus3M8kbJfXPnRhc5UY7+9b1FAGB4b0G40a+1iaeSN1vrrzowmcqMd/eqUPgz7Rp2s2Woyrsv7s3EbRE7o+cqfqDXWUUActDbeL7e2FsLjSZio2rcOjhsepXpmuhsY7iKxhS8mWa4C/vJFXaGPsO1WKKACiiigAooooASloooAKKKKACiiigBKWiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiikoA5/xXeWcUVtBc3d/FLJJ+7hsT+9m46fTn2rnEvL7S/EGki2TV7e2uZjFJHqEodXGOwySDXVa34fOp3Vpe2t0bS+tCfKlCBxg9QQe1VJfC15e3tld6lq7zy2kvmKiwqifQAd/fmgDGstHE/j/V7cXt7GFgR/MSbDknHBPpXdQReRAkW932ADc5yx9yaw77w3O+tyappeomyuJoxHNmISK4HQ4Pety3R4reNJZTLIqgM5AG4+uBQBylhx8T9SHc2qGj4ijOlWJ9LxK0dX8NNeammqadePY6iieX5oUOrr6Mp61X/4Ra81C8t59e1U3iW7b44IoREm71PJJoAp6kl5f+PBp0ep3VpbtZeY6wvgnBA4z0Pv1os0utD8dQabFfXNxZXds0jR3D7yrDuCa3P7E/4qgax9oOfs5g8rbx1Bzn8KJ9DE3ia21fzyDBC0XlbeGz3zQByls2raroGuNa6hci7tL92g/eE8Lzs+hHaruqeKpNQ8J6edLcjUNVYQRhTgo38Z9sf1re0LQxogvcTmY3Vw05yuNue1UdM8GWmmeIZ9UWVn3FjDCR8sJb72P896AMTVL27/AOEgi0LzdVktLS2V5TZczTMe7NnIX6VJpz6lZ+I7Iadba4dPlJS6TUBuVPRlJJIre1nwyuo38Wo2V5LYajEuwTxANvX+6yngiltNG1UXsU9/rss6RHPkxwLGrf72OTQBz/h+11DX5dUWbW7+GCC8ZVSFgGP/AAIgkD2FGsG7i8QTJq/9stpaootnsWOM4GS+3knOa6XQdCGifbcTmX7VOZvu4257VFPo+qi+mnstdlijmbd5MsCyKnH8JOCBQBy9/qUVv4KvbnRNZv5wtxEP30h82HLAFcnBwfen+ILHz/Gnh7N3cq12jbismDHhM5T0z3rXl8DxzaTe20l/K9zezpNPcsgyxVs4CjgD/Grms+GRqcljc2921re2P+pmCBuMYIINAGRq4u/COqadqCXt9dabJJ5F0k8pfZu+63tirN3d3WteNoLCyuZYrLTlE120TYEjH7qH1H/16d4gEmneDb2LV5W1WafKIqxBCxbhVAXpjrmrfg3Qv7C0GKOUA3c3724bqS5HT8BxQBuk4GT2ridBsrrxdFPqmpanexxtMyQW9rMYljUeuOprt65geFr7Trqd9A1b7FDcOZHt5YBKgY9SvIxQBkNJd+br3hy6v7mdLW2FzBPvxJtxnYx7itDwHpWNB06/+2XhzG37gy/uhyRwtX9P8KJZ2uoGe7kub7UEKz3TqAemAAo6AZ6VoaFpf9i6Lbaf5vneQu3ftxu5J6fjQBPqQzpl0D0ML/8AoJrhPBmvXln4XtrW20K/vCC22RNojbJ9Sa9AuIvPtpYs48xCufTIxWd4b0X/AIR/RorATmfyyTvK7c5OelAHGNaar4b01LaOaOzvdbv+TF8y2ynkhe2cGtTW9Cn8P6Jcanp2saibq0Qyn7ROZElxyQVPAzXQ69oVvr9iLednjdHEkUsZw0bjoRWRceFtW1SEWmra+01jxvjitljeUDszZPH0oAzLzUtQ1jXtAWyv5rFL20Mj7BuAPOeDxn0Jqv4y0NtO0/Ty2qajdM14i5nmBxkjkADqOxrq5fDkba7p+oRS+WljCYkhC8EYIHP41J4i0GPxDpwtpJngdHWSOVACUYdDg9aAJtL0n+zPN/028uvMx/x8y79uPT0rn/ieceEv+3hP61u6PY6lZiX+09U+3FtoTECxhMZz065/pUXibQB4j0n7EZzB+8V94Xd0z2/GgClCfF7RKc6IAQMfLKe31rnvCFxFa+Dtckv7t7RPtUivNCfmQlVGV989K9DjTy4kQHO0AflXMW3gaGPw/f6VPdvIt3OZxIq7TGeMY9cYoA5jUnuLfSZb7SU8TxvGgkW6uZxsI9ShPI/CtbXNU1K4tPCslteNbT3zL5jJ90lkB5XuPatC48K6xqGmvY6h4id7cpsAitlQsP8AaOTn8MVauPConh0OP7UyjSmUg7B+8wuPwoAyNdXUvDttBb2mr3dxearcJb+fdFSsA7lFAwDzWonhAw+XJDrmridGDM73BYPg8gqeMGtHXtBtfEOnG0vN6gMHjkQ4aNh0YGs+HQNbAjiuPEs7wRsCdluiyOB2LfzoAy9HjuPGN3qN5eaheW9rb3LW8FtbSmMAL/ExHJJzS2dzfaRrmpaHLfz3dv8AYmubaWU5li45Bbv14rRl8L3lpqNzd6FqhsftTb5oHhEsZbuwGQQTVjSfDK2VxdXl/dvf312nlyzOoUBP7qqOgoAi8C3U954NsZ7qZ5pnVtzucsfmPU1yA1bUj8Mnu/7QuPtP2/YJt53Bd+MZ9K6Sx8IanpkZsrHxBLDpm4lYhApkQHsHP+FIvgNV8JnRBftj7SJ/NMfP3s4xmgBLrw9dDRLy6vtd1G5ka1YsisscfTOAoHtjr3NQ+ANH3eHNLv8A7dfD5WP2cS/uvvEY2+lde9sklmbaT5o2Ty29xjFYGieGdQ0NobeHWnfTIGJS2a3Xdg/wl+uMmgDZ1X/kEXn/AFxf+RrhvCHhqXVPCNpPJrOowjYfKjt5AiR8+33j9a7+6g+02k0Bbb5qFM4zjIxVDw9ov9g6FBp3nmbygR5m3bnPtQBy2n68J/h+s2tapcwv5xgE9v8A66Qg8AY6k9KytUu73SbWLUNNTxFbbJUzJqEoaNwTjBQk9a6UeAoh4ei043riaC5NzBcKgBR+3HcUah4R1bW7IW+q+IDIqsrBIrVUUkHOWGcn86AKviibUTrdq1yup/2K0OW/s3O7zD/eI5xV7wjcafPc3P8AZ2rX9yFAD2t6zF4j6jcM1fvdH1N7wT6drUlqNio0LwrJHx3APINJovhw6bqNzqV5ePeahcqEeQoEUKOwUdOgoAi8e/8AIkap0/1Pf6ismz8K3N14btrka9qaXRt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alt=\"image\"\u003e\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003e4].