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  <front>
    <journal-meta>
      <journal-id journal-id-type="nlm-ta">Luz Elida Vera Hernández</journal-id>
      <journal-id journal-id-type="publisher-id">714</journal-id>
      <journal-title>Luz Elida Vera Hernández</journal-title><issn pub-type="ppub">0120-4327</issn><issn pub-type="epub">2216-0116</issn><publisher>
      	<publisher-name>Luz Elida Vera Hernández</publisher-name>
      </publisher>
    </journal-meta>
    <article-meta>
      <article-id pub-id-type="doi">10.31948/ru.v43i1.4256</article-id>
      <article-categories>
        <subj-group subj-group-type="heading">
          <subject>Research Article</subject>
        </subj-group>
        <subj-group><subject> stereotypes/gender/adolescents/basic education/age/gender/preferences</subject></subj-group>
      </article-categories>
      <title-group>
        <article-title>Internalization of gender stereotypes in adolescent students: differences by sex, age, grade and tastes</article-title><subtitle>no aplica</subtitle></title-group>
      <contrib-group><contrib contrib-type="author">
	<name name-style="western">
	<surname>Villarreal-Fernández</surname>
		<given-names>Jorge Eliécer</given-names>
	</name>
	<aff> Institución Educativa Alfonso López Pumarejo</aff>
	</contrib><contrib contrib-type="author">
	<name name-style="western">
	<surname>Durán-Quiceno</surname>
		<given-names>Paola Andrea</given-names>
	</name>
	<aff>Universidad Popular del Cesar</aff>
	</contrib><contrib contrib-type="author">
	<name name-style="western">
	<surname>Vega Jaime</surname>
		<given-names>Luis</given-names>
	</name>
	<aff> Institución Educativa Miraflores</aff>
	</contrib></contrib-group>		
      <pub-date pub-type="ppub">
        <month>01</month>
        <year>2025</year>
      </pub-date>
      <pub-date pub-type="epub">
        <day>2025</day>
        <month>01</month>
        <year>2025</year>
      </pub-date>
      <volume>43</volume>
      <issue>1</issue>
      <permissions>
        <copyright-statement>© 2025 https://creativecommons.org/licenses/by/4.0/</copyright-statement>
        <copyright-year>2025</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>Internalization of gender stereotypes in adolescent students: differences by sex, age, grade and tastes</article-title>
      </related-article>
	  <abstract abstract-type="toc">
		<p>
			This article examines gender stereotypes in adolescence, their influence on identity formation and role internalization. It also contextualizes the problem and analyzes its impact on the lives of adolescents. The objective of the study focused on identifying and analyzing the gender stereotypes internalized by a sample of adolescents, as well as exploring the factors related to their formation and manifestation. A quantitative approach was used with a sample of 236 students between the ages of 11 and 16. The Gender Stereotyping Scale was used to collect data on gender beliefs and perceptions. The results showed a high internalization of gender stereotypes in the dimensions of affective expression and social behavior, and a low internalization in aspects related to the body and social responsibility. Significant differences were also observed between men and women, with men more likely to reproduce stereotypical beliefs in most of the dimensions analyzed. These findings underscore the need for educational interventions that promote gender equality and reduce stereotypes. These findings can guide the design of programs and policies aimed at reducing gender stereotypes and promoting gender equality during adolescence.
		</p>
		</abstract>
    </article-meta>
  </front>
  <body><sec>
			<title>Introduction</title>
				<p>Since the 1970s, the concept of ‘gender’ has
gained prominence in feminist theory, providing
a perspective that examines the relationship
between women and men beyond sexual
characteristics, questioning the inequalities
attributed to nature (García &amp; Carbonell, 2023).</p><p>Feminism introduced the term gender to highlight
the role of practices, beliefs, representations,
and social norms that emerged in relation
to anatomical differences between men and
women (Risman, 2018). In this regard, Hincapié
(2015) referred to “gender as nothing more than
a persuasive staging, which in turn ignores the
character of the staging” (p. 35). On the other
hand, Butler (2004; 2006) defined gender as
the mechanism that produces and naturalizes
notions of masculinity and femininity, but can
also denaturalize them.</p><p>For their part, Villanueva-Blasco and GrauAlberola (2019) consider gender as a social
construct that is different from biological sex.
In this sense, gender role socialization, based
on inequalities, conveys androcentric messages
(Ferrer y Bosch, 2013), that reflect schematized
and sometimes derogatory social constructions.</p><p>In general, gender studies identify three key
phenomena: identity, stereotypes, and roles
(Lips &amp; Lawson, 2019). Gender identity is the
association with a particular category; gender
stereotypes are beliefs about the characteristics
of men and women; and gender roles prescribe
standards based on masculinity or femininity
(Delgado et al., 2012; Tobin et al., 2010).</p><p>Gender stereotypes are evaluative psychological
constructs related to prejudice against groups
with less social power, such as women (Lips,
1993; Unger &amp; Crawford, 1992). According to
Delgado et al. (2012), gender serves as a social
categorization system that assigns roles without
regard to actual biological characteristics.
Some examples include perceptions of male
aggressiveness and the caregiver role associated
with women (Martínez, 1996).</p><p>Del Valle et al. (2002) argue that stereotypes
are cultural manifestations that generalize about
the characteristics of men and women. Laird
and Thomson (1992), Lagarde (1998) y Jiménez
(2005) add that these stereotypes shape
cultural identity from childhood and influence
actions, thoughts and behaviors. Therefore, it
is relevant to analyze gender stereotypes in
education and understand their impact on the
formation of individual identity (Makarova et al.,
2019).</p><p>Ortega (1998) proposes a framework for
identifying gender stereotypes that includes
four aspects of identity that are reflected in
social representations; one of them is the body,
which ascribes distinctive qualities to men and
women; for example, representations in art and
the media internalize characteristics of strength
and delicacy, respectively, influencing the body
image of individuals (Ragonese et al. 2019;
Haines et al., 2016). According to Bourdieu
(2006), society constructs a sexualized and
differentiated reality based on biological aspects
of the body, which extends to areas such as
morality, where femininity implies the constantcontrol of the body and its expressions under
moral norms and the surveillance of modesty.</p><p>Gender stereotypes also influence perceptions
of intellectual ability. Men are thought to be
better at technical, mechanical, and manual
tasks, while women are thought to be better
at organizational and cooperative skills. These
stereotypes have largely guided scientific
research on gender differences, leading to
conclusions that support the validity of these
stereotypes (Colás &amp; Villaciervos 2007).</p><p>Another area in which gender stereotypes
are observed is the affective and emotional,
where greater emotionality and sensitivity
are attributed to the female gender and
greater emotional control to the male. In
addition, women are expected to have greater
communicative competence and men, to show
greater introspection and rationality, avoiding
personal and vital manifestations.</p><p>According to Blázquez (2012), deeply rooted
representations of masculinity and femininity
in the social imagination are key to formulating
hypotheses that guide research on gender.
Stereotypes function as sociocultural tools to
establish norms and shape individual identity.
The internalization of these gender differences
has important educational implications,
influencing the way people think, interpret, act,
and relate. Expected behaviors and evaluations
are influenced by stereotypical notions of
gender, reflecting gender-based expectations.</p><p>For Simón (2006), gender stereotypes in
schools affect adolescents. During adolescence,
girls often believe that their success depends
on their appearance and attractiveness rather
than on their intellectual or athletic abilities,
which leads them to choose less prestigious and
lower-paying careers. Boys, on the other hand,
follow a model of success based on strength
and athleticism, despite mediocre academic
performance in science and technology. This
perpetuates an androcentric approach that
affects women’s self-esteem and fosters
arrogance in men, making cooperation between
the sexes difficult.</p><p>During adolescence, gender stereotypes are
consolidated and influence young people’s
identity through the media (Rodríguez et al.,
2016; Ward &amp; Grower, 2020), families (Hassan
et al., 2022; Navea-Martín, 2015; Otajonova
et al., 2022; Tenenbaum &amp; Leaper, 2002) and
communities (Kågesten et al., 2016). For her
part, Zhao (2022) points to stereotypes in the
educational environment, such as textbooks,
language, behaviors, expectations, and attitudes
of parents, teachers, and peers. This affects
adolescents’ self-esteem, influences their
career decisions, shapes their self-evaluation
and identity, and may even contribute to the
dynamics of school violence (Pacheco-Salazar &amp;
López-Yáñez, 2019</p><p>Several factors contribute to adolescents’
internalization of gender stereotypes, which
influence their perceptions of male and female
roles. Therefore, it is important to identify these
stereotypes in any context in order to promote
significant changes. The selected studies share
a common theoretical approach and address
gender stereotypes, which allows them to be
compared with research findings.</p><p>In this sense, Colás and Villaciervos (2007)
found high percentages of internalization
of gender stereotypes in all the dimensions
studied. Although the differences in the
acceptance of these stereotypes between boys
and girls are not very pronounced, boys tend
to accept gender stereotypes more than girls.
