<?xml version="1.0" encoding="UTF-8"?>
<!DOCTYPE article PUBLIC "-//NLM//DTD Journal Publishing DTD v2.3 20070202//EN" "journalpublishing.dtd">
<article xmlns:mml="http://www.w3.org/1998/Math/MathML" xmlns:xlink="http://www.w3.org/1999/xlink" article-type="research-article">
  <front>
    <journal-meta>
      <journal-id journal-id-type="nlm-ta">INTERNATIONAL JOURNAL OF COGNITIVE RESEARCH IN SCIENCE, ENGINEERING AND EDUCATION (IJCRSEE)</journal-id>
      <journal-id journal-id-type="publisher-id">2022</journal-id>
      <journal-title>INTERNATIONAL JOURNAL OF COGNITIVE RESEARCH IN SCIENCE, ENGINEERING AND EDUCATION (IJCRSEE)</journal-title><issn pub-type="ppub">/</issn><issn pub-type="epub">2334-8496</issn><publisher>
      	<publisher-name>INTERNATIONAL JOURNAL OF COGNITIVE RESEARCH IN SCIENCE, ENGINEERING AND EDUCATION (IJCRSEE)</publisher-name>
      </publisher>
    </journal-meta>
    <article-meta>
      <article-id pub-id-type="doi">10.23947/2334-8496-2022-10-3-129-138</article-id>
      <article-categories>
        <subj-group subj-group-type="heading">
          <subject>Research Article</subject>
        </subj-group>
        <subj-group><subject>augmented reality</subject><subject>biology teaching</subject><subject>mobile application</subject><subject>Technology Acceptance Model</subject><subject>technology-enhanced learning</subject></subj-group>
      </article-categories>
      <title-group>
        <article-title>Students’ Acceptance of Mobile Augmented Reality Applications in Primary and Secondary Biology Education</article-title><subtitle>Students’ Acceptance of Mobile Augmented Reality Applications in Primary and Secondary Biology Education</subtitle></title-group>
      <contrib-group><contrib contrib-type="author">
	<name name-style="western">
	<surname>Ivan </surname>
		<given-names>Stojšić</given-names>
	</name>
	<aff>University of Belgrade, Faculty of Biology, Centre for Educational Technology, Didactics’ Training and Career Guidance of Biology Teachers, Belgrade, Serbia</aff>
	</contrib><contrib contrib-type="author">
	<name name-style="western">
	<surname>Natalija </surname>
		<given-names>Ostojić</given-names>
	</name>
	<aff>Šabac Gymnasium, Šabac, Serbia</aff>
	</contrib><contrib contrib-type="author">
	<name name-style="western">
	<surname>Jelena </surname>
		<given-names>Stanisavljević</given-names>
	</name>
	<aff>University of Belgrade, Faculty of Biology, Belgrade, Serbia</aff>
	</contrib></contrib-group>		
      <pub-date pub-type="ppub">
        <month>12</month>
        <year>2022</year>
      </pub-date>
      <pub-date pub-type="epub">
        <day>20</day>
        <month>12</month>
        <year>2022</year>
      </pub-date>
      <volume>10</volume>
      <issue>3</issue>
      <permissions>
        <copyright-statement>© 2022 Ivan Stojšić, Natalija Ostojić, Jelena Stanisavljević</copyright-statement>
        <copyright-year>2022</copyright-year>
        <license license-type="open-access" xlink:href="http://creativecommons.org/licenses/by/2.5/"><p>This is an open-access article distributed under the terms of the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.</p></license>
      </permissions>
      <related-article related-article-type="companion" vol="2" page="e235" id="RA1" ext-link-type="pmc">
			<article-title>Students’ Acceptance of Mobile Augmented Reality Applications in Primary and Secondary Biology Education</article-title>
      </related-article>
	  <abstract abstract-type="toc">
		<p>
			Augmented reality is often indicated as a usable educational technology that can be integrated into biology classes to overcome the shortcomings of traditional teaching (such as lack of visualization of abstract teaching content, students’ low participation and interest in classes, and their insufficient understanding of complex topics). Mobile applications with augmented reality experience mode have the potential to be used in online, blended/hybrid, and in-person teaching, which is particularly important during emergencies. This study’s purpose was to determine primary and secondary school students’ acceptance of augmented reality content in commercial mobile applications that can be used as a supplement in biology teaching. A total of 188 students (from schools included in this research) completed the online questionnaire. The results showed that the majority of students perceived mobile augmented reality applications as useful and easy to use, had a positive attitude, and expressed intention to use this educational technology if given the opportunity. The importance of prior evaluation regarding educational usability and performance is highlighted since technical quality (of used mobile applications) had a strong positive effect on perceived usefulness and perceived ease of use. There were no statistically significant differences between female and male and primary and secondary students, but students with prior experience with augmented reality rated perceived usefulness higher. Despite positive results, we need to raise our concerns regarding the reliability of using mobile augmented reality in biology education due to the lack of usable free content and the frequent cancellation of authoring tools and applications.
		</p>
		</abstract>
    </article-meta>
  </front>
  <body><sec>
			<title>Introduction</title>
				<p >A lot of biology
learning materials are abstract and difficult to understand due to the
complexity of life concepts, especially if the learning content is microscopic
or not available for direct observation (Chang et al., 2016; Nurhasanah et al.,
2019; Wang et al., 2022). Therefore, digital visualization technologies have
become essential for biology education since special equipment (such as high-tech
microscopes) is often not affordable for educational institutions (Erbas &amp;
Demirer, 2019; Jenkinson, 2018).</p><p >The current
COVID-19 pandemic highlighted the need for digital resources that can be used
in blended, hybrid, and online K-12 teaching (Crompton et al., 2021). Still, in
order to successfully organize technology-enhanced learning solutions (e.g., using
digital technologies for presenting knowledge differently, creating active hands-on
learning activities, and providing solutions for evaluation of acquired
knowledge), teachers need to have skills in using digital tools, as well as a
certain level of smart pedagogical competences (Daniela, 2021).</p><p >Despite much
broader availability of immersive technologies (such as augmented reality [AR]
and virtual reality [VR]) to educational institutions in recent years,
adaptation is lagging. However, due to the ongoing pandemic, the potential of
using VR and AR content in blended/hybrid learning has been emphasized (Garcia
Estrada &amp; Prasolova-Førland, 2022).</p><p >In the
literature (Chang et al., 2016; Chien et al., 2019; Erbas &amp; Demirer, 2019;
Fuchsova &amp; Korenova, 2019; Hung et al., 2017; Hwang et al., 2016;
Jenkinson, 2018; Lu &amp; Liu, 2015; Safadel &amp; White, 2019; Wang et al.,
2022; Weng et al., 2020; Yapıcı &amp; Karakoyun, 2021), AR is often indicated
as a relatively new and usable technology for biology (including ecology)
teaching and learning at all levels of education. Yavuz et al. (2021) pointed
out mobile AR (MAR) applications (apps) as affordable and sustainable for
massive adoption in different areas (including education). According to Laine
(2018, p. 2), MAR can be defined as “a type of AR where a mobile device
(smartphone or tablet) is used to display and interact with virtual content,
such as three-dimensional (3D) models, annotations, and videos, that are
overlaid on top of a real-time camera feed of the real world”. Using mobile devices
to integrate AR content in in-person or remote educational settings is more accessible
and less expensive than with other types of AR hardware (such as smart glasses,
headsets, AR projection systems, etc.) since most students already have appropriate
smartphones (Nurhasanah et al., 2019).</p><p >Although still
limited and content-specific (Erbas &amp; Demirer, 2019), the body of
literature concerning the use of AR in biology (including ecology) education is
constantly growing. On the one hand, several studies have shown that AR can
positively affect students’ achievement in biology and ecology in formal and
informal learning settings (Hwang et al., 2016; Lu &amp; Liu, 2015; Nurhasanah
et al., 2019). On the other hand, a number of studies didn’t find any
significant difference in students’ academic achievement (learning outcomes)
between AR and traditional learning materials or other digital aids (Chang et
al., 2016; Chien et al., 2019; Erbas &amp; Demirer, 2019; Hung et al., 2017;
Wang et al., 2022; Weng et al., 2020). Still, Chang et al. (2016) reported
better knowledge retention, Wang et al. (2022) reported a reduction in
students’ cognitive load, and Chien et al. (2019) and Weng et al. (2020)
reported statistically higher scores in the experimental group (that used the
AR technology) on questions related to higher levels of Bloom’s revised
taxonomy (such as the level of analyzing). Also, the majority of analyzed
studies reported benefits of AR regarding students’ motivation, self-efficacy,
satisfaction, and/or participation in biology lessons.</p><p >According to
Nurhasanah et al. (2019, p. 482), the use of AR in biology classes “will
undoubtedly attract more students’ interest in school”. Similarly, Hung et al.
(2017) pointed out that AR may not be superior compared to other aids and
teaching materials, but it is at least equally effective and can help students
learn biology, spark their interest, and reduce classroom boredom. In addition,
Lu and Liu (2015) emphasized that learning activities with AR can be especially
helpful for low academic achievement students, and Chang et al. (2016)
indicated students’ opportunity to experience constructivist learning as one of
the most important advantages of using AR in schools.</p><p >Dengel et al.
(2022) pointed out that teachers should be capable of designing their AR
experiences and indicated five accessible AR authoring toolkits for educational
purposes (Vuforia Studio, BlippAR, AWE, AR Media Studio,
and Areeka). However, teachers often lack specific knowledge and skills
to develop or customize their own digital materials, such as AR experiences
(Daniela, 2021; Mota et al., 2018). Also, Daniela (2021, p. 714) emphasized
that it is not clear “how much effort the teacher should put into developing
the materials”. Fuchsova and Korenova (2019) suggested a few commercial
biology-themed MAR apps that are affordable and appropriate for teaching.
Still, using so-called “off-the-shelf” apps in learning environments is not a
straightforward process since available immersive experiences need to be
evaluated first and matched with teaching content and lesson goals (Stojšić et
al., 2019b). For example, Dreimane and Daniela (2021) analyzed 41 MAR apps
(from the App Store) related to the anatomy of the human body, but only seven met
the selection criteria. The same authors believe that commercial MAR apps can
be successfully integrated into the learning process (but before all else
teachers need to understand the educational potential and limitations of those
apps) and proposed an evaluation framework with 19 criteria divided into three
groups: (a) technological performance, (b) information architecture, and (c)
educational value (Dreimane &amp; Daniela, 2021).</p><p >Besides the
availability of MAR apps (both custom and off-the-shelf) to biology teachers
and students and their usability, graphics quality, and effectiveness, it is
also important to assess the acceptance of those apps. According to Yavuz et
al. (2021, p. 1), acceptance of MAR is “one of the factors influencing its
adoption”. Yapıcı and Karakoyun (2021) conducted a case study with prospective
biology teachers and the result showed that future biology teachers had mostly
positive views about the use of AR in biology teaching. Although limited in
scope, previous studies (Fuchsova &amp; Korenova, 2019; Hung et al., 2017;
Hwang et al., 2016; Safadel &amp; White, 2019) also suggested that the majority
of students accept AR and have positive attitudes (perceptions) regarding the
use of this technology for biology learning. However, we did not find studies
that deal with determining primary and/or secondary students’ acceptance of
commercially available MAR apps (for biology learning) during pandemic
teaching.</p><p ><bold>The purpose of the study and used research model</bold></p><p >The purpose of this study was to determine primary and secondary
students’ acceptance of free commercial MAR apps that can be used as a
supplement in biology teaching/learning, as well as to identify potential
variables that influence acceptance.</p><p >In the literature (Balog &amp; Pribeanu, 2010; Cabero-Almenara
et al., 2019; Huang &amp; Liaw, 2018; Huang et al., 2016; Mailizar &amp; Johar,
2021; Wojciechowski &amp; Cellary, 2013), students’ acceptance of AR, VR, and
other immersive technologies in educational settings was often researched using
the Technology Acceptance Model (TAM; Davis, 1989; Davis et al., 1989). According
to Trivunović and
Kosanović (2021), the TAM model provides insights
into the reasons for acceptance and use of technology in teaching and learning
processes. In other words, the TAM constructs (factors) explain the complexity
of the process of technology acceptance by the user (in our case the student).</p><p >In the present study, we used an adjusted and shortened version
of the AR Acceptance Model (based on the TAM model) proposed by Cabero Almenara
et al. (2016). On the basis of the used research model (Figure 1), the
following hypotheses were formulated:</p><p >H1. Technical quality has a positive effect on perceived
usefulness.</p><p >H2. Technical quality has a positive effect on perceived ease of
use.</p><p >H3. Perceived ease of use has a positive effect on perceived
usefulness.</p><p >H4. Perceived ease of use has a positive effect on attitude
toward use.</p><p >H5. Perceived usefulness has a positive effect on attitude
toward use.</p><p >H6. Perceived usefulness has a positive effect on intention to
use.</p><p >H7. Attitude toward use has a positive effect on intention to
use.</p><p ><fig><label>Figure</label><graphic xlink:href="data:image/png;base64,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"/></fig><fig><label>Figure</label><graphic xlink:href="data:image/png;base64,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"/></fig></p><p >Figure
1.Research model (based on Cabero Almenara et
al., 2016).</p><p >In addition, but in line with the research purpose, we
formulated the following research questions:</p><p >RQ1. Does gender influence differences in students’ acceptance
of MAR apps?</p><p >RQ2. Does prior achievement in biology (grade at the end of the
first semester) influence differences in students’ acceptance of MAR apps?</p><p >RQ3. Does the type of school (primary or secondary) influence
differences in students’ acceptance of MAR apps?</p><p >RQ4. Does prior experience with AR influence differences in
students’ acceptance of MAR apps?</p><p >We decided to formulate research questions instead of hypotheses
since there are no sufficient and conclusive results from previous studies
regarding the influence of investigated variables (gender, biology grade at the
end of the first semester, type of school, and prior experience with AR) on
students’ acceptance of the educational use of AR technology.</p>
			</sec><sec>
			<title>Materials and Methods</title>
				<p >In this research, mobile apps with AR experience mode were used
to complement students’ knowledge acquisition of certain biological teaching
content. At the time we started our research, there was a need for digital solutions
that could help students’ better understanding of biology learning materials
since the classes were shorted to 30 minutes due to pandemic measures (with
only half of the students in the classroom). The research was conducted during
the second semester of the 2020-2021 school year through four stages.</p><p >In the first stage, we were looking for AR content
in free commercial mobile apps that can be used in biology classes. The search
didn’t include MAR apps that are only for iOS devices (e.g., iPad and iPhone)
since in the Republic of Serbia the majority of schools’, teachers’, and
students’ owned devices (tablets and smartphones) are Android-based.</p><p >In the second stage, we checked the
performance and graphics quality of the AR experience mode (of biology-related
content) in found MAR apps, as well as used the heuristic questionnaire
proposed by Radu (2014) to evaluate those apps. After the evaluation process,
we left with only a few MAR apps (EON-XR,
Expeditions
[the app is no longer available], Edmentum AR Biology,
and WWF Free Rivers) that we tried to match with the teaching
content in different grades of the primary and secondary school biology
curriculum.</p><p >In the third stage, the integration process
was planned and realized following steps from the AR/VR integration model
proposed by Stojšić et al. (2019a). For instance, the steps included evaluation
of school infrastructure and availability of necessary devices (teachers’ and
students’ owned smartphones and tablets), as well as taking security measures
and preparing students to use MAR apps.</p><p >In the fourth stage, the selected biology-related
AR content was included in some biology classes (in both in-person and online
groups) as an additional part of activities created by the second author
(biology teacher). For example, the EON-XR
app was employed with the teaching content related to nutrition and the human
digestive system. At the end of this research (end of the second semester), the
students were offered to fill in an online questionnaire. Participation was
voluntary and anonymous.</p><p ><bold>Participants</bold></p><p >Three state primary schools (two rural and one
urban) and one urban state secondary school in the Republic of Serbia took part
in this research. A total of 188 students (from schools included in this
research) completed the online questionnaire correctly and timely.
Participants’ characteristics are presented in Table 1.</p><p ><bold>Table 1</bold></p><p >Participants’
descriptive characteristics (N = 188)</p>

<table-wrap><label>Table</label><table>
 <tr>
  <td>
  Variables
  </td>
  <td>
  n
  </td>
  <td>
  %
  </td>
 </tr>
 <tr>
  <td>
  Gender
  </td>
  
  
 </tr>
 <tr>
  <td>
   female
  </td>
  <td>
  111
  </td>
  <td>
  59.04
  </td>
 </tr>
 <tr>
  <td>
   male
  </td>
  <td>
  77
  </td>
  <td>
  40.96
  </td>
 </tr>
 <tr>
  <td>
  Biology
  grade 
  (at the end of the first semester)
  </td>
  
  
 </tr>
 <tr>
  <td>
   insufficient (1)
  </td>
  <td>
  1
  </td>
  <td>
  0.53
  </td>
 </tr>
 <tr>
  <td>
   sufficient (2)
  </td>
  <td>
  15
  </td>
  <td>
  7.98
  </td>
 </tr>
 <tr>
  <td>
   good (3)
  </td>
  <td>
  24
  </td>
  <td>
  12.77
  </td>
 </tr>
 <tr>
  <td>
   very good (4)
  </td>
  <td>
  53
  </td>
  <td>
  28.19
  </td>
 </tr>
 <tr>
  <td>
   excellent (5)
  </td>
  <td>
  95
  </td>
  <td>
  50.53
  </td>
 </tr>
 <tr>
  <td>
  Type
  of school
  </td>
  
  
 </tr>
 <tr>
  <td>
   primary
  </td>
  <td>
  127
  </td>
  <td>
  67.55
  </td>
 </tr>
 <tr>
  <td>
   secondary
  </td>
  <td>
  61
  </td>
  <td>
  32.45
  </td>
 </tr>
 <tr>
  <td>
  Prior
  experience with AR
  </td>
  
  
 </tr>
 <tr>
  <td>
   yes
  </td>
  <td>
  103
  </td>
  <td>
  54.79
  </td>
 </tr>
 <tr>
  <td>
   no
  </td>
  <td>
  85
  </td>
  <td>
  45.21
  </td>
 </tr>
</table></table-wrap><table-wrap><label>Table</label></table-wrap><p ><bold>Instrument</bold></p>

<p >An online questionnaire in the Serbian
language was created (with Google Forms) as the instrument for this research. The
first part of the questionnaire contained questions related to students’
demographics and school information (e.g., gender, type of school, biology
grade at the end of the first semester, etc.). The second part of the
questionnaire included a five-point Likert-type scale (from 1 – strongly disagree
to 5 – strongly agree) with 19 items grouped to measure five TAM
constructs (technical quality, perceived usefulness, perceived ease of use,
attitude toward use, and intention to use). The items were defined as positive
and negative statements and mostly adapted from Cabero Almenara et al. (2016). Table
2 shows Cronbach’s alpha values for TAM constructs and means and standard
deviations of items.</p>



<p ><bold>Table 2</bold></p>

<p >Cronbach’s alpha values for
TAM constructs and means and standard deviations of items</p>

<table-wrap><label>Table</label><table>
 <tr>
  <td>
  TAM constructs
  </td>
  <td>
  Items
  </td>
  <td>
  M
  </td>
  <td>
  SD
  </td>
  <td>
  Cronbach’s alpha
  </td>
 </tr>
 <tr>
  <td>
  Technical quality
  </td>
  <td>
  3D objects in MAR apps provide a sense of
  reality.
  </td>
  <td>
  4.09
  </td>
  <td>
  0.86
  </td>
  <td>
  .83
  </td>
 </tr>
 <tr>
  <td>
  Objects and scenes seen in AR mode are
  aesthetically pleasing.
  </td>
  <td>
  4.06
  </td>
  <td>
  0.76
  </td>
 </tr>
 <tr>
  <td>
  AR content in used mobile apps is attractive.
  </td>
  <td>
  3.85
  </td>
  <td>
  0.90
  </td>
 </tr>
 <tr>
  <td>
  Perceived usefulness
  </td>
  <td>
  MAR apps helped me master the learning material.
  </td>
  <td>
  3.95
  </td>
  <td>
  0.94
  </td>
  <td>
  .83
  </td>
 </tr>
 <tr>
  <td>
  The 3D view in MAR apps helped me better
  understand the structure of a biological system (e.g., the human digestive
  system).
  </td>
  <td>
  4.26
  </td>
  <td>
  0.87
  </td>
 </tr>
 <tr>
  <td>
  Thanks to the use of MAR apps, I learned more
  compared to traditional classes.
  </td>
  <td>
  3.71
  </td>
  <td>
  1.10
  </td>
 </tr>
 <tr>
  <td>
  My attention in biology classes is better
  when there is additional AR content.
  </td>
  <td>
  3.66
  </td>
  <td>
  1.10
  </td>
 </tr>
 <tr>
  <td>
  Using MAR apps could improve biology learning
  in the classroom (or online).
  </td>
  <td>
  4.04
  </td>
  <td>
  0.91
  </td>
 </tr>
 <tr>
  <td>
  Perceived ease of use
  </td>
  <td>
  I think that MAR apps are easy to use.
  </td>
  <td>
  4.24
  </td>
  <td>
  0.71
  </td>
  <td>
  .67
  </td>
 </tr>
 <tr>
  <td>
  It was not a problem for me to learn how to
  use a MAR app.
  </td>
  <td>
  4.43
  </td>
  <td>
  0.66
  </td>
 </tr>
 <tr>
  <td>
  Attitude toward use
  </td>
  <td>
  Using MAR apps in biology classes makes
  learning fun.
  </td>
  <td>
  4.20
  </td>
  <td>
  0.87
  </td>
  <td>
  .80
  </td>
 </tr>
 <tr>
  <td>
  AR content makes biology learning more
  interesting.
  </td>
  <td>
  4.28
  </td>
  <td>
  0.77
  </td>
 </tr>
 <tr>
  <td>
  *Learning biology with MAR apps is boring.
  </td>
  <td>
  3.91
  </td>
  <td>
  1.12
  </td>
 </tr>
 <tr>
  <td>
  I believe that using MAR apps in the
  classroom (or in online activities) is a good idea.
  </td>
  <td>
  4.10
  </td>
  <td>
  0.99
  </td>
 </tr>
 <tr>
  <td>
  Intention to use
  </td>
  <td>
  If I have the opportunity in the future, I
  would like to use MAR apps for biology learning.
  </td>
  <td>
  4.05
  </td>
  <td>
  0.95
  </td>
  <td>
  .75
  </td>
 </tr>
 <tr>
  <td>
  I would like to use MAR apps in other school
  subjects as well.
  </td>
  <td>
  4.16
  </td>
  <td>
  0.92
  </td>
 </tr>
 <tr>
  <td>
  *It is not necessary for me to use MAR apps
  in future biology classes.
  </td>
  <td>
  3.34
  </td>
  <td>
  1.17
  </td>
 </tr>
 <tr>
  <td>
  *I'm not interested in using MAR apps for
  learning.
  </td>
  <td>
  3.76
  </td>
  <td>
  1.18
  </td>
 </tr>
</table></table-wrap><table-wrap><label>Table</label></table-wrap><table-wrap><label>Table</label><table>Note. The item “I had a hard time mastering the use of MAR apps.”
was excluded from the perceived ease of use construct due to low item-total correlation. For the
negative items (marked with an asterisk [*]), a reverse scoring method was
used.