\u0026nbsp;\u003c/strong\u003eAll data generated and analysed during this study are included on this link: https://docs.google.com/spreadsheets/d/1_9X-azmvouT7Yh56W85klCEyivRFYp_7/edit?usp=sharing\u0026amp;ouid=102336056278504528437\u0026amp;rtpof=true\u0026amp;sd=true\u003c/p\u003e"},{"header":"References","content":"\u003col\u003e\n \u003cli\u003ePatton, G. C., et al. (2016). Adolescent health: A global public health challenge. \u003cem\u003eThe Lancet\u003c/em\u003e.\u003c/li\u003e\n \u003cli\u003eWHO. (2020). Global Accelerated Action for the Health of Adolescents (AA-H-A!).\u003c/li\u003e\n \u003cli\u003eEllickson, P. L., et al. (2021). A multidimensional approach to substance abuse prevention. \u003cem\u003eJournal of Adolescent Health\u003c/em\u003e.\u003c/li\u003e\n \u003cli\u003eFederal Ministry of Health, Nigeria. (2017). National Policy on the Health and Development of Adolescents and Young People.\u003c/li\u003e\n \u003cli\u003eAnderson, R., et al. (2023). Visibility and accessibility in adolescent health interventions. \u003cem\u003eJournal of School Health\u003c/em\u003e.\u003c/li\u003e\n \u003cli\u003eChandra-Mouli, V., et al. (2021). Comprehensive sexual health education and adolescent behavioral changes. \u003cem\u003eJournal of Adolescent Health\u003c/em\u003e.\u003c/li\u003e\n \u003cli\u003eBronfenbrenner, U. (1979). \u003cem\u003eThe ecology of human development\u003c/em\u003e. Harvard University Press.\u003c/li\u003e\n \u003cli\u003eObasi, A., et al. (2022). Assessment of sexual health education programs in Nigerian secondary schools. \u003cem\u003eNigerian Journal of Health Promotion\u003c/em\u003e.\u003c/li\u003e\n \u003cli\u003eAjuwon, A. (2021). Culturally Sensitive Sexuality Education: Lessons from Nigerian Communities. \u003cem\u003eJournal of African Cultural Studies\u003c/em\u003e.\u003c/li\u003e\n\u003c/ol\u003e"}],"fulltextSource":"","fullText":"","funders":[],"hasAdminPriorityOnWorkflow":false,"hasManuscriptDocX":true,"hasOptedInToPreprint":true,"hasPassedJournalQc":"","hasAnyPriority":false,"hideJournal":true,"highlight":"","institution":"","isAcceptedByJournal":false,"isAuthorSuppliedPdf":false,"isDeskRejected":"","isHiddenFromSearch":false,"isInQc":false,"isInWorkflow":false,"isPdf":false,"isPdfUpToDate":true,"isWithdrawnOrRetracted":false,"journal":{"display":true,"email":"[email protected]","identity":"researchsquare","isNatureJournal":false,"hasQc":true,"allowDirectSubmit":true,"externalIdentity":"","sideBox":"","snPcode":"","submissionUrl":"/submission","title":"Research Square","twitterHandle":"researchsquare","acdcEnabled":true,"dfaEnabled":false,"editorialSystem":"","reportingPortfolio":"","inReviewEnabled":false,"inReviewRevisionsEnabled":true},"keywords":"School Health Program, Unsafe Sexual Practices, Adolescents, Sexual