In both cases, internalization is significant,
with subtle differences, with boys more likely
to maintain gender stereotypes than girls. In
addition, they observed that more than 35% of
adolescents accept gender stereotypes related
to the body. Half believe that social behaviors
are valued differently according to gender,
which influences their behavior. They also
accept differences in skills and abilities; girls
tend toward writing and caring for people and
boys toward technical and scientific careers,
which influences their career choices.</p><p>There is widespread acceptance of emotional
stereotypes. In terms of social responsibility,
20% of girls and 40% of boys accept stereotypes,despite progress in integrating women into the
workforce and efforts to achieve equality in
domestic tasks.</p><p>On the other hand, according to the results of
Villanueva-Blasco and Grau-Alberola (2019),
there are significant differences in the adoption
of gender stereotypes according to sex and
age, especially during the transition to middle
adolescence. In general, males show a greater
tendency towards stereotypes compared to
females. In Compulsory Secondary Education
(CSE), gender stereotypes are more present in
males, especially in physical appearance, skills,
competencies and emotional aspects during
the fourth year. For females, these stereotypes
are more evident in the first year, moderately
affecting emotional aspects and, to a lesser
extent, social behavior. In addition, there is a
tendency for the acceptance of stereotypes to
decrease for women and increase for men.</p><p>In another study, García and Carbonell (2023)
expand the theoretical references with the
works of Colás and Villaciervos (2007), González
(2008), Martínez and De Sola (2003) y Pacheco
et al. (2014). These studies provide theoretical
and methodological support for the present
work. The results show a high incidence of
gender stereotypes among the participating
adolescents, with percentages close to or
greater than 50% in most areas, for both men
and women. However, males reproduce these
stereotypical beliefs more strongly than females
in all the dimensions analyzed.</p><p>In the study by Villarreal-Fernández and
Durán-Quiceno (2023), it was found that the
most internalized stereotype was that of social
behavior, followed by affective expression. The
dimensions of physical and social responsibility
were less internalized. There were no significant
differences between males and females by
age, but revealing differences in stereotypes
were observed according to school grades. In
summary, students acquire more stereotypes
about the behaviors expected of men and women
in society as they progress through school
grades, with men holding more stereotypical
beliefs than women.</p><p>The region where this study was conducted
was Medellín, Antioquia, Colombia, an area
that faces challenges related to gender equity
and the influence of roles and stereotypes in
the formation of adolescents. In this context, it
is particularly relevant to generate information
on how gender stereotypes are perceived and
adopted by young people, since this contributes
to understanding and addressing the barriers
that limit equal development in this crucial
stage. Therefore, this study responds to
the need to obtain data that will allow local
educational institutions to design policies
and strategies to promote greater gender
equality and support the achievement of the
United Nations Sustainable Development Goals
(SDGs), which promote gender equality as a
fundamental element of social development.</p><p>In summary, adolescence is a key period of
change and development during which gender
stereotypes are consolidated under the influence
of the media, family, and community. These
stereotypes influence adolescents’ identity
formation and social expectations. Studies show
a high internalization of these stereotypes,
which vary by gender. Therefore, it is crucial to
address them in educational and social contexts
so as to promote equality and eliminate gender
barriers. Identifying and understanding how
these stereotypes are perpetuated will help
to develop effective educational strategies
that promote gender equality and the healthy
development of adolescents.</p>
			</sec><sec>
			<title>Methodology</title>
				<p>Nature and design of the research</p><p>The reasoning used in this research was
deductive because the categories used are part
of the accumulated knowledge. In addition,
“deduction makes it possible to establish a link
between theory and observation and to deduce
from the theory the phenomena observed”
(Dávila, 2006, p. 181). In this sense, the present
work adopted a deductive approach, since
hypotheses were formulated from the theory,
which were contrasted with observations
(Bericat, 1998). Specifically, the study was
analytical, observational (not experimental),descriptive-correlational in scope, without
carrying out an intervention process (Lozares &amp;
López, 1991). Therefore, since the phenomenon
was not monitored over time, nor were changes
over time analyzed in the same group, the
design was cross-sectional (Hernández-Ávila et
al., 2000).</p><p>Population and sample</p><p>The study included 236 students from a public
educational institution in the municipality of
Medellín, Antioquia. The sampling procedure was
convenience (not random) and corresponded
to all students in the identified grades whose
parents accepted and signed the informed
consent.</p><p>Sample distribution</p><p>The sample consisted of 236 students in the
sixth, seventh, and eighth grades. Of these,
111 (47%) were female and 125 (53%) were
male. The sample of students had a mean age
of 13.2 years, with an age range of 11 to 16
years. The coefficient of variation in age was
approximately 11.89%, indicating moderate
variability in the age of the participants. This
represents a wide distribution of students at
different stages of early adolescence, providing
a varied perspective in the analysis of the data
obtained from the questionnaire.</p><p>Data collection techniques and instruments</p><p>Students participated voluntarily in the data
collection, with the informed consent of their
parents or guardians, as well as the consent
of each participant. The data collection
sessions took place in the classroom, during
school hours, with the presence of the
authors to provide support in the use of the
questionnaire. Before starting, the aim of the
study and the importance of their cooperation
were explained. The administration of the
instrument took between ten and twenty
minutes and was carried out in an atmosphere
of trust, allowing the students to clarify any
doubts that might arise.</p><p>For the data collection, the Gender Stereotypes
Scale developed by Colás and Villaciervos (2007)
was used, which evaluates six fundamental
dimensions obtained through a combination
of theoretical review and contributions from
previous studies, namely:</p><p>1. Body (3 items: 1-3): assesses perceptions of
physical attractiveness and body grooming
as gender-related aspects.</p><p>
Example: «Women should care more than
men about their appearance and beauty».
</p><p>2. Social Behavior (SB) (2 items: 4-5): analyzes
the attitudes expected of people in external
situations according to gender.
</p><p>Example: «Discreet, prudent, and modest
behavior is more valued in women».
</p><p>3. Skills and Abilities (SA) (6 items: 6-11):
Measures beliefs about the skills and abilities
associated with each gender.
</p><p>Example: «Men are more capable than women
of performing technical and mechanical
tasks».
</p><p>4. Emotional Management (EM) (4 items: 12-
15): examines an individual’s emotional
response to various situations, considering
gender stereotypes.</p><p>Example: «It’s ridiculous for men to cry or
express their feelings in public».</p><p>5. Affective Expression (AE) (5 items: 16-20):
Observes how people of each gender are
expected to express their affection.
</p><p>Example: «Women can hug or kiss their
friends to show affection, but men cannot».</p><p>6. Social Responsibility (SR) (2 items: 21-22):
Assesses gender roles in terms of the social
responsibility attributed to each gender.
</p><p>Example: «Women should take care of the
house and their children».</p><p>The Gender Stereotypes Scale uses a series of
dichotomous response categories (Yes or No)
to determine the presence or absence of each
statement in students.</p><p>
The reliability of the instrument as a whole
(original application) was determined by
Cronbach’s alpha, the result of which was
adequate (α=.7805).
</p><p>The internal consistency of the instrument for
this application was calculated with Cronbach’s
alpha (α=0,795, IC=0,755-0,830) and McDonald’s
omega (Ω=.799, IC=0,762-0,836), since these
are values (α, Ω e IC) accepted as valid (Oviedo
and Campo-Arias, 2005) and at a better level
than the values of the questionnaire at the time
of its design. These calculations were carried
out using the JASP software.
</p><p>In addition to the scale, demographic data
such as age, gender, and school level were
collected from the participants in order to
analyze significant differences and correlations.
To assess interests and preferences in various
activities (Internet, sports, reading, math,
and video games), the questionnaire included
direct questions in a frequency scale format.
Each student was asked to indicate whether he
or she liked or disliked each specific activity.
These questions were designed to identify
possible gender differences in preferences
based on activities commonly associated with
stereotypical gender roles.</p><p>Data Analysis Techniques</p><p>Data analysis was performed first in Excel
and then in JASP software for organizing the
database and applying reliability, normality, and
frequency statistics. SPSS 27 was then used
for comparisons of means, effect sizes, and
descriptive and correlational studies.</p><p>First, the reliability of the instrument was
assessed using Cronbach’s alpha (α) and
McDonald’s omega (ω), indices with their
respective confidence intervals (CI), due to the
precision of ω when working with factor loadings
(Ventura-León &amp; Caycho-Rodríguez, 2017).</p><p>For descriptive analysis, the mean of each
dimension was considered. The distribution
of the variables was evaluated with the
Kolmogorov-Smirnov statistic for samples with
more than 50 subjects, considering p &gt; 0,05 as
an indication of normality. The general mean,
standard deviation, minimum and maximum
values were calculated.</p><p>In the relational phase, means were compared
using the Mann-Whitney U test for two samples
and Kruskal-Wallis for more than two samples,
with p &lt; 0,05 as the significance criterion. KruskalWallis and Dunn tests were used to assess
general and specific differences, respectively, in
addition to effect size and biserial correlation by
ranks for the Mann-Whitney U test.</p><p>To analyze the correlations between age, grade,
and gender stereotypes, the Spearman Rho
coefficient was used in the correlational study,
and the point biserial coefficient was used for
the gender variable. This test was also used
to examine the correlations between students’
interests (reading, math, sports, video games,
and the Internet) and gender stereotypes, using
p &lt; 0,05 as the criterion of significance. The
strength of the correlation was determined
according to the following scale of absolute
values: strong (0.5-1), moderate (0.3-0.49),
and weak (&lt;0.29), bearing in mind whether the
correlation was positive or negative.</p>
			</sec><sec>
			<title>Results</title>
				<p>Descriptive study</p><p>The distribution of the data for the variable
gender stereotypes and its dimensions (body,
social behavior, skills and abilities, emotions,
affective expression, social responsibility) was
determined using the Kolmogorov-Smirnov test
in SPSS 27, with a result of p &lt; 0.001 for all
dimensions. This indicates the absence of a
normal distribution and the need to use analyses
with non-parametric statistics.</p><p>Table 1. shows the results of the descriptive
study for n = 236. The highest mean was
observed in the dimension Affective Expression(SD = 1.26), followed by Social Behavior (SD = 0.71). The lowest means correspond to Body (SD
= 1.07) and Social Responsibility (SD = 0.83). The total score of the gender stereotypes measure
shows a mean close to but below the median, with a small dispersion (SD = 4.48) with respect to
the mean. In general, 55% of the adolescents in the sample internalize gender stereotypes. This is
also reflected in the different dimensions of the construct, with the exception of body, with 38%,
and social responsibility, with 49% of the participating students.</p><p>The table also includes the value of the median of the gender stereotypes and their dimensions,
which is important because the distribution is not normal. In addition, normality tests were carried
out for each variable, differentiating by grade, gender and age, and none of them showed a normal
distribution.</p><p>Table 1
</p><p>General descriptive analysis of the results of the application of the Gender Stereotypes Scaler</p><fig><label>Figure</label><graphic 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"/></fig><p>Note. CI = confidence interval; LL = lower limit; UL = upper limit.</p><p>Each item on the scale corresponds to a stereotype that may or may not have been internalized
by the adolescents, which was then analyzed (see Table 2). The frequency indicates how many
times each item was answered ‘yes’, i.e., when the stereotype was present, and also indicates the
percentage of that response.</p><p>In the Body dimension, stereotypes generally had the lowest level of internalization, although
almost 50% of the participants believed that women should pay more attention to their appearance
than men.</p><p>Regarding Social Behavior, there was a high presence of gender stereotypes in the sample,
highlighting that more than two-thirds of students value that women have modest, prudent and
discreet behavior.</p><p>Stereotypes about competence and ability were mostly internalized, all above 50%, except for the
belief that men are better at technical and mechanical tasks, which was strongly internalized by
almost 70% of the participants.</p><p>In terms of emotions, participants were in an intermediate position in terms of internalizing gender
stereotypes, highlighting the normalization of girls crying when they feel hurt, even though it is
perceived as acceptable for men to cry or express emotions in public.</p><p>The dimension ‘Affective expression’ showed the highest level of internalization of gender
stereotypes, with almost 50% of the participants believing that demonstrations of affection with
hugs and kisses are not exclusively reserved for women, and more than 80% believing in the
ability of women to comfort others when they are sad.</p><p>Table 2
</p><p>Frequency and percentage of positive response for each item on the scale</p><fig><label>Figure</label><graphic 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"/></fig><p>The results of gender stereotypes and their dimensions, differentiated by gender, age and grade
of the students, are presented in percentages (see Table 3).</p><p>Table 3
</p><p>Porcentaje de estereotipos de género por sexo, edad y grado</p><fig><label>Figure</label><graphic 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"/></fig><p>With regard to gender, both in the overall results and in each of the dimensions, men were found
to have internalized stereotypes more than women. Specifically, the difference was more than
thirteen percentage points in Social Responsibility and about ten points in Skills and Abilities. On
the other hand, the difference in the Body dimension was minimal, a little more than one point; the
scores were almost equal for men and women.</p><p>Regarding age, there was generally more internalization at age eleven and less at age fourteen,
with no clear upward or downward trend. It was interesting to observe the behavior in the ‘Body’
dimension, where internalization was lower at eleven years of age and increased at later ages, being
highest between fifteen and sixteen years of age. This suggests that there are more stereotypes
about women’s bodies at older ages. The other dimensions did not show a clear trend in the
different age groups studied.</p><p>Students’ grade level provided insight into the effect of classroom context on gender stereotypes.