Data Analysis

Statistical analyses were performed using IBM
SPSS Statistics software (version 24). Besides descriptive statistics
(arithmetic means, standard deviations, frequencies, and proportions), path
analysis (based on multiple regression analysis) was used for testing the
research model (hypotheses 1-7). Additionally, four MANOVA (multivariate
analysis of variance) tests were run to examine the relationship between
independent variables (gender, biology grade at the end of the first semester,
type of school, and prior experience with AR) and dependent variables (the TAM
constructs).</table></table-wrap>

<table-wrap><label>Table</label></table-wrap>


			</sec><sec>
			<title>Results</title>
				<p >Analyzing the results from the TAM-based scale (Table 3), it can
be concluded that students included in this research accepted the use of MAR
apps as a supplement in biology teaching/learning. According to students, MAR
apps had sufficient technical quality (M = 4.00, SD = 0.73), they
were easy to use (M = 4.34, SD = 0.60), and mostly useful for
biology learning (M = 3.93, SD = 0.76). Also, the students had a
positive attitude toward the use of MAR apps in biology teaching (M =
4.12, SD = 0.75) and to a certain degree, expressed their intention to
use (M = 3.83, SD = 0.80) this educational technology in the
future (if given the opportunity).</p><p ><bold>Table 3</bold></p><p >Means and standard
deviations of TAM constructs</p>

<table-wrap><label>Table</label><table>
 <tr>
  <td>
  TAM constructs
  </td>
  <td>
  M
  </td>
  <td>
  SD
  </td>
 </tr>
 <tr>
  <td>
  Technical quality
  </td>
  <td>
  4.00
  </td>
  <td>
  0.73
  </td>
 </tr>
 <tr>
  <td>
  Perceived usefulness
  </td>
  <td>
  3.93
  </td>
  <td>
  0.76
  </td>
 </tr>
 <tr>
  <td>
  Perceived ease of use
  </td>
  <td>
  4.34
  </td>
  <td>
  0.60
  </td>
 </tr>
 <tr>
  <td>
  Attitude toward use
  </td>
  <td>
  4.12
  </td>
  <td>
  0.75
  </td>
 </tr>
 <tr>
  <td>
  Intention to use
  </td>
  <td>
  3.83
  </td>
  <td>
  0.80
  </td>
 </tr>
</table></table-wrap>

<p >To test hypotheses, the path analysis based on
multiple regression analysis was used. Therefore, path coefficients are
standardized beta values. The results of the path analysis (Table 4) have
revealed statistical significance of all paths in the tested research model.</p><p ><bold>Table 4</bold></p><p >Results of the research model
testing</p>

<table-wrap><label>Table</label><table>
 <tr>
  <td>
  Hypotheses
  </td>
  <td>
  Paths
  </td>
  <td>
  Standardized coefficient (β)
  </td>
  <td>
  t
  </td>
  <td>
  p
  </td>
 </tr>
 <tr>
  <td>
  H1
  </td>
  <td>
  Technical quality → Perceived
  usefulness
  </td>
  <td>
  0.62
  </td>
  <td>
  10.73
  </td>
  <td>
  &lt; .001
  </td>
 </tr>
 <tr>
  <td>
  H2
  </td>
  <td>
  Technical quality → Perceived ease of
  use
  </td>
  <td>
  0.46
  </td>
  <td>
  7.03
  </td>
  <td>
  &lt; .001
  </td>
 </tr>
 <tr>
  <td>
  H3
  </td>
  <td>
  Perceived
  ease of use →
  Perceived usefulness
  </td>
  <td>
  0.16
  </td>
  <td>
  2.76
  </td>
  <td>
  .006
  </td>
 </tr>
 <tr>
  <td>
  H4
  </td>
  <td>
  Perceived ease of use → Attitude
  toward use
  </td>
  <td>
  0.12
  </td>
  <td>
  2.04
  </td>
  <td>
  .043
  </td>
 </tr>
 <tr>
  <td>
  H5
  </td>
  <td>
  Perceived usefulness → Attitude
  toward use
  </td>
  <td>
  0.62
  </td>
  <td>
  10.41
  </td>
  <td>
  &lt; .001
  </td>
 </tr>
 <tr>
  <td>
  H6
  </td>
  <td>
  Perceived
  usefulness →
  Intention to use
  </td>
  <td>
  0.18
  </td>
  <td>
  2.76
  </td>
  <td>
  .006
  </td>
 </tr>
 <tr>
  <td>
  H7
  </td>
  <td>
  Attitude toward use → Intention to
  use
  </td>
  <td>
  0.62
  </td>
  <td>
  9.54
  </td>
  <td>
  &lt; .001
  </td>
 </tr>
</table></table-wrap>