Health Education","lastPublishedDoi":"10.21203/rs.3.rs-8178832/v1","lastPublishedDoiUrl":"https://doi.org/10.21203/rs.3.rs-8178832/v1","license":{"name":"CC BY 4.0","url":"https://creativecommons.org/licenses/by/4.0/"},"manuscriptAbstract":"\u003cp\u003eAdolescent engagement in unsafe sexual practices remains a public health concern in Nigeria despite the presence of school health programs. This study assessed the implementation of the school-health program in preventing unsafe sexual practices among students of West Itam Secondary School, Uyo. A descriptive design was adopted. A sample of 226 students was selected from a population of 521 using Taro Yamane's formula and stratified random sampling. Structured questionnaires were used for data collection. Findings revealed that 66.4% of students reported the availability of a school health program. Moderate knowledge of sexual health education was most common (44.2%), and 57.5% held a positive attitude. Chi-square analysis showed significant relationships between the prevention of unsafe sexual practices and program availability, knowledge level, program outcomes, and socio-cultural factors. However, no significant relationship was found with student attitude. The study concludes that while implementation is evident, gaps in awareness and delivery persist. Recommendations include improved training for facilitators, enhanced monitoring, peer education, and integration of technology to strengthen program impact.\u003c/p\u003e","manuscriptTitle":"Assessment of the Implementation of School-Health Program on Prevention of Unsafe Sexual Practices among Students of West Itam Secondary School, Uyo.","msid":"","msnumber":"","nonDraftVersions":[{"code":1,"date":"2026-01-12 14:46:29","doi":"10.21203/rs.3.rs-8178832/v1","editorialEvents":[{"type":"communityComments","content":0}],"status":"published","journal":{"display":true,"email":"[email protected]","identity":"researchsquare","isNatureJournal":false,"hasQc":true,"allowDirectSubmit":true,"externalIdentity":"","sideBox":"","snPcode":"","submissionUrl":"/submission","title":"Research Square","twitterHandle":"researchsquare","acdcEnabled":true,"dfaEnabled":false,"editorialSystem":"","reportingPortfolio":"","inReviewEnabled":false,"inReviewRevisionsEnabled":true}}],"origin":"","ownerIdentity":"82567875-2fd6-4275-84a1-586676b23ed5","owner":[],"postedDate":"January 12th, 2026","published":true,"recentEditorialEvents":[],"rejectedJournal":[],"revision":"","amendment":"","status":"posted","subjectAreas":[],"tags":[],"updatedAt":"2026-03-02T14:57:26+00:00","versionOfRecord":[],"versionCreatedAt":"2026-01-12 14:46:29","video":"","vorDoi":"","vorDoiUrl":"","workflowStages":[]},"version":"v1","identity":"rs-8178832","journalConfig":"researchsquare"},"__N_SSP":true},"page":"/article/[identity]/[[...version]]","query":{"redirect":"/article/rs-8178832","identity":"rs-8178832","version":["v1"]},"buildId":"XKTyCvWXoU3ODBz1xrDgd","isFallback":false,"isExperimentalCompile":false,"dynamicIds":[84888],"gssp":true,"scriptLoader":[]}