Only for the dimension ‘Social responsibility’ was a trend observed in which the internalization
of the stereotype decreased with increasing grade level, similar to what happens with age. In
the latter case, however, there were increases at some ages. For all dimensions except ‘Body’,
stereotypes were higher in the sixth grade.</p><p>Students were also asked about their interests by topic, which allowed us to identify differences
between men and women, some of which are the result of beliefs about the roles each sex should
play. Table 4 shows the results of the differences in interest between males and females in specific
activities, reflecting patterns according to gender stereotypes; for example, males expressed
greater interest in sports, mathematics, and video games, while reading was the only activity with
greater female participation, in line with the roles traditionally associated with each gender.</p><p>Table 4
</p><p>Mean interest in specific activities by gender</p><fig><label>Figure</label><graphic 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"/></fig><p>Relational study</p><p>Comparison of results</p><p>This phase began with the comparison of the results between the different variables and the
subgroups in each of them (see Table 5); however, only the results that showed significant
differences are presented; the significant p is found in Table 5. In addition, the effect size of these
variations was calculated, that is, the size of the difference observed.</p><p>Table 5
</p><p>Comparación de resultados por grupos y tamaño del efecto</p><fig><label>Figure</label><graphic 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/p+FhtX/QbtS7Jz+HMgZ2b165etWqN4a6j1o7e4bnNjNQNVGLTa59Lx3cZrlm5YtV6o/0WDv7xpQw1AL656In9YZND55wDXkP/ys7SeK8LpiZHrnjHMC6oTwlytty//6RLWEEzACDZdrnEMAThkTXYtXPX1rWrVq83PmRzN6ayXylDePPE/tiODWtWrdlseu5OoPf10ydPnDBzeNFIB3RKb8a900ePmVlcCX4z2B9Sd/1L12Omhy2vuMU0Anpnxcu7Z4/t27557Qr9JUuXrzMyPeP0KKUcyxgsOvbNK5+LR3dsNFixYvUG4wNnHYOymroZS1p9rLud5WHToy7RdV1wLe1KvmdjeeLI0UtPK3ADBp3BJn/PD3Q6oaujEz4uftnxFQSC2pDktHk6ZKq8M3QPuCVUdJDogIpvr0h/4nDkqO2D+GoA6FWv/JysT5669jglIzkm6OalczcjSrEEAIjVyY9v25zYu3Xj+g1bdh895+ifXN9vlKQ1RLvaWJ21uuD1uguqIck9r+9ZmZ85f+POS2h46yp7am9++twle8/gZw+uHN2xxXDbXnOnx+kNfzSLwD85OHcKfECPWXW3qGWACeCrX/tfuhxQSsDnBl7aJDOCBYNgeCTXnjK3PGPjm00CgE7pKY70vGp+YPvG9es2GZuaX/d5WQx1b/Telpygq6dOnXe89+R1YWqg66VrbkGpDQAAfFNR9L0rp022b1q3ftN2U/Pr/slV2AHoyE15kd5XzU2NDdevN9xuan7F82VpF1xVyyKcdqvyw0htNrFlh0+amVvdS858dMXK6qy1zb002CCgU8k1LxwtLc/aXL6XgqX2VYQzRum6Z3D4gyvHGKNk5vg4lTlK+NbSOO9rFqY7DNet22RkYnb1QXxZW39+mV829f/Uhhte3XO4YGFufSsg5N4NywM7tmw2NrW+l9z8TdvrPwgEava9fWowCEB049Xwkh5cdwcW24FtbmjuIbVkht09uViYDzrfTdHec9r68rXr1mvEeTkxCDJaZbfleZfoBpgTkdac/sTT7rTJtg1rDNZv3Xfqont4Plx04EEldBS+8Ha0PrZn68YNG7fuPmzl/CgyJS/p5i59WbhP5Zksp7fdzNrpeeKgK99ASVJzUexDx7OHdxquW71m/eYdJkctbwRlt+IBaHzlc8fh8qXrj/N6yQCX5Xf5/BlzCwsLC8szZwcOa/uwKhoAdBqpNjnw9sUTu7esM1iz0cjU8rpPbGnfQAM/4R+lt6Otta0D9yFDotNo+K729q7ej/KtLxKt+M5mBQih1PGIki5A6u3s7Pvg7Vf4jnZsL+1bd5aMFYmC78K2d/TgP8LUaEQGuSMMSZT5RZL/fheRix9fPnfW6twlj8ehd2wO7di6eZuJhWtYCUxq8SuOLycQ9Np417VQLYWZonM0APrNDDmoeDwZcvbecHNdEVYEYRWSlxadNJoNQcYYPylra4q9tk1ZgIsFQbj4+IazQK3YOJm1dq+aKXRAST4syMqCYWFVugzDhcm4Ojtl6Pw7SewIpLZVT7dB3xw2Ls6xU/gHtP2YEUL6liHQ1PanHoMEgltEZ+tRG0d3v9DYzEocXOSoABC9V/EyTJMDekUMG8dSjy6AK/Ay1Z4Bo5Y5Ro8bNxLGIo2UXmvzsg2A5qy7BjBminfcZEnF2aMQhE3C4GIyqTfX57C2EC8Lwj5s5BjeEZwIwsovvcMlro4MQGe65zG96bzsMJB75Ah2mEKFV1T35JMqCjl09zQ+qFN8e8y7EXNRmY0Vg2Hh3xAEo7Ao+OIb6iyMvDL7YruJ9c92MEaJc+goDZ+22CIYTpSWbP9Ti0RGsSJsPLxjRvJywbhr8c3XIit/1az/U6cNlLvb32gWdBJDOIXkxIUncLIy9M+j1C4kdX5k5fyTe/qe7BVBZxZD/3k2Ya2tJ+1uujg62F+/6hCQ0kKmZV1ZKgKpBVyd3lHHM7/PscwiESufnt+kIsiFYZsgrqAkA73nWIbPXHohvhO6+peFXTBUmzEKQVjYR/CP5eNBEK4Zmtuu+FovGA6rZeEcNnqcwFhekcW2PjnvCIbN9DJbPnMEGxf/NAlFZXnJGfzsCDLO0LegC/QFbBAdy4IgPAa+NXhaxhn5kXDPgCCYQfMvhk3hcimdjisKOLlCdgI7hnOSpKLCnKlcMHhSYbND+i/dXL7Tze/4Uue1U2UijP409Exr+pChfEfN/2DRNxfl4QzHsIyYqSw+pX/Ss/NKbPGt+TVgfDmB6MkPNVOGM3+cxl6PMgDac5/fsT5+0szc/LTZyVMX78cUdQBAiLZZKsaFIKwTpHU2mpw8fdrcNbq+MdZWVxCq66evPOsRHP7M98yiqTBT2KiFjgUEOjnttDgnC4aFa4E9pAQUfIPDArg8TlUwh2qlmvDdQoxsZxLLTzl73LE7sVYKosYns84JGtv+1KP9pbWeEC9zsePgHSckoaS9dq/Nw+x2CqBWJfge0RjFhkFYRqgevON53+tBbGlvjb/RFMgZ5PfefRYXHxXovEeGE0FGCRvcrgLdhfc2wXuUe6zYvE2mJ8wsrrg/Tc9J99wjy4KwCGvttn+S8DrO7+x6BX4EYZ17OKy0q9pnrzwMcBJYsP+qb3jU4ysbpcZxIQib0tmY+rKMp+eWTBzGhiAc8jvt77h7er0oITY9WjMJMogJK32aAQ1fcE0FBoGP07laAgCuNsJEGI4Sn/iyE4xR2iANR2m0zAbnvI5y/4NKbAgyVXWbXUjC6/iAC9tUxyMIRm6nd2rnnzp+v0xuetxpzancCMItvdX6ZuDzSO8DavyQmSNKtoX4v1mng42+umn24JOX8SCGkf9Lrr6qJXUW+x/WnAqf9OO1j9u53vd9ePfQvAnDWBFkhNoBhzvu3rFVhLIH28Q4WTAj5x72fpVXWpoXd3URH4KwjRDZF0kgFN7ZKMqGIMMF1EwcAp69ePH0gdPZk0fO+eRWRF4zgLEIvOKLD9+NfRWbnF3ZBv31B4+GYDMdmP5AYNGp+ylVDXXleQlB9lbOz8o7AT3+lOIkGNm45HZRJxXUJgb6eHn5PfK+slN9EjfsCa/UhsvRdVRCwa1VggjCLqB9OiituKI4LdRSkwdBuCcpmP8V74hqyXrm5XTh/CWfhGrsl5tdBxFGPwxBoN1rJR8GwbBN0jnl5v8k9NG1NdAmwMY7eZPfoIvpkMv/+49fTiC6c0NPKcL7VmDBfp86ALLcDim8vZ+Hzz/1sAgASozNUjEOBOHVvRBeyqTPWRe0GPxB5EhsfS9koIQAQ2HG40nndh2J+CUEAsMvtdULxuEQquKv6kIyMkllv++gV81/j9MPb4HemhnscGjtfMmpo9j7N5GMNVFA3TyqBa5Qkbsmc7AgLOOMnjMstzRS56P1oxAEwz5CdNGuA6Ymu403aQtDJ+lxCjuCAO7NvU3Q12iyyh4/Jirtyfd2SkIqNllae4PJ4cMHjZcqTIdqitH6AXHh/gfmQ/4wccP9tHpG514eUxeEmWYVrdJbaSD1lAQMiOZZ83DQB6L7+c4ZLBgM2xhdt0pS/kVFdgTDM2WFJzSU9NREmAghCIZ/9hYvqJ8gVCdfXQR9ZabOM3UJDTdTgiolAfF566EY25eriPHB5XO+w6P8H47r315h8XX9mZCbyVllNTBU3DEHREZDdZHs2dy/mUCQMu7smwvfFjlBauG63QcP7Dcx2bd75x7bgMx6uM5k2ejNhKkIF7kUN0Fde5WD7iRIKJQul3QzHlo55+SHs2IQzHCxpTv27t61a7uR/ixImIdPXHe/Js5MDAYsTta1SmAuwyQ8vq0NR25IubtuAoJgRFdYPf+oRaE24KgW1Ivwimqs2mN+0dk7Irett9+alG+3eBq8CeTPpTYP6trqox13aU5lxyAT5pu6xddR6bTe+BOiGOipyDdnxZ79e3fv3LZBZwYrgnBOmG0a8bdPZ7R/X4UA8eUeQTYEwzp2lS+c9RQ81mMJC4Kwjpi47t6v2Yx9OYGgVrx00IeROZziay7GE0FXUfT9q1YmazRF4PN8lNbpRyVvCQTfKufEGqaXwotjChOhdVLjWjEj2hZmIZNk+N3KnS8hEFKZGgiHfg1Ek5PWBxoIDP+crd5tEOvWLP+dkPFPUN7lCV/28kcedAoZQCbVVVuUEhXqf/+WndkWlSnD2KBGYtqBl21kQH1iPBESiLFbQhlxnFRis+N8qLpi4xonIiEmIiIiKjpLUlpGRll314UXoKeEQSBYheYffdo9AElNtJMBXNo4R0+YKio+U2SGqJi4pLT0HAmtowmZj25tVYLPIalDEfmMAGlQeE2P8WQS2R/bSAbxx2ePgXFSq+43DaZ0xSUfF2fHYFhHqtsGWMmxIyw8M41CGX4rgwRi1hZv6FMFWvMDdkKVxGTNnec9A3bDPRznyLFTBsSYLSklLSUxf3fgyz92BH/VtGt9sEUKEj/BXaHVndBpudN7zZQRcKu99mHjoOPfr5LuP2y3NNBsEUxCILDUKriAQCPjcTgcrg8/kO2h2HmFOCSlChaxNdBHp9XdQBja+IQPxLXj4Z3W6Ko9gh2DsIyaJi4uKgIP0VmSMvLK83SN7RPSzslB/jBJ+Uzqez1oS/cdyHZg6lP+3rmBr+3ZgbZG80RHQ50qgnDzTRTXOnA/owWAtnubJGCWQ8E9EXVdDP/y9qQ7hxZO52BB2GatsX6c2wEFo5HeXFKG/IGdT1iyXzRR0dmSMnLKOqsO+r5nKf64BOiv/wwC+dYyDG296mXGyknqy7WWYWh+pc1Sfg0IX04gAKn8ha0+vCPYJqmaeGT2Ox9VBdssmcwgEObvEIgVjvE1TIVqod1iIcZ2dHd4bTe8k7q9DAShfpF76f0mEinNXJyTBWHhlDyV3u8DcUXtAwLBMlZ6O0NH01ceY6PJiSBsM7RPhzN3C78Guu9pte7JdVt771eNb6OF2u9vmjESmranmEACQQs1EuBgQTB8G58wNRCPN/EhCIaTf+6x0PyK0pLiopKSovzUuKeBUeUAW8ggECzT5h1+wmSi2Nf3dsP8rpxiy076pJZVlZYUl5SV5b0KDI6racr2M50P12P+lbdf10CfZFL4gX63TrWL2W0AxB2dBQkEx3Iv7CCBAOQ8ayVuBIPhmiYmyI6wj5A6mshQ59IGCATLWHFjP8hfcBUJF+bB/Z2onrlvwvN+DcT0hQc9UgbEKM1PDA55kVPytWFx34P531CWFHlSZSo0XG30K8VSAaAX3Fg+HUZUj1vnX4372nCZPwiR5qhra2HeomELzB7mMxeWQfmbH+yShWkGpu0NfQPpMDFsjwSM3eNb71ffH7NVa6/BDU2CU9bcSi0pKS4qKi4uKc5JeOzhm1jd3J8xiXuiwolX/VXScD1tZW8aqbjSZxYwQpBXbpNjxmBrQz50NzZ2dfb0YetyEyKCvOxNFk4fw4YgbLrX0rCdUUeUJ0Nl7CrPMiwV0CtDLhgqjGVDWKfomT3I6WSGatCIhdaQvrANn2nsnVNRWlJUVFJSXJD6MsgrMI15Kw9p8ff/SCf3dbU11tU1tvcQmHvI31/qP0LCxjtLeFkxLJyzLaAfDo3YFGEqyYkgnGOUzF7/IuPQVxAIQO/Me3hcA7rTsvEJKhqYnLG/63XJZLkkzMUxfP7JoSYMvqEEgl7kskJ4NAZBxilttrju6mS1WX4s9I+esN67ikAHdS7zGAnZeYQXGB86tHvtfJjq430fiGETFbdc8XS/cdp4vhAHgnDNXGQBE579qceba0tnTRwvorZq10mbG6537rjYHV8iBh0aMeJHnjdAfWf8AWEY484+Tf+04y2XG/4Z3Y1h+2dAG8boOSsOXnTx8PJyd754fNvGtTscs0B30YcEAnRme+5Xgd5gk2VXml5w9YQlLhxer2VoFVnQ1hZ6TG0qC4LwSiw3veB889JebWHIX4bpXkuCMVzZZ2T5oUFjos7hq84Odt6ve+CKRytz0mb4lEE5+NRtBgJ3mQQC4ZmgsPmSp7u9ubG2EPSQmLHoTDDQ52AAACAASURBVGwPpSLwxDyoXhaQXLrvvLOHl5eHy8VjmxZuMvNP6Lee/Kmj+PPlzry8dAZUHI3RNLngcNPefJvGFLjzHb3YLrn9b3ahxKe4mcjD+cg9UUJlkcEag1WrVq1YqrfRKji3GQBy5IkFghwIMmq1Z24TfGalWylP4EEQ1gX2xQPBzqS009JwleGaNn+PtYP7/fvurpdP7V63fJ9PE8BXPNgI1zAOXrFFB+1uubname3aYrj/Vg7oyHLbAP3Gh4vqHLwVnZSaWdL4DnnBp7qf2Lpq0wmnR1EpObmpIdYGs8diEETAyLu44/UVHfiaJkT9UlYHserxiaViw6GGkW2M+KLtxyzNzU6ePHUpuIxKp2CjD0JlHesIscUHLrl6et1zczx/xHjj+lOPGSrXnz/JvrNFcnHo1b26cnJ6R+4mVL0D13dW/M8XJ4QaTYZmOPYZBudv3nKw3qcvPgJB2EdI7gti2q1/OkZfQyAAoPU2pPhYrpFl5PtEMKxsHKxsMOaCe4yyyd2EJgAIEWa6IhgE4dS7Fl35dvJ05zw4pTdjOEzSwcbB8JPmmrHouH9hF3wqUav9tosPOP1jWIcJqUtBZSTHJNHDQ5woWTmG8/EN52CEYXCOkzK0f8l4o+xPx+sHNdj2/PxaKd7+oBI2Dk52BibDps/b5RRTjWdsTrpiLVRG9TtHsHFyci+52wUI1c+vbFWeDEthMOycnIxAjZGC+jcKQGfeXQO4Wk1R3fnobT4vKrYo/PIWxYnQdIxhY+dgh4OFILK7HmV0A3p1+NWtcuPgqszKjoECsAqo7HBJqsdBJREx/ZIew9MVQdjYEET9egMJ7m9pjQ/XTISeLyyc45beYjr+MggEYxHkGM43ZsTAKPFLbbr6sg7GqHWWRt3YrspwcsOwsXFwMPLIIJKbPRMY9o4fhOk/UE2d+yZp6NbPzsXNwcnJNnAnLT3lm/t3v3yYmut+QGOAuTJchQb+TNrsntQOQPJpdRE4j1UuJNZA03CxrZoAvHrGqZQ2ZiJXSt2LS+uk+frdltm5ONkxCIZjvPqZBAoAxJb0W9uVoHkWwbCwwtnJPVX15HM8IJWGnFKHSxMLJwfXGFmD04Hv2jFqQ07rQhdvjhGjBaZMnTSGi5VlhNACU4/MLnrRjUUwpgMRPBTTTCy8ogQTL75/qNvDEE5aX1mwxTLowcG4r7ng7cPCK7r0Oszw+AcexBRHI/gOTy7NE4F53x77+Qf2/D8WmZ5+SgL6S2M4eXjYORirLAvHeNW9rvGNv07T83UEAobbErrrC1OeB3q52NmcOXPW5pqrV2B4bEpeVVsvFQBqa+nrl08DAyNSK95NBkpuK8uMCfJ0sLU6c/aCvWfQi7TyTirDMAiTFdRnhns52FrbXL39KCazNDchNDjk6YtXxW8JBGbU9IVHPP1cbM9aX7n18GVuTTe0H/65B7Wn8U1WYmTQfVe782ctLCyt7W4+CI1KfdP2NgsNuTU/JtDt+oWzlpbnr7q9rKLAaHFCU2FyZPB9l8vnzlhYWl928gyKTi1qwgNyT21GZFDgk6ikgqa3vA1aJrqail8/f+TpdOWcpYWl9RWX+4HP08vaGXpdalddQVKYj6ud9Zkz1ldv+4YlFLUSmBlUaNg3SaH3HC5aWVpaXXQJf0Pot6RQ00+KsSIIC5fgxqBBpsLUQGBGCeoMjNLlWw+jcmu6mKNE7ml5k/oi6L6LnbWlheW5y86eARGpb1p63pH1zx3OnyR5z9MDKlPYEWSM3lm32zev2VhZ2932j0yt6Ibhv3/zQe2ozo1/+jg4JPTtERL8+EliUUsvDdBbChKingQGhmfU9DDeYIAtehUZFvz4SXIVbmhyjL7anFfPfG9dtTlraWl9yfFecHRKUb9TFp1KaC6Ie+LjcvmcpYXVRQfP0IR8hosqqas6NeTudZszFhZWlzzC0uvficAAuNbyjJfBPnedrpw/Y25udcn5fnBUWjlj5et8kxz17HFQSGJ5D5nWURQXERbaL31ISHD/EfIsYyBNCp3WXZX+MtTL5bL1GcszNldcvJ/EZZT+HnlS6FRKb1NNdW1Tx5cmlCOmuu5U5EaQEVpnnhbTAbGjsa6l960ddGCe4toaaurayV8zc+k0am8LFAU76JL6lZOe2t3+UWG+sppfdHml43xeNgzCOtPYLdjzxvmz5y46eT9LLmz6RcaLfhS+mkAwwaNTKUQcDk/8ICMI84KP/qcQ8DgckWn/e+cSCgGH/yBrM20gjBMzVtrIF8Zr4wnEX8e23pH3x3yhkgm4vj4cgfKJFCpkPDz7nnaaTifjcX24r8joSKNQCIyKPgI9lUTA4wjvJqJkdo5CwPXhCG+HBZ9gNgfmsOecbRLDDLIBYJBA8M/e9gD7mVGiU/srJDNpCrMd9P+XIJBioy0yHEEw8+wyGvCASsQTfsM3NH1JR37lNXR4x+HwDIXae3LQaSR8H+79FQZO2r5eHKE/7917RRhf4VqIh2shM9Xlxy76/7/B5nF9eMJQ0vP/S/1nV9BInbneFtv0NJWkJSUlpeSUNfW2nfbIxIOO4hCLZSoqS40sfbLhYtyWG3ph81zlBUbWPmldAFDS+gnEKJWN+w8e3LJIWUZaVnmhsX1UeSfDSYdW/cLx8FqtubJSkjIqiw3WrVyySGe+9uGAXshQmh4dW7FIV2fJAe/UOHeLHWuXrzkb1QtXlDchtjuWz1OWnSMxR0Zxnv4OK6/XDAsPubkwiCHNdkvvXIY0WaG2hnOVF2w79yijF4DyMHtTfRX11QeszlscMdSFwigt3O4QXdHv1/qfoffjK+4O2DCWnQVhnbD1KR6+ZAyH+x1cTL6ZQPx4gD5WI62z6qkRTFE0ZpbBXVTf/TGIfuJvtIb7y3mhNYRT+kz2EOUBrbsqbCccJb4Zq+/CtxKgx3+BQMG1JWLQVi9yJLKMmT/xv2gHrRNFAFBwlX57pPm5WFjYRwtLyUuLTeHjxPDNXOnZCJqTb8D3Y3LM0DWPhKtA7csba6Ej/fRllmFNANAggYAGGU5unmE8HKwDsf4jFA49LukB1PTrhkrjYdo6ZIzQLGlp0bEcjOAzxQsd8B1A5ReVuaDhlnP8NPiyTgwHj6pLK7Uh5JDyxOEYhIWDd9rsmZPhCe6pGsbOOTRArU64ogulmalrHs2QJtKeke9QeJlteDsAGY7GDOcZdi4u7rfC8CocCS5qZ+pH/4jhpkTumMDOgmAw8242/kaC/+YEAlCJneUZ8fGJqdmlrX+V6uGPmLTvCUnH1+UkJSYmJqWWtL3j8U8ldlYwRimztHUIsXivOPr1+xDoqSvMTImPT8yv7yP+5TaL7wMKLf3dCFD7mgIYeWe4xiru80kqrG5orC7MSoqMzu+h1Cc76A1DEC6RJVaMR3ZdnNN6GFkvstI6vAUAKiQQ0IVVbJWlZ1xB8SunnWqMtP3CewKLC4MOq0yGb+GS3n0nKquirir0gCxMOIOoXmYQiIorGiNYMQibwLyDN+4FPY14Hp1R2ZlzUZ0bZksS3eSWWVmVnxhwWoMHJt5SMA3tAM2vr+nBF2yKLbGKhWtPXbTT+qnQAWalXWQHAFk33woTyxBGHSb6RIR3+mS0/kYP4v87YrS2N6nJcO0t7X/Jx/8t8HMu+N0JxM9BAW0FRQBFAEUARYCJAJ3QnngCZtdiYRsuICatqKq1Ytvx64FpLQBQqhP/P4HghoF55qEF8JHe9dRcSxiSBt0byQ9OLmFkm5E8Gc94gzYovKAhAB1g3yUQHDJmaQxnbgCo+EZ3PXbIH4QN/RkuKLj69AtzYUTOFE3zOHxbxvX/RyDeESbMXHs6O4KwzLN+WfHR1GBMCND/X4IASiC+BCX0GhQBFAEUgX8JARqxMcHJSEUIBnf1H+y80zW23y8jtaQ6wkc2p8gSqyjowFcf57zhfQ0EdKKcfzq4AEZh0F/ZLpnFgyCI9rVEr+N6M2FOICnL19WMND7FFzUmfoRAyFvlD+g4Kbg6B00Y6TJSxCSSMQDEpiInXVYE4Zg490h4d3vmDYY0YnpnYxjSRDtvEHxXA8EQxowpzMWls6Ew6lZR5X9uIqHfZiaiBOK3GQpUEBQBFAEUgd8CARoZX5oUnd/c3dFYVZQa4WFtKAU9D8ZJGj+o6Mx2XQpJwEQNE2+YyKUiym4ZTOM11ITBjSC8OmefFkEjQa6LkRxMQDjRKKAo5/4u6QnwZYrCK8zdn0RFPrRcPG0EDEx/TwMhfzZvwGJNI7RHGMPquQXmX4SBebTOyie7oZFi5Ax9+2LQnn6dIc1kDRNfhjQRdsthrlaRtyYMKIz2mSdF0O6X72oMXwiETN56P635TzJh/BbT4kMhUALxISboLygCKAIoAv8yApTehrsrx0+SmLdqx6ETJw7vMlCC7+obNk3DOpVOKAneA7OCsnCPmSalqqEsPmkkzPDzDoEYhiAYAVl9o8PHd61QmDYK5p+Zvdcvvwf0vTyhPhVqAFh4eEeN5uVhZ+lPzaF6aagPBMdbAgFopLY4M2mYroZ7gsyyXYdMNmlOh5FgY8U33a8FoDP/ISPbOAv3GOF3pRn0gWAII7/M+MiJPSsVhRjCSJj458C39qDHdyKAEojvBBAtjiKAIoAi8JchQMU1PzKeysg7N2DAYBs2bcGhe+kw/S+++qXdSviaHQRB2MfOllbWlIWbeiF98ydNAFCT7Y3kOBGEZTT/KF7e/heYswkvOfe0uD9yEl8R7XR4rYbMrFlS8wzPnlotygevmX+jAyanKbugAKMwMLPNct56Y9MJLZke+9SgXqH/YOHiV9jqENfIcCXGVb60W8aUZtwsaSVNWajvENK3CWvvd6IcBt+6OnIED3d/5j726frWTGH+smH7+d1BCcTPxxxtEUUARQBF4LdGgE4jdrXUl+bEPwv083sYFJGQW9na2TeQEYZOxbdVZMeGPnr8PKmwHtvZ0dZUW1vf3N5DgI4LpL7O1obausbm1rrSzJdPHgU9TyqswRIG8gYS64sLyxuwvX14AoWCTbLWmjQMvtbAKLQL5oGg9rY21NfX17d0v+UP0I2CTu5tb6zIjnvi7xcQEpX2prGzd/DVcXQqvrVyQJoipjR1ze0wLJSUdrM/q5XG4TvBiQnPAoMikoreCvNbD8EfIRxKIP6IYUKFRBFAEUAR+AUI0KhUCoVK+yBumE6nU6nU/5c6i05jXDTE2aDBa7uqyIQJwpKyctKzpvIPg1kfWKRPx7Z8SWgyncYQZkh1A4h8ShriAIEYvsA8pJAIk/nSPpGy7xdA+zc0iRKIv2EU0T6gCKAIoAj8CQhgw60M5KeM5Ga8yYd1+FgRdcNLYcVdb7Pd/tBOEF87GytwIgjPvJNB+b805/MP7dbvUxlKIH6fsUAlQRFAEUAR+LsRoFOJ+L7enp5uePT09Hw2Sfj3Q0ElEfq6u7p6cMSvee3G97f7r9SAEoh/ZaTRfqIIoAigCKAIoAj8QARQAvEDwUSrQhFAEUARQBFAEfhXEECio6Nf/gNHbGxsTEzMP9BRtIvfjgA6Sb4duy8oGR8f/wVXoZf8AATi4+NjY2N/QEVoFZ9GICYm5t+c0tHR0bm5uXSGNyqyYMECnb/90NbWXrVqlZ6enra29t/eV7R/34iAlpaWgYHB8uXL0UnyjQh+ttjChQu3b9+OYvtZkH7MSS0trS1btqxcuRJF+8cA+ola9PT0jI2NtbS0PnH+r/1ZW1vb0tKSSoUxu6gJ41/RNaH9RBFAEUARQBFAEfiBCKAE4geCiVaFIoAigCKAIoAi8K8ggBKIf2Wk0X6iCKAIoAigCKAI/EAEUALxA8FEq0IRQBFAEUARQBH4VxBACcS/MtJoP1EEUARQBFAEUAR+IAIogfiBYKJV/TwE6DQKhfL/MvH/PHHQllAEUARQBP45BFAC8c1DTqeS+7DNddWVFeXlFZXVtQ0t2B4C5cP3vHxzA19bkE6jkYnE/yhlK7W3vaGhtZfytUL9R9fTWjKf+D3L7fyFcP9HPUOrRRFAEUAR+EMQQAnENw4Upbsq0fvshnkyIlMmjB83YaqIhIL2erM7UeW4b6zw+4sRWstePLj1MKn++6v6sIamBzuVFAw9qmHs729wUOJMBdlmmWX/LoTmN4AEFQFFAEUAReDnIoASiG/Cu6866qL+FN5JC0xdIjJKqiqLM154WW3V1Fxu4pE3WCGNQiaRKNQPXoTLuIBOIZHIb18tS6eSiSTKR980S2OcGax18AOdTiERSUNeEdORE7pbSUDTImHwkoEPdCqFRCJ9SuHPkPJjxgAoEplJGDpT7tmcd0toZ36HVfcLMPQXRoN0Oo1CIpKHSPa+QLAsjUomEYnkT74QGOJD/RAQOplIJFEBPeX4rGGyZ3JQAvERbNGfUARQBFAEfgYCKIH4BpQJdUnXdcfzqRx71jG0NKW9pamqqhU+HYk9TQWvnvrcdnT2eBSVXoHFDzzo+hpL84tLayqL0yJ87zjdfvgiu66rD9tQmhr+4I6T070nryuwJMaznN5enpVRVFlbkvHC383Z2T0k6U0LgdkYnYpvLc2MDrzr5HTz3uNXhQ3dFACouKKQK8skBeS2uyZnpCRnFtd10QCg4LCV6dFBni4OrveD4/Lqeoj9fAbXVF5Q/Ka68k12VICHs7P741dFzbhB+wu1p6kiPdLfzdXltldwTHpxUx+N3lVfXFzbOcCG6ERsZV58sKeLk8vdgJc5NR0Db8qlkXubi1Ke+91xdL59PygypagWS2RKPfif2tdalvYi0Ou2