<p >The path between perceived ease of use and
attitude toward use was found significant at a .05 level, whereas the paths
between perceived ease of use and perceived usefulness and perceived usefulness
and intention to use were found significant at a .01 level. The rest of the
paths were found significant at a .001 level. Consequently, all hypotheses are
supported. Figure 2 shows the final model.</p><p ><fig><label>Figure</label><graphic xlink:href="data:image/png;base64,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"/></fig><fig><label>Figure</label><graphic xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABMEAAAD/CAYAAAD468HDAAAgAElEQVR4nOzdd3QVVffw8W96QkIghPTeQxpNinQFpIoI0kQURERUIKJIEaUJ0n9SBESwgAr4UKSohA4P0qSYSnqvhBBIIeSmzPtHVublPgFEKYG4P2u5TM7MmdlncoGbfc/ZR0dRFAUhhBBCCCGEEEIIIeow3doOQAghhBBCCCGEEEKIh02SYEIIIYQQQgghhBCizpMkmBBCCCGEEEIIIYSo8yQJJoQQQgghhBBCCCHqPEmCCSGEEEIIIYQQQog6T5JgQgghhBBCCCGEEKLOkySYEEIIIYQQQgghhKjzJAkmhBBCCCGEEEIIIeo8SYIJIYQQQgghhBBCiDpPv7YDEEII8XCkpaURFRVV22EIIf4F9PX1ad26NfXr16/tUIQQQggh7kiSYEIIUQelpqbSsWNHUlNTazsUIcS/RN++fdm1axe6urLQQAghhBCPJ3mXIoQQdVBCQoIkwIQQj9SZM2coLy+v7TCEEEIIIe5IZoIJIUQdpKenp369bNkyWrVqVYvRCCHqshUrVvCf//wHExOT2g5FCCGEEOKuJAkmhBB1XJs2bWjXrl1thyGEqKN2795d2yEIIYQQQtwTWQ4phBB1XHFxcW2HIISowzQaTW2HIIQQQghxTyQJJoQQQgghhBBCCCHqPEmCCSGEEEIIIYQQQog6T5JgQgghhBBCCCGEEKLOkySYEEIIIYQQQgghhKjzJAkmhBBCCCGEEEIIIeo8SYIJIYQQQgghhBBCiDpPkmBCCCGEEEIIIYQQos7Tr+0AhBBCiH+iqKiIzMxMdHR01LbKykqMjIxwcHDAwMCgFqO7M0VRSE1NpaSkBGtraxo1avRI7puXl0dubi6mpqY4OTk9knv+XadPnyY6Ohpra2vatm17z8+muLiYjIwMdHV1cXFxeWx/9kIIIYQQonbJTDAhhBBPpIMHD9KsWTOaNm1KUFAQQUFBNGvWjMDAQFq0aMG2bdtqO8TbqqioYPDgwTRv3pz169c/svuuWrWK5s2b89prrz2ye/4ds2fPpl27dowaNYo+ffqwdevWe+578uRJmjVrRuvWrcnMzHyIUQohhBBCiCeZzAQTQgjxRCorK6OkpOS2xyIiIhg8eDCHDh3imWeeecSR/bXU1FRu3rxJfn7+I7vnzZs3uXnzJsXFxY/snvfq8uXLLF26FEVRaNSoEU5OTnh4eNxz//LyckpKStBoNFRWVj7ESIUQQgghxJNMkmBCCCGeSLq6VZOZdXR0+OSTT3B0dKSoqIjTp0+zdetWFEVh2bJlj10STFdXl88++4zc3Fw6dOjwyO6rp6cHgL7+4/dPf0FBAYWFhQD8+OOP9OjRg4qKinvuX70k1sDAQGt5rBBCCCGEELd6/N4JCyGEEH/TmDFjcHBwUL/Pysri+PHjREZGUlhYSP369YGqmmGnT5+mpKQEV1fXGrONcnNzuXbtGq6urty4cYNz587h7e2No6OjmlxJTEwkKSkJExMTmjZtiqmpaY14rl69ysWLFwFo3ry5Vm0rXV1dhgwZgkajwczMjIKCAnJzc9VaZrcmca5evcrVq1cxNTXFzs5ObY+OjiYjIwNzc3NatWp122dy48YNTp8+jbGxMe3atcPY2Pgvn2NlZSUZGRloNBqsra3V51ZSUkJWVhb6+vrY29trJdKqYzE0NMTX1xcrK6vbXvv8+fNcu3YNW1tb/P391fbCwkIiIyOBqmSWoijk5uZiZWXF5cuXKSgooGHDhjRu3BioWk6akZFBeXk5tra21KtX77b3y8nJobCwEEdHR4yNjQkLCyM3NxdfX1+t10q1goICzp8/T2VlJYGBgVhbW9c4p6ysjLCwMK5du4a5uTlNmzbF0NCwxnnp6ekkJCRQWVmJq6srbm5ud3rkQgghhBDiUVKEEELUOceOHVMABVD2799f2+E8FNu2bVMARUdHR4mMjNQ6NmnSJAVQrKyslKysLEVRFCUtLU3p0qWL+lzq16+vTJ06VamsrFT7vfrqq0r9+vWVBQsWKN27d1cApXnz5kpJSYmiKIoybdo0xdzcXL1GkyZNlL1792rd+7ffflPc3NzUc1xdXZWtW7eqx8vKypQOHToo9evXV7766ivl4sWLSv369RVra2slNDRUPa+iokLp3LmzUr9+fWXmzJmKoihKZWWlMmXKFMXExES9/nPPPaekpKRoxRAaGqo0b95cPefll19W3nrrLQVQ2rVrd8dnWlBQoHh4eCjm5ubK119/rbaHhIQoDRo0UFxcXJTU1FRFURQlJydHGTBggKKvr6/ex8HBQfnqq6+0rpmfn6+89NJL6jkGBgbK6NGjlaKiIkVRFOXzzz9X6tWrpx43MzNTWrRooSiKogwdOlSpX7++8uabb6rXy8zMVFxdXZUGDRooe/bsUZ85oBgbG6vPon///kr9+vWVtWvXKu+//756fSsrK2XLli1aMf73v/9VfHx81HPs7e2V9evXa51z8uRJpVWrVuo5gNKyZUvl3LlzWj+zqVOnKhYWFuo55ubmSnBwsFJWVnbH5/6kmzhxogIoLi4uSnl5eW2HI4QQQghxR5IEE0KIOuj48eP/qiRYRkaG2l5ZWam0bdtWARQ3NzeluLhYURRF6dOnj/pMnJ2d1a//7//+T+37wgsvKIBWEuOFF15QFEVR5s2bp7ZZWloqhoaGajLt0qVLiqIoSnZ2tmJpaakmP2xsbNTEzx9//KEoSlUSrEmTJgqgLFiwQCkrK1PPW7RokRpLaGioer/Dhw8riqIoGzduVNscHR3VBFSHDh0UjUajKIqiXL9+XSuh4+DgoD6nv0qCXb9+Xalfv74CKKtWrVLbd+/erQCKiYmJmmQaNWqUAigNGzZUWrRoobi4uKj3PHr0qNp3woQJavut54wfP15RFEWZPXu2VmIJUBo3bqwoiqL07NlTAZQhQ4ao10tLS1OTZtu2bVMU5fZJsM6dO6sJrVv/X339q1evqmOufj3Uq1dPsbOzq/Hc8/PzFXd3d3UMLVu2VJ+Tvb29eq1vvvlGARRdXV2lRYsWSkBAgHqt+fPn3/G5P+mqk2COjo7q61AIIYQQ4nEku0MKIUQddKclYnXVDz/8wA8//MDnn39Oz549OX36NABt2rShXr16HDt2jF9++QVjY2P+85//EBoayrRp0wBYunQpBQUFQFVNKYD8/HwmTJjA119/zQcffMDVq1dZuHAhAIMGDeLixYucOnUKCwsLCgsL2bBhAwBffPEFeXl5eHt7c+bMGUJDQ+nSpQtlZWX83//9H1C1HLL6PhUVFejr6/PCCy8AsG/fPnVMBw4cAMDX15cOHTpQUlLCggULAHjzzTcJDQ3lwIEDmJmZceLECfbv3w/Arl27iImJAWDhwoWEhYWxdetWtYbaX6le3lddQ6w65upj+vr6VFRUEBISAsBPP/3E+fPniY6OpkuXLjRv3lwt+B8XF6c+m+XLlxMaGsrq1asBWLduHSkpKYwePZqvvvoKqFoO+dVXX/Hrr79qxXTr8ksdHR01xruNqfoZZ2Zmsm7dOiIiIvj0008BuHLlCqGhoQBs2LCB1NRUnJ2d+f333wkNDaVv374ALFu2DKjaaCExMRE7OzsiIyM5d+4cR48excPDA29vb/Ly8gDYs2cPAFOnTuX8+fOEh4czfvx4vL29KSsru6fn/yTLzs6mbdu2DBo0iE8//ZSffvqJc+fOPdINIIQQQggh7kZqggkhxBOurKyM3NxcsrKyiImJISEhgTNnztR2WI+Moih8+OGHNdpNTU2ZMmUKALt37wbg2Wef5aWXXgJgzpw5rF+/nvT0dMLCwrSK1Ht4eLB8+XL1+127dlFQUICenh5z587FyckJJycnVq5cSUZGBj169NC6z/jx4/H19QVgxowZHD16lOPHj1NWVqYmZ271wgsvsG7dOk6dOkV6ejqOjo788ssvAPTs2RMDAwMuXLhAVFQUxsbGzJ8/n0aNGtGlSxcGDhzId999x4EDB+jTpw8nTpwAICAgQH0ugwcPZtOmTezdu/c+nnSV6ppl1QmoRYsWcfnyZXr06MGRI0e0zj1w4ADFxcX4+fkxYcIEAMaNG8eaNWsIDw/nv//9L6+88godO3ZU+3Ts2BEfHx+g6md7v9q0acOYMWMAGDFiBHPmzEGj0aiJz59//hmAN954g2bNmgEwe/Zs9u7dy4kTJygrK1OTbnl5eUyYMIEhQ4bQqVMn4uPjb3vPnTt3YmNjQ69evVixYsV9j+FJUV5ezoULF7hw4QLbtm0Dql4nVlZWuLi40KRJEzw9PfH19cXX1xdbW1u11psQQgghxKMgSTAhhHiCXL58mXPnzpGZmUlkZCTx8fGkp6eTkpIisy2o+oXbwsICX19fZs2apSY1UlNTAYiPj+ett95CqSoHwM2bNwFISEjQSoJ5eXlpXTctLQ0AS0tLrQL1w4cPV78uKCggJycHgB07dhAREQFUFduHqp9dVlYWzs7ONeLu1KkTjo6OpKenc/LkSXr27MnZs2cB6Nevn9YYdHR0mDRpEsbGxujq6vLnn38CVQX7b421OglXrVmzZg8kCVZWVoaenh7du3fnm2++4eDBgxw8eJBGjRrRt29f3n33XbVYf0pKCgDXrl1Tn7uenp46c6o6iVRUVKRe/9avH4Rbf5b6+voYGhqi0WjU2WVZWVkAhISEkJGRgaIoXL9+XY07ISGBwMBAPDw8SEhI4Ouvv+brr7/Gw8ODIUOGEBwcrG4G0LdvX3bs2MGlS5eYOHEiH3zwAZ07d2bs2LFq8vXfwMDAAEtLS7Kzs6msrCQnJ4ecnBz1NV3Nzs4ODw8P3NzcCAgIwNfXFxcXF9zc3DA3N6+l6IUQQghRl0kSTAghniAlJSUMHTqUwsLCu55naWlJfn4+lZWVjyiy2qOjo8OuXbvw8PBAT08PMzOzGrv/VSc1YmNjiY2NrdH/xo0bWm1mZmZa35eXlwPcdifAW+9RnVQ7cuSI1qwoXV1d9PT0atzn1vv16tWLr776iqNHj2JgYEBxcTHu7u60bdsWqNopEqpeAxs3bqwxhurldtWzp/53N8jq7/9qdlX18Vt3qbz16+rjCxYsIC8vjz179qAoClevXmXjxo1s2bKFnTt30rt3bzUxm5mZyZdfflkj5pKSkhrXv5dY7nT+7dz6M6usrFSvqaenR2Vlpfoz+f333/n999/Vc6tnuuXn5+Pr68v333/P22+/re76mZCQwPz58/npp584fPgwTk5OjBw5kkuXLrF69WqKi4spKytTk4QzZ85k1qxZ9xz3k0xRFIYPH86oUaM4c+YM0dHRxMXFER0dTVZWlvrnMSsri6ysLHX2IlQl0Ozs7HBwcCAgIAAfHx919pidnZ0kx4QQQghxXyQJJoQQTxAXFxe+/fZbBg4ceMdzTExMmDhxIrNnz36EkdWuwMBAXF1d73jc2toagD59+jBnzhzKy8vR09PD1NQUXV1dLC0ttc43MjLS+t7W1haoSkSVlpaq7REREeTl5eHj44OVlRVmZmZcu3aN2bNn07t3byoqKjA2NsbIyAg9PT2cnJyoqKi4bYz9+/dXk2DVs7l69eqFiYkJAPb29gBYWFiwdetWGjRoAFQl0HR1ddU6cNWxVs+2qpadnQ3cOeFUfay6FtitybJbx1zdbm1tza5duzh37hy7d+9m3759XLhwAY1Gw+LFi+ndu7eajGzRogVfffUV5eXl6OrqYmZmho6ODg0bNqxxr1tVx3JrMre8vByNRnPHMfxvnNXP739VVFSgq6uLubk5GRkZTJ48mSFDhlBeXo6RkZE60676ubdt25YLFy7w22+/sXv3bg4cOEBCQgLx8fFs3LiRjz76CB0dHRYtWsQ777zDzp07CQkJ4cSJExQVFbFs2TLGjRuHjY3NX8b+pGrUqBH16tUjPT2d1atX06VLF15//XX1uEaj4fLly8TGxpKYmEhMTAzh4eGkpaWRmppKUVERZWVlpKamkpqayqlTp9S+hoaG2NjY4O3tjZubG76+vgQGBuLk5ISzszOmpqa1MWQhhBBCPGEkCSaEEE+YAQMGMHnyZBYvXnzb4y+//DJ9+/blk08+ecSR1Z47zbCq5uLiAlQtSWzRogVQtexu8eLFeHt706tXr7v29/T0VO9z6NAhhg4dCsCHH37Ib7/9xvDhw/n+++9xcHAgPT2dkpISnnrqKQBOnz7Nr7/+SosWLfDy8rpjEqx6SeSlS5eIjo4GUAvmA2pCqaCgAHt7e/z9/YGqYvx6enrqck4PDw8ALly4QE5ODjY2NlRWVnL48OG7jhGqZuHUr1+f3NxcNREHcO7cOaAqSWZkZKQWm4+Pj2ft2rU89dRTzJkzh3feeYfVq1erSwyrE5M5OTk0b95cTcBV11Xr1q3bXeOpnvVzayyXLl36y5/3vahOrFU/84KCAlq2bAlAeHg427Zto3nz5nh7e3P69Gm2bt2Knp4eS5YsUV8vgYGBREREkJWVRWVlJatXr+bMmTOMGzeO4OBggoOD2bJlC8OGDaOwsJCrV6/W6SSYnZ0d69ato2/fvuTn5zN06FD27dunvjYNDQ1xdHTE0dGRZ599Vu1XWlpKWloa6enpREVFERUVpSbJMjIyKC0tRaPRkJaWpvVagKqEtbOzM87Ozvj6+uLn56duWGBvb18joS2EEEKIfzdJggkhxBPm6tWrXLly5bbHDAwMmDZt2l8ul/y3GTBgAIsWLeKPP/7g3Xff5eWXX2blypVs2bIFgKSkJBo1anTH/s2bN6ddu3acPHmSSZMmqTWOqndIrE6sDR48mDNnzrBq1Src3d1xd3dn3LhxxMXF0apVK5577rk77mhoZmZGz549Wb9+PYqi4OzsTPv27dXj/v7+tG3bltOnT/Pqq6+yaNEi4uLiePfddwFYtWoVAQEBvPjii8ydO5ecnByGDx/Oa6+9xu7du4mKivrL52RkZIStrS2JiYl8/fXXBAUFce3aNa2Eq56eHmVlZepMw/LycmbOnIlGo1HvUV2PrFu3bjRq1IiMjAwGDx7Me++9x/bt29VdF0+ePImjo+Md46k+durUKRYvXoy7uzvvv//+AymYX32NYcOGceDAAb799lv8/Pxo2rQpwcHB/Pnnn3h7e9OnTx9iY2P5/PPPgaqZds8//zypqanqn8PAwEB0dHT44osviI6O5ty5c2zYsAFLS0t1NpOdnZ1WPbm6qLCwkHbt2vHjjz/St29fiouLeemllzh27Ji62cHtGBkZ4enpiaenJ126dFHbi4qKyM3NVZcxx8bGEhkZSUpKCllZWZSUlFBaWkpcXBxxcXEcOnRI7WtmZoa1tTU+Pj54eXnh7e2Nv78/rq6u2NjY3HGGoBBCCCHqOEUIIcQT48CBA4qvr68C3Pa/UaNGKYqiKMePH1fb9u/fX8tRPxybN29WxxgeHv6X50+cOPG2z2zRokXqOb1791YAZcCAATX6//rrr7ft37p1a6WgoEBRFEUpKipSmjVrVuMcExMT5ffff1cURVHKysoUd3d3BVA++eQTrXv88ssvap/Ro0fXiOHw4cOKrq5ujet37NhRKS4uvutYO3TooABKYGDgXZ/T559/XqNv+/bt1a+TkpIURVGUBQsW3PZ5mJqaKmfOnLnr9QDlnXfeUc85c+aM2n5r35MnT9bo5+fnpzRu3FgBlK1btyqKoih79uypEV/btm0VQHn99dfV66WkpKjn7dixQ/15dOrUqcZ99PX1lX379imKoiglJSVKnz59bjuOli1bKlevXlUURVEOHTqkGBkZ3fa8VatW3fW5P8mqX2/Ozs6KRqNRFEVR1qxZo/Uzy87OfmD3u3HjhhIZGans27dPWb58uTJ69GjlmWeeUVxdXRU9Pb07/v0IKPXq1VP8/PyUnj17KhMnTlQ2bNigHD58WElOTlYqKioeWIxCCCGEeDzpzfq3VGkVQognWEVFBXPmzGHMmDHqboOvvvoqffr04b///S9QNfPh+++/x9LSkpSUFL799lsARowYoS6Rq0uuX79Oeno6Pj4+DBw4UK2RdSfdu3fHxMSE7OxsdHV18ff3Z9asWYwfP149JyUlBR0dHbp06aI1Cwuqdhl86qmnyM3NpaSkBCcnJ4YPH86aNWvUWWSGhob07t2boqIicnJyMDU1pVOnTqxdu1ZdEqYoCnFxcZibm9OzZ08CAgLUe9jZ2ZGUlIS9vT3BwcE1dpJ0c3OjdevWZGdnc+PGDWxtbRkxYgRr1qzRGn/Xrl0pLy8nNTUVOzs7li9fziuvvEJSUhJt27alR48ed3xOrVu3BiA5ORkrKysmT57MrFmziIuLIyAggP79+2NmZkaHDh3w8PCgsLCQkpISrK2t6d69O+vWrVOvAVW1tOzt7cnOzqaiogIPDw/ee+895s2bpy6PvHHjBnFxcXh5efHiiy+qNdqcnJzw8fEhLi4OXV1dBg8ezNdff01hYSHm5ub069cPJycnCgsLSUlJISAggIEDB2JqakpiYiJGRkZ07dpV3a2yrKyM+Ph4nJ2d6devH46Ojujq6tKnTx9u3rxJdnY2xsbGtGvXji+++EJ9Tvr6+rzwwgsYGxtTUFBAZWUlHh4evPLKK6xZs0aN183NjU6dOlFUVERxcTFmZma0a9eOBQsWMHLkyLu+Pp9k+/bt48yZMzRo0IDx48ejp6fHU089RUVFBcePHyc3N5fz588zZMgQdVfO+2FgYICVlRWenp60adOGfv368dprrzFy5EhGjhxJjx49aNasGe7u7hgbG1NeXk5paSmVlZWUlZWRm5tLfHw8Z86cYffu3Xz33Xd8++23bNy4kf379xMaGkpSUhKlpaXo6+urNf2EEEII8eTTUZQHsKZACCHEQxMVFcW7776r7jZoamrK/PnzmTBhAgDPPfccBw4cYOLEieqSrePHj9O5c2cA9u/fT/fu3Wsn+MdQdWH16kLy/8SNGzcwMDDAwMDgjudU73z4sJZd3bhxA319/bvuWHnz5k309PTuGufd+urq6t71+tVKSkrQ09O767mKolBSUvKPEgoVFRWUlpbe18/sXty8eZPKysq73qd6HNWF8++ktLQURVFq7NJZFwUHB7N8+XKcnZ2Ji4vTeh2MGjVKKyH/vzubPgoFBQUkJycTHx9PfHw84eHhxMXFkZ6eTkZGxl37mpub4+bmhpeXFx4eHgQGBuLl5YWjo6O6aYIQQgghnhxSE0wIIR5jGzZsYPLkyeTn5wNVs3RWrVqlzmyBqsLoL7/8MhMnTqytMJ8o+vr69z0b5V6SMQ+75tC9xHA/CZi/0/dexqqjo/OPk1h6enoPPQEG9zbmex2HFGSv8uWXX5KRkcGBAwfYtGkT9vb2LFiw4JHGYG5uTlBQEEFBQVrtubm5ZGZmkpiYSHh4OLGxscTHx5OYmEheXh6VlZUUFBQQGhpKaGioVl8rKyvs7e3x8PAgKCgIT09PNVFmYWFx1wSpEEIIIWqPJMGEEOIxlJOTw+TJk9m0aZPaVr0s7X9/Affy8mLfvn3qkiwhhHhcGBoasnnzZp599lnCwsJYuHAhjo6O6oYOtcnKygorKyuaNm3Kiy++CFTN9Lt27RrJyclcunSJxMREIiMjiY6OJjs7m+zsbKAqgZabm0toaCg7duwAqhKkjRo1wtXVFR8fHzw8PAgICMDb2xs7O7s6vTOo+GsajYbo6GgMDAxo0qTJ3+6fkZHBlStXaNq06W2P5+TkkJ2djY2NDba2tre9/65du2jTpk2NpfaJiYlcvHiR/v37y9JfIUSdJ0kwIYR4zOzbt493332XhIQEAFxcXFi5ciXPP//8HftIAkwI8biytLRkx44ddOnShfT0dCZMmICDg4OaeHqc6OjoYGFhgYWFBc2bN9c6lpOTQ0pKCklJSYSHhxMTE0NiYiIJCQlcv34dRVHIy8sjLy+P8+fPa/W1tbXF1dUVV1dXAgMD8fX1xc3NDXd397+sZyiefBcuXGDkyJGEh4cD0KdPHzZu3HjXXYn/14gRI7CwsGD79u01ji1cuJC5c+dSXFyMiYkJU6ZM4eOPP9aakWhoaMh7773Hpk2baiTBIiIimDx5MgMHDvyHIxRCiCeHJMGEEOIxodFomD17Np999hnV5RoHDx7M0qVLcXR0rOXohBDin/Pw8GDr1q307NmTwsJCRo4ciZ2dHW3btq3t0O6ZjY0NNjY2tG7dmiFDhgBVNQYvX75MWloakZGRxMbGEhsbS0xMDNnZ2Vy9ehVAnUV2+vRptmzZAlQtzbaxscHR0VGtNebl5UWTJk2wsbHBwsKi1sYqHpzr168zcOBArl27xooVK8jMzGTBggW8/fbb6mvhryxZsoQjR44wevToGsc2bdrE1KlT6d27Ny+99BL79u1j1qxZNGrUiPHjx1NaWsr48eN55pln8PDwIDo6mk2bNjFjxgwKCgpYt24dAQEBuLm5sWHDBv7880+WL18uS3qFEHWWJMGEEOIxEBoayoQJEzh+/DgADRo0YMGCBbz11lu1HJkQQjwY7dq145tvvmHQoEEUFBQwaNAgjh49+kTvXquvr4+9vT329va0adNGba+oqCA7O5u4uDiSk5OJjIwkKiqKtLQ0kpOTKSwspLy8nIyMDDIyMjhz5ozaV09PDzs7Ozw9PXFzc8Pf3x8/Pz+cnJxwdXXFzMysNoYq/qEff/yR5ORkjh8/TseOHYGqOoozZ85k2rRpd1zeWG3p0qVMnjwZoEY9S0VRWLZsGZ6enuzduxcdHR1GjRpFcnIyS5Ys4Z133qGsrIyEhAR27dpFcXExERERWFpaUlRUxI0bN9i/fz9bt27l5s2bREZG0rZtWzQazb9iUw8hxL+TJMGEEKKWrVmzhg8//JCioiIA2rdvzxdffPGXb4yFEOJJM3DgQD7//HMmTpxIeno6AwYM4MiRI39rWdiTQE9PDwcHBxwcHLTaNRoNmZmZpKWlEQWThPwAACAASURBVBUVRUxMDHFxccTExJCVlUVRUREVFRWkp6eTnp7O0aNH1b6GhoY4Ojri6OiIn58fvr6+eHp64uPjg62trSTHHlM7duygSZMmagIMYMyYMcyaNYuff/75rv/WV++u2r9/f06ePMnNmze1jpeUlBAfH8+gQYPQ0dFR23v06MHcuXO5cuUK1tbWHDp0iGXLlvH+++/TsWNHfvvtN/Xc2NhYOnbsyMmTJ1m+fDlvvPHGAxy9EEI8fiQJJoQQtSQzM5NJkyaxdetWoKoWzbRp0/jkk09kZzkhRJ01YcIEMjIyWLRoEWFhYQwfPpzdu3djYGBQ26E9dIaGhmptsFuTIiUlJeTm5qo7VEZHRxMREUFqairp6emUlJSg0WhITEwkMTFRnTUMVbOKrK2t8fb2VpNiQUFBODk5YW9v/0h2VhW3V1paSlhYGN26ddNqt7Ozw97enosXL96xr0aj4Y8//mDKlCl8+umnuLq6UlZWpnWOoaEhjRs3JioqSqs9OjoaPT099b1EdHQ0s2fPZunSpSxevJgVK1YwYcIEoKqe2OXLl5k/fz7vvfeeumxSCCHqKkmCCSFELdi7dy/jx48nOTkZqKqXs3LlSnr16vXA7yVFl4UQD5OJicnf7rNw4ULS09P58ccf2bdvH+PGjWP9+vUPIbong4mJCc7Ozjg7O2slTG7evElycjLp6elcunSJ8PBwkpOTiY+PJz09nbKyMkpKSkhJSSElJYUDBw5oXdPFxQUnJyf8/Pzw9/fHzc0NLy8vHBwcaiytEw/etWvXyM3NvW1dTzs7O9LT0+/YV1dXl3379uHo6IiiKJSWlmrN9oKq5ZHBwcEEBwczf/58XnzxRU6cOMGOHTuYMGGC+u9/ZWUlr732GpMmTUJfXx9TU1P1GhYWFkybNo3XX3+dlJQUKisrH9DohRDi8aSjVFdfFkII8dCVlJTw8ccfs3TpUrVtxIgRLF68GBsbmwd2n2PHjtGlSxcAhg8fjru7+wO7thBC3CokJISzZ8/i5OREfHw8hoaG99Tvxo0b9OnTR13y9/HHHzNnzpyHGWqdUVBQQE5OjlqEPy4ujsjISJKTk8nNza2xbO5WDRo0wMbGBm9vb/U/f39/XFxcsLa2lpnID1BKSgqurq58+umnfPTRR1rHnnnmGbKzs7l06dJfXkej0eDo6Mhzzz3H999/X+N49bLJar169eLXX3+9/wEIIUQdJB8BCSHEI3Lu3DnGjx/P6dOnAWjUqBGLFi267W5P9+vWT4t/+OGHB359IYT4X3dLvNxOvXr12LJlC88++yxRUVHMnTsXJycnxowZ85AirDvMzc0xNzfHy8uLPn36qO3FxcUkJyeTmJhIXFwc4eHhJCQkqLPJFEXh+vXrXL9+ndjYWK1rmpqa4u7ujqurK97e3gQFBeHu7o6LiwuOjo41ZiGJv/ZXs6o0Gs193+PLL79k+/btdO3alfbt23P27FmOHTvG559/TnBw8H1fXwgh6hpJggkhxCOwfPlypk2bRklJCVD1CfCqVavw8/N7KPdr0qQJ7du3JyYm5qFcX9RNBgYGXLlyBRMTE4yNjWVZjPhbBg4c+LfretnY2LB9+3Y6d+7M5cuXeeedd3BwcKB3794PKcq6zdTUFH9/f/z9/bXa8/LyyMnJIT4+Xk2MRUdHk5iYyJUrV6ioqKC4uJjw8HDCw8O1+lpaWmJjY4OPjw/+/v54eHjQpEkT3N3dsbCwkGWVd1H95+F2C28URbnvOnjJycmMGzeOPn36sGfPHrX9tdde47333qNr164EBgbe1z2EEKKukX+1hBDiIUpNTWXSpEls374dqKrfMWPGDKZPn/5Qi0BbWVlx7NgxiouLH9o9RN2Tk5ND8+bNadWqFT///LMkwcTfYm5u/o/6+fr68tNPP9GrVy9KSkoYPnw4hw8fpnnz5g84wn8vS0tLLC0t8fPzo1+/fmr7tWvXSEpKIi4ujoSEBMLCwoiLiyMzM5OsrCygKoGWl5dHVFQUO3fuVPtaWFioNcY8PT0JDAzE09MTBwcHbG1tH/kYH0dGRkbo6+uTn59f41h+fj4WFhb3df0jR46gKArTpk3Tap8+fTobN27k119/lSSYEEL8D0mCCSHEQ7J9+3aCg4PVwre+vr6sXLmyxi5RD4uent4//qVU/DutXLmS4uJijh8/TkxMDC1btqztkMS/ROfOndmwYQMvv/wy165dY8CAARw7dgxnZ+faDq1Oa9iwIc2bN6+RcLx8+TJpaWkkJiYSHh5ObGwsCQkJJCYmcvXqVaAqiZOfn8+FCxe0+trY2ODk5IS7uztBQUF4e3vj7u6uzhz7N2nYsCG2trakpKRotZeXl5ORkUHfvn3v6/rVyTUrKyutdktLS/T19cnJybmv6wshRF0kSTAhhHjAiouLmT59OitWrFDbRo8ezcKFC7G0tKzFyIS4s8uXL7N8+XIAysrKmDNnDrt27arlqMS/ybBhw8jIyGDy5MkkJyczePBgQkJCZIfbWmBtbY21tTUtW7Zk0KBBAFRUVHD16lVSUlKIjIxUl1TGxMSQmZnJlStXgKoZpTk5OZw7d46ffvoJqNrp0NLSEldXV/z9/XF3d8fPzw9fX19sbGxo3LhxrY31YTIwMCAgIICzZ89qtScmJpKXl0fbtm3v6/ouLi5AVQF+Ly8vtT03N5fy8nL1uBBCiP9PdocUQogH6PTp07zzzjvqJ+PW1tYsWbKEESNG1HJkQtzdJ598wty5c9XvdXR0OHny5H3/kibE3/Xee+/x+eefA/D888+zc+dO9PT0ajkqcTeZmZkkJSWRnJxMWFgYMTExpKSkkJiYSEFBwV372tvb4+bmhru7OwEBAfj6+uLi4oK7uzv169d/RCN4eDZv3szLL7/M6tWrGTduHFC1K/QPP/xAUlKSmqjav38/ycnJDB8+HFNTU61r3Gl3yIyMDLy9vWnevDkhISGYmppSUVHBsGHD2L59O2FhYTXqwwkhxL+dJMGEEOIBWbJkCR9//LG6Q9pzzz3HihUr8PHxqeXIhLi7nJwc/P39ycvL02p//vnn2b17dy1FJf7NBg4cyI4dOwB46623WLNmTS1HJP6usrIysrKySE9PJzIyktjYWGJjY4mOjiYnJ4fr16/fsa+BgQH29vY4Ojri7++Pr68vnp6e+Pj4YGNj80TNDiwrK6Nnz54cPnyY/v37c/36dY4cOcL06dOZN2+eel67du04deoUycnJNWZwaTQazM3N6d27t/rnotqaNWt4++238fDwoEuXLpw/f54///yTTz75hNmzZz+SMQohxJNEkmBCCHGfEhMTCQ4OVndmMjQ0ZNasWUyZMgVdXd1ajk6Iv/a/s8Cq6erqcuLECZ5++ulaiEr8mxUVFfHcc89x6tQpAObPn1+j+Ld4Mmk0GnJycoiJiSEpKYno6GgiIyNJTU0lNTX1rhu6GBoaYmtri4+PD66urjRp0oSAgACcnJxwcnKqMYPqcZGXl8cHH3zA3r17MTY2ZsyYMcyYMUPrPcLChQv5448/+PLLL2uUTigvL2fs2LE0bdqUCRMm1Lj+tm3bWLJkCQkJCdjb2zN+/HjeeOONhz4uIYR4EkkSTAgh7sPmzZt5//331V20AgMDWblyJZ07d67lyIS4N3eaBVZNZoOJ2pKRkcGzzz5LbGwsABs3bpSl5XXYzZs3SU9PV2eOXbp0icTERLXmWPUs69sxNjbG0dERZ2dntdaYu7s7vr6+2NraYmJi8ghHcmdFRUUYGhpiaGj4UK5fXFz82CYChRDicSFJMCGE+AcKCwuZMmWK1hKdcePG8dlnnz1RyzSE+Oijj5g/f/5dzzl+/DgdO3Z8RBEJ8f9FRETw7LPPkpubi5GREXv37n1kO+yKx0NRURGXL19Wd6i8dOkSERERpKamkpWVddfkmJmZGdbW1nh7e+Pt7Y2Pjw8BAQE4Oztja2uLsbHxIxyJEEKIx4EkwYQQ4m86fvw4EyZMIDQ0FAA7OzuWLVvG0KFDazkyIf6ejIwMWrZsSW5uLgCKolD9tqB6mU5lZSUvvPACO3bskOW9olYcPHiQPn36oNFoaNy4MYcOHSIoKKi2wxK17MaNGyQlJZGamkpMTAzh4eEkJiaSmJhIRkYGFRUVd+xramqKm5sbzs7O+Pj4EBQUhKurK+7u7jg6OsrfdUIIUYdJEkwIIf6G+fPnM2vWLMrKygDo06cPK1aswN3dvZYjE+LvKyoqIj09HX19fQC2bt3KjBkz0NPT4+DBgzg6OgJVyTFPT090dHRqM1zxL/bdd98xcuRIALy9vTl69Ch2dna1HJV4HOXn53P58mViYmKIiooiMTFR/f+VK1fUf79vx8LCAltbW7y9vWnSpAkeHh74+/vj6uqKpaXlQ1vGKIQQ4tGRJJgQdVBeXh47d+4kJyeHDh06/K36VHv37uXPP//Ew8ODF154gXr16tU45+LFi/z+++8UFRXRuXPn2xbN/uqrr7h27RqTJ0/WatdoNHzwwQcMGzasRr8zZ87w/fffs2TJEoyMjO455kchLi6O8ePHExISAoCJiQlz5szhgw8+qOXIhHhwqhMN+vr6pKWlYWtrW9shCaGaN28eM2bMAKB9+/aEhIRI/SNxzwoKCkhKSiIpKYm4uDjCwsJISEggNTWVjIyMu/Y1NzfHzc0NDw8PvLy8CAwMxMPDA2dnZ+zt7R/RCIQQQjwI+rUdgBDiwUpOTqZHjx5qIWGAWbNmMXPmzLv202g0jBw5ks2bN6ttLVq04JdfftH6RXj69Ol89tlnWn1v3bXrxo0b1KtXj/DwcLVYfElJCSYmJuqxXbt20a9fP3XpVUVFBfr6+hQWFrJnzx5Wrlyp9nkcbNy4kcmTJ3P58mWg6rl88cUXtG3btpYjE+LB0mg06tclJSW1GIkQNX300UdkZGSwZs0afv/9d0aOHMnWrVtl6Zq4J+bm5jRt2pSmTZtqtefm5pKVlUV8fDwRERHExcURGxtLYmIieXl5KIpCQUEBoaGhahmEalZWVtjb2+Ph4UFQUBCenp54e3vj7u6OhYWFvDaFEOIxJDPBhKhjevXqRUhICDt37sTHx4cZM2awfft2jh07RqdOne7Yb+bMmcyZM4elS5cybNgwQkJCGDVqFEOGDGHLli0AbN++nZdeeolXXnmF6dOnU1lZydSpU9m7d696/Y8++ojDhw9jZ2dHRUUFhYWFBAYGsmzZMtq0aUNgYCCRkZG0atWKgwcP8sMPP6DRaBg1ahSdO3cmPDwcX19foqOjOXr0aK3OCLt27RoffPABGzZsUNsmTJjAp59+Sv369WstLiEelq+++oo333wTfX19YmNjcXNzq+2QhNBSXl7OwIED1R1L33vvPZYtW1bLUYm6prKykmvXrqm7UyYmJhIREUFMTAxZWVnqh2K3o6Ojg6WlJW5ubvj4+ODu7k5gYCDe3t7Y2tpibW39CEcihBDif0kSTIg6JDIykoCAABYuXMiHH34IQGlpKS4uLrRv357t27fftt/ly5dxdnZmyJAhfPfdd2r7q6++yqZNm8jPz6dhw4a0a9eOhIQEsrOz1dpARUVFODg40L9/f7777jtCQkL45ptv2LZtGxUVFfTv35+RI0fSt29flixZwo4dOzh79ixOTk706dNHTaYtXLiQn3/+maysLNq1a0f//v2ZOHFirdXfOHToEBMmTCAqKgoAR0dHli9fzoABA2olHiEeBUmCiSfB9evX6d69O3/88QcAS5cuZdKkSbUclfi3yMrKIjU1laSkJEJDQ4mNjSU5OZmEhASuX79+1752dna4urri5uamJsbc3d1xc3OTnaWFEOIRkeWQQtQh//3vfwF48cUX1TYjIyP69OnDjh071OWI/+vUqVOUlpby9ttva7XPmzePAQMGYGxsTGVlJfr6+vTt21erOLaZmRleXl5cunQJgB49emBnZ8eRI0fQaDS8//77dOjQAYApU6ZQUlJCXFwcrq6urFmzRr3OypUruXDhAjdu3OD555+vUUvsUamoqODTTz9l7ty56s5SAwcOZNmyZTg7O9dKTEIIIf6/Bg0asH37djp37kxSUhLvv/8+dnZ2DBs2rLZDE/8CdnZ22NnZ0aZNG3VX6PLycnJzc0lNTSUqKorY2FhiYmKIiYkhOzubq1evAlUJtKysLE6dOqVez8DAACsrK5ydnfHz88Pb2xsfHx+8vb2xs7PDwsKiVsYphBB1lSTBhKhDQkNDMTY2rrFjlr+/P19//TWZmZl4enrW6Hfx4kVMTExo2bIlGo2GsLAwGjRogJeXF05OTup5hw4dory8XKtvZWUlmZmZNGvWDPj/S1VGjBiBra0t/fv3JzExEXNzc06fPs3s2bM5cuQI48eP5+2332b16tUAjB8/nuLiYn7++WeeeeYZunTp8shrbl26dIl3332Xw4cPA1UJvnnz5jFhwoRHGocQQoi7c3JyYtu2bXTr1o38/HxGjx6Ng4PDXZf9C/Gw6OvrayXHqlW/R0pISCApKYnIyEgiIyNJTU0lJSWFoqIiysrKyMzMJDMzk9OnT6t9dXV1cXBwwMPDA1dXVwIDA/Hz88PJyQlXV1fZFEIIIf4hSYIJUYekpKTQqFGjGnW0qutP5Ofn37ZfcnIyzs7OHD9+nLFjxxIfHw9AcHAwixcvRl+/6q8KAwMDDAwMtPru3r2brKwsPv74Y6DqTdvChQtp06YN5ubmODo6YmxsDIC7uzubN2+mS5curF27Vp1pBTB8+HCGDRtGx44d2bx58yNfhrVhwwY+/PBD9dPa1q1b88UXX/DUU0890jiEEELcmxYtWrBx40ZefPFFSkpKGDp0KEeOHMHHx+eB3icsLIzDhw/ToEED+vXrh6Wl5T31u3r1Kj///DNFRUW0b9+eli1b1jinrKyMgwcPEh0djaWlJX379qVRo0Za5xQUFDB79mzefPPNGmM7cuQIR44cYc6cOTWuvWDBAry9vWUZfy3S1dXF0dERR0dHrZ26S0tLyczMJC0tjcjISGJiYoiPjyc6Oprs7GyKi4uprKwkLS2NtLQ0rWsaGRnh4OCAk5MT/v7++Pj44Onpia+vL9bW1piZmT3qYQohxBNFaoIJUYd07dqV1NRUYmNjtZYs/vTTTwwZMoSjR49qvQmr9vLLLxMSEkJ5eTmtW7emZ8+e7Nmzh2PHjjFv3jymT59+2/vl5eXRrFkzFEUhIiKChg0bPrSxPSy5ubl88MEHbNy4UW374IMPmD179m2XjgpRl0lNMPEkqn7dQtXM58OHDz+w4uPr1q1j7Nix6vcuLi789ttvNGnS5K79zp8/T//+/UlPT1fbbt1JGao+uBo0aJBa26z6+r/++it+fn4oioJGo0FXVxc3Nze1XVdXl4qKCgwMDNi8eTOLFi3i4sWL6q7K1f/v1q0b3bp1Y+rUqZSWltbqRjPi3pSUlJCTk0NsbCwJCQlER0cTGRmpJsPutmuviYkJNjY2alLMx8cHf39/nJ2dcXBweGx23BZCiNomM8GEqGP09PS0EmC3Kisru227vr4+V69eZeDAgWzbtg2omgX29NNPM3/+fEaNGlVjiaVGo2Hw4MGkp6dz4MCBJzIBtm/fPiZOnEhsbCwAbm5urFixgr59+9ZyZEIIIe7VmDFjyMzMZNasWURGRjJ06FB++eWX+/6l/9KlS4wdO5Zu3bqxePFiUlNTGTRoEK+//jonTpxAT0/vtv2uXbvGgAED0NXV5dixYzRs2JBp06Yxffp0OnXqRPv27amoqODNN9/k/PnzfP3117Rp04bz588zZswYxo4dy/HjxykoKKBdu3Z07doVe3t7NmzYwJ49e9i/fz9RUVF8/PHHtGvXjgYNGvDKK6+QmZnJoUOHGDlyJIqioKurS0xMDK1atWL48OEEBwff1/MQD5+JiQmurq64urpqtZeUlJCamkpaWhrR0dFERESQmJhIXFwcmZmZaDQaSkpKSE5OJjk5mZCQELVvvXr1cHZ2xsnJCT8/P/z8/HB3d8fLywt7e/saM/yFEKKukySYEHVIvXr1KC4upqysTOtNTfWyw7+qH/H++++rX+vp6REcHMzw4cOJjIzUSoJVVlbyyiuvcPjwYVauXEm3bt0e8EgervLycj755BM+++wztW3o0KEsW7asRrJPCCHE42/mzJmkpaWxYcMGjhw5whtvvMEPP/xwX9dcu3YtRkZGbN68mcaNG9OsWTNWrlzJ2LFjOXv2LE8//fRt+33//fekpqZy9uxZWrVqBcD69euxt7fnu+++o3379oSHh7N//37mzp3LqFGjAPDz8yM3N5f333+fsLAwPD096du3L3v27OHSpUtkZWXRu3dvTExMcHFxISgoiB9++IHCwkKefvppBg0aRGVlJT169GDTpk0cPXoUY2Nj+vXrR2Bg4H09C1G7TExM8PHxwcfHR+s9V0FBAZcvXyYmJoa4uDhiY2MJCwsjNTWVnJwcNBoNN27cIDo6mujoaA4cOKD2NTc3V2eOeXt74+3tTUBAAM7OzlhbW8vMQSFEnSVJMCHqEGtra65fv64uk6h25coVgDtuv21ubg6gVQQfUJdCZWdna7WPHTuW//znP8ycOZN33333gcX/KISFhTF+/HiOHz8OVD2Tzz77jHHjxtVyZEIIIe7HmjVrSE9PJyQkhB9//BFnZ2etDzv+jsrKSkJCQujcuTONGzdW2/v27Yuuri4HDhy4YxLsp59+omnTpmoCDKp2FNy9e7e6TDM7OxsHBweee+45rb7t27cHIDo6mqZNm7Jw4UIURSEzM5OgoCC+/PJLABwcHFi7di2RkZHExsYycuRIdUno66+/jqWlJRcuXKBRo0YsXboUR0fHf/QcxOPN3Nwcc3PzGpseFRUVkZSURHJyMjExMYSHh5OUlERSUpK6RLegoICCggLi4uK0+tavXx83NzdcXV3x8fEhMDAQd3d3XF1dcXBweGRjE0KIh0WSYELUIV5eXhQWFpKTk4OLi4vaHhMTg6mp6R3fBHt4eABQWFio1V5de+LW2lizZs1i/fr1TJkyhVmzZj3oITxUa9euZerUqVy/fh2ADh06sGrVKpo2bVrLkQkhhLhfBgYG/PDDD3Tr1o0///yTBQsW4ODg8I8+rLl27RpJSUk1lsfb2NhgZWVFRETEbfuVlpYSHh7Oq6++CkBOTg6XL1/Gy8uL559/Xj2va9euhIaGqh9CVasugl5dYmD//v0sWbKEAwcOMGzYMObNm8dHH30EwJtvvompqSnffPMNgwcPpkuXLnh7e3PlyhVGjBjB4sWLOXjwIEOGDOHEiRN3LJUg6h4zMzMCAwMJDAzUet3l5eWRnZ1NXFwcERERat2xpKQkrly5QkVFBYWFhYSFhREWFqZ1zcaNG2Nra4uXlxeBgYG4ubnRpEkT3N3dsbCwUDdREkKIx538bSVEHdK2bVsATpw4oZUE++2332jVqlWNN9vVqovl79u3T6vYb3VNCX9/f6BqF6rZs2czceJEFixY8FDG8DBkZWUxadIktmzZAlQt9Zw6dSqffPIJhoaGtRydEEKIB8XS0pJt27bxzDPPkJaWRnBwMPb29n97h8S8vDw0Gg1WVlZa7Xp6elhYWJCTk3PHfgUFBbi4uLBs2TI+/PBDKioq8Pb25osvvlCXshkYGNx2l8nVq1dTv359dWdiHx8fvv/+e7p27co333yjFc+rr76KhYUFrVu35ptvvlFnmZmZmbFq1SqGDBlCp06duHTp0t8au6i7LC0tsbS0xN/fn/79+6vt169fJyEhgfj4eBISEggLC1PrjWVlZQFVqwquXLlCREQEO3fuVPtaWFjg7u6Oh4cHXl5eBAUF4eHhgb29vZSYEEI8lmR3SCHqkNLSUoKCgrh58yYHDhzA2dmZ+fPnM3fuXLZu3crgwYMBuHDhAjNmzOC9996je/fuKIpC586dOXPmDHv37qVz586cPHmSZ555hl69evHrr79SUVFBx44dOXXqFMuWLaNRo0ZUVlaq97axsaF37961NfQ72rNnDxMnTiQpKQmomi23cuVKevToUcuRCfH4kd0hRV1x9uxZunXrRmFhIWZmZhw4cED9oOheREVF4e/vz6pVq3jnnXe0jrVu3RpFUbR2dawWGxtLixYtcHNzIy4ujjfeeANDQ0PWrFmDkZER4eHhNUoPVFu/fj1jxoxh5syZT9xMa1E35eTkkJmZSXx8POHh4cTFxREXF0diYiL5+fl37WtjY4OjoyMeHh4EBgbi7e2Np6cn7u7uT+RmSkKIukOSYELUMSdPnqRbt26UlJRgYWFBfn4+w4YN4/vvv0dXVxeA7du389JLL7F06VImTZoEVC2Z7N69O2lpaTRu3JgrV67g5OTEkSNH8PDwIDIykoCAgDve18PDg/j4+EcyxntRWlrKjBkzWLJkidr2yiuvsHTpUvXTciGENkmCibrk559/ZuDAgVRWVuLk5MTRo0dxd3e/p77VSbA1a9bw1ltvaR17+umnKSsr49y5czX6RURE0Lx5c8rLy9m9e7e6FC0kJISePXvy4YcfsnDhwhr9jhw5wrPPPkvbtm05cuQIxsbG/2DEQjx85eXlXL16lZSUFKKiooiPjycqKoq4uDiysrLUOrS3o6enh6WlJa6urvj7++Pu7o6/vz8+Pj7Y2NjcdnakEEI8aLIcUog6pl27dvzxxx+sXbuWtLQ0evXqxejRo9UEGFR9ir127Vp1GSRULbk4ffo069ev548//iAgIIB33nlHrSPWqFEj1q1bd9uaIoqiPFZT3s+fP8/EiRP5/fffgarp/4sWLeL111+v5ciEEEI8Kv3792f5/2PvvqOqON4+gH/pXYrSe+9gSzSJBSu2JLZEo0ZQo/5UBGtiiYnGEksQSdCgxthiQ2OPBLGjxkIUAaX3XkXpXOB5/+C9E64UFcGrMp9z9hzd3dmdunc7iwAAIABJREFUXe7dO/PsFF9fzJ07F2lpaRgzZgwuXrwIDQ2N56YVBqFKS0sbbCspKYGCgkKj6eTk5FBdXY33339fZCwmV1dXODk54fz58w2CYLdu3cLw4cNhYGCAgIAAHgDj3mjS0tLQ0tKClpaWyOQPAJCRkcEG5A8PD0d0dDRSU1ORlJSEp0+foqamBrm5ucjNzcWdO3dYOgkJCejr68PExASmpqZwdnaGlZUVjI2NYWZmBmVl5dd9mRzHvcN4SzCO494pvr6+WL58Oau4uLi4YOvWrbCzsxNzzjjuzcdbgnHvoqVLl7JxLF1dXXHq1CnIyck1myY3Nxe6urpYsmQJ1q5dK7LN0NAQ3bp1w8mTJxtNp6OjgzFjxuDo0aMi28aMGYOQkBBkZ2ezF1NRUVH46KOPICkpiatXr7IxODnuXVFVVYWcnBykpqayFmMxMTGIjo5GTk4Om6yoMTIyMtDV1YWhoSFrMWZpaclajjU16znHcVxzeEswjuPeCRkZGfD09MTx48cB1L2pXLFiBZYvXw4pKSkx547jOI4Tlx9//BEZGRnYv38/goKCMHv2bOzatavZNKqqqtDS0kJCQoLI+oKCAuTl5TX5YqVjx47Q19dHYWFhg22lpaVQUFBgLarz8vIwYsQIlJeX8wAY986SlZWFoaEhDA0N8dFHH7H1AoGAzVSZmJiIhw8f4tGjR0hNTUVKSgrKy8shEAiQmpqK1NRU1rof+C84ZmVlBVNTU9jb28Pe3h6GhoYwMjJqsqUmx3EcwINgHMe9A06cOIH58+cjJSUFAGBra4tffvkFAwYMEHPOOI7juDfBjh07kJaWhitXruD333+HgYEBVq1a1eT+cnJyeO+993D16lUQEQtchYaGorKyEr169Wo0nZSUFHr37o2//voLT58+ZbMyV1VV4d9//8UHH3zAjuXp6YnU1FRcu3YN77//fitfMce92WRkZFhwrH///mx9eXk50tPTkZGRgYiICERHRyMxMRGxsbHIzMxERUWFSHCsPgUFBRgYGMDQ0BAODg6wsbGBmZkZrK2toaOjw7sacxwHgHeH5DjuLVZWVoZly5bB19eXrZs2bRo2btz4QmO+cBwnineH5N5leXl56NevHx4+fAigLjA2ffr0Jvc/e/YsPv74Y8yfPx9r1qxBYWEhBg8ejMePHyMhIQGKiooAgO+//x5JSUnYuXMn5OTkcPXqVbi4uODzzz+Hv78/5OTk8O2338LHxwenTp3CJ598gpCQEPTp0wcDBgzA6tWr8fTpU3ZeIoKTkxP09PTa9oZw3FuktLQU2dnZiI2NRXx8PGJiYhAREYH09HQWHGuKsrIytLW1RbpT2tvbw8DAAPr6+s/tHs1x3LuFB8E4jnsr/fPPP/D09GSzc2lpacHb2xuTJk0Sc8447u3Fg2Dcuy4mJgb9+/dHZmYmpKWlcerUKQwbNqzJ/f/3v/9h+/bt0NbWRlFRESorK1kgS8jCwgIJCQkoLi5mA3ivWLECa9asgaqqKhQUFJCdnY2pU6eybphz5szBtm3bmjzvzp078dVXX7XSVXPcu6usrAzJyclISUlBdHQ0IiMjkZSUhISEBGRkZKCmpqbJtIqKijA1NYWRkRFsbW3h6OgIExMTmJubQ09Pjw+nwXHvKB4E4zjurePt7Y1vv/2WvfUbNGgQtm7dCktLSzHnjOPebjwIxrUH169fx5AhQ1BaWgp1dXUEBwejW7duTe6/c+dOnD59Gmpqavjqq69EZlYGgJMnTyIvLw9TpkyBtLS0yPpDhw6hrKwMn376qUhQKzg4GNHR0ZCSkhLpbklEqKmpwZAhQ2BlZdXKV85x7cfjx4+Rm5uLmJgYREVFIT4+Ho8ePUJSUhLy8vJQXV3dZFp1dXVoa2vDxsYG1tbWsLCwgIODA4yNjdGpUyfIyMi8xivhOK618SAYx3FvjaSkJMyfPx+nTp0CUDdmy8qVK/HNN9+wCgTHcS3Hg2Bce3HkyBGMHz8eAGBqaorLly/D2NhYzLniOK6tPXnyBElJSUhKSkJsbCzCw8ORmJiI1NRUZGZmNptWVVUVZmZmMDU1hbW1NRwdHWFqagpjY2Po6uq+pivgOO5V8SAYx3FvhcOHD2PhwoWsgOLk5IStW7c2OTgxx3EvjwfBuPbEx8cHCxYsAAB0794dFy5cgKqqqphzxXGcOOTm5iIrKwtxcXGIjIxEQkICoqOjkZycjMLCQtTW1jaZVktLC3p6erC0tISDgwPMzc1hbW0NU1NTqKurQ1JS8jVeCcdxz8ODYBzHvdGePn2KJUuW4Ndff2XrZs2ahR9//JFXVjiulfEgGNfeLFiwAD4+PgCAESNG4NSpU7zCynEcAKC2thZFRUVITExETEwMEhMTERkZyWaqzM3NbTKthIQENDQ0YGZmBisrK5ibm8PR0RFWVlbQ0dGBlpbWa7wSjuPq40EwjuPeWNevX4eHhwcePHgAANDV1YWPjw/GjRsn5pxx3LuJB8G49mjcuHEICAgAUPeSpbkB6zmO4wAgKysLqampSEpKQlhYGGJjY5GUlITExESR2V4bo6enB0NDQ1hYWMDJyQlWVlYwNTWFmZkZVFRUXtMVcFz7xYNgHMe9kX788UesWrUKlZWVAOre0Pv6+sLMzEzMOeO4dxcPgnHtUWlpKYYMGYLr168DANauXYtly5aJOVccx71tBAIB8vPzkZycjEePHiE+Ph5RUVGIjY1FTk4OCgsLm0wrIyMDTU1NmJiYwM7ODpaWlrCxsYGlpSV0dHSgrq7+Gq+E495tPAjGcdwbJS4uDl5eXggMDARQN3316tWr2bgtHMe1HR4E49qrrKws9OvXDzExMQCA33//HVOmTBFzrjiOexfU1tYiMzMT8fHxSEpKwsOHDxEVFYWUlBQkJyejtLS0ybSSkpIwMDCAubk5TExM4ODgADs7OxgaGsLExARKSkqv8Uo47t3Ag2Acx70x9u/fj0WLFrExFrp27Ypt27ahR48eYs4Zx7UPPAjGtWePHj2Ci4sL8vLyICcnhzNnzmDQoEHizhbHce+oiooKZGVlISMjAxEREYiJiUFCQgKioqKQk5ODkpKSJtPKyclBT08PRkZGsLe3h5WVFWs9pqWlBWVl5dd4JRz3duFBMI7jxK6oqAiLFy/Gb7/9xtbNmzcPq1ev5j/iHPca8SAY195dvnwZQ4cORWVlJTp27IjLly/D0dFR3NniOK4dqaioQHZ2NmJjY5GYmIhHjx4hMjIS6enpSEtLQ0VFRZNp5eXloaurywbjt7OzYy3HDA0NIScn9xqvhOPeTDwIxnGcWF26dAmenp54+PAhAMDQ0BC+vr4YNWqUmHPGce0PD4JxHLBv3z64ubkBACwtLXH58mXo6+uLOVccx7V3ZWVlSElJQVpaGqKiohAVFYWEhATExcUhKysLVVVVTaZVUlKCsbExDAwMYGdnB3t7e5iamsLS0hK6urqQkZF5jVfCceLFg2Acx4lFTU0N1qxZg9WrV6OmpgYAMGrUKPj6+sLQ0FDMueO49okHwTiuzoYNG7BkyRIAQK9evfD333/zsXc4jnsjPXnyBLm5uYiJiUFsbCzi4uIQERGBtLQ0ZGdnNxsc69ChA3R1dWFtbQ1LS0tYWVnBwcEBBgYG0NHRgays7Gu8Eo57PaTFnQGO49qf6OhozJ07FxcuXABQ9wO8du1aeHh4iDlnHMdxHAd88803SE9Ph5+fH65fv44pU6bg8OHDkJSUFHfWOI7jRKiqqkJVVRWWlpYi60tKSpCUlITU1FRERUUhIiICycnJSEhIQEZGBgDg6dOnePr0KZsUREhFRQWmpqYwNjaGra0tHBwcYGJiAjMzM94ylnvr8ZZgHMe9Vrt27cI333yDgoICAECPHj2wbds2dO3aVcw54ziOtwTjuP8QEcaMGYMTJ04AAObOnYuff/5ZzLniOI57Nfn5+cjJyUFsbCyioqIQFxeHR48eITk5GQUFBayHRmM6deoEbW1tWFtbw87ODhYWFrC1tYWpqSk0NDQgJSX1Gq+E41qGB8E4jnst8vPzsXDhQuzbt4+tW7RoEX744QcoKCiIMWccxwnxIBjHiSouLsbAgQNx584dAMCmTZuwaNEiMeeK4ziudRERnjx5goSEBMTHxyMhIQHh4eGIj49HRkYGsrOzm03fsWNHmJqawtzcHBYWFnB2doaZmRkMDAygra39mq6C414MD4JxHNfmgoKC4OXlxZpam5qa4pdffsHw4cPFnDOO4+rjQTCOayg1NRX9+vVDYmIiAODw4cMYN26cmHPFcRz3emRnZyMzM5ONNRYfH4+4uDgkJiaiqKio2bQ6OjrQ19dnY41ZWFjAysoKJiYmUFVVhYSExGu6Co77Dw+CcRzXZgQCAVatWoW1a9eydePHj4e3tzf09PTEmDOO4xrDg2Ac17j79+9j8ODByM/Ph6KiIgIDA9GnTx9xZ4vjOE4sqqurUVhYiOTkZERHRyM+Ph4PHz5kM1Xm5+c3mVZaWhoaGhowNTWFjY0NLCwsYG9vD0tLS+jo6KBTp06v8Uq49ogHwTiOaxMRERHw8PDAtWvXAABqamrYuHEjpk+fLuaccRzXFB4E47imBQUF4eOPP4ZAIICOjg4uXboEW1tbcWeL4zjujZKRkYHk5GQkJSXhwYMHiI6ORkpKCpKSklBSUtJsWgMDAxgbG8PU1BRdunSBtbU1jIyMYGpqCmVl5dd0Bdy7jgfBOI5rdf7+/liyZAmePHkCoG56eT8/Pzg7O4s5ZxzHNYcHwTiuebt27cJXX30FALCzs8Ply5ehpaUl5lxxHMe92SorK5Gbm4uUlBRERkYiPj4eMTExiImJQW5uLqszNEZOTg5aWlowNTWFnZ0dLC0tYW1tDWtra2hqakJVVfU1Xgn3LuBBMI7jWk1OTg4WLFiAgwcPAgCkpKSwZMkSfPfdd5CVlRVz7jiOex4eBOO451u1ahVWrlwJAHBxcUFgYCDk5eXFnCuO47i3j0AgQGZmJhuM/9GjR4iKikJaWhqSk5NRXl7eZFoZGRno6enBysoKpqamsLe3h62tLYyMjGBkZMQn3uKaxINgHMe1ir/++gteXl5ISEgAAFhZWcHPzw+DBg0Sc844jntRPAjGcS9mxowZ2LlzJwBgwoQJOHDggJhzxHEc9+4oLy9HRkYG0tLS8OjRIzx69AiJiYmIiYlBTk4OysrKmkyrqKgIfX19GBoawsHBATY2NjAzM4OVlRV0dHRaNTj2+PFjFBUV8fLSW4YHwTiOeyWVlZVYvnw5vL292brJkydj06ZNvIsIx71leBCM415MdXU1PvnkEwQGBgIAFi9ejI0bN4o5VxzHce+20tJS5OTkIDo6GgkJCYiOjkZkZCTS0tKQmZmJysrKJtMqKSlBV1cX1tbWMDMzg52dHRwcHKCvrw89PT3Iycm9dH5u3ryJzz77DD/++CMmT578KpfGvUbS4s4Ax3Fvr/v378PDwwM3b94EAHTs2BE//fQT3N3dxZwzjuM4jms70tLSOHDgAAYOHIh79+5h06ZNMDQ0xNy5c8WdNY7j3gFEBAkJCXFn442jpKQEMzMzmJmZiawvKSlBSkoKUlJSEBUVhYcPHyI5ORlxcXHIzMxEbW0tSktLER8fj/j4eJG0ysrKMDExgbGxMWxtbWFnZwdzc3OYm5tDR0cHUlJSTeYnPT0dmZmZcHNzw61bt7Bx40Y+gP9bgLcE4ziuRfz8/LB06VI2y0u/fv3wyy+/wN7eXsw54ziupV6kJVhoaChOnjwJIsKoUaPQvXv3lzrHxYsXERoaim+++abJ7cHBwVBUVMSIESPQtWvXBvuMHj0akyZNwujRo0XW//vvv1iyZAmOHTvGB8rlXouUlBT06dMHqampkJSUxLFjxzBq1ChxZ4vjuP9XWVmJAwcOIDY2FhYWFpg8efILj1MbHByMCxcuQEVFBSNHjoSDg0ODfe7du4fAwECUlJSgW7duGD16NCQlJUX2OXfuHHbs2IGTJ082SD9nzhyYm5tjwYIFIutzcnIwYcIEbNu2DdbW1i9xxVx9hYWFyMnJYYPwx8XF4eHDh0hNTUVubi6qq6ubTKuhoQFtbW3Y2NjAxsYGFhYWsLOzg5GRETQ1NSEjI4M1a9ZgxYoVLE337t3x66+/vnTZiHvNiOM47iWkpaXR6NGjCQABIFlZWfrhhx+ourpa3FnjOO4V7dixgwCQtLQ0JSYmNti+b98+9t0XLkeOHHnh41dWVpKFhQU5ODg0uv27774jACQlJUUASFJSko4ePcq2Z2dnExFRly5d6Pjx41RaWkrFxcUkEAiooKCA7t+/TwYGBiQQCCg3N5c/l7jX4u7du6SmpkYASElJiW7cuCHuLHEcR0RPnjyhjz76SOQ3q1+/flRcXPzctIsXLyYAJCMjw8q7586dE9nH19eXHVe435AhQ+jJkydERFRcXExPnjyhs2fPkp2dHRERZWVlERFRTk4OERF9+umntHLlSqqoqKDHjx9TbW0t5ebmUlFREenq6lJCQgLl5eVRZWVla96adq+iooIePnxI586dIx8fH5o6dSq5uLiQqakpycrKNijr1F/U1NSoS5cu9MUXX5CdnV2D7crKyuTn5yfuS+SawVuCcRz3wk6ePAlPT0+kpaUBAGxtbbFt2za4uLiIOWccx7WG5lqCZWdnw9zcHA4ODjh06BCqq6vx2WefITU1FQkJCdDQ0Gj22EQENzc37N+/H66urvj7779Ftp87dw7Dhw/HggUL8PXXXyM/Px+jRo1CXl4eO37Pnj0hKyuL2tpaGBkZ4fLly/j555/RuXNnvPfeexgwYABSUlJgbGyMW7duISwsDJqamm1yrziuvtOnT2P06NGoqamBvr4+rly5AgsLC3Fni+PataVLl2L9+vXYvXs3XF1dcfz4cXh4eOC7777DqlWrmkwXEBCAcePGYfHixVi0aBEyMjLw6aefoqqqCvHx8VBWVkZ4eDicnZ3h4uICf39/aGhoYM+ePfj666+xfPlyrFmzBseOHcOsWbPQt29fZGZmQllZGVlZWYiIiMC4ceOQmJgIFRUVdOjQAeHh4XB3d8fChQthYmKCXr16ISUlBZaWlggKCsLly5fRpUuXNr1fpaWlqKioaNNziJuEhAQkJSUhJSUFWVlZyMjIgIhYd8msrCxkZWUhJiYGDx8+ZOOOpaSk4GXDJl988QVWr14NNTW1NroaDgDk5eWhpKT0UmleKQhGRDh69CguXbrU0kNwHPeK3n//fUyePBnS0m03xF9ZWRmWLVsGX19ftm7atGlYv349OnXq1Gbn5Tju9WouCPbzzz/Dy8sL0dHRrGtGREQEnJyc4O/vj5kzZzZ53JSUFHh6euL06dOQkZFBv379EBQUJLLPBx98gMePHyM6OpqtO378OMaMGYOgoCAMHjwYR44cwbFjx3Ds2DFoaWlhxowZcHNzg5qaGnbu3Im9e/ciJiYGffv2xeeffw43N7eXLhhxXEtt27YNc+bMAQB07twZFy9efG5wuDnV1dXYvXs3/v3339bKIse9EyQlJTFq1KhmZyAvLS2FgYEB++0QGjNmDK5du4aMjIxGu0USEZycnCApKYkHDx6w9QcPHsTEiRNx7do19O7dG/PmzYOvry8SEhJExqfq378/oqKikJqaipSUFOzfvx/bt29HTk4OPvnkE3z22WeYNGkSgoKCcOTIEezevRtycnLw9PTE2LFj4ezsDH9/fxw4cAB3796Fk5MTJk6cCDc3N2hra7fSHWwoMDAQHh4eKCgoaLNzvKmEY69JSkpCRkYG0tLSkJaWhpSUFAQCAYqKilBcXNyiYysoKLxw91uuZTp27IgtW7bg448/fvFEr9KMLDo6utmmgnzhC19ez3L79u1XbBTatNu3b9N7773HzqWtrU1//PFHm52P4zjxaa475Mcff0w2NjYN0piYmNDHH3/c7HH79etHAGjz5s30/vvv00cffSSyPSMjgyQkJGjTpk0i66urqykkJITy8vLYuo0bN5K2tjY5OjpSbm6uyP4DBgwgAwMDmj59+gtdL8e1tuXLl7PfS1dX11fqwnTlyhWxly/4wpc3ddHU1Gy2W2NoaCgBoMOHD4usP3z4MAGgf//9t9F0KSkpBIB++eUXkfUCgYBCQkKooKCAiIi+/fZbGjhwYINu98JulPn5+URE9PjxY3J0dCRNTU1atWqVyL6HDh2ijh07koGBAYWHh4tsGzduHOnr69OwYcOaeUq0nnHjxon9b8oXvrR0mTx58kt93l+p6cjjx4/Zv/X09PjbVo57jcrKypCRkQEAbHD61ubt7Y0VK1agvLwcADBkyBD8/PPPsLS0bJPzcRz3ZiIiREVFNTo4r4WFBWJjY1FbW9tgMGAAqK2txfvvv4+FCxdi+PDhOHjwIGpra0X2iY+PBxGhT58+qKmpQUhICIgIvXv3Rq9evdh+0dHRWLp0KYKDg/HTTz/hq6++wqlTpwAAK1euRHx8PM6dO4fu3btj2LBhGDlyZCvfCY5r3po1a5CRkYE9e/YgKCgIM2fOxO7du1t0rPz8fPZvIyMjyMnJtVY2Oe6tVVhYiIKCAlRWVqKqqqrJ/R49egQADbolGxkZAaj73Wls4pWoqCgAQJ8+fSAQCBASEgJJSUn07dtX5Pdo9erVqK6ubjBzYFRUFNTU1NgMgXPnzoWqqiq2bduGPn36sAlfHj9+jJkzZ2LLli0ICwvDhAkTcO/ePcjIyODgwYM4ffo0bt26hcGDB+Onn37CokWLWnC3XpzwOnR1dfksty8oNDQUx48fb7De1tYWAwcOhK6urhhy1b5s3rwZ+fn5L93a7pWCYPW/9P7+/hgxYsSrHI7juJdw8eJF1gy8sYrnq0hNTYWHhwfOnDkDAJCTk8PKlSvxzTff8OmaOa4dKisrQ1FRUaPdn7W1tREWFoby8vJGX4ZJSkpi/fr17P81NTWQkZER2SctLQ1SUlIoLCzEBx98gLt37wIAunTpgkOHDrHgm5GREQIDA9GvXz8YGBiIvIz74osvMGzYMDg6OuLvv/+Gra1tq1w7x72sHTt2ICMjA8HBwdizZw8MDAywevXqlz5O/XL2sWPH+GxjHIe64NP3338PaWnpZsukOTk5AAB1dXWR9R06dABQN85lY1JSUiAnJ4fU1FS4ubkhLCwMQF2X/QMHDogME/DsUCTR0dH466+/MHnyZBa0XrBgAWRkZODg4IDz58+zoFyHDh1w7Ngx9O3bF8OHD8eYMWPY8VxcXHDu3Dk4OTnh5MmTr2XoEeG91NPTw9KlS9v8fO+C5cuXA6irJ3Xt2hVDhw7FwIED0b179wblHK5t7Nu3D/n5+S9dP221QYSkpKR45ZjjXqO2GgMsICAACxcuRHp6OgDAyckJW7duFXn7xXFc+1JRUYGysrJG37TJysqioqICAoGgxccvKyuDpKQkpk6dCm1tbfz6669ITEzEpk2bMHXqVFy5cgUyMjJQVFRkwf9nW6TWb6XWr1+/FueF416VjIwMDhw4gAEDBiAiIgJr1qyBkZERpk+f3uJjPq/Cz3HtxbMtr5oiHMPp2f0VFBQA1P3uNKaqqgpEhMmTJ8PCwgLbt29HVFQUtmzZgilTpuDSpUuNvnyuqalhY2ouXryYra8/mP3AgQNFrkP4e6alpQUtLS22TU9PD3p6egCAnj17vtD1tpbq6urXer63FRFBU1MTmzdvxrBhwxptKc+1LSJCTU1Ni9K2Wi362a4NHMe1rZZ+6ZtSXFyMJUuWYNu2bWzd7NmzsW7dOqiqqrbquTiOe7sIZ1NqSm1t7SuXAwQCAVRUVHDz5k1WSVFTU8Py5csRGBiITz755JWOz3Gvk6amJo4dO4b+/fsjIyMDc+bMga6ubot7TbT2bz7Hva1e9LdG+JtFLzkHXHV1NaqqqmBjY4OQkBDWoktBQQE//vgjzp8/jyFDhjRIN3PmTISEhGDbtm2wt7d/qXNyb6d58+aJOwtcC7VuHyqO495K169fR+/evVkATF9fHwEBAdi6dSsPgHEcBzk5OcjLyzc6/opAIICCgsIrjVckbNk6Y8YMFgADAHd3d0hISOCff/5p8bE5TlysrKwQEBAAZWVlCAQCTJo0iXX15TiubQm75z8bNBOOc9tUdzV5eXkAdUGt+r9rM2bMAADcunWrQZqFCxdi165dWLBgAWbNmvXqmefeeLxl7tuNB8E4rh0jIvz4448YMGAAmwZ6xIgRCAkJwWeffSbm3HEc96ZQVFSEmpoacnNzG2zLzc2FhoaGSPDqZWloaACoC8DX16lTJ3To0AGZmZktPjbHidOHH37IBsZ/8uQJPvvsM6Smpoo5Vxz37tPU1AQAFBUViawXdpMUdjd8lvDlr4GBgch6NTU1KCoqNvg9Wrt2LTZv3gx3d3d4e3u3St45jmtbPAjGce1UQkICRowYgWXLlqGqqgpKSkrYvHkzzpw5IzLoJ8dxnISEBExMTBAdHd1gW2xsLGxtbV9pgg7hM+fZgYrLyspQXl7OBjLmuLfR2LFj4ePjA6Bu0O2xY8eyijjHcW1DOAB9YmKiyPqkpCQAaHIMJzMzMwBAXl6eyPqKigpUVlaK9JA4dOgQvv32W4wcORK//fZbq+Wd47i2xYNgHNcO7d+/Hx999BHOnTsHAOjWrRsuXryI+fPnizlnHMe9qVxcXJCUlISEhAS2LiIiAsnJyY2Oj/IyrKysoKenh4CAAJH1ISEhqKqq4hNzcG+9efPmYdGiRQCAu3fvYtKkSXwAao5rQ7a2tpCTk8OpU6dE1h87dgwdO3ZsctwuR0dHdOzYEUeOHBFZf+PGDdTU1OCDDz4AACQnJ2PWrFkYNGgQTpw48cID9nMcJ348CMZx7UhRURGmT5+OyZMns6mj582bhytXrqBHjx5izh3HcW+yiRMnQlpaGnPmzEFiYiKw+xXjAAAgAElEQVQSEhIwbdo0qKioYOTIkWw/f39/DBo0CHFxcY0eh4gaDFQsLy+PBQsW4J9//sGSJUuQk5OD8PBweHh4QF9fH8OGDWvTa+O412HTpk2YMGECAOD06dOYM2eOmHPEce8uDQ0NzJw5E3/88QcOHTqE7OxsbN++HcePH8esWbPYeF/Z2dkYPHgwfvzxRwB13f8XL16M4OBg/PDDD8jJyUFoaCg8PDxgZmbGXvqsX78eT548gbm5Ofz8/ODt7Q1vb2/89NNP8PPzQ2lpqdiuneO45rXa7JAcx73Zrl69Cg8PD0RGRgIAjI2N4ePjg1GjRok5ZxzHvQ1MTEzg7++Pr776Cubm5mz9wYMHoaury/5/584dXLhwAQUFBbC0tGxwHOGgxM/y8vJCWFgYNmzYAB8fH1RVVUFRURGnTp2CiopK618Qx4nBb7/9hvT0dFy7dg07duyAkZERli9fLrJPamoqjIyM+MDLHPeKVq1ahXv37mHChAmQkZGBQCBAnz59sHjxYrZPcXExgoODISkpiaVLlwKoG+j+/v37+P7777F27VpUVVVBWVkZAQEBUFRURGVlJU6cOAGg7sVPY0aOHMkG5+c47s3Cg2Ac946rqanBmjVrsHbtWggEAgDA6NGjsWXLFhgaGoo5dxzHvU2mTZsGKysrnD59GtLS0vj000/Rs2dPkX3mzp2L/v37w8rKqtFj+Pr6NtptRFpaGvv378enn36K69evQ0VFBRMmTICtrW2bXAvHiYOCggICAgLQt29fxMTE4Ntvv4WBgQHc3NwAAPv27cN3332HqKioV5pxleO4usHsg4KCsGvXLsTHx8PGxgZubm5QVFRk++jp6eHgwYMwNjZm66SlpXH48GGMHDkSN2/ehLq6OiZNmiTyYsff3x/l5eUNgtVEBDk5OXTs2LHtL/AtlJ2djZKSEmhoaLBJcd4GpaWlyM3NhbS0NPT19V9pHFRO/NpdEKyqqgo+Pj4oLCxs8sNbU1MDR0dHfPnll61yzurqavj4+CAnJwejR4/Ghx9++MrHzMjIwC+//AIiwqxZs2BiYtIKOf1PYGAgLly4ACMjI3h5ebXqsVvD7t27ERkZie7du+OLL75AZmYmfv75ZxARZs6cyQa1BOpaHcjKyrbLvvrR0dGYO3cuLly4AADo0KED1q1bx7tgcBzXYr1790bv3r2b3N6lSxd06dKlye2urq7NHn/s2LEYO3Zsi/PHcW86bW1tHD9+HP3790dOTg6mT58OfX19xMbGst/nsLAwyMvLt3leamtrsXnzZmRnZ8PQ0PC5Zb7i4uJGW2bWXx8bG4udO3dCSUkJnp6eIhXdkpISKCkptVorNz8/PyQlJWHAgAGt0m26srISEhISkJWVbYXciUdGRgb8/PxARJgxY4ZImbg9UlRUxNy5c5vcrqSkhC+++KLRbePHj8f48eMbrJeTk+M9KVroiy++wK1bt/C///2PTRjyMtLS0hAVFYXBgwe3Qe7+c/PmTSgqKqJz584A6urG7u7u0NDQwIMHD6Curt6m53/WmTNn8NFHH71VgcM3WbsMgq1cuRIVFRXN7te3b99WC4IJBAJs3LgR+fn50NbWbpUgWFpaGjZs2AAAGDp0aKsHwc6dOwc/Pz+YmJi8sUGwkJAQjBgxAl988QUyMjLY/Rg0aBD7wQ8ICMCBAwfw559/ijO7YvH777/j66+/RkFBAQDggw8+gJ+fH7p27SrmnHEcx3Fc+2ZnZ4cjR45g5MiRKCoqwtChQ0UGyr9x48ZrGaszMjJSpGuYq6srbGxsGuxXXV2NZcuWQUpKio2dBAAFBQXw9PTE4MGDWWu2mJgY/PTTTwCAL7/8klXa/Pz8cPv2bezbt69V8k5E8PPzQ0xMDCorK185CHbhwgVs2rQJBw4cQKdOnVolj+KQkZGB9evXAwAGDhzY7oNgXNPBa3F4/PgxKioqWjRD7vXr1zF58mT06tWrzYJg1dXV8Pf3x8KFC7F7924WBCsuLkZpaSlKS0tRU1PTJuduTF5eHjw8PHD+/HnExsa+tvO+69pdOz5JSUl07twZhoaGMDExEfmR09XVhYmJCQwMDBodx6SlJCQk2PTurdW0vX6rprZo4aSgoAAAb+y09MrKygDA+trXvwfS0nWx3QMHDmDcuHGIjIxk69qDgoICuLu7Y9q0aSwA9vXXX+PixYs8AMZxHMdxb4i+ffvC29sbABrMFHn16lU8ffq0zfMQGBgo8v+//vqr0f1mzpyJTZs2iVRcS0pK8PHHH+PgwYOora1l64VlLgUFBdbia8OGDZg7dy7S09NbdawzYcVeWG5tqb///htDhgzBzZs33/puqI2Vibn2bfny5XBzc3sjgigyMjIAWvbZXLlyJZKSktq0NVR+fj4WLVqEqqoqkXqwnZ0dJk2ahNmzZ7/y8+ZlBAYGIiAgAAoKCiLdeLlX0+6ejAoKCggMDERNTQ2kpKRw+vRpuLm5QVpaGgEBAbC3t0dNTc0b/wPo7OyMpKQkABAZkLi9cnBwYPdDW1sbAJCQkACgbjyAd52w2f758+fh5eWF6OhoAIC5uTl8fX0xfPhwcWaP4ziO47hnpKen4/Dhw41ui4yMRGJiYpvn4ezZsyL/P336NBYsWNAgUPXo0SMAoi9HZWRkWHmj/noXFxckJydDQkKClVGFs8W25stVCQmJBjPNtlRWVhZqamqgrq7+xrSYaSk+VhH3rKdPn2Lfvn04fvw4xo8fDw8PDzg7O4s7WwDqumRXVFRAUlKSdQGPi4uDjIyMSE+nqqoq9u/KykpUVFRATk5O5FmVmpqKkpIS6OjoNAiUCQQCVFZWQl5eHtLS0igpKUFaWhq0tLTY+G1EhOLiYsjLy6OyshKlpaWoqqqCrKwsevTo0Wzr3PT0dDx9+hS6uroNukpWV1ejoqICsrKykJWVRWVlJZKSkqCmpgYdHZ0mj1lTU4OSkhIAdc+7oqIiyMnJNQggZmZmoqioCJqamtDU1GzyeEJVVVWoqqqCnJwcC0rW1taisrISQF2jnfrPkZKSEmRmZkJKSgr6+vpNdtXPzc1FXl4e1NTUoK+v/9x8iFO7e0pKSEhATU0NHTt2hJqamsiHVFNTE+rq6ujUqRP7AYyLi8PSpUsxefJkfP/9900WSK5evQovLy9MmzYNa9asQXJycqP7qaioICkpCfPmzcO0adNw6NAhke137tzB1q1bcefOHVRWVsLHxwdTp07F6tWrRd4IlpSU4NatW/jnn38avCk8efIkZs6ciWnTpmHLli14/Phxg3wEBQXBy8sLbm5umDt3Ls6cOfNiN7ARSUlJWLJkCaZOnYpDhw5BIBBg//792LVrF548eQKgron51q1bceXKFZauoqICBw4cgL+/PyscAXVf+IMHD2LmzJlwd3fH4sWL8c8//zSbh9LSUty6dQs3b96EQCBAZGQkbt++DaDuC7ljxw5ERkYiMDAQ27Ztw+XLl0XSp6WlYceOHdi+fXuj9+tNV1FRgQ0bNmDo0KGsQDp+/HiEhITwABjHcRzHvWEuXryInj17Ijg4uNHtGRkZuHfvXpvmIS4uDnfv3oWEhATrSnjnzh32EhGoqxidOHECeXl5AIC7d+/i0KFDSE9Px969e1kLtrNnz+L48eMA6ircISEhCA0NRU1NDUJCQhAVFQUASExMZDNkAnWzy/7666+IiYlh50xOTsb27duxd+9ekdlkKysrsXXrVkyZMgXr1q1DYWFhky0jrl69itmzZ8Pd3R1btmxptlVdZGQkGzu1uLgYW7ZsaXDvL126BC8vL7i7u2PVqlWIj48XSb9t2zZ2/UBduXTPnj3Yvn07MjMzRfK1detWdj6gbggST09PTJ48GZ6eng0Ck9evX4efnx8iIiJw+/ZtTJs2DT4+PqzCmpiYiKVLl2Lq1Kk4cuQIpKSknhsIq6ysxB9//AF/f3+Ra4mPj4e/vz/++OMPdnwACA8Px3fffYcpU6Zgzpw5OHToUIPWiwDw4MEDLFy4EG5ubli3bh2ysrKazcerao/j/baEsOdMSUkJfvvtN/To0QPTpk3D/fv32T7imo32+vXrcHR0xIQJExAWFoa+ffvCwcEBjo6OmDt3Lvucff7557hx4wYA4NChQ3B2dmaf3crKSsyYMQN2dnZwdHSEo6MjNm7cKHIeb29v2Nvbw9vbG4GBgXBycoKzszM6d+7MuminpKTA1dWVtXj18vLC6NGjAdS1yLKwsMB7773H6rcAEBoaisGDB8PGxgbOzs5wcnLCunXrRAL0e/bsgYODA5YtW4Zr166hS5cu7PzC1sCN2bt3L1asWAGgrj774Ycfws/Pj22Pi4vDqFGjYG1tDWdnZzg6OuLrr79mE6E1ZcqUKbC3t8fmzZvZuvj4eHTu3BmdO3dGWFgYgLqg4Lp162Brawtra2tYWVmhS5cu2LVrV4Njbty4EU5OTnBycoKdnR1mzZrV5GzgbwR6BXfu3CEABIDOnDnzKocSmz///JMAkLS0NIWHh4tsu3XrFmlpabFrBEBaWlp0584dkf28vb1JUlJSZD9tbW22X3l5OZmZmREA+vzzz0ldXV1k319//ZUdy9PTkwDQ8OHDafDgwSL79e3bl0pLS1nehOuvXLlCRES1tbU0Z84ckTQAyN7entLS0tg51q5d22AfALRu3Tq2z+LFiwkAOTk5NXv/7t+/T3p6eiLHcXd3JyUlJQJAUVFRREQ0dOhQAkBjxoxhafPy8khZWZkA0K5du4iISCAQ0KRJkxrkTUZGho4fP87SCo83btw4IiIKDQ1l+z548ICWL1/e4BhbtmyhefPmEQCytrYmgUDAjrdu3ToCQJ06daInT540e81vigsXLhAAkpCQIENDQ3ad6urqtH37dnFnj+O4t9COHTvYb2JiYqK4s8Nx76Ta2lr67rvvSFVVtdHymHDR19dn/757926r5+OXX34hAGRoaEh3796ljh07svKSUEVFBenq6jbI29GjR0laWlpknZqaGhERBQUFsedIZmYmjRgxokH6U6dOERGRiopKg7Lw4cOHCQBJSUlRZmYmEdWVpYcNGyZyDCcnJ7KysiIAtGjRIpb+999/JykpKZF9u3btStnZ2Y3eh8bKjPPnz2fbly1b1mC7hoYGXbhwgYiIgoODCQDJysqyc1y/fp3t6+fnR0RENTU11LlzZwJA3377LRERrVq16rllcjc3NwJA/fr1IwMDA3b+iooKioyMbPD3GTBgAMnLyxMAunz5cqPXnJeXx/bZvXs3W797924CQPLy8pSXl0dERGfPnmXl+vrL559/TlVVVSxtUFAQK9cLFxMTE3r48GGjeWipH374gd2DwsLCl0orEAiooqLilZeioiJKTU2ltLS0Fi/p6emUlJRE9+/fp3v37tH9+/dbvPz777908eJFOn/+fIMlODiY1ZueXeTk5MjNzY0iIyPZ58zZ2blV/17P6t69OwGgmTNnEhHRmTNn2N/z2Xp3/Tpi/bqOcBHW3adPn87W1a+TC797RMTqyJaWliQhIdGgnpmcnEwpKSkNzqGtrU1ERAcPHmTf8/z8fCIiiomJaTTPAGjNmjXs3GvWrCEAZGxszL539ZeQkJBG79X333/fYF8vLy8iIsrKyiILC4tGz+3h4fFCfwNPT0+2LiwsjKW/du0aERFt3bqVrTM1NRWJYdSP/Wzbto2tr39v3d3dX+AT0XK1tbVkaWlJAGj69OkvlZYHwZoIgpWXl5OzszMBIDMzM5o3bx7Z2NgQAOrevTt76NcPRjk7O9P06dPZl6FLly4kEAhIIBCQubk5269nz57k6enJ9jMzM6Py8nIiIlq0aBHbT1lZmTw8PKhbt25s3dmzZ4mI6O7duw0+qAcOHGDrXFxcyN3dnRQUFAj4L1j08OFDtk+/fv1owYIF7Aukq6vLgmwvGgT75JNP2PHGjh1Lrq6u7AugqKhIMTExREQ0atQoAkATJkxgafPz80lbW5sA0L59+4iI6OjRoyLH8/DwoE6dOrH8Cj0bBLt37x5Ld+/ePTpw4AA7tqKiIr333nv0119/0dWrV9nfOyIigh1v0KBBBICmTJnysh8hsREGweo/dAYMGCByXRzHcS+DB8E47vXJzs6mrVu3Uo8ePRqtyNRf2iIIJiyzjRo1ioj+KwvVL28JBAKaPHkyC4Lo6OjQ0KFD6caNGzRkyBAWCDM1NaXx48cT0X9BIVVVVcrIyKDVq1eThoYGAXWBsp49e9KtW7eourqadHR0CAD99ttv7JzHjh0jANShQwfKysoiIiI/Pz92L/r27UuzZ88mOTk5tk4YBEtISGB5/eCDD8jT05Ode8aMGY3eh/3795ORkRGr4Hbt2pXlJyAggJ3DxsaGhg8fzsrWpqamVFpaSiUlJazMef78eSIi2rJlC0snLFsmJyeztPfv36eEhAS2z7Bhw2jx4sWsvqCjo0PFxcVERDRjxgyRCr6uri4LIAwcOJCVAd3c3Gjs2LEin5umgmD5+fks6PnHH3+w9X/88QcBoI4dO1JRURHV1taSg4MDAaAvv/ySdu7cKRJwOHbsGBERFRUVsXtoY2ND8+fPJxMTEwJAAwcOpNra2hf+XD6PMAgmLS1NXbp0offee++Flh49epC1tTUZGhq+8qKjo0OqqqqkpqbW4kVdXZ06dOhA0tLSr7w8G/R92UVGRoYFpF93EOzcuXMsH9bW1hQWFkaXL19mn0/h8+nEiROsLt6vXz/auXMnFRcX0/3791n6VatWUUpKCnl5eREA0tPTo6KiIiIimj9/Pttv4sSJlJSURJs2bWJBs+3bt1NlZSVt2LCBfU9nzpxJf/75JxERHTp0iD3XHj9+TEREn3/+OQEgFRUV2rp1K/3999/Ur18/ti4lJYWIiDZs2MDO7erqSnFxcbRnzx72/Fy+fHmj9yoiIoImTJjAnp0bN26k0NBQIiJ2jTIyMrR+/XoKDg5m9W0pKSm6f/9+k3+DXr16EQBauHAhWxceHs7y+M8//xARUe/evQkArV+/noiIcnNzacCAAdSxY0davXo1EREVFhay59/48eMpMTGR/P392Wfy3r17LfiUvBgeBHsFTQXBhF9IeXl5tj41NZX9kAojtv/73//YD6EwKnzq1CkCQObm5pSWlka1tbXsR61z585UWVlJRES//fYbAXVReGGwSBh8kpKSouDgYCIiio+PJzU1NQJAGzduJCLRlk83btwgIqL+/fsTAOrTpw9VV1cT0X9ful69elF5eTnFxcXRpEmTRIJRN27cYMGihIQEkXw0FwSLjo4mGRkZAkBLly5l60ePHk0ASElJiV2XcN3EiRPZfvn5+azwIwyCXb58mUaPHk2LFy9m+wkLPvb29iz42FwQTNgybuXKlQ2uof4Xddu2bURUVwgV3t+jR482eb1vmmeDYN27d2efQY7juJbgQTCOE49///2X5s2bR0ZGRg1aKbRFECw9PZ212hG2wvrpp58IACkoKDT4/gsrQwsWLGDrCgsLG5TjiIgCAwNZEEt4nK+++ooFe4SePHnCWjE1FgRTVVWl3NxcIvqv0tatWzdWjg4ICGD3ShgEW716NSuDl5WVEVFdSxNJSUlSVVWlnJycRu/Hzp07CahrfVdSUkJERNXV1dSzZ0923oKCAiKqqyPIysqKlCWFL4XXrl1LRESTJ08WKZ8R1bWoAkAGBgZUXV1NsbGxDcrkwpe1wpYpREQzZ85kxzp48CAVFBRQdnY2xcbGskr0kiVL2DGELXqeFwQTvmRuLAjWqVMnKikpoaKiItZy5eLFi2w/Hx8f8vHxYT0+hOnU1dUpKSmJiIgePHjA0oaFhTWaj5YQBsH40nqLiooK+zyIMwhWv9ePu7s7AaJBeeH3rH7LT2FrqW7duomcRxiU/fvvv4novyCYhoYGe67U1tayYO3KlSuJiOjp06esvi9s7Un0X0swVVVVKisro9zcXPYMFQaEiOoCRcLnmrBF58aNGwmoq/M/evSowb2YNWtWk/dLGIg3NDRk64qKiljLuNmzZ7P1FRUVLFBYv5XXs140CCbMn6urK124cIEqKyupqqqKPVuJ/mvJp6Kiwhr1EBENHz5c5JnYFl4lCNbuBsZ/Ubdu3QIAmJmZwczMDKWlpdDR0YGTkxOuXLmC0NBQ9OrVC6GhoQCAYcOGsUH1hg0bhvv378PExARqamoifepdXV3ZIObCGShrampQUVEhcn5jY2P0798fQN3g5sbGxigqKkJZWVmDvMrKyqKqqgqRkZEAgHHjxrE+8rNnz4arqyvMzc0hLy8PCwsL7N+/H0DdeAV3797FgQMHANT1BW+sf39ToqOjIRAIIC0tjSlTprD1M2fOxPHjx1s0WKmLiwtcXFwA1M1y+M8//+Dvv/8GUDcuRXV1NRvA73mE4yHU7+Ourq4OFxcXHDlyBJcuXcKsWbMQGhqKoqIiaGhooHfv3i+d5zfFvXv34OLigv/973/48ssv39iZPTmO4ziOqxvH5smTJ8jKykJubi6sra1hZ2eH3NzcBuXC1hYcHIySkhKoqKhg3LhxAOrGEl2xYgXKy8sRGBiI2bNns/2fN17Qq25virS0NCoqKtiYYePHj2fl6E8++QSmpqZITExkZT7heLAffvghpKSkUFZWhi5dukBDQwP5+fmIiIjAgAEDms2f8N8pKSm4e/cugLqxgYQDbQ8dOhSDBw/G2bNnWVly0KBBOH36NDt/WFgYJCUlIScnh9jYWFRUVLBjCfNmaWkpUia/c+cOG5sIQIPxdCwsLDBu3Dh2rTdu3EB1dTWkpaXh7u7O9ps0aRL27t378jf7GbW1tVBUVISGhgYyMzMxcuRIuLi4YPjw4fjyyy9ZvQcAG7vX0dERenp6KC0thYWFBSwsLBAZGYm7d++2+kDssrKy+OSTTyAvLy8yO2lz16OqqtoqM+wpKChAXV39hc7bFCKCrKwsOnXq9Ep5ISJISUmhU6dOjY6RJi0tjY0bNzaYCRYA5OXl4ebmhqVLl2LVqlXYvXv3K+XlVdnY2LB/C8ftrj++nXBw/PrPR+GzobKyEr6+vqipqYGkpCRqamoA1E3q4erqyvY3MDBgg8dLSEhAWVkZwH/jyxUVFbE6bP3ZcOuTlZVFdHQ0SkpKICEhgREjRrBtmpqa6NGjB06ePInw8HB2HuE1GRsbs31VVVUbXOOzhAPj19bW4vHjx1BXV0dycjIyMjIAAJ9++inbV05ODgMGDEB0dDSLC7SE8HPdu3dvhIaGIigoCEFBQTA2NsaoUaMwadIkdOvWDcB/919GRga+vr6QkZGBhIQE8vPzAYCNB/mm4UGwJuTk5ACoG3BO+GGt/wcVDhqam5sL4L8ZCYG6h03nzp3Z/6muxR0AiAzEL5zZQUJCokHhoEOHDiJfiPr7PktSUhIlJSUsb/UfpsrKyg1+dCIiIvDTTz/h3LlzLE1T+WiOcLBLZWVlkR9C4YNF+PCp70WOf/78efj5+SE4OFjkIfey+RN+gZ8Nxo0YMQJHjhzBjRs3UFtbi+vXrwOoK5TU/zu+TTQ1NZGXl4fIyEh4eHjA19cXs2fPxqRJk175x5XjOI7juNazd+9eHD58GOnp6UhLS0NxcXGjlWklJSWUlpa2SR6Eg6/Ly8vDx8cHQN0MZgoKCigvL8fJkydFgmDCslT9MlX9PD8vGNBY+hchKSmJp0+fsoBQ/RnR5eTkoKWlJRIEE5bLjx07xir9tbW1KCwsBFA3e1xj6udfWH7Nzc1l/7awsBDZ397eHmfPnkVaWhoA4KOPPgIAPHz4EOHh4YiOjoazszNMTExw4sQJ3L59mwXB+vXrx44TEREBb29vnD17FgUFBWx9YzNfGhgYiNQNioqKANTVLeq/+NTW1m6VmTMFAgFUVFTg5eWFb775BsXFxThz5gzOnDnDJsRav349ZGRkWJ3g9u3b0NPTY8cQXlNbzHSqoqKCgwcPvvDL8fbs6NGjIv9XUFDAxIkT4enpCUdHRwCisy+Kg4SEBAtwA89/pggJ64qRkZGYN29eg+3COr1Q/XMAL/9MAv6rewN1wbNnZ5QVBsyfnRhCVlZW5PPa0iBqWVkZSysMpD3v3I1pLPgP/HdPVqxYgYcPH+L8+fMA6l4MbNmyBX5+ftizZw8mTpzIns2FhYVYsmRJg3O09eQYLcWDYE0QfrA6dOgAJycn9n8VFRXU1tayB4bwbUJzszDU/3IpKCi80Pnl5OSaPEZjx5eRkYGCggJKS0ubbc0VFxeHYcOGIT09HTo6OvDy8oKOjg6WLl360l/EpvYXFhga+zI9b7aKS5cuYcSIERAIBLC1tcWYMWNQXFwMX1/fl35INbV///79oaSkhKysLISEhLBCyds8i+LevXuRn5+PTZs2ISIiAnFxcZg/fz68vb0xa9YsTJ06tdkpeDmO4ziOez1sbGxYK/emqKioYPr06SKzd7WW/Px8XL16FQCQl5eH1atXN9jn5s2bSE5OhomJSaufvzH1y4z1Az21tbVQUlJqUHFtLB1QF9QD6l4OWlpaorq6GpKSklBRUYFAIBAJoj1PUwG/+tuEZV57e3sYGxsjOTkZBw8eRFVVFT788EN07doVJ06cwPHjxxEREQHgv4BZXFwchg4dioyMDOjq6mLu3LnQ0tLCd99912gZW3htQsKK97P7vmyru6buvfAav/76a+jq6uLXX3/F7du3UVtbi6KiImzevBna2tr4+uuvWf1GVVUVDg4OqKmpgYSEBFRUVFBdXQ0rK6uXytOLICKUlpZCTU2t1Y/9rhH2JJKWlsbEiROxYMECODk5iTlXouTk5F54ts/6n1ktLS0AQI8ePbB06VIIBAJISUlBVVUVVVVVMDIyEkn7onXxZ89TX21tLWtBVl1dzQJiQsLZdIUBqfrnbo1ZOBUVFSElJYWampoGM982de76nvdSon7jnaCgIFy4cAFHjhzBtTkPmmYAACAASURBVGvXEBsbi+rqaqxatQoTJ06EgYEBgLrgu4+PD2RlZUFEUFNTY60v30TNz5/bjgm/UGZmZrh06RKuXLmCK1eu4OjRo/jrr78wY8YMAGCBhaSkJJa2pKQE06ZNw7fffovU1NQWvaFo6se+McIvorAFVkpKCtuWmJgId3d3bNiwAZWVldi9ezfS09Ph5OSE8PBwbNmyRaQZ5csQtjAqLi5mXzjhOQHRH1Lh9dR/o1leXs4eGsJ9169fD4FAgFGjRiEsLAyrV69Gz549W5Q/4TmfDQrq6emxbo+//PILwsLCICMjI/Jm7m2jqqqKL7/8Enfv3sXevXtZE9X09HQsX74c3bt3x6pVq0Sm6eY4juM47vXr0aMHdu7c2WyFz83NTaSLTWu6evUq6wmgqakJPT096OrqQk9Pj5UlS0tLERQU1CBtU3kW9lh4nvplw/ot/OuX1ep3AxQGwYRlzvotuUpLS5Geng7gv2CUsBWSq6srLly4gCtXruDSpUs4dOgQzp07hyFDhjSbPwkJCVZu19XVZWXJuLg4kf3CwsIAAIaGhgDqypy9evVCTU0N61LWpUsX9OjRAwDwxx9/IDMzE7a2tqzLl7+/PzIyMuDs7Izw8HD8/PPPGDFihEgPkvqevcfCOkhRURFr6QbU1QOe9+K4fkW8/gvqxoZdEQgEGDlyJG7evInQ0FBs3LgRpqamAIBTp04BAAuWOjk54eLFi7hy5QouX76MI0eO4Ny5cyLdNVvTq7Z2ay8UFBQwatQo3LhxA3v27HnjAmDAi/X4Ef696z+HhD22SktL8emnn2Ls2LEYNWoUkpOToaKi0iCQ/yLnEJ7n2cCzUFVVFSwsLFhA7dixY2xbTk4O6xb9/vvvi+S7JQGw+p9xYYtPIyMjFqsICAhg2ysqKnDx4kUAYHXBxgifcfV7hAl7uQm3V1VV4eDBg1i2bBmcnZ2xc+dOPHr0CGvWrGHXWVVVxe5vSUkJBg0ahDFjxmDs2LEoKipCbW0trK2tX/qaXwceBGuC8EMbHh7Ousulp6eja9eu+OCDD3Dt2jUAdV3oAODcuXN48OABAODw4cP4/fffsXbtWhQVFb1wwaC+l3moCwQCSEhIsA/7vn37kJ2dDQD49ddfsXfvXqxYsQLV1dWsSai2tjYr6Bw/fhzAy3c37Ny5M6SlpVFTU4MdO3YAqPsCeHt7s+MJr0MYBY6MjMSTJ08A1D0whEEw4XmFwTQTExNW8BA22X/Z/AnTl5eX4+nTpyLdM4UFyz///BMFBQXo1q3bG/slfRHCJsz/x96dx9WU/38Af3XbN5RKGiUZCYWUpSKVLcvY1xiMPdmJhvniN9aMNcY6dsZOdkJCUmkxdsKYNku0SNttef/+6HE/01WMJW7xfj4e9/Gocz7nnPc5de89530+5/NWV1fHwIEDERISgp07d4r/44SEBMyePRuNGjXCL7/8Ipe0ZYwxxtiXNWzYsLdepGhqamLGjBklDitRGo4cOQKgcGzayMhI3LhxQ7yioqJgYWEBAPD39xfLyM7nZI/gEZHceV5KSso7tynrrZSWloa8vDwx3pTsyYfLly+Ltrt37wYAuXF9bG1tARQmk2QJn3Xr1onHEWVxyIYAOXnypHgM58yZM7C2tkbr1q3/83HIjIwMcfFWrVo1sd0lS5aIG4kHDhxAYGAggMJxgGVkN1ifP38OJSUl2NjYwNLSEoaGhkhOTkZ+fj6cnZ3FBajsXN3Y2Fgk+WQ9BJWVlYud8755bWBpaYnKlSsjPz8fa9asAVB4PrhixYoS97EobW3tYseeiMQFtWyspOjoaNjY2KBatWoICQmBra0tvL298cMPP4g4gX+Pe2hoKKKjowEUjgVkY2MDR0dHREVF/WdM7POZM2cODh48KK4LyivZeyI8PBy7du3Cixcv0L17d6ipqeHmzZvw8fHBgwcPMGfOHAwdOhTNmzfH7du3P2gbsjGtAODQoUPi87JoAj8nJwdVq1ZF27ZtAQCLFy/GkiVLcPLkSfTp0wfPnz+HpqYmevbsCeDTkrWyPEJycjJWr16N0NBQ6OnpoXPnzgCAzZs3Y9asWWLbsoR9//7937pO2fA/J06cwJkzZxAaGir3KKNEIkFBQQFGjRqFBQsWYOjQoXj8+DFevXolPn+NjIygqqoKe3t7MX768OHDcffuXRw4cAC9evVC+/btceDAgY/e98/qg4bRf8PXVB1SWVlZrjrk69evqW7dugQUlgn29PSkhg0bEiBfNevRo0eiRLO+vj45OjqK393c3IiISCqVUo0aNQgALV++XGxDVpWxaGXKKVOmEABycnKSi9PW1lauckXR6pAXL14kIqKgoCAxzczMjBwcHMTvo0aNIqJ/K6ooKyvThAkTaPLkyaKNRCIRZVdlcdjY2Lzz+MmqdACFJZBr164tftfW1qa7d+8SEdHq1avFdHt7e1EtUlbVZvv27UT0bxXJihUr0qxZs+Sq61StWpWSk5OJiMjd3Z0AUO/evYmo5OqQsko/EomELCws5I59TEyMqFgDgGbOnPke/y1lS9HqkG+r/pOXl0f79u2jli1bylWBqVSpEk2cOFFU72SMMSKuDsnYl/DkyRMaNGgQaWpqllipbfz48UREdOjQITGttKpDpqSkiMplsnPDN40ePZqAwqrhcXFxRETUoUMHAkA6OjpkY2ND169fp/z8fHF+a2BgQC1atKDc3FxxfqKrqys+RyZNmkQASE1NjWrXrk0HDhwgon8riCkpKVHnzp1FFUrZueCTJ0+IqLB6uGx6nTp1RJVwZWVluSpnT548IT09PdHO09NT7G/dunXlqpcVtWfPHrF+c3NzcV4ou04AQCYmJtS0aVOxTRsbG3r16pVYx61bt0gikRAAMjQ0FNUkXVxcxDp2794t2s+fP/+d5+TR0dFERDRixAgC5CtryowfP17uPFxWzU0Wx9vOD4mIWrduLdp26dJF7rrBwMCA0tPT6eXLl+J4mpqa0syZM2nixIlUsWJFucpvmZmZ4hrgu+++I09PT/F7hQoV6OnTp2+N40PJrmX09fXFdQH7dP379yfg81eHrFevHgGgwYMHE9G/1QUBiMqiRESenp7FronHjh0r91l56NAhIiIaNWqUmFb0c7VoxUAvLy8CQI0bN5aLx8LCQu5aUCqVUp06dcQ6lJWVSSqViiqNKioq9OLFCyIiunPnjqiq+ebLz89PbGPu3LkEgKpXr065ubliuuw9N2zYsLcer9DQULn1/vDDD0RElJiYSDVr1ixx2zNmzHjn30BWzbXo67vvvhPXxrLcgp+fn5ivpaUlPguAf6sKE/17zS37jJf93KRJE0pPT39nLJ/iU6pDfvNJMNk/NFC8fG9ISIgo/Sx76erqypVvJSpM8BT9gwMgS0tLUTY4MzNTfAEvXrxYLHfp0qVi25Z9mcnKKcvI3oy//PILEckfe1nSh+jf5FXRl5OTk/iSiI+Pl0tUAaC+ffuKD4BVq1bJxVGrVq13Hr8HDx6Ifz7ZB4WslLOWlpZIgqWkpJCdnZ3cdidMmEANGjQgALRp0yYiKnyjF32DAaChQ4eKN+WFCxeIiMjV1ZUAUNeuXYlIPikoK+F8//59UboWAA0cOFAudjc3NzHv8uXL79zPsuh9kmBFHT16VG6fZSeYY8aM4WQYY4yIOAnGPp+iJdU/1IsXL0gqlb51fkFBwTvX/+TJE4qNjf3o7Zemo0ePinMuWbJEllQBCm+8JiQkENHnSYLt27dPrNPf37/ENsePHy92Ibdu3Tq584cjR44Q0b8XlrJXcnIynTt3TnyOPHz4kIiIAgMD5drNmTOHiIguXLggd9GqoqJCs2bNEueUiYmJIq4xY8bIraN79+7UtWtXAkDjxo0T7Xbs2CF3oxMA1ahRQ+5m95vi4+PJ0NBQtG/btq2YN2fOHHHTVvaqW7cu3bx5U24dOTk5ZGlpSQCoWbNmYrrsnFpNTY0eP34spicmJoob7kXPyatXr04AaMOGDURENHjwYAJArVq1Khb306dPxU162WvatGlkYmJCAOjs2bNv3eezZ8/KXb9oamqKY6+pqUlJSUlEVJiAlF3HFH316NFD7n137tw50tfXl2ujp6dHZ86ceWsMH4OTYJ/Hl0qC9erVi6ysrETHjosXL1KdOnXI1tZWfPYRES1YsIBq165NQ4YMEdMePHhAdnZ2pKqqSt999x0FBAQQEVF6ejqNGzeOqlSpQkBhwtbb21su6b1w4UKysrIqdj3YuXNnsrKykkvqHDhwgExMTEhVVZXs7e3p9evXdPbsWapTpw41adKEUlNTRdu//vqLOnXqRHp6eqShoUHW1ta0fv16uW388ccfZGVlRR07dqS8vDwxffDgwWRlZSU+D0uSl5dHY8aMIV1dXdLR0aEJEyaIeY8ePaI+ffqQoaEhqaurk6WlJS1atOjdfwAiys3NJW9vb6pcuTJpampSx44d6a+//qI2bdpQnTp1KDIyUrTdsGED2djYkJqaGqmrq5O1tTWtW7eu2DqXLFkid1PEw8ND7vP7c/iUJJgS0cf3z7t69aroVnn06NHPNnbB55SYmIjQ0FAoKyvD1dVVrroKAMTFxeHQoUO4d+8eTE1N0bVrV7nyrTKRkZE4duwYUlNTYWVlhZ49e4qKifn5+QgMDMSrV6/QsGFD1KxZE0Bht8agoCC5bd+8eRP37t2DkZGR6FYNAOfPn0dycjLq1asHKysrpKam4vz58wAAZ2dnueqMgYGBOHPmDHJzc9GgQQP06tVL7pnmZ8+eYfv27YiNjYWzszN69uyJ8PBwxMXF4fvvv0eDBg1w69Yt3L17F3p6enBzc3vnMXz69Cm2bNmC58+fw8PDA0pKSrC3t4eWlhaioqLEY4bJycn4448/kJiYiLZt26JDhw4IDg7Gs2fP0KRJEzGuwp07d7Bnzx6kp6ejc+fOaNmyJQICApCeng47OzuYm5vjypUrSExMhJmZGRo3boy0tDQEBgaCiODs7Cy6lV++fBkHDx6EhoYGunfvLvfowbhx47By5UrUrFkTN27c+KCBEsuCc+fOoXXr1gAK/z9cXFzea7kTJ07Az89PbqwPXV1deHh4YPTo0WVynADG2JexYcMGjBgxAioqKrh//74Y94Wxj7V161YsWrQIL168gL29PZYsWVLiedTbREREwMPDA6dOnRKP6ckkJiZi5syZopp006ZN4evrizp16si1kz0iU3Tcli/t9evXmDVrltxA97169cLSpUuxePFi8QjbvHnzMH36dACFjyN269YNQOE5t729/SfHcefOHdy+fRuqqqpo1aoVtLW1i7XJzs5GQEAAcnNzYWFhAVtbWxQUFGDr1q2IiIiAhYUFBg4cCENDQ2RmZmLt2rV4+PAhGjZsiEGDBuHVq1e4ePEi1NTU4ObmJopIHT16FAEBATA0NISHh4eouHj16lXs378f6urq6N+/PywtLeHv7w9VVVW0bt1a7hx2z549uHTpEmxsbDBkyBA8ePAAt2/fRu3atWFtbS3aRUdH49ixY3j69Cnq1q2L3r17i2FA3iY6Ohp//vknJBIJOnfuLAawBwofvzp16hSSkpLQsGFDdO/eXa7iu0xYWBji4+PFcQMKx+iKiIhApUqV4ObmJveY4/Pnz7Ft2zbExcXB2dkZPXr0QFhYGOLi4lC7dm3Y2Njg2rVrePjwIUxMTODg4FBsmykpKdi0aRPi4uLQsWNHtGnTBmfOnEF6errcOXFJrly5goMHD0JbWxs//vgjzM3NcfjwYWhoaKB169ZiaJHExEQcP34cd+/ehba2Npo2bVpiQamHDx/i4MGDePz4MSwsLNCtW7di79tPNWfOHMycORP6+vp48OBBiX8H9uEGDBiAnTt3okGDBmLMu88hNzcXeXl5UFVVhYqKCgoKCiCVSkV1yKLjBObm5kJFRUVufO3s7Gw8evQIhoaGxd7TT58+RXJyMoyNjYsNDP+29UmlUuTn50NNTU1urLHnz5/jxYsXMDc3h5aWFvLz85GbmwuJRFLi2N2xsbHIzs5G9erVixW4y8/Ph1QqhbKystyybx6Ld5GN2WVhYVHsUemEhAS8fv0apqam4vP2fcTFxUEqlYrcRE5ODoDCR0KLPv4plUoRFxcHiUSCatWqvXW887S0NCQkJEBPT++DipB8LCJC7dq1ERMTg+HDh4vhmd534Y/2NfQEY6VPdrevaE+wsiYlJUXcrfvpp58UHc5H+dCeYCUt3717d1JSUhLrUVdXp4EDB4rHYhlj3xbuCcZK065duwgA1atXj3r27Cnu0MseJfkvOTk55OjoSABEjyKZly9fkpWVFQGgLl26iPWbmZmJ9V+8eJFOnjxJ//d//0fDhg2jiIgIOnbsWKnv538JDg6mRo0ayfWOKdrr4NWrV2RmZkYGBgaUlpYmpn+OnmCMlXfcE+zz+FI9wRgrLZ/SE4wHxmfflKioKPTv3x+tWrXC/fv3AQC9e/dWcFSK0apVKxw4cACXLl1Cnz59oKysjJycHGzbtg2Ojo7o378/wsPDFR0mY4yxcigrKwve3t5o1KgRIiMjsW/fPgQGBiIuLg4rV678z+XT09PRs2dPhISEoFKlSsXufPv5+eHu3bs4fvw4/P39sW/fPpw4cQKxsbH4/fffARQOiN6+fXts3LgRZ8+eRYsWLUTlvi8hLy8P8+fPR6tWrcTA4G3btkVwcDBGjRol2unq6mLdunVYvHhxsScSGGOMMVa6OAnGSp2szHVmZuZnq2z0sVJTU/Hnn3+Kk9Fu3bqhTZs2Co5KsZycnLB7925cunQJffv2hYqKiiiL6+joiB49euDChQuKDvOj3b59G9evX//o/8UbN24gISGhxHn5+fm4du0a7ty589blDx06hJs3bxabnpSUhD///BMZGRnF5l25cgUBAQEfFS9jjJUFkZGRiI+Px6xZs8SjIa6urmjfvj22bdsmqvGV5Pr163BwcMDRo0dha2srzitkiAi7du1CzZo15arztW/fHjY2Njhx4gQAYOrUqYiMjERKSgoeP36MHTt2YMOGDZ9hb4u7desW2rZtixkzZiAnJwdqamqYO3cuTp06hbp16xZr7+7ujkGDBn2R2BhjjLFvGSfBWKmzsrLCb7/9huXLl8PY2FjR4cipV68eRowYAQ8PDyxfvhx//vmn3PPf3zIHBwfs2rUL4eHhGDZsGDQ1NZGfn4+DBw/CxcUFP/zwA86dO6foMN9bYmIiWrVqhXr16qFBgwZwcHD44DLJ0dHRsLe3L7HnQFRUFBo1agRbW1vUrVsXLVu2FM/rFzVz5kwxfl9RycnJGD16dInJuX379smNG8MYY+VNaGgoAKBhw4Zy052dnfH333+/9eYCAOzatQuPHz/G6dOnMXz4cLx+/bpYm+nTp2PevHnFpmtoaIibCzo6Ojh+/Dhq1aoFR0dH7N+/HxUrVvyU3Xov69evh7Ozs/jst7OzQ2BgIGbMmFGsRxtjjDHGvixOgrFSZ2pqiilTpmD8+PHFBiVUtCpVqmDdunXYuXMnxo8fLzfYKitka2uLDRs2IDw8HCNHjhSD5h47dgytW7dGhw4dynwvpYKCAgwYMACBgYGYP38+Fi5ciKioKPTp0wfZ2dnvvZ6ff/4ZUqm02GCViYmJ6NChA5KSkrBmzRrMnTsXFy9eRL9+/cSgkjNmzMDatWtRo0YNZGVlYfLkyQgICEBKSgqGDBmC0NBQWFtb49SpUxgyZAikUin279+P6dOnQ0VFBVWrVoWfn1+JF3mMMVbW3bt3D1paWqhUqZLcdBMTEwCFAxi/Tc+ePXHjxg20bdsW6enpxeYrKSlh0KBB6NOnj9z0Z8+e4datWyLxVlBQgKtXr8LHxwcrV67EvXv3kJKS8qm79laxsbHo2bMnRo4cieTkZADApEmTcOHCBblB1hljjDGmOO8uQ8AY+2ZZW1tj7dq1mDBhAn7//Xfs2LEDqampOHnyJE6ePAkXFxeMGzcOXbp0kasgUhYEBQXh/PnzWLNmjRh3pVatWujRowcOHz5c7MKpJIcOHRIVNN+8c79gwQI8f/4cd+/ehaWlJQBAU1MTkydPRlBQENq1a4ekpCRs2bIFqampuHjxIjQ0NNCyZUtIpVJERUXh2LFjyMzMxOjRo2Fqaorc3FxkZmZix44dSEtLQ15eHk6cOAEPD49SPjqMMfb5JScnQ1dXt1gVKdmNlZKSWzJFKznTBxQx9/X1RWZmJoYNGwYAkEgkOHToECQSCZSUlBAaGvrWqlafav/+/Zg0aRLi4uIAAJaWlli6dGmJFfQYY4wxpjhl68qVMVbmWFlZYeXKlYiOjoa3t7coRxwUFITu3bujZcuW2Ldv3wddqHxu/v7+0NLSwuDBg8W07t27o1q1ati/f/9/Lp+dnY2JEyfC3d0d2trayM3NFfMyMzPx559/ijLuMh4eHvDy8hKDGq9fvx7r169HZmYmKleujDt37qBz586oUqUKrl27hk6dOiEjIwMDBgxAdHQ0tLW1MXDgQEREREBTUxOZmZnYv38/li1bVopHhjHGvgwigoaGRrGkk6wH9pvjfH2qQ4cOYdmyZejTpw9atmwppisrK4sbGZ8jAZacnIyRI0eiV69eIgE2cOBAhISEcAKMMcYYK4NKLQlW1nqCMPa1+9LvOXNzcyxatAgRERGYPn26GO8tODgYvXv3RvPmzbFr1y65hJGiXL16FZaWlsUed61fvz6uX7/+nwm7RYsWITk5Gb6+vsjLy5Nr//jxYyQnJ6N9+/ZimlQqhbGxMVatWgUHBwcAwMuXLzFq1Cj4+PhAV1cX06ZNE+0PHjyIQ4cOYenSpVi7dq0YN4aI4OnpiYYNG2Lo0KEYOXJkiWPhMMZYWSeRSCCVSoslu6RSKYDiPWw/xfnz59GnTx9YWVmJypBfQmBgIJydnbF+/XoAgLGxMbZu3YqtW7eicuXKpbotPs9mrBCPq/d58VjJrLxQUlL66O9GfhySMfZBzMzMMG/ePHh5eWH9+vXYvHkzYmNjERISgpCQECxatAheXl7w8PCAlpbWF48vNzcXCQkJaNCgQbF5BgYGCAsLQ2Zmpngk503x8fGYPXs2Vq1ahdq1a4sxvmT+/vtvAMD333+P9evXw8/PD1KpFL1798bMmTOhpqYGoLByZMeOHTFr1iw0bdoU0dHRICLxgT1hwgRMnDgRcXFxIslGRLC0tMQPP/wAc3NzzJ49u8xVWGWMsfdRoUIFvH79Grm5uXI3JLKysgAUPkJeGsLDw9G+fXtUrlwZR48eLfXkU0mysrIwZ84c+Pr6iiqXnTt3xrJly2BhYfFZtskX/owV4vfC55WamoozZ84oOgzG/hMRfXRngU9KghUtb+3l5QVdXd1PWR1j7AMUfdO/q9T852JiYoLZs2dj7Nix2Lx5M9auXYuHDx/i2rVrGD58OPz8/DB69GgMGDAAOjo6XyyunJwcZGVllbhNHR0dZGRkIDs7+61JsEmTJsHU1BSjR4/G8+fPi81PTU2FRCLBokWLcODAATRu3BhZWVmYN28enj59ij/++AMAYGRkhLVr1wIAunbtiq5du4p1FP29aBVIiUSCBQsWiN9lvQsYY6y8MTU1xevXr5GRkSF3fij7XK1SpconbyMmJgadOnWClpYWTp06he+///6T1/lfIiMjMW7cOISEhAAo/F6ZM2cOJkyYUOrbKvrd3rt371JLHDJWnsk+QwoKCsrUUBzlnayX7qNHj9C2bVsFR8PYh5H9/76vT0qCFe3l8fjx409ZFWPsE8h6HylC5cqVMWXKFAwdOhSbN2/GmjVr8ODBA9y4cQOenp5yybA3q4R9TiVV/tTQ0EB+fv5bT5pCQkKwb98++Pv7Ayj5A1UqlaKgoACHDx/GsWPH0LFjR2RlZeHHH3/Exo0bMXjwYDRv3rx0d4YxxsoZGxsbEBEePXokHp8HgIiICOjr66N69eqftP6srCz07dsXGRkZuHTpUom9f0vb0qVLMWvWLHETysnJCatWrRLVKEtb0Zs1Dx48+CzbYKy8ys/PL1a9m308e3t77Nu3T9FhMPZR6tat+0HtP+mTw8rKCgsXLsSNGzc+ZTWMsU9gbm4uV0lLUfT09DBp0iQMGTIEO3fuxJo1a3Dr1i3cuXMHY8eOxdKlSzFq1CgMGTIEBgYGny0OFRUVqKioICMjo9i8zMxMKCkplZgEk0qlGDt2LHr06IEuXboAgIiz6IWI7IRrwIABYtBjTU1NzJs3DwcOHMDRo0c5CcYY++Y5OjpCRUUFq1atgqOjIwAgISEB/v7+6Nmzp7h58/r1a9y6dQs1atSAkZHRe69/6dKliIqKwvbt29GoUSO5x8qVlJRK9ZGphw8fYvz48Th+/DiAwu+BadOm4X//+x/U1dVLbTtvatGiBX7++WfExsZ+tm0wVl65urryU0ilaOLEiWjevHmpFy1h7HNTVlZG48aNP2iZT0qCqaqqyg32zBhjlSpVgpeXF4YOHYpdu3bBz88P165dw99//41p06bh999/x8iRIzFs2LAPuuB5X+rq6tDR0UFaWlqxeenp6ahQoUKJY5UFBgYiKioKNWrUgI+PDwoKCsTd/kOHDiElJQU+Pj7Q19cHADRp0kRueUtLSxgaGiImJqbU94kxxsobExMTeHt7Y8GCBVBXV0fjxo2xcuVKSKVSuXPH6OhoODs7Y8mSJZg0aVKx9ciKrRS9eZGeno7ly5cDABYuXIgFCxaI+fn5+WjYsCH27NlTKvuxefNm+Pj4iEewbGxs4OfnBxcXl1JZ/7toaWlh/vz5n307jDGmqqoqblgw9rXjPqSMsc9CQ0MDP/30E/r164e9e/dixYoViIqKQmxsLGbMmIHVq1dj2LBhGDp0KExNTUttu0pKSqhWrZooVV9UQkICTExMShwP7OXLlwCAAwcOFJsXHByM4OBgeHp6wtLSYHSDZAAAIABJREFUEgDeWgWTx6dgjLFC//d//4e0tDSsXr0aW7ZsgaGhIfbs2YM6deqINpqamqhWrdpbH5c3MjLC999/L/fY/5MnT2BgYIBKlSohNTVVbuysTxkot6inT5/C29sbO3bsENNGjRqF+fPnQ09P75PXzxhjjDHFUCK+YmOMfQG5ubk4ePAgVq5cicuXL4vplStXxrBhwzBy5EjUqFGjVLY1depULFu2DM+ePRM9t3Jzc2FkZITu3btj48aNxZZ59eoVEhMT5aY9e/YMLi4uGDt2LMaMGQMLCwtkZ2ejatWqcHd3lxs74e+//4aFhQWmT5+OefPmlcp+MPalbdiwASNGjICKigru379fau9J9m17+PAhUlNTUbNmzWLJrvz8fKSnp0NLS6vE8S2lUilycnKgra0tSqHn5eWJKpNvIiKoqKh8UnXio0ePYtKkSWIcrurVq2Pp0qXo3r37R6+TMcYYY2WDRNEBMMa+DaqqqujTpw+Cg4Ph7+8PV1dXAIU9sHx9fWFvbw9vb288fPjwk7fVo0cP5OXlYfbs2WLa4sWLkZqaiv79+4tp4eHhWLFiBZ49e4YKFSrAyspK7lW/fn0AwHfffQdLS0uoqKhAR0cHgwYNwv79+3H27Fmxrl9//VVsmzHG2L9q1qwJOzu7Ent7KSsro1KlSm8t8KKmpgZdXV2RAAMKx+TS1dUt8fW2R97fR0ZGBiZMmIDOnTuLBFivXr0QHBzMCTDGGGPsK8FJMMbYF9elSxcEBgbiyJEjaNWqFQAgOTkZixcvhp2dHcaOHYubN29+9PqbNm2KESNGYOXKlWjdujV++OEHTJ8+HT179oSbm5tot2vXLkyYMOGt43jJHql59eqV3PQZM2bA3Nwcbdq0QY8ePeDq6ootW7bA09MTjRo1+ui4GWOMKcbly5fh7OyMFStWACjspbxhwwbs3bsX1apVU3B0jDHGGCstyrOLdpVgjLEvqHbt2hg4cCCcnJyQnp6Ou3fvIicnB+Hh4di8eTMeP34MU1NTVK1a9YPX7e7ujtzcXJw6dQrx8fH46aefsHLlSrlKXhkZGVBSUkKXLl3EY5NF5efnIyEhAa1bt5Ybw0ZXVxedOnXCkydPcP78eaSlpWHq1KmYP3++XG8FxsqbqKgoHD16FBKJBGPHjuWxj9hXLy8vD/PmzcPQoUMRHx8PAGjbti327t2Ldu3aKTg6xhhjjJU2HhOMMVZmXLx4EStWrMDBgwfFNHV1dfTt2xfjx4+