s4O9q2fQy8zKQXx6G0pyi8tqK4vTnvu5Obnce5Jc1kZkkhtKV11xQoiHi6OrV1is+1YhlEAMQop+QBFAEUAR+PkIoATi6zHH1Sac1+Sfssih+BNlu4sCrQykJgtMl5SVFpsyQVhj362EBsaDNNl68XShOXo68+apKMnPER41Qtjg9Pljm3UVpOQU5WaN5eJVsYhqItAAIN1fwsMmuGCTjqyklIK8pBDf6JmGbvkMCkEjNKY4GylNnSQkIacoLTZNUFzv7LNGXHOW46qJLBhWrpHjJgmMnzHf2DkFB1oSXfYsmDlFaLasnNT0iZPnrDwfUtQLpU6/uHy2kLiO9gJtFUUFabFx3LzS+3xysWR4jlzz3HqVtOBUkTnychKiUydMUrZ4heu9v5SdVcO1nQ4VDx25niYaQpOnicspyYkLT56ucdC3DFIkXEOCo6GUwITpc+QVZGdOmSC6YPvNnA9Awr66uUNtIr+QpIKykrTI+DGC8476ZLUxqMmr0xpThORW6s5TV1ZUlJk5hnOk0rGQyh6o5CBXhhzXERGYMlNGSUlWcs7sKcO5ZM7kohqID+BFf0ARQBFAEfg5CKAE4qtxprUV+xiK8ssdjfl4UWK+zyF1EckNzintAABqZcgxjakSa6/HNAIAMuyWi0ycttLmWW03HQBc8D6Z0azjl5x9XN4Hn4RJJ2S5Jm0JacYBQPZbN4pz2uJL4ZVUAGiUhqBds7gENoZ0A0BqT7KdN376Bo9C+LSndpb5mihNkzscQwGdGQ93qk6bdzqyj0rowZEBqfKp1SoZuTVOKW1QUnzOnS0KMvqWz6oAALn2ayQnTl1sEVTSCVvOuagrME7vWl4DGYB2/80zRoltvJXRRYIuiu2Zj24F5RP7/NaN5NG7i6UDGqHASXfcpGWOGdDdg4ZvjTRXF5huHIYHfaWhO2aNkDJ9xiA6xLaS5Och0W8+eMb31hZnZRfXMYgM6E60XTptxlLbqEooY/J5bUEBkfUXI2p6IWlIsVTlHbfqXlkHANhHhoK8EsY+RQQqlKoz2FiYBzVhfHwGor+iCKAIoAj8DARQAvHVKJNbCu4YCAsoW6R8tCg13+ughvSCE8G1zNPpDgYSMgY3otsByLq0aJr67ifZ2P5zZQ6LJ0tsDypr77cM4P03jB2m41DbQwMUv7UjeVbcJzKeloBOJaSbSXAJ7o+hUjtTzeR5BDfcSc9JS0pMSkmJ8r+xTnK8sk0uIJc8NdEQ0jqX2F85/U3oaV0JqTXnQ7NzUhMTU7PTvY8vmiG38uZLLAD5V5fNVDN+kMagFgCAl0dlx6geyagmgm6flRPH6lzLe8/2QHjYTyBoNGKJrQrX+BWOyZmvkxITk5Lint3fITVc9FgSINU8MZEeLbzMNjIjt+BNdWvnh+aLftHI3c2lGXFPH3redHayMdaYNmXB8ZCCPkggrDQmah6KKeoawC58j9AIzfN5HbROnxX8oxc5l/cxdCQA0JJRH4gBjNB/KAIoAigCvwYBlEB8Ne50bOmj7bP5JPY8HXRKGFpHR5KT4VyFNZcT+nfYAIBqvz1KUtqng6sByLmyeJqKUUAWdJQAAFS5Lpsyy9CrqLV/l04O2jKOZ+FbArH0TseACyaNUHVjPveojY+I5JZAwwmYUaJzNVRV4KGqoqQgPXehoWsuIBaH7lUXWmA14ETZmea9V3n0iCmSqhpqjCvV5srOnqF76BHUjORfWz5zrqFHasuA6AlmCmPVDmfUkEGBrTK/6K7H1Qy7wcBZAMAggaD2Ru6eyjZyhpJ6vwAqKspKckpqSy4kAkBufX3LSEVUcKqI9Nz5SzeaXgpIq8O/raP/E7Ul3c98rarYdNHZ0orzFmopCPKOnX/qCZNATFLdG17I9C2JPjB9lKZ1Xic5+5wcr+i+iFZo3oEHJeGoGOoD0Y8F+hdFAEUAReCXIIASiK+Hndic6bxCYKzC8eeDHGGgEqhc70m/s1NVbolVJHNzD4rubpWVWmLzrAGA7MvvEIjK9wnE5ncIhP7drkENRJalDOdUk1gKuTVi9wwe8T1+2XmZqa9TUlJep6al5xSXt5FBZ37oHnXhQQ0ELtt3v4aY4rYbUXl5Ga9TkhlXZhRWY+FWP+fjBKKaBGqdFoybssajtHNgrz/QtbcEApd8ZBan8NZ7adkZDAFSXqemZxeUNPQwrqQReioSg9yvnzVdqzJj3DS1Q08HyBITZ1KO2y7lqSJLzz0p7WY0EWulL7/ocFDegAbiIwQit5Nccnku71Sjxy0EZszH6xNoFAYTUvQ/igCKAIrAr0AAJRDfgDqlvdDHWJxfcKFVdG3PgImfQmgtjouMjCtsbk90WC8voXc2opGxWyYU3DWWE1twPLCACkDmpa8gENwLHZsYGgg6qT7GTHmU4OYgLKD3VnhuFBw3/0IadmAzTiX2ttRUt1FAT1HYIQ3BuUefDmz625Odt6nN0T0ZVs/kAgRsQ31TB6Q9nyAQlTgA0s8o8QutdEppZLhAAFpnVUF5Ox0/YMKg08ltj7cLjVIyi29khl5Q8G3VlU04GrGnKjs5v6G/eVptvIOe8DTda+95UWJjLq6QnGNwPb6TgTyu6I6x3PQFR4PzP00gsttppKg904fPMQ2vZ0SRUNoK3NZN/Vt8IMhdjYXxT/19vLwfhsbm1jIjWj46MXvr8l6FBTzw8vYLjs6s7SMPzIG31/aUJqeUYJk0C0YEUXvr85OjwoIDfL29fR+Fvcqp6ad6b8v8E5+o7SVJEUG+3t5+QRHJJe+EI3+s/zRcR11Bel79u2ldaH1tZWkvHvt5e3n7Po5MedMyRE9H6ajKiXsa4OPl9SDgaVxufR/pg8H5WEN/02/kjrqilKiY9NLGniF9J7eVZSVFR2dUdOKGzMtv7jeN3NeQFx/1IvJ5xMAR/iwiJqXwvaH65vp/ekFcQ1FSRCC8px9Hpld1fW7aUNrhpYxJ/DylhPkEgBLTKH11WS9DHvp4PQgIe5Vb+97eltTbXPz6Rai/z31Pv2fJZW0fOKZ9a69RAvFNyBHb83wPzRcTktAyMrdzcfdwc7Q9vllbXnPNCf8qQC8LOb1cZs58wzMu99yvHtRXEFfb5ZpSz/AKtNYSkN70MH3AclDuoDNecLVHYUv/E578cM1IVrWrNT1UQPFbN4pLRP/UZRcPz7sO5hvlp89eeT0d2kxohJa4S/qzReRXHb5y+949N6cLR3du330muBGA9qy7O+SmzNY/5epx3/9ZRl1HTczVjYqzlZbtu+Dqed/d2eaI4bpDjtGFJACyL+pNk1p7J7lpoPtxR6R4ZU3SyqDzQcVDU1XRmQuMzzi4ebo5WO0xWH0+rq/Xaxk76/yb7XRAp/VmOK2VnCG1dL+tq4fnXdcrZnuNthzxraZ3lnhtl1dYZWrj7OF1197CSFd5wRb71+9NZVD7/PJ6BXENQzOXex43r50z0Z3BO0zp6GOGBiLBbC6/zPan+dD9FB7Pd0/mVrTIaCIB0utLS4SnKGyzcrp7x+H80R0LhVlZZ576CxJJ9VXGOO7RlRWfo6CkICUhq2V0+dmbTzzhaQ1R17ZrK8rJyispykuIK2+4HFXJXJPpvQ2lhTmvQ62WiEgfjMIPZuikETtjrRYpyCmpqqspK8pJS8moGV54UjnA/QZg/vv/9RTcP6grKyWvqKSkKC8lp3vQp/D9eTkAAo2Ma6sqyIy+b71Je76RZ/kQbPB1ie7HV6lJz5GVV5STFpdQ0D/gGl8NiS8AnTkB5zZpKcvIyCkoys2ZJaG22Tb8TReTuQ+p5G/+iH11e6/CcE6xDZcjqwcZBDndZafqJM6RC22Syz4xsb8KE1J7kaeh8BhBmXm6ugt1dHR0tBfM015n6vgCeqn/cQe9JdHFZOlcWWk5RSV5idmKa6yelnxq2nTneh7QZk5iaflFRx8UDfBbKr4y6vJGZXEJeUUleVk5RS3jq1H9+1e4hcA3p/tf2LFUU1VdVUl2jtoGi4fZ7/Li70ANJRDfCh6pqzLmtpnxSm0NFeW5aupaSzeZnvd8UdACl2ZyY3bwxd0rtNSVVTQXbTzuFl8x4BVYFX7jpK1HOnMP2BrreNzcLblxYB9DzXQ7tPdaNJbQH4XBJaZrtFp3vqa6hs6qgzciagZvSQqhJtrl6KYl89XU1DXnL1yx1cz5aQnc9+MaU5qiiQAAIABJREFU0h+cWqetoqCou83yQQ4JgO6yuLuntuov0FBVVZ+ns8zw2M0Xb+DTuS7SyfyCW2Jl90D3S4POH7zoV93arz3oynhou2eVjqa6qoq67tp9lyMqycTUW/v32r/qYzyZaNTmRPfTRsu01NU0NObp6G86bBeQ1wfIHflBF/YYLNJUVVHVXLB441GXyJL+5fUdkEkNGb7WRnqaqqqaS7advmFve9rC/lFWPQSuPPTyUVvvvAZmqULfU/svP6lh2DpwBX5WRnrz1DXmL9p44raX4/E954LrBjF5p4U/5wutNvLimtnTNQ4/zGvuai0KsVwsPmvxqaDyj23V+uLMVaaJLrN8mFnX3loec1F3Ip/auYSWfrJAzfGxPLjLQHkiG2b8trAhBILU/drN8pJ3dE51S3trVYrPCU2BUVJHopgI/zlQfY+kdT6rx/NKm/q8rm5pqUp9YCLNO9HA++MZWwnYsqd2uzYsVZrKM1py3e03b5ttirNfKyWoaOSUVNmKbS6Ptd8iNXH2uusv4W7gzd1Nc4RlN9mG5te3tdVmBx1X4RutYfWy9t+CuS3q6ia5YQgySeeIZ9oAQWt7eny54iQWhF3tVGwxc7l5CyoAgNRUWtKA+3zeuSEFiK25zvpj+