Hra3tB68zJydHrOdzyMrKgqqqKlRUuM4IK/94TDD2Lbl16xbGjBmDoKAgAIWD9M+cORPTpk2DkpKSgqNjjDHG2OfAXRYYY2WGs7MzDhw4gIsXL6JXr15QVlZGTk4Otm7diqZNm6Jfv35yg+q/D3V19c+WAAMKL5o4AcYYY+XL6tWr4eTkJBJgdnZ2OHfuHHx8fDgBxhhjjH3FOAnGGCtzWrRogb179yI0NBQ//fQTNDQ0kJubi927d6NFixbo3r07Lly4oOgwGWOMlTOxsbHo1asXvLy8kJaWBiUlJUyePBkXLlyAg4ODosNjjDHG2GfGSTDGWJllb2+PTZs2ISwsDMOHD4eWlhaICIcOHYKLiwu6dOmC8+fPKzpMxhhj5cDu3bvh6OiI/fv3AwAsLS1x4sQJLF68GNra2gqOjjHGGGNfAifBGGNlXv369bF+/XqEhYVh1KhRqFChAgDgyJEjcHNzQ9u2bXH8+HEFR8kYY6wsSklJwYgRI9CvXz8kJCQAAAYPHozg4GC4u7srODrGGGOMfUmcBGOMlRvW1tZYs2YNoqKiMHnyZFSuXBkAcObMGXTq1Amurq44fPiwgqNkjDFWVgQEBMDJyQkbNmwAABgbG2P79u3YvHkzDA0NFRwdY4wxxr40ToIxxsqdmjVrYvHixYiIiMC0adNgZGQEAAgKCkLXrl3h7OyM/fv3Iy8vT8GRMsYYU4Ts7GxMnz4d7u7uuHPnDgCgS5cuCA4OxoABAxQcHWOMMcYUhZNgjLFyy9zcHAsXLkRERAR++eUXfPfddwCAS5cuoVevXmjatCm2bduG7OxsBUfKGGPsSwkLC4OrqysWLFgAIkKFChWwcuVK+Pv7o2bNmooOjzHGGGMKxEkwxli5Z2pqijlz5uDatWuYN28eqlevDgCIiorCoEGD4OjoiM2bN3MyjDHGvnJLliyBi4sLQkNDAQDNmzfHxYsXMWbMGAVHxhhjjLGygJNgjLGvhoGBAaZPn46IiAgsWrQINWrUAABER0djyJAhaNq0KdauXYv09HQFR8oYY6w03b9/Hx07dsSUKVOQnZ0NNTU1zJw5E+fOnUODBg0UHR5jjDHGyghOgjHGvjoGBgbw9vZGZGQkVqxYASsrKwDA9evX4enpCTs7OyxbtgwpKSkKjpQxxtin2rhxI5ycnHDixAkAgI2NDQICAvB///d/UFNTU3B0jDHGGCtLOAnGGPtq6enpYdy4cYiIiMD69etFb4CYmBhMmjQJjRs3xm+//Ybk5GQFR8pY2SCRSEr8mbGyKDExEQMGDMCwYcPw4sULAMDYsWNx6dIltGzZUsHRMcYYY6ws4jNcxthXT1tbG8OHD8eVK1ewadMm1K9fHwDw8OFDTJ06FXZ2dpg7dy6ePn2q4EgZUywiUnQIjL2XI0eOwNHRETt37gQAmJmZ4cCBA/Dz80PFihUVHB1jjDHGyiol4jNextg3JicnBwcOHMDKlSvF4MkAYGxsjKFDh2LEiBEwMzNTYISfLjMzE9OmTcP58+cVHQorR1JSUpCYmAglJSXUqlULqqqqig6JlROqqqoYPnw4Ro8e/Vm3k56ejv/9739YsWKFmNavXz/89ttvokIwY4wxxtjbcBKMMfbNIiIcPHgQfn5+uHjxophuaGiIIUOGYPTo0eU2GXblyhU4OjoqOgzG2DfEyMgI8fHxny15euHCBYwbNw7Xr18HAOjr62PRokUYOnToZ9keY4wxxr4+nARjjDEA/v7+WLFiBYKCgsQ0fX19/Pjjj/D09ETt2rUVGN2HCwoKgqurKwCgTZs2MDExUXBEjLGvVXh4OO7cuQNTU1M8ePCg1Aejz83Nxfz58zF//nxIpVIAgLu7O5YtWyYKnzDGGGOMvQ9OgjHGWBEnT57EqlWrRJUxoHBMsYEDB8LLywv16tVTYHTv7+LFi2Jg6NDQUDRt2lTBETHGvlY+Pj7w9fWFmZkZYmJiSjUJduPGDYwZM0b01tXQ0MCsWbPg4+NTattgjDHG2LeDB8ZnjLEi2rdvj+PHj+Ps2bPo0qULACAjIwNr1qxB06ZNMWrUKNy4cUPBUX6YV69eKToExthXLDs7+7Osd/Xq1XB2dhYJsKZNm+L8+fOcAGOMMcbYR+MkGGOMlaBVq1bw9/dHUFAQevToAYlEgoyMDKxbtw6NGzfGwIED5QbVZ4wxVjr+/vtvdOvWDV5eXkhNTQUATJ06FUFBQWjWrJmCo2OMMcZYecZJMMYYe4eWLVti//79uHLlCgYNGgQ1NTXk5ORg+/btcHJyQt++fXH58mVFh8kYY1+FXbt2oUWLFvD39wcA1K5dGydPnoSvry80NDQUHB1jjDHGyjtOgjHG2Hto0qQJtmzZgrCwMPz0009QV1dHQUEB9uzZA2dnZ/Tq1QuXLl1SdJiMMVYuvXjxAsOGDYOHhwcSEhIAAEOHDkVISAjc3d0VHB1jjDHGvhacBGOMsQ/QsGFDbNq0CWFhYRg+fDh0dHRQUFCA/fv3w9nZGR06dMCpU6cUHSZjjJUbAQEBaN68OTZu3AgAMDExwc6dO/HHH39AX19fwdExxhhj7GvCSTDGGPsIDRo0wPr16xEVFYXx48dDT08PQGF1yfbt26Nt27Y4fvy4gqNkjLGyKzMzE9OmTYO7uzvu3bsHAOjatStCQkLg4eGh4OgYY4wx9jXiJBhjjH2CWrVqYfny5YiIiMCkSZNEr4UzZ86gU6dOcHNzg7+/PwoKChQcKWOMlR1hYWFwc3PDokWLQESoUKECVq5ciUOHDqF69eqKDo8xxhhjXylOgjHGWCmwsLDAkiVLEBkZCR8fHxgbGwMAzp8/j27dusHJyQm7d+9Gbm6ugiNljDHFKSgowG+//QY3NzeEhYUBKCxAcunSJYwZM0bB0THGGGPsa8dJMMYYK0Xm5uZYsGABoqOj8euvv8LMzAwAEBoain79+sHJyQk7d+7kZBhjX1haWhq/7xTs3r176NChA6ZOnYrMzEyoqqpi1qxZOHPmDOrXr6/o8BhjjH2k3NxcpKam8pMPrFzgJBhjjH0GxsbG+N///oerV69iwYIF4vGeq1evYsCAAWjatCk2bdqE169fKzjS8ufVq1fo2bMnnJ2d4ezsDDc3N/Ts2RO9evXCmDFjEB4erugQ32rDhg1wdHTEqFGjvtg279+/jxYtWsDFxQX379//YtstK4KDg9GyZUvUqlULtra2OHnypKJD+iZt3LgRzZs3x+nTpwEUjqt49uxZzJ49G6qqqgqOjjHG2KcIDw9HixYtytV5bWJiIry8vNC4cWMMGDAA0dHRxdqcP38eXl5eGDVqlNxrx44dCoiYlRYVRQfAGGNfMyMjI/j4+GD48OHYvn071q5di3v37iE6OhpDhw7FokWLMHbsWAwYMAAVK1ZUdLjlQm5uLs6ePYu0tLQS5//xxx/Yv38/OnXq9IUj+283b97ElStXkJSU9MW2mZaWhuDgYABAamrqF9tuWZCeno4hQ4YgJiYGAJCUlIQXL14oOKpvS0JCAqZMmYLdu3eLaWPHjsXcuXNRoUIFBUbGGGPsU6WmpiImJgbq6upQVVVFZmYmrl+/DkdHR0gkZbe/TVJSElq1aoW7d++iQYMG2LlzJ44fP47Lly+jbt26ot3evXuxdu3aYsunpqZiwIABXzJkVorK7n8mY4x9RSpXrowJEyYgIiICq1evFl+w9+7dw5gxY9CkSRP4+fm9NbHD/qWkpAQdHR0AgJmZGZycnNCsWTPR2y4nJweTJ09GZmamIsMskZmZGSwsLGBjY/PFtqmsrAyg8LjJfv5WxMfHiwSYj48PTp06hbZt2yo4qm/H4cOH0bx5c5EAs7CwgL+/P/z8/DgBxhhjX4Hr16+jSZMm8PT0RHp6Opo3b4727dsjOTn5i8aRlJSE/Pz8926/aNEi3L17FwEBAbh27RqioqKQm5uLqVOnyrW7e/cu6tWrh/DwcISHhyMsLAxXrlzBggULSnsX2BfESTDGGPuCdHR04OnpibCwMKxfvx7W1tYACh9ZGz9+PBo1agRfX188e/ZMwZGWD15eXggODsaVK1dw48YN9O3bF0Dh8bx27ZqCoytu8uTJePjwIQ4ePAgi+iLbVFNT+yLbKYtkY4BJJBJ4enqiXbt2qFKlioKj+rqpqakhPT0dY8eORdeuXfH48WMAgIeHBy5duoQuXbooOELGGGOlxc7ODkFBQdDW1saDBw/g7OyM06dPo1KlSl9k+//88w9GjRqFjh07vvcyUqkUmzdvRu/evdGmTRsAgK2tLSZPnozjx48jNjYWAJCXl4c7d+6gWbNmaNy4MRo3bowmTZqgWbNmqFGjxmfZH/ZlcBKMMcYUQEdHB8OHD0d4eDi2bdsGe3t7AMCjR4/g4+MDOzs7/Prrr0hMTHzneqRS6Qfd+fraKCkpiZ91dXUxYsQI8bvsJAYArly5gi5dusDGxgYtWrTApk2b5NYTHh6Ofv36YeXKlbhy5QqaNGkCV1dX3L59GwCQkpKC6dOno1GjRrCxscGAAQMQFRVVLJ5NmzbByckJNjY26NatGy5fviw3/+DBgxg4cCB8fX2RlZUlHoUNCAiQa3f27Fn0798fEyZMQFZWFgDg5cuXGD9+PGxsbGBjY4NJkyaV+Gjf8ePH4ebmBhsbG0yfPh2pqalyx+ld/vnnH/z000+wsbGBra0tZs+eXaxHXVZWFhYsWABHR0fY2NjAzs4OP//8c7FHLf39/dGlSxdYW1vD1tYWo0ePLnFMssOHD6N169awsbFBu3btcPTo0feK9cWLF/jll1/QrFkz1K9fH3369EFISIiYf+zYMXh7ewMAiAheXl6YPn16iYPjP3r0CAMHDsSgQYNEzzEAOHLkCDw8PDBr1iwx2G9eXh6WL18OV1dXWFtbw8nJCXPmzCk2DgoRYenSpWjcuDFsbGzQv39/3Lhx4732rbxSV1fHuXPn4OLiglWrVgEADA0NsXHjRuzcuRMmJiYKjpAxxlhp0tbWRs2aNZGamopmzZohNjYWTZo0gYrK20ddys7OhqenJ06fPo3du3ejTp06cHFxQVBQ0HtvNyEhAd7e3qhZsybWrVsHa2vr9+7tfu/ePbx8+RLt2rWTm+7m5gYA4ibq8+fP8fz5czRu3Pi942LlBDHGGFO4vLw82rt3Lzk6OhIA8TIxMaH//e9/FB8fX+JyCxYsoOHDhxebfuHCBbGOgICAzx3+F/Xy5Uv67rvvCAAtXrxYbp6/v7/Y77179xIRUWhoKGlpackdVwA0e/ZssdzOnTsJAJmZmVGNGjVEm5s3b9Lr16/Jycmp2PIVK1akyMhIsY7FixcXa6OhoUHnzp0TbSZOnEgAyNramgoKCsjZ2ZkAUOfOneX2o2vXrgSAWrduTQUFBZSdnV1iDE2bNqXU1FSx3NGjR0lJSUmuTY0aNUgikZCysjJFRES89bgmJSWRlZVVsW388MMPlJubS0REBQUFNHjw4GJtAFC/fv2KHc83X2ZmZhQbGyva7d69u8R2W7dufef/wPPnz8ne3r7E4y37f580aVKx+ZqampSZmVlsfVeuXBFtgoKCxPQZM2YQALK0tKT8/HwiIhozZkyJMXft2lUcJyKi8ePHF2tjYGBAN27ceOe+lUeyfVVXVycVFRWxv+7u7hQTE6Po8BhjjH1GM2fOJDc3N3rx4gVVrVqVjh079s729+/fJwBUt25dqlWrFnXs2JHU1dVJXV2dbt68+c5lnz9/TrNnzxbnde3ataPz589/ULxHjx4t8fw4JiaGANCyZcuIiCg4OJgA0OrVq2natGnUvn17mjZtGj19+vSDtsfKHk6CMcZYGZKfn0/79u2jFi1ayF08GxkZkbe3Nz18+FC0zcrKInNzcwJAO3fulFvPt5IE8/HxocTEREpISKDQ0FCys7MjAKSkpES3b98mIiJ3d3eRyNi0aRN5enoSAFJRUaG7d+8SEdHevXvF8VJRUaE2bdpQly5diIho7ty5BICUlZVp3LhxtGzZMjIxMSEA5ODgQAUFBZSYmEh6enoiGbJt2zZq3rw5ASA7OzuRHJk+fToBoCZNmhAR0ebNmwkAGRoaUnJystg/Q0NDAkDbt28nIqJNmzaJJMO8efNo1apVVKlSJQJAv/32GxERZWdnU7169cT6fv/9d5o3b57Yr/9Kgs2ePVsk91asWEELFiwgDQ0NAkC7du0iIqLo6GixvnHjxtGePXuoY8eOBIAqVKgg9qFJkyYEgKZOnUpRUVG0Z88eqlChAgGgJUuWEBHR69evqXbt2gSAnJycaNu2bSL5V6VKFXr58uVbY/Xy8hJxDBo0iHx8fMQxq1evHmVnZ9Phw4epXbt24v+hQ4cONGXKFJJKpcXWFx4eLtYXHBwsps+ZM0f8DYmI4uLiSE1NjTQ0NGjr1q0UGRkpd4xDQ0OJiOjatWukrKxMAGjIkCG0ZcsW8beR/V99Td5M+GlpaZGvry8VFBQoOjTGGGOfWVpaGj179oyIiOLj40v8ni0qICBA3Bh78OABEf17M2rkyJElLpOamkq+vr5UpUoVAkBubm505syZj4p369atBIDCw8PlpickJJCSkhLNmDGDiIi2bdsm970mS7xZWVlRYmLiR22blQ2cBGOMsTLq2LFjIoEje1WqVInGjRtHsbGx4ktclri4deuWWPZbSYJpaGiQvr4+6enpkUQiEfvcqVMnIiK6c+cOKSkpkUQikUsAyRJUCxYsICL5JJjsDmBOTg5JpVKqX78+AaDBgweL5Xfu3Ek1atSgIUOGUF5eHq1du5YAUK1atUSbJ0+eiMTP1atXiah4EuzJkyekra1NAOjIkSNERHT48GGRVHr+/LlcvFOmTBHrX7FiBQEge3t7IpJP5GzZskW08/b2/s8kWGZmJtWsWZMAkJ+fn5gu600l66n27NkzWrt2rUhkERHduHGDAJCampo4mTUzMxPHV3Yy/Ndff9H58+fpxYsXRPTvndiKFSuKaURE1atXJwC0b9++EmN9+vSpSACOHTtWTD9//jypq6vLJe1u3bol9v3Ro0clru/NY/euJFhkZCQBIG1tbTp58qRod+bMGbp69Sqlp6cTEdGUKVNEck/m6tWrpKysTJqamvTPP/+8NZbyqGgSzMHBgcLCwhQdEmOMsTJq+fLlct/VMnZ2dmRra1viMkeOHCEAVL16dbnv6Y+xZs0aAlDsnCgxMZEA0MSJE4mIaNasWQSAvL296eXLl5ScnEwLFy4kACU+hcHKDx4TjDHGyqiOHTvi5MmTCAgIEAN+pqamws/PD40aNcLEiRNF27S0NPTv31+M30RfaNB1RcvOzkZycjJSUlLEmE22trbw8/MDUDjWExFBV1cXSUlJCAsLQ0REBL777jsAEON6ycbMUlZWFsdaTU0NSUlJ+OeffwAA7u7uYrt9+/bFnTt3sHHjRigrK4uxw6pUqYLIyEiEhYXh8ePHMDQ0BAD89ddfctuRMTY2hqurKwCIccFOnToFAHB1dYWhoSGkUqkYXFxHR0dUJ9LQ0ABQWAQgJydHtFFTU0OrVq3ENjp37gzg3f8TycnJSEhIEMdAVgVJT08PAHDr1i1kZ2fDyMgII0eOxKRJkxAeHo7ly5dj+PDhAAoHn8/LywMA1KpVCwDw888/w8LCAgMHDsTz58/h4uKCypUrAwAePHgAADAyMkJMTAzCwsIQGRkp/jbR0dElxnrt2jUxzpls2wDg4uICOzs7AEBoaCgAID09XcwvjcqrZmZmqFSpEjIyMtC+fXtYW1tj0qRJMDExgb29vahaKts3Y2NjREREICwsDKmpqdDR0UFWVpb4f/naGBkZ4fTp02jSpImiQ2GMMVZGRUdHQ0dHR5yfyBgbG7/1u7pq1aowMjLCP//8g82bN5c4Luv7+q+CQbJztUGDBuHcuXNYtGgR9PX1oaenh2nTpsHNzQ3bt28vNhYqKz/ePmIdY4yxMqFNmzZo06YNAgMDsXLlShw5cqTEAdGvXbuGsWPHYuPGjVBVVVVApF+es7MzmjZtCgDQ19dH3bp10apVK2hrawMA4uLiABQmQNq3b19seVmCSyIpvCeko6MjkksAkJmZiVevXol5MhKJBOrq6uJ3WQIpODhYFDkoaTsl6dq1K44dO4agoCCkp6cjMDAQAPDDDz8AAJ48eSJOCmfPno3Zs2fLLf/q1SskJycjOzsbAKCnpye3D7JE1ruSYImJiWJ5Ly+vYvMTEhKQmpoKY2Nj7NmzBwsXLixWfVNJSUkkImfNmoWIiAikpaUhPj4e27dvx/bt2+Ho6IgdO3agRo0a4m8TExMDBweHYtv8+++/S4xVVnZdV1cX+vr6cvNkA6+/bdkPVTRpmZ+fDwMDA8yePRsTJkwAUJgcvHXrFpYtW4affvoJv//+OzQ1NfH06VMAwIEDB3DgwIFi65Xt+9dGS0tL7n3CGGOMvenGjRuwt7eHlpaW3PTk5GRUqFChxGXs7e0RGRmJ5cuXY+nSpdi4cSN69uyJKVOmiPPA9yXbbk5Ojtx02Y08WQw1atQosQpk27ZtERgYiPj4+C9WBZOVLk6CMcZYOeHm5gY3NzdcvHgR3bp1E8mAojZt2gR3d3dYW1srIMIvr1evXhgzZsxb58tOdHR1ddG7d2+oqamJnmH5+fmoXr06gH8TROrq6nIJRE1NTVSoUAFpaWmiSiNQmBAhIlH9SJZ0srS0RJs2bZCfnw+JRAJdXV1kZ2ejWbNmb42xXbt20NHRQUxMDDZv3oxHjx5BR0dHVC3S1NQU23F3d4eFhQUKCgqgrq4OdXV15OXliaQfUNg7TpaMkv3+XzQ1NaGkpAQiQvfu3WFsbIyCggKxbVVVVVSsWBGhoaHo27cvgMKeV8OGDYOGhgZ69uwpt80WLVrg5s2bWLZsGY4fP4579+4BAEJCQjB16lTs27dPJEuqVq2Krl27imV1dXUhlUpFr643yf4+OTk5xSqjyv5GRROU76NogrBo4qvoPsmMHz8eDg4OWLFiBS5cuCASoJs3b4a9vT1Gjx4ttt+oUSM4ODggPz8fKioq0NbWRnZ2NurWrftB8ZUXBQUFyM3N/c+77Iwxxr5N6enpiImJQa9eveSmy3pJF+11/6Zq1aph8eLFGDFiBJYuXYp169Zh//79+PHHH+Ht7Q0bG5v3ikHWS//ly5dy01NSUgBA9EgHCr/XZDdKZWTnL7KkGSt/OAnGGGPljFQqlXvM602jR4+Gt7c3JBJJiRfxX5OMjIx3zjc1NQVQmOTw9fUVj+I9fvwY2tra4kRIdpwkEolcEkRfXx+GhoZIS0vDrVu30LNnTwDA1atXMXz4cFhbW2PLli34/vvvARQmdFatWiWWv337NmrUqAFNTU0Rx5uqVasGZ2dnnDhxAkuWLEFubi7c3NxQrVo1AEDlypVRuXJlpKSkoFu3bhgxYgSAwhPGhIQEsW0DAwMAhT3D4uPjYWRkBODtj2IWVbVqVZHsGzFihEjAJScn49WrVzA3NwcA7N69GwDg4OCA8+fPAyi8owsUJgYLCgrE45sJCQlYsmQJ5s2bh2vXrmHmzJk4c+aMeFRRtk5NTU2sXr1axHLv3j0RT0nMzMwAFCbBIiIixO+vX78WvdPe90RYpmjSrOhJbXx8vPhZSUkJGRkZiImJgZKSEnbu3IkXL14gNDQUY8aMwT///IMLFy5g9OjR4gQsLA2EAAAZ0ElEQVS6Tp06xf4fvv/+e04SMcYY+yY9efIE6enpxW5WhYSEIC0tTQxJ8S6WlpZYu3Ytxo0bh4ULF2L79u0IDQ3F/fv33yuGmjVrAgDu3Lkjet0DhT3TAaBBgwYAgAEDBiApKQmnT5+WW17WrmiyjJUvPCYYY4yVI9nZ2ZgyZQpyc3Pf2ubFixeYNm3aNzMu2LtYW1ujatWqeP36NebOnQug8FE0JycnmJqaYsWKFe9cXlNTEy4uLgCAdevW4cqVK0hMTMTixYtx8+ZNBAQEQFlZWbQJCQnBoUOHAAB79+6FjY0NjI2N3zq+lUy3bt0AALGxsQAg1zOq6PpXrVqF58+fg4gwZMgQ1KlTB23btgUANGnSBJUqVQIRYc6cOUhKSsL9+/exaNEiAO9OglWqVEn0VvP19UVmZiZyc3PRvXt3WFpaYtCgQQD+TRAV7V22adMmAP/eLU1KSoKdnR3c3NywfPlyaGhooFmzZmjUqJHYFlCYSFNTU8OjR4/E3+HKlSuwtbWFsbExjhw5UmKs9evXR506dQAAPj4+CA8PR2xsLCZNmoSEhAQoKyuL4/m+74EKFSqIROXevXuRk5OD6Oho7N27V7SRSCQ4duwYbG1t4eDggPDwcBgYGKBTp04iYSl79FQ2JtuRI0cQEhICAFi6dClsbGxQs2bNr/ZxSMYYY+xdZAkk2Q0xmV9//RX6+vro1KnTe6+rbt262LZtGy5dugQPD4+39swqKCiQ69Fvbm6OOnXqYMeOHXLttm3bhsqVK4unKSQSCQICAsTNRKDwRuOOHTvg6uoqbqyyckgBg/Ezxhj7SMeOHaMKFSqQoaFhiS8DAwMyMzOjatWqfdXVIWUlsufPn/+f7RcsWCCORePGjcWxUVdXp9u3bxMR0Z49ewgAGRgY0NOnT+WWj46OFssrKytT5cqVxe++vr5ERFRQUEAuLi6iSqKTkxNpaGiIanlZWVlEROTj4yNXbVAmLi5OlN5WV1enhw8fys2/deuWqH5pbm5OdnZ2IoailRqnTZsmppuYmJCmpqZYJ4pUqSzJuXPnxLJ16tQhGxsb8fvu3buJqLAqpmyag4ODqFopewUFBRERUefOnQkAKSkpUZs2bcjNzU3EP2/ePLHNQYMGya1PT0+PAJCpqakot16SotU8lZWVRRVOADR58mTRLiQkREyPiop66/qkUinZ2tqKtnXr1iUVFRVRubNBgwZUUFBAz549E5VJ9fX1yd3dXe5vce7cOSIqrLZZq1YtUeXTycmJlJSUCAD17NmT8vLy3hpLeSSrDmlmZkY5OTmKDocxxlgZ5evrS6qqqlSxYkUaPXo0nT9/njw9PQkAbdq06ZPWXVBQUOL0hIQEMjU1pfHjx4tp27dvJwDUv39/unDhAv3yyy8EgObMmSPaXL9+nVRUVMjS0pJOnDhB586dI0dHRwJAZ8+e/aRYmWJxEowxxsqRly9fUnx8PD158qTEV2JiIr18+ZJOnz79VSfBqlevThKJhBYtWvSf7TMyMujHH3+US9aYmpqSv7+/aLNv3z6SSCRUrVq1YkkwIqL169fLJb/U1NRo1KhRcsmMO3fuUOPGjeW206xZM3r06JFo88svv5BEIiEHB4di2+jWrRspKSlR+/btS9yPDRs2kIGBgVi3iooKjRs3rti+9u7dW7QxMjKibdu2kZWVFamoqFBkZOQ7j9W8efNEMg4AaWlp0dy5c8X8nJwc8vDwkNvH+fPnU8uWLUlJSUkkBZOSkqh79+4i8SNLxI0ZM0YuSZKYmEht27aVW1+9evXemayTWblyJRkZGRVbf25urmgTGhpKysrKpK6uTteuXXvn+k6fPi13fDt37kyrV68miURCjRs3Fn/ryMhIsre3l4u5atWqtHbtWrn1Xb58merUqSPXrkOHDvTy5cv/3LfyhpNgjDHG3oeHhwdZWFjQ8ePHxY26N5NPpe3x48cEgPr27Ss3ferUqXLf0X369KHs7Gy5NgcPHpQ711BWVqbly5d/tljZl6FExM/LMMbY1yYkJAROTk4AgICAALRp00bBEZWevLw83LlzB5mZmTA3N0eVKlXea7mwsDA8ePAAWlpacHBwgLGxsZiXkpKCmJgYaGpqwsrKqsTqmo8fP0ZYWBiICHXr1kX9+vWLtZFKpTh37hySk5NRpUoVuLi4iEHtgcIqjHFxcahUqRJq164tt+zTp0/x+PFjmJmZiSqHb/rnn38QEhIiYmjYsGGJ7c6ePYtnz57B1dUVJiYmuHHjBqRSKerUqVOsGtOb7t69i8jISCgrK6Nhw4awsrIq1iYwMBBPnjyBnZ0drKysEBsbiydPnsDw/9u706Cqr/uP458LKIuACghIK5tb3LBqjBoiTaNm4hotNrTTOnVIpiZajGYyJo6aTkZ0VNoxaTWkSWNpdegMtJM0lWrU2HFhJ0SBRhGRRSSi4hWR7V4u9/8gw/2HggpEuIjv1xPl/M7vnO8xD+J8/J1zhg1TaGiorV9ubq4KCws1cOBATZgwocOxJOk///mPKisrNWTIEEVERMjDw+OeNba6cuWK0tLSZDabNXnyZE2YMKHN87q6Op07d04ODg4aN26cbcvj3ZSUlCgtLU2+vr6aN2+eGhsblZeXJ09PT40dO9a2pdRsNistLU0VFRUaOnSopkyZouHDh7cbr/W2zzt37mjEiBGKiIjo1LoeNuvWrdO7776rwMBAFRUVceYZAKBDEydO1NChQ3Xq1CmVlJQoPT1dYWFhPXqhk8lkUl5ennx8fGznkbbKzs7WuXPnFBwcfNf/R1+7dk1paWmqra3VrFmzbGex4uFFCAYA/dDJkyf1wx/+UFL/C8EA9C2EYACA+6mtrZWfn5+io6PbXBoD9DYOxgcAAAAAAD3m0qVLamhosN2+CNgLIRgAAAAAAOgxrTdDtt7wDNiL0/27AAAAAAAAdE94eLhSU1M1depUe5eCRxwhGAAAAAAA6DHDhw/v8BIZoLexHRIAAAAAAAD9HiEYAAAAAAAA+j1CMADo51xcXOxdAoB+zMmJ0zUAAMDDgb+1AEA/d+nSJc5gANBjbty4Ye8SAAB2VFdXp2vXrmnEiBHt/mHk6tWrslqtD+XfRZuamuTs7PzA+8K+CMEAoB+yWCy230dHR9uxEgD9ndVqlSSZzWY7VwIAsIfc3FytWLFC+fn58vDwaPNsy5YtqqurU2Jiop2q67ri4mJt3LhRGRkZCgwM1MaNG7Vw4cK79v/oo4908OBBffzxx71YJbqLEAwA+iE/Pz8ZDAZZrVa1tLTYuxwAjwAfHx85OjrauwwAQC+5du2asrKy5OXlJX9/f129elVHjx7Vj3/8Y2VmZsrJyUne3t5ycXFRVlaWTCaTnnrqKXuXfU9VVVWaM2eOysrK9NxzzykrK0uLFi3SiRMnFBER0a7/5cuX9cYbbzyUX7o9qgjBAKAfGj9+vI4eParS0lJ7lwLgETFjxgxCMAB4hFy4cEGLFy/W2LFjVV9fr9mzZ8tkMmnBggVKTk7W7t27NWrUKDU3N2vPnj365S9/2ash2O3bt2U0GhUUFNTpd+Li4lRWVqZTp07pqaeeUmVlpWbOnKl169YpJydHDg7/f6x6eXm5Fi5cqOrqak2aNKknloAeYLC2fsMOAAAAAADQCSaTSaWlpVq7dq0+++wzvfrqq4qJiVFoaKhqamqUnZ2thQsXymw2Kzk5WREREfL19e30+HV1dRo0aFCX67JarUpMTNSbb76pFStWaPv27Z16z2w2a8SIEZo9e7aSk5Nt7fHx8Vq9erXOnj2rsLAwSdLhw4e1cuVKGY1GeXl5KSQkRGlpaV2uFb2P2yEBAAAAAECXDBw4UI2NjSopKbFtGfT29pbBYNCQIUOUmZmpSZMmafLkycrKyrpvAHbixAktWrRIOTk5WrJkiXx8fLRw4UJdunSpU/VYrVYlJydr6tSp+sUvfiGLxaJnnnmm0+spLi5WVVWVfvSjH7VpnzlzpqRvzj5rFRcXJycnJ50+fVrTp0/XnTt3Oj0P7IsQDAAAAAAAdNm//vUvTZw4UUlJSTKbzcrIyJD0zVdiKSkp+s1vfqNdu3bp6NGj9w2KTp06pZSUFL3wwguyWCyKiorSv//9b/30pz+97+UrBw8e1MyZM/XCCy+osrJSu3btUkFBgebOndvptVRUVEiSRowY0abdz89PklRSUiJJamlp0caNG3XmzBkCsIcQZ4IBAAAAAIAu27Bhg8xms1xdXZWenm67HXLgwIE6duyY3NzcJEnh4eH33dpYVFQkSYqMjFRcXJwkacyYMdq0aZNOnDjRYaCVnp6urVu36tChQ/L399fvfvc7vfTSS/L09OzyWmpqaiRJgwcPbtPu4uIiZ2dnVVdXS5IcHBy6FK6hb+FLMAAAAAAA0GUDBgywBV2tAVirQYMGyWAwyGAw3DcAs1qtysvLk7+/v7Zu3Wprj4qKkiR99dVXHb63Y8cOHTp0SNHR0aqoqNBrr73WrQBMkurr67/TczwcCMEAAAAAAIDd1NTU6Ny5c4qMjJSLi4ut3dnZ2fa8I3PnzpWbm5uSkpL06quv6ty5c92uwdXVVZJkMBjatLf+zA3I/QMhGAAAAAAAsJvy8nI1NTUpPDy8TXttba0kycfHp8P3YmJilJ6erqVLl2rv3r0aP368XnnlFV28eLHLNbSGYA0NDW3azWazmpub222TxMOJEAwAAAAAANhN63bH733ve23aCwoKJH1zNtjdhIWFaf/+/crNzdXy5cv1/vvva+zYsVq/fr3tsPvOGDZsmCTp2rVrbdqNRqMsFouCgoI6PRb6LkIwAAAAAABgN+fPn5fUfivi3/72N7m7u+uJJ5647xhTpkxRcnKyTp48qWeffVbvvPOOPvjgg07XEBoaKicnJ509e7ZNe2FhoSTpBz/4QafHQt9FCAYAAAAAAOym9WbIzz//3NaWlZWljz/+WC+//HK7Q/fvZfbs2Tp06JD++c9/asaMGXftZ7FYVFZWpuvXr0v6Zsvlk08+qcTERN2+fdvW78MPP9TQoUM1ZcqUri4LfZCTvQsAAAAAAACProKCAn3/+99XfHy8nJ2dFRgYqPXr1yskJERvvvlmt8ZcsmTJPZ/fvHlTEydO1Pz585WUlCRJ2rJli+bNm6eFCxcqJiZGp06d0sGDB7V9+3a5u7t3OI7ZbJbJZOpWjeh9hGAAAAAAAMAurl+/rvPnz2vjxo3y9fXVmjVrJElTp05VYmKivL29e2xuq9Xa5ue5c+fqvffe07p16xQVFSVJWrVqlV5//fW7jtGT9eHBM1j/9786AAAAAABAL8jIyNCsWbN04MAB/fznP9e5c+dkNBr1xBNPyMmp577bsVgsqqiokJubm+1Q/Fbl5eUqKiqSv7+/JkyYcM9xqqqq1NLSouHDh/dYrXhw+BIMAAAAAADYRet5YKNHj5YkjRs3rlfmdXR0vOuNj4GBgQoMDOzUOH5+fg+yLPQwDsYHAAAAAAB28eWXX0qSRo4caedK8CggBAMAAAAAAHZRXFysSZMmycvLy96l4BHAmWAAAAAAAMAuysrKNGDAAAUEBNi7FDwCCMEAAAAAAADQ77EdEgAAAAAAAP0eIRgAAAAAAAD6PUIwAAAAAAAA9HuEYAAAAAAAoFuMRqOys7NlMpnaPbtw4YLOnz/frt1sNis7O1vV1dW9UeID1dTUpBs3bty3X3V1tRoaGjo1ZnV1tSwWy3ctDZ1ACAYAAAAAALqloKBAixcvVnNzc7tn27dv1+bNm9u1Ozg4aOnSpcrOzu6NEh+YP/zhDxo5cqSCg4M1f/58FRYWtutz+fJlLVu2TMHBwRo1apS2bdt2zzEPHTqkp59+Wrdu3eqpsvEthGAAAAAAAKBLLl++rD/+8Y9qamrSyJEjVVBQoD179kiSDh8+rJSUFPn5+cnf31+ffvqpDh48KEmKj49XQUGBRo0apaamJsXHx6u0tNSeS+mU999/X2vXrlVoaKgiIyN1+PBhzZ8/Xzdv3rT1uXPnjhYtWqRPPvlEy5cvV0hIiDZv3qydO3d2OGZ1dbXWrl2rkpISGQyG3lrKI81gtVqt9i4CAAAAAAA8PNLT0/XMM89o2LBhampqkslkkpubm4qLixUbG6udO3fK399fzc3Nunr1qmJiYhQXF6ewsDDdvHlTjo6OcnBw0Ndff61jx45pzpw5vVZ7bm6ugoKC5O3t3an+NTU1CgkJ0bRp03T06FFJ0rFjxzRv3jzFxsZq06ZNkqS9e/fq17/+tVJSUrRgwQJJ0vPPP68jR46otLRUfn5+tjGrqqr0/PPPKzMzU0FBQcrNzZWXl9cDXin+F1+CAQAAAACALpk5c6auXLmiKVOm6Nq1a1q9erX++9//ysXFRW+99ZYyMzN1/fp1Xb16VcePH9eOHTvk7OysL774Qhs2bFBVVZUee+wxVVZW6umnn77nXFar1bbd8vbt27p69Wq3as7Pz1dUVJSmTZumysrKTr93+vRpGY1GW9glSXPnztXs2bN14MABW9uBAwcUFhZmC8AkacuWLWpsbNSRI0dsbampqXr88cf1xRdfaOLEiWpqaurWetB1hGAAAAAAAKBLDAaD8vLydPbsWa1cuVKJiYmqra2VJA0cOFD79u3T9OnTFR4eroSEBLm6ukqS6uvrlZCQoJUrV+r8+fPKzc2Vo6PjPedas2aN1q1bp/379ys4OFgBAQFatWqVGhsbO1VrUVGRfvWrXyksLExJSUlasWKFQkJCOr3WzMxMGQwGjR8/vk17eHi4ioqKdOvWLTU1NSk/P19PPvlkmz5jxoyRi4uLcnJybG1JSUkymUw6efKkli5davtzQ88jBAMAAAAAAF325Zdf6tlnn9W+ffsUHBysCxcuSJJMJpNKSkr09ttvKy4uTleuXFF9fb0kqaSkRMOGDdOf/vQnRUZGKjc3955ztLS06Pjx4/rLX/6iXbt2KSYmRpGRkfrggw+0Y8eOe75bXFysNWvWaMyYMfrwww8VFRWlnJwc/fWvf5W7u3un11lUVKShQ4fK09OzTXtgYKAsFouqq6tVU1Ojuro6BQUFtenj6ekpX19flZSU2NpefPFF5efna9asWbp9+3an68B352TvAgAAAAAAwMNn/fr1amlpkcFg0Oeffy4Hh2++sxk4cKBSUlJs/Y4dO2b7/YwZM3T8+HE5ODjo97///X0PhL9+/boqKirk6Oiov//97xo7dqykb77C2rt3r9544w3bV2atzGaztm3bpj179qi6ulo/+9nP9Nprr+nxxx/v1jqNRqM8PT3l5NQ2Qhk8eLAkqaGhwfZsyJAh7d4fPHiwjEaj7eewsLBu1YHvji/BAAAAAABAt7QGX62/duWdztyIWFxcrLq6OsXExNgCMElasmSJbty4oerq6nbv3LhxQ2+//baMRqM++eQTJSYmdjsAk6SmpqYO19dav9lsvu+5Xq1fwsG+CMEAAAAAAECfVFhYKElavnx5m/ZBgwZJUofngnl6eio6OlpWq1UvvviiNm/e3KWD8P+Xi4uLWlpa7vrcwcGh3ddo32YwGDRgwIBuz48HhxAMAAAAAAD0Sfn5+XJ3d9fIkSPbtFdWVspgMNi2JH7boEGD9NFHHyk1NVUzZszQtm3bNHr0aG3ZsqVbN0u6u7urrq5OFoulTXvrgfaurq62kOvOnTvt3q+tre1wmyR6HyEYAAAAAADok/Ly8uTt7S0PD4827ampqQoODr5nuDRr1iylpKToyJEjmjZtmmJjYzV69Ght3bpVDQ0Nna4hMDBQN2/ebLelsaKiQg4ODvLx8ZGHh4cGDBigioqKNn3q6upUVVWl0NDQTs+HnkMIBgAAAAAA+pzm5mYVFRXJarW2ab9y5YpOnz6tJUuWdGqb4bx583Ty5EmlpKRo3Lhxeuutt1RaWtrpOqZOnSqLxaKLFy+2ac/OzlZoaKi8vLzk5uam0aNHKycnp02fkpIS1dfXa/r06Z2eDz2HEAwAAAAAAPQ5X3/9tYxGo8rLy9uES5s3b1ZLS4tefvnlLo23YMECZWRkKDk5ucNtlK2qq6uVlZWlW7duSZIiIiLk6Oio3bt32/oUFhbqs88+07JlyyR9c+7X4sWLlZqaqoyMDFu/+Ph4SdKcOXO6VCt6htP9uwAAAAAAAPSusrIy1dXVaerUqVq2bJnWrFmjoqIiJSQkaOvWrXrssce6PKaDg0O7Q/b/1z/+8Q+tWrVKSUlJ+slPfqIRI0bo9ddf186dO+Xk5KTJkydr9+7d8vDw0OrVq23vrV27VgkJCXruuee0adMmlZaW6r333tPq1asVGBjY4Vwmk0kNDQ3tvnZDzyAEAwAAAAAAfc5XX32llpYW7du3T++++642btwoV1dXxcbGatOmTT02r6enpwICAmw3UEpSbGysmpqa9M4772j//v0aNWqU/vznPys4ONjWJyAgQJ9++qleeuklbdiwQZIUHR2t3/72t3edKyAgQBMmTJCTE/FMbzBYiRsBAAAAAEAf88orryghIUG3bt2Ss7OzLl68KE9PT/n6+vbovGazWbW1tbbD7r+tvLxctbW1GjVqlJydnTt832QyqaioSO7u7goKCrrnXI2NjTKbzXJ3d5fBYHhga0DHCMEAAAAAAECfExERoZqaGp05c4aACA8EB+MDAAAAAIA+pb6+XmfOnNG4ceMIwPDAEIIBAAAAAIA+xWg0ysPDQ+Hh4fYuBf0I2yEBAAAAAECf0tzcrJqaGnl6erY7lwvoLkIwAAAAAAAA9HtshwQAAAAAAEC/RwgGAAAAAACAfo8QDAAAAAAAAP0eIRgAAAAAAAD6vf8DBgOTP8o5F5UAAAAASUVORK5CYII="/></fig></p><p >Figure 2.Results of the path analysis (Final model).</p><p >To answer formulated research questions,
four MANOVA tests were performed. Preliminary tests were conducted to check
violations for normality, linearity, univariate and multivariate outliers,
homogeneity, and multicollinearity assumptions (see Pallant, 2020).</p>

<p >The first research question investigates
potential differences in students’ acceptance of MAR apps regarding gender
(independent variable). The TAM constructs (technical quality, perceived
usefulness, perceived ease of use, attitude toward use, and intention to use)
were used as dependent variables. During preliminary testing, three cases were
removed due to multivariate outliers. The results of the MANOVA test showed no
significant difference between female and male students on the combined
dependent variables, F(5, 179) = 2.05, p = .073, Pillai’s Trace =
.05, partial η2 = .05.</p>

<p >The second research question explores
potential differences in students’ acceptance of MAR apps regarding biology
grades at the end of the first semester (independent variable). The TAM
constructs were used as dependent variables. During preliminary testing, three
cases were removed due to multivariate outliers. Also, the “insufficient” group
was excluded because there was only one case in it. Due to the limited number
of cases, groups “sufficient” and “good” were merged into one group. The
results of the MANOVA test showed a statistically significant difference
between students with different biology grades (“sufficient/good”, “very good”,
and “excellent”) on the combined dependent variables, F(10, 356) = 2.14,
p = .021, Pillai’s Trace = .11, partial η2 = .06. However,
when the results for the dependent variables were considered separately (using
the sequential Holm-Bonferroni method for alpha level correction), none of the
differences reached statistical significance.</p>