ZROBGdmvE6CR2JiUnpeRetHXdKGFPwdPxKTL+jNFNU66plc046tSrBfNm2s0smnNT2DG4AhQtd4LR/HK3vQN6OmpaUy5d4+qZGT1j6ErImOb020VhstsND2ZXlre12W/9nlMwXnno7tn3y9b0KtlswWVja+8Sy7qrm1qaGxGfvjXkmAEoghI/QNH+lUUl97c3NrFyMO850K6ITeztb2Xtw37UJIjCgMbzKV1Nnc1P5RvkijEjpaWtp73qufSiR0tLR2DW2WTurramvt6CN+7LH0jszvfMF3tDS19rzNlvnOSThv6aSu1pa27vd2s1QyHtvc3N719iH2fkH4ndLXje3ow32tKo2IbW3t/jA/5cda+CN+q3p+fomk7BaX/AFpS70PqktqHgn4SIoRUuQRBQEF0/CSftsPoIbvmj5S4XRSE4P00WqSQwIDHzltFuOebPzsk9iTWt64LuYbO/9ywR8Bzw8SssVNbxSv7q2m/ocUjVJ/axHvyMV3mR7E77RC7mvJjfL3uWmzU22m+JpbbwkEKcfnsJyg9D6PwoHrq/0OzJ2tdtT3DQDEZ8dUJoht8kphVpl9Zu44sS1+xQPxVe+08Pd+aYu8vEFXc56Gqra24fnIOtjRIlcjXYMtyxSnC+mciPk4gegOP7vRcJ/lzUcx+Y2E/39vQwKxYuq0Ze7Nfz6QlFeW84XljL2ZXvUg+pAMv6xpZCUzDG1IFxtuLx7Bu9i9pX8RpxFqXbV5R+t7tAFAbEm2VBwptPPZwGraWRp5UGGC3MEIMgC0uld2ayVmLbv0+r1lekjN3/MRJRDfg95/V5bspc/FquXCjML47xpCa/6VCHSkeRkrimqfDmPabHpi7dZISK+2j3nP9RQAUOKgP11o2fWMemZwbIXDAv7xK93Kh2o8K66o8kzZ/kkCQe+tjTwsNXLaBu+/YPX94oGjx5tO5xY5GNOfQgTQqbhXR2ZyC5nGflp/RWtIvbNhjuiqm28JBGjL8N6nISKps9f5WWYNtr344cklqkuO+eXArXbV4+M6s2ctML7wIL6ktacl+ZL+HKVd7tmt/82q/cU9/8kXtkVeNJi/5MDlS5ZrNXWP+L4B5JSzK3S233C/aKQ6fd6xlx8nEOTSsGsH12qra8xfvHav9e3Hr4o+S7uIrbkuKwQmaJx5UVpamJeXl5ubX1zRCJPx/nlHhcdGiekLz70oZ2pPam+vmDxhsUNOE/MmH+wTNdpEmEv0UMKAiwSd3BtnKsotcugVALhKD4MJYzSuMecquSHLaeV0ocU3ygBoSnBeLSGsdcw75rnvbdebbj6hSW/6txyDNX/XB5RAfBd8/1lhau4DK8t7aQRmGuf/rCG04l+JQOOrWwZzpi21iWGqusmpLlvFxRfaPIXZvt49Us9pTJm55nZ2E3OpbLu3QmDYvEuFHUMWm8ILcz9NIOj45oQr+tP4pfeE/kv8AVCCNvJxyVikDRAIQMPlWslzjd746NOPd0p9ktMayXcJBADt6R675fh5xsxQX2mgN1dOafmpB7nMvWJF0HG1SSPHTZfRWbtuoeRM5Z13s1uGDMy7Y/mXfmuLvLhabcHBR6kZ7tvnzdt94/61/fp6++9l5wUcUhbUOPoJAsEAg1ifGe5pa7pOd77WwqWGR+y8ItIrhjLjt4gRW/NvLh/NPl5+2Yb1a9esMVi1cv3es54fuFq9LfAbf8q6sUREdIldbA1Tjdzpt0WIV+VMah1zQRgUnuy/fjSX3JnstwQi21yOa6zhYxrofWOnPWzcEjemTY7Wknd/w6yJKmczAO3N0+PKI0fNWrh5+6bVyxZrqcjKKOntvxVXzWQsg/V/4weUQHwjcGgxFIHvR6Ah7tbqOULLbOOY9zM5zXWbuLiOzRNGYs53Gkg5oz5ZbJ17TjPTENV+f6UAj6ZtYQezMADg0wSCTu4t8DmkOWmiyvHHlR8zsb7T2F/1hfJo3Wgu+TNZbwlEnrUC16j1/l9HIAj1KZ5m2zbtOmnn6nRu7wplyTmqq0/7ZzRCmtCdH2C9fd2O03ZOjrbHNi2QnCmrt8c1vvZDw+ZfBez7nWEQiHl7HpSB9ien9DXmTBwrud76cSXoCjFRmPp5AjFQFbW5IN7/srHKVP7JUjqHAqrfbwEAQGzNc10+lnf2xgvu7rdv3nR1cb7tHZpYOeQm+Eih3/SnzGt6M2bq34irZd7Tnf5bhUcoW7z+0HmG7Ld2FJeCVcEggejLsZDn4t8YSAe9by7P5xm/zIO5K6C15nttmj1x7pl0QMx/tGsOz7Sl5gFJucXlZcWpgTZrpKfMXmkbO5hl4PugQQnE9+GHlkYR+A4E2pI9NsuL6p19wXRP70u4sUFizrJrH3Epz7uiO03EwDWrkamBqL2pO45Pz7msa8hz8BMEgk7GFfoe1xURVN7vkT7gQ/EdYv9hRWmRO6dwS55MeWvCSDklwT1pZ8SnTRgf0UB0JN80UpZYdPYZY+kld1eFWy+dOVHW6E42HjQG7JEVm2ceXMDwVsI3ZnsaiY8SWGqX1tjvlfyHAfat4vYTiN338gGgpNqtmMnCv+pqbBMAHY/2yH8RgSDUZkY+uHHSUFtWUlFvm20Ec089VKBBHwhmBNnQk3/Y5+JbBrNmLrn8soqpgWj0XDOVX+tKdsMHfIj6bPtk7jlmGYMEojfpqDi34J4XAPSV39TnH7vQtWag95SmnFsGIoLaV4oBKT9gj9I0TYuXzEUDVIdaL5wxe61D0kcd674aP5RAfDVkv10BOpXc29nWwczy/Cn5qMSezs4uHIlJdj91Hfr7z0OAXBxySktCeZ8XU+FQF2SmLaG8+37WUO13v76gK2DHnEnzzOMrmPGHSSckRs4yeV7XN+Q5WGw7l2fKjoj+FB4D/aCROjLcDmiLzdQ6/jD3o37wP6/Dv6aliitqw8etf9jd70RJp2Ifrhs7TMVuaIgmwyn4rXSU+hSXtZIzV98qY/5GL3lkpi4qvd2jiPkLyHbcPFtQzeJ5AzX5vM4kifVeKcw9IKCH7ZYYLmIU9mYgaf1gmb/6A5NA5NABoFTEB/qGJJZDutoa8P8IBLE2M8zdZu8a3flauvqGh696R2RWM+f5e5AxCMTkqUtufWjle+/K3/9r77NDc4XVDj4uYBrC0s+o8ottDXwzNMUD6HcsLb2syjN+4+Pe/rudRmzzXc0/XONaFQCEhqgDEiMlTiQNdLi3MsFCc6K4kX8fAJUvbHVFxbfeHZzrDc8uLhWfvdYx6cdQW5RA/P6z7P9JiGvMdjczOu79oec+HfsmzveO57MsuLA1xt86ccz6YSp0z6tPeXT7TlBaNXycENtry2ta+t4SC2LR05s3PGJr+wZf7/3/JEDPfysCuALfw/NnSG92z4NbDmLJw30qIkpGrun9iyeuIOjakd1Wfvn18GzDg61iUxUP+RfB97SD1qf7JYbPMA6q7OpnhFQSAU/AZ1sr80w2CsH24fBExvDRiE0J9kYas+csNffLaKUACqEPh8PhieR/iUfScmwUeSbo386H0Sk0XL6z/jgeBetcBgQ0Yk+u1/Hd+22eDGzg6DQKmdJdHnNjtYTocqc8AKgkBpLYRNetkuPENji8bmWs4d05dzbPmaJgfCeHDBp8d0lPEta3DqtlxDnTG58fUeQTWHYjnWHf+NbJ8ceVGyQQQygt7MTnCQQpx+vYWh019QV66/dfcA9JLO34rIXtbyIQoDXIRFFY1sg9sxVORmz0cYUxwpvcC9r6NRJt0VcP7zjgmtYJ1Q7krPOyPAIr3WAaHzq1N8txydhhShfzaADQumtCdomMkDQJg2s7ravI/5DiJBFDL6i/IZZHWulNF9Y9F98EUcWXBx/TnjlnxYVYptv2d04ylEB8J4C/QfHO0nATBT7pY68+kIVeFeO4a+VGq0eQW5R67ZCbM9/yMbQr5nge/B97Zx5XU/PHcc/v2YiQoqJ93zftKtq0iUpKsiaUNmsoSyRkJyTZSpSUpIVCQqFS0aJNi/bu7e73dvdzfq9zt1YePD3PQ875o849Z2bOzHvmzHzmOzNnnFy2JBRDwqI+IXCJ78kXTVwrOkh4uMdhrsfp0l7yZ1/kYU+DL3wDAUZX0dWN5ioKOrbLVi130FdRnrP6zNNWjkWz/KyTEr/U6ug37DUZhDcXvOYoqRs7eKxe4WwsI665/PwrJOvTnCBIf3rQxcbKQm/m/34ZN1XVzNzSLuhOFwgC1N4n/sLjxv3GJ2dqb29taW5uPs/MzGbJhnPFP1PmMtszg81lpWbbuq9e7W6rIyU7b0dGKxsABf02wuB/k1Q2PmYbZ4hdZTHrTQx1NeX4x42fKqE9d8HqXQllUIb0tTw9s9pYTkrZ1HmF1ypXKx1Vzfn+sYVt0AgSpvRakJWijLKRvccar2UOxkoK+suOP2pi7Sn7DaXiB/XSk7lvgYbOmpjSIeq068ZKzcnagTm8jvag9OFzDvtuPRid8rSqm/IFk8Yp3aWnLCeJzD3N61QPCu0H+0GqiPezVFPTt3ZfvXKxqYKEuuuJvFYSW4CR7q+cOZ7f/Ow7DA0qq4y2e9vmSkvOtlu6erWbjbaUnNUuaHsEyHZG6S26sFJLXGaO04rVyxzmqCkarz73hl2hM7E16eGLtGSUjByXr1q2YI62trnX6cctAy2cfwcZLCD+Dr1/3S8AkNBdbW0dSMKA6h/bkLPJdJbR7iJozytsDwLFuwmQsZ0faurakJC5quHmRiN9u/3pkIAg9jTV1jQh8VDdVxExR1Tf/2Elb2icjvpYU13XQRj0nWRCT0d7z1CjIsBkYLvau9CkAbH515n86A+k49pK06MjdgT