<p >The third research question examines
potential differences in students’ acceptance of MAR apps regarding school type
(independent variable). Five dependent variables were used (the TAM
constructs). During preliminary testing, three cases were removed due to
multivariate outliers. The results of the MANOVA test showed no significant
difference between primary and secondary school students on the combined
dependent variables, F(5, 179) = 1.99, p = .083, Pillai’s Trace =
.05, partial η2 = .05.</p>

<p >The fourth research question explores
potential differences in students’ acceptance of MAR apps regarding prior
experience with AR (independent variable). Again, the TAM constructs were used
as dependent variables. During preliminary testing, three cases were removed
due to multivariate outliers. The results of the MANOVA test showed a statistically
significant difference between students with and without prior experience with
AR on the combined dependent variables, F(5,
179) = 2.51, p = .032, Pillai’s Trace = .07, partial η2
= .07. When the results for the dependent variables were considered separately
(using the sequential Holm-Bonferroni method for alpha level correction), the
only difference to reach statistical significance was perceived usefulness, F(1,
183) = 8.53, p = .004, partial η2 = .04. An
inspection of the mean scores indicated that students with prior experience
with AR perceived higher usefulness of MAR apps (M
= 4.09, SD = 0.67) than students without prior
experience with AR (M = 3.78, SD
= 0.76).</p>
			</sec><sec>
			<title>Discussion</title>
				<p >Using smartphone-supported apps is a way to provide everyone a
chance to use AR experiences in the learning process (Dreimane &amp; Daniela,
2021). Therefore, this research deals with primary and secondary school students’
acceptance of MAR apps (that can be used as a supplement in biology
teaching/learning). </p><p >Based on the results, it can be concluded that the majority of
students accepted MAR apps which is in line with previous studies related to
biology (including ecology) content teaching (Fuchsova &amp; Korenova, 2019;
Hung et al., 2017; Hwang et al., 2016; Safadel &amp; White, 2019).</p><p >The seven hypotheses were tested using the path analysis. The
results showed that technical quality was a very strong predictor of students’
perceived usefulness and perceived ease of use. Perceived ease of use had a
significant positive effect on students’ perceived usefulness of MAR apps.
Perceived usefulness was the most important predictor (β = 0.62) of students’
attitude toward use regarding MAR apps. Also, perceived ease of use had a
significant positive impact (β = 0.12) on students’ attitude toward use, which
was theorized in the research model but not always the case in prior studies
regarding MAR apps (e.g., Koutromanos &amp; Mikropoulos, 2021; Yavuz et al.,
2021). Furthermore, attitude toward use was the most influential predictor (β =
0.62) of students’ intention to use MAR apps. Similar results were reported in
studies (regarding immersive technologies) by Cabero-Almenara et al. (2019),
Koutromanos and Mikropoulos (2021), and Wojciechowski and Cellary (2013). In
addition, perceived usefulness had a significant positive impact (β = 0.18) on
students’ intention to use MAR apps. Although Huang and Liaw (2018) pointed out
that in many studies perceived usefulness has been seen as the most significant
predictor of students’ intention to use various digital technologies
(e-learning systems, virtual worlds, and VR), we should be mindful that the
authors of those studies used different TAM constructs (often without attitude
as a construct). Additionally, Wojciechowski and Cellary (2013) did not find a
significant effect of perceived usefulness on intention to use in their research.</p><p >In
addressing research questions 1 and 3, the results
of MANOVA tests showed no statistically significant differences regarding
gender and school type on students’ acceptance of MAR apps. Cabero-Almenara et
al. (2019) also reported that no significant differences were found regarding
the influence of students’ gender on the degree of acceptance of AR. However, Pombo
and Marques (2020) reported that primary school students
perceived higher
educational value of the EduPARK MAR game than secondary school students.</p><p >In relation to research questions 2 and 4, the MANOVA test
results showed statistically significant differences regarding biology grades
(at the end of the first semester) and prior experience with AR on the combined
dependent variables (the TAM constructs). However, for biology grades, none of
the differences reached statistical significance when the dependent variables
were considered separately. The results are encouraging since students found AR
content useful for learning regardless of their prior achievement in biology.
According to Salmi et al. (2017), AR is one of the few pedagogical solutions that especially
benefits those students who are below average in school achievement. For prior
experience with AR, the only difference to reach statistical significance was
perceived usefulness indicating that students with prior experience with AR
perceived higher usefulness of MAR apps. These results are similar to the
findings of Stojšić et al. (2020) and
suggest that the positive students’ responses were not just products of a
novelty effect (see Akçayır &amp; Akçayır, 2017).</p>
			</sec><sec>
			<title>Conclusions</title>
				<p >The results of this research showed that both primary and secondary
students accepted MAR apps and perceived their usefulness, as well as they had
a positive attitude toward the use of AR in biology teaching and expressed
their intention to use this educational technology more frequently if given the
opportunity. Still, we need to take into consideration that the BYOD (bring
your own device) model remains the only way for many schools and teachers in
the Republic of Serbia to introduce certain digital innovations in teaching
practice (Atanasković
et al., 2022). Furthermore, we should bear in mind
that “each AR application is unique, influencing students in specific ways
according to its design” (Radu, 2014, p. 1534). Therefore, to ensure a
meaningful, effective, and successful integration, app evaluation is a
necessary step, as well as using appropriate integration models (such as one
proposed by Stojšić et al., 2019a). Also, the importance of prior evaluation of
apps was highlighted in the results of this research since technical quality
(of used MAR apps) had a very strong positive impact on perceived usefulness
and perceived ease of use.</p><p >Like in the study done by Dreimane and Daniela (2021), we also
finished the evaluation process with a limited number of usable MAR apps.
Teachers’ access to suitable AR/VR content is a bottleneck when it comes to the
broader adoption of immersive technologies in education (Garcia Estrada &amp;
Prasolova-Førland, 2022). We should emphasize that the Expeditions app
was discontinued in June 2021. Additionally, one of the biology-themed MAR apps
used in the study by Fuchsova and Korenova (2019) is no longer available as
well. Therefore, usable AR content (in currently available free mobile apps
that can be used for biology teaching) is limited and learners cannot always
use it independently (due to low information architecture and/or educational
value, see Dreimane &amp; Daniela, 2021), but it can be integrated (as a
supplement) into activities and teacher-created materials to engage students
with the teaching content in classrooms or online. However, the question
regarding the reliability of using free MAR apps (as the main option for
integrating AR in educational settings) is still open. Utilizing AR authoring tools
is not more reliable either. For example, Dengel et al. (2022) also raised
questions about reliability since over half of AR authoring tools reported in
the scientific articles (43 papers were included in the meta-analysis) were not
accessible or discontinued. The same authors pointed out that “having to change
to a different Authoring Toolkit after a year or two is tedious and could keep
educators putting in the effort of learning how to use such toolkits” (Dengel
et al., 2022, p. 9). In addition, in their SWOT analysis, Stojšić et al. (2019)
indicated the rapid obsolescence of mobile devices and the cancellation of
authoring tools and apps as threats that could jeopardize the wider adaptation
of immersive technologies in learning environments.</p><p >This research has some limitations. The first limitation relates
to the selection process since we only included free Android mobile apps (with
AR content about biology). Moreover, selection and evaluation processes can involve
aspects of subjectivity, which cannot be fully eliminated using evaluation questionnaires
and frameworks (Dreimane &amp; Daniela, 2021). The second limitation is that we
didn’t have the means to monitor the actual use of MAR apps in online groups of
students. The third limitation
is the voluntary response bias (possible differences between students who
filled in the questionnaire and those who did not).</p>
			</sec><sec>
			<title>Conflict of interests</title>
				<p >The authors declare no conflict of interest.</p>
			</sec><sec>
			<title>References</title>
				<p >Akçayır, M.,
&amp; Akçayır, G. (2017). Advantages and challenges associated with augmented
reality for education: A systematic review of the literature. Educational
Research Review, 20, 1-11. https://doi.org/10.1016/j.edurev.2016.11.002</p><p >Atanasković, M., Stojšić,
I., Stanisavljević, L., &amp; Stanisavljević, J. (2022). Stavovi učenika o
primeni digitalnog kviza u nastavi biologije u srednjoj školi [Students’
attitudes towards the application of digital quiz in high school biology
teaching]. Pedagoška stvarnost, 68(1), 48-63. https://doi.org/10.19090/ps.2022.1.48-63</p><p >Balog, A., &amp;
Pribeanu, C. (2010). The role of perceived enjoyment in the students’ acceptance
of an augmented reality teaching platform: A structural equation modelling
approach. Studies in Informatics and Control, 19(3), 319-330. https://doi.org/10.24846/v19i3y201011</p><p >Cabero Almenara,
J., Barroso Osuna, J., &amp; Llorente Cejudo, M. d. C. (2016). Technology
Acceptance Model &amp; realidad aumentada: Estudio en desarrollo [Technology
Acceptance Model &amp; augmented reality: Study in progress]. Revista
Lasallista de Investigación, 13(2), 18-26. https://doi.org/10.22507/rli.v13n2a2</p><p >Cabero-Almenara,
J., Fernández-Batanero, J. M., &amp; Barroso-Osuna, J. (2019). Adoption of augmented
reality technology by university students. Heliyon, 5(5), Article
e01597. https://doi.org/10.1016/j.heliyon.2019.e01597</p><p >Chang, R.-C.,
Chung, L.-Y., &amp; Huang, Y.-M. (2016). Developing an interactive augmented
reality system as a complement to plant education and comparing its
effectiveness with video learning. Interactive Learning Environments, 24(6),
1245-1264. https://doi.org/10.1080/10494820.2014.982131</p><p >Chien, Y.‑C., Su, Y.‑N., Wu, T.‑T., &amp; Huang, Y.‑M. (2019). Enhancing students’ botanical learning by using augmented reality. Universal
Access in the Information Society, 18(2), 231-241. https://doi.org/10.1007/s10209-017-0590-4</p><p >Crompton, H.,
Burke, D., Jordan, K., &amp; Wilson, S. W. G. (2021). Learning with technology
during emergencies: A systematic review of K-12 education. British Journal
of Educational Technology, 52(4), 1554-1575. https://doi.org/10.1111/bjet.13114</p><p >Daniela, L.
(2021). Smart pedagogy as a driving wheel for technology‑enhanced learning. Technology, Knowledge and
Learning, 26(4), 711-718. https://doi.org/10.1007/s10758-021-09536-z</p><p >Davis, F. D.
(1989). Perceived usefulness, perceived ease of use, and user acceptance of
information technology. MIS Quarterly, 13(3), 319-340. https://doi.org/10.2307/249008</p><p >Davis, F. D.,
Bagozzi, R. P., &amp; Warshaw, P. R. (1989). User acceptance of computer
technology: A comparison of two theoretical models. Management Science, 35(8),
982-1003. https://doi.org/10.1287/mnsc.35.8.982</p><p >Dengel, A.,
Zahid Iqbal, M., Grafe, S., &amp; Mangina, E. (2022). A review on augmented
reality authoring toolkits for education. Frontiers in Virtual Reality, 3,
Article 798032. https://doi.org/10.3389/frvir.2022.798032</p><p >Dreimane, S.,
&amp; Daniela, L. (2021). Educational potential of augmented reality mobile applications
for learning the anatomy of the human body. Technology, Knowledge and
Learning, 26(4), 763-788. https://doi.org/10.1007/s10758-020-09461-7</p><p >Erbas, C., &amp;
Demirer, V. (2019). The effects of augmented reality on students’ academic
achievement and motivation in a biology course. Journal of Computer Assisted
Learning, 35(3), 450-458. https://doi.org/10.1111/jcal.12350</p><p >Fuchsova, M.,
&amp; Korenova, L. (2019). Visualisation in basic science and engineering
education of future primary school teachers in human biology education using
augmented reality. European Journal of Contemporary Education, 8(1),
92-102. https://doi.org/10.13187/ejced.2019.1.92</p><p >Garcia Estrada,
J., &amp; Prasolova-Førland, E. (2022). Improving adoption of immersive
technologies at a Norwegian university. In A. Dengel, M.-L. Bourguet, D.
Pedrosa, J. Hutson, K. Erenli, D. Economou, A. Peña-Rios, &amp; J. Richter
(Eds.), Proceedings of 2022 8th International conference of the Immersive
Learning Research Network - iLRN (pp. 347-351). Immersive Learning Research Network. https://doi.org/10.23919/iLRN55037.2022.9815954</p><p >Huang, H. M.,
&amp; Liaw, S. S. (2018). An analysis of learners’ intentions toward virtual
reality learning based on constructivist and technology acceptance approaches. International
Review of Research in Open and Distributed Learning, 19(1), 91-115. https://doi.org/10.19173/irrodl.v19i1.2503</p><p >Huang, H.-M.,
Liaw, S.-S., &amp; Lai, C.-M. (2016). Exploring learner acceptance of the use
of virtual reality in medical education: A case study of desktop and
projection-based display systems. Interactive Learning Environments, 24(1),
3-19. https://doi.org/10.1080/10494820.2013.817436</p><p >Hung, Y.-H.,
Chen, C.-H., &amp; Huang, S.-W. (2017). Applying augmented reality to enhance
learning: A study of different teaching materials. Journal of Computer
Assisted Learning, 33(3), 252-266. https://doi.org/10.1111/jcal.12173</p><p >Hwang, G.-J.,
Wu, P.-H., Chen, C.-C., &amp; Tu, N.-T. (2016). Effects of an augmented
reality-based educational game on students' learning achievements and attitudes
in real-world observations. Interactive Learning Environments, 24(8),
1895-1906. https://doi.org/10.1080/10494820.2015.1057747</p><p >Jenkinson, J.
(2018). Molecular biology meets the learning sciences: Visualizations in
education and outreach. Journal of Molecular Biology, 430(21),
4013-4027. https://doi.org/10.1016/j.jmb.2018.08.020</p><p >Koutromanos, G.,
&amp; Mikropoulos, T. A. (2021). Mobile augmented reality applications in
teaching: A proposed Technology Acceptance Model. In D. Economou, A. Peña-Rios,
A. Dengel, H. Dodds, M. Mentzelopoulos, A. Klippel, K. Erenli, M. J. W. Lee,
&amp; J. Richter (Eds.), Proceedings of 2021 7th International conference of
the Immersive Learning Research Network - iLRN (pp. 273-280). Immersive Learning Research Network. https://doi.org/10.23919/iLRN52045.2021.9459343</p><p >Laine, T. H.
(2018). Mobile educational augmented reality games: A systematic literature
review and two case studies. Computers, 7(1), Article 19. https://doi.org/10.3390/computers7010019</p><p >Lu, S.-J., &amp;
Liu, Y.-C. (2015). Integrating augmented reality technology to enhance
children’s learning in marine education. Environmental Education Research,
21(4), 525-541. https://doi.org/10.1080/13504622.2014.911247</p><p >Mailizar., &amp;
Johar, R. (2021). Examining students’ intention to use augmented reality in a
project-based geometry learning environment. International Journal of
Instruction, 14(2), 773-790. https://doi.org/10.29333/iji.2021.14243a</p><p >Mota, J. M.,
Ruiz-Rube, I., Dodero, J. M., &amp; Arnedillo-Sánchez, I. (2018). Augmented
reality mobile app development for all. Computers and Electrical Engineering,
65, 250-260. https://doi.org/10.1016/j.compeleceng.2017.08.025</p><p >Nurhasanah, Z.,
Widodo, A., &amp; Riandi, R. (2019). Augmented reality to facilitate students’
biology mastering concepts and digital literacy. JPBI (Jurnal Pendidikan
Biologi Indonesia), 5(3), 481-488. https://doi.org/10.22219/jpbi.v5i3.9694</p><p >Pallant, J.
(2020). SPSS survival
manual: A step by step guide to data analysis using IBM SPSS (7th ed). Routledge. https://doi.org/10.4324/9781003117452</p><p >Pombo, L., &amp; Marques, M. M. (2020). The potential educational
value of mobile augmented reality games: The case of EduPARK app. Education
Sciences, 10(10), Article 287. https://doi.org/10.3390/educsci10100287</p><p >Radu, I. (2014).
Augmented reality in education: A meta-review and cross-media analysis. Personal
and Ubiquitous Computing, 18(6), 1533-1543. https://doi.org/10.1007/s00779-013-0747-y</p><p >Safadel, P.,
&amp; White, D. (2019). Facilitating molecular biology teaching by using augmented
reality (AR) and Protein Data Bank (PDB). TechTrends, 63(2), 188-193. https://doi.org/10.1007/s11528-018-0343-0</p><p >Salmi, H., Thuneberg, H., &amp; Vainikainen, M.-P. (2017).
Making the invisible observable by augmented reality in informal science
education context. International Journal of Science Education, Part B,
7(3), 253-268. https://doi.org/10.1080/21548455.2016.1254358</p><p >Stojšić, I., Ivkov-Džigurski, A., Đukičin Vučković,
S., &amp; Maričić, O. (2019a). Primena proširene i virtuelne realnosti u nastavi
geografije: SWOT analiza i predlog integracije [The use of augmented and
virtual reality for geography teaching: Swot analysis and integration
proposal]. In É. Borsos, R. Horák, C. Kovács, &amp; Z. Námesztovszki (Eds.), Book
of selected papers of the Hungarian Language Teacher Training Faculty’s
scientific conferences (Mobility) - 8th International methodological conference
(pp. 509-523). University of Novi Sad, Hungarian Language
Teacher Training Faculty. https://magister.uns.ac.rs/files/kiadvanyok/konf2019/ConfSubotica2019.pdf</p><p >Stojšić, I.,
Ivkov-Džigurski, A., &amp; Maričić, O. (2019b). Virtual reality as a learning
tool: How and where to start with immersive teaching. In L. Daniela (Ed.), Didactics
of smart pedagogy: Smart pedagogy for technology enhanced learning (pp. 353-369). Springer. https://doi.org/10.1007/978-3-030-01551-0_18</p><p >Stojšić, I., Ivkov-Džigurski, A., Maričić, O., Stanisavljević,
J., Milanković Jovanov, J., &amp; Višnić, T. (2020). Students’ attitudes
toward the application of mobile augmented reality in higher education. Društvena
istraživanja, 29(4), 535-554. https://doi.org/10.5559/di.29.4.02</p><p >Trivunović, B.,
&amp; Kosanović, M. (2021). Faktori prihvatanja upotrebe tehnologije u
visokoškolskoj nastavi: TAM model [Acceptance factors of technology use in
higher education teaching process: TAM model]. In V. Katić (Ed.), Zbornik
radova TREND 2021: XXVII Skup trendovi razvoja “On-line nastava na univerzitetima”
(pp.119-121). University of Novi Sad, Faculty of Technical Sciences. http://www.trend.uns.ac.rs/stskup/trend_2021/radovi/T1.2/T1.2-5.pdf</p><p >Wang, X.-M., Hu,
Q.-N., Hwang, G.-J., &amp; Yu, X.-H. (2022). Learning with digital
technology-facilitated empathy: An augmented reality approach to enhancing
students’ flow experience, motivation, and achievement in a biology program. Interactive
Learning Environments. https://doi.org/10.1080/10494820.2022.2057549</p><p >Weng, C.,
Otanga, S., Christianto, S. M., &amp; Chu, R. J.-C. (2020). Enhancing students’
biology learning by using augmented reality as a learning supplement. Journal
of Educational Computing Research, 58(4), 747-770. https://doi.org/10.1177/0735633119884213</p><p >Wojciechowski,
R., &amp; Cellary, W. (2013). Evaluation of learners’ attitude toward learning
in ARIES augmented reality environments. Computers &amp; Education, 68,
570-585. https://doi.org/10.1016/j.compedu.2013.02.014</p><p >Yapıcı, İ. Ü.,
&amp; Karakoyun, F. (2021). Using augmented reality in biology teaching. Malaysian
Online Journal of Educational Technology, 9(3), 40-51. http://dx.doi.org/10.52380/mojet.2021.9.3.286</p><p >Yavuz, M.,
Çorbacıoğlu, E., Başoğlu, A. N., Daim, T. U., &amp; Shaygan, A. (2021).
Augmented reality technology adoption: Case of a mobile application in Turkey. Technology in
Society, 66, Article 101598. https://doi.org/10.1016/j.techsoc.2021.101598</p>
			</sec></body>
  <back>
    <ack>
      <p>The authors would like to thank dr. Nina Adanin (Northwest Missouri State University) for her help during the data analysis.</p>
    </ack>
  </back>
</article>