4+G/bH5XyqgnNHRCtvbxaU8liz71a3oAoqaXkfkxEcJDfxi17o26/aCGyahaIALM+5/KFc1HnYy5fvXLpwrmoc9Gp5VANwqS0FSRevnwl9uL5c1Gs4+zZMxeu3n7+8efKMwBVkRN3LCTI3z9oV2R8TkUvJ/k0bG20vZCQ7VnuWAUV11aYePLU2fMXYy9fjo0+ezo6IaOkjd0i0jBtZRmXj4Zu9vPx27r3xPXcyv5vNvd1VOXdOhO2LXCjb+CuwxfvvvpIHDSQ9KMX0y+JP7njXV5WdmEDakjZIje/vH87u7hz5GUVNHQXgsIcYrT49OMYZNT7J7eTH9UOrY0+7eW7vkNuK3945ciuTX6+m3afuvm0AcfpEoCMvCCFySp+Wa19XDbM3ooH14/uCvIPCAo5diO3qn98DKCRPhYknwvb6ucXtP1gdHox5wOpUMqBPlR9/s1Te7du9AncdSgmo7SFZcIcHSiwgBgdjv94KACDWB67zm6usYGhoaGhgZnDuvBE1vYRIIj9kLvFVEjOZfe5YFczfV39OfbrItMrWf0pVEXGqfCD8S+g+UZcAQENHbY/PhcSHlPYSul9dnq1wbTf+MV1TCznW1quOF7QTQFrbgb7HsloJ7AbMlzpjdDltiZGRoYGJrZeB+83subsMWkdz875O88z1Dc0MjKxXOwTca9+SLXxjzMZQw8A6NQ+Yh9lkGZrurJ6jrH70by2IVwZZBKBSP3yGncMYfq7SaGTCPhBHy+jExquLRaRWJbC3f/1C57AoFGIBNLgvOJ6o5FJeAKZwd4Dj3sR/g8T+AsCTAr0TjMGGWAKt6rMmBdePMwQPKwQ88IGmFQikcjbcJB3HTph0qgkYh+FN5ly0M1v/wELiG9n96/6ZNIJhcdXLd9+4mpSyp3ESxHr58gru5wuheKAbXy8TfeXSSpOWw6ei0u6cSbYVU/BYOXZYgoItmXus9bQ8r4EfTyPKyBYQxgnHWQ1XC+97O1ryo1wluIXM/AMCAnfH3b6fg0eBHPWi/ypv+8d69uwzYnrDFX1l4aci09KunZsvYmckvO5SjpA6UwP1JeZvfTAlaTbt66cDPFbvfJAzoDVAP8qm7H5MFJR7O7dp++Wj9Jg5diE9DdTBVBwpdG+q4++5Nl4/maAsHeYwCgR6EkNXhmS2sDpxo1SoKMeDCwgRh3pPxQgwCShOd+0BmjI6odh1mKidhegeTLYD7mbjaYqr03sYA1sAd0vzi3XVrLal08HkbkH7Q0Mfa5CcyAGCojKKBdlg2WXXkBzIEoizMQNfVLfIaF9slid3Vw/6clzD1YgaSBQGKotYrL3FYpjKqe+3aPDrx32hkJ4vU3pNxHPu+yhNCaV2N3Ughwy8vkPgfhZgqVhuzu6UYSfzg7+b+YvwKTjOpvaMKPdL/s30wA/a2wSICNaPiK/fIuQ/wgCLCD+I/Bf/ViAQW1+cHqzm6WBppqKiqqKrOh0Sevj0NdLWXMgZhqGvuaG2fTouIOG2sqrTSD6yV8LiNJDcyUMN6ZV9g+osQVEJYoJNhw1FZisYOG5aiXrWLVqmZHwb3843yLRO1PWiP9vooKVZ8Du47Gpz6p5Myi4kYD/wwRgAjABmMCYJgALiB8je5lURFawibS0/tLgE1fvZD24n3hgkeIsi2M8ASGqH1LATcrHvLMLdVSWxdR/qYAQN/S9O1xAoJlgaYjWFDGT1Zu3BfOO7dt3XS+lgwCxpfD2EX+PBZbG2koS4qpWfpffcSf/ceMB/4cJwARgAjCBsUsAFhA/RN4CNGyuj8x4Jf9sRB+rmcZ3PtmsIzLvKE9AzDQIfcVJSl9levA8JcPN9wlg76MvsEBEzBU38LtX2T+NjGOB6GWAiOj5U4QWRTegMFgMCoVCoTF4Ipn7DQEAYOB7Whtryp+nHV4gJaQT8vKHYAlHEiYAE4AJwARGgwAsIEaD4j8eBkAjFATK/ya5MgVau8SgtD45tVRlujhnCONDzmbDaeq+91gLL0gfH4UvVFO22P4AB4KdD/9aQDRFL5KWmn/4RSs0kYw1CYI7B4IKgu1xLqJTNNbFlmBZdwBy84ubsVn1VELhmS0RdytYAxc0TNN1N8mpOntYUzr/cRbwA2ACMAGYAEzgeyAAC4jvIRf+Og4AA/f20nLFqVNmKaprqqvqmC5apCciYngQ+q4upj43SGXc/wRVdNVVVFRkZ4nIGK06k8/68FjL/b2WqpreF6ug7aCveeuozNubAn01ufyEg4yqS3Q+6zskrbc3GosLCksryEnO2fagjQo+9Bb5c/Ye9ioMcsv9fc7qYiJiciqaGsoyYjNldJbGVNMIhQdMxQSFZsooqWuqykpIaTjuy+oYstzwr1MFu4AJwARgAjCBH5YALCB+lKwDmH2ID8U5iVcv30jLf9fU1tnaWN+ChFZOQmsgmqvfV78tykm6Ght3J7e0GUXifPmGgPzY1NyJgZxRsV1NTR8ReGgIhIJq+9DUjuYsiadgmkseJF67dDnh4buePgZI6mqoaUZy9y5kELqbqwszE6/GXrmRmvOy8kM7lgoyKaiW2jd5d+NjL12JT31U2tiNh2ey/yhFCY4nTAAmABMYDQKwgBgNiv9iGEwa7ZPbGAAAg06jf9sOFkw6FDB725aRkgMwaDQaezOiAbcBBo1KHXZ1gAP4FCYAE4AJwATGKAFYQIzRjIWTBROACcAEYAIwgX+SACwg/km6cNgwAZgATAAmABMYowRgATFGMxZOFkwAJgATgAnABP5JArCA+CfpwmHDBGACMAGYAExgjBL4WQREaWnpXfiACXyWQHp6+r179z7rBL757QQyMzO/3TPs84sJpKamZmRkpKenf7EP2OG3EEhLS8vIyPgWnz+4n9TU1JcvXwKsGfc/i4CIiYnx8PBwd3dfCh8wgZEIuLu7r127dtWqVXAhGQnP373m4eERFBQEs/27HL/Av5ubm7+/v5eXF0z7C2h9uxNPT8/AwMCfELK7u3tkZCSDAX0q4GcREAwGtAwRPmACnyFAp0NrWeHjHyIA4/2HwA4PFkY9nMk/ceWn5cxWDz+RgBijI1BwsmACMAGYAEwAJvDfEPhZLBD/DV34qTABmABMACYAExijBGABMUYzFk4WTAAmABOACcAE/kkCsID4J+nCYcMEYAIwAZgATGCMEoAFxChlLAAwmUz2yhYoRM7PUQocDgYmABOACcAEYALfGQFYQHxxhgAAg0zAYHGEviH7TgJMUu/Hipe5mQ9fVLSgaSDQh2gsf5GT+aCwug0L7YP5NQe0qdXA3amYFAIWS6AwvyaMH90tQOvD4/B9NObPsT84QKeSsCgkAoFAorBEysDcH5aTDAoRh+5lOcUQKAweICaNTMRhUL3sUDD4PhrvFiRn6WQ8BoVEQk/A4ElU9latwwIf0xcAGgmHhvgge9E40iA8I6UbYNIpJAKJOvzFg25ANBE9Pb0YInXI3nVMKolAojB+kqI7hBxUkvEYDKGP2l8yQRBglU0MgUwfHSoAk0rEYQYfWHzfCFk1JHrf6U8GFSqZ0Dvd+1eQBhRiDL5vSNGDXnSo+BEpn3i/AQZUsUK5M3okYAHxpSwBUndBhK2MosHCHffRAz1halJDrUQnjJ80RUhrccidoto72+bN5OObPIlf0+NIVuNAp19w3pJ39WJaOY7GqbiYHXFehkZe8e1f4HXMOCE/PbTYzCnsURNuYCs4ZpI3JCH4hpzT60xlp0/hnyIkbbjy8L1q7BAXvJ+MlofHVs9TFpk6ecp0cZ3F4Q8+YDlituVeiIfFbCUpkWmTpwiJa1hvvFyM4txiUhClNzbZa0oITZ40WVBcw9rn1JP2UaxCeLH7nk+Y+NKr/laq4oJTpgiJq873u/IWN1wasBIAAAwahUxsL70X4eUScKt5SKrI7SWph71ttOVEJv/x2yy73feqKWwXTDqFTKUTXp9ZsXBj9OuWviH+foqf6FfxwfOlZWyD44pR/QluTt3nZiAp53aqpInYf/Wbz2jo+qSNs2WVNPUM9FmH3mxtffs1kZk/Zh3J7MiL8puvNlNg8mTBWeoLd6e+7/1Up5OJeXPZx1JFDCrEEho2AXHv8NwKEmDSKH2EnvrnZ71tlsfUjgiX3l4Q6zvXxD0stWHE+990ERYQX4iNiW99FKQyjk9YSkLJI76H54vRnH/aSVl+6YVK9qXalL3zNWb7xlVC9RMDADhSHGAy6HQGc4Ttslk3+gV7tpfgbyZHG4nc2h/19PzOXeeforglhffgkU5YT6H3BzaSG+jap2PzKR+s6wCd9gWBsx7A2lh8WEQAJhMKYmhHBGCw4XAfTq1KPbr7SNK7blJ/qqHtxOmfbPZYdz/RInBD/T7/o19f3qA7S9Hl4L3yhorsEyu0JDWWnchDjhjZ9+cXKYhpe0beL66pzo9eqcI/0zX2PZpV3byMcF4SeOzWk9L3te/yrm7Um/K77IZcPAiCTHLPQz/5P2fMC771vLK6PO/qTnuZaRKLztWN+ISxepGYt1lpoqjNnuSiqqpXd/ZYi05U3fyUNGJqKdiWJxe3ersai02Yqr40ZhAnRuuj427qM+WtAi5kF1dVl5dWfejiSriu4tToA+vt1AXG/W584NmH0WgqR4zf93wR+fjkcrVfxo2TcjqY3sB5d+nFx5cZCo8bN85417Ma3EixByhEAmV4b3okp9A1CuLduYXTp2h6n7+bknQLOm4m3ErLKWkmfMrH93y94epqTUlVl31Jr97XFFzx0RIQdTz9uos8UpTxj/0V+Gba7r1bXFX58vYuK1F+9a0v2C7pfYjCqzs3rrCS4+cTt4h8O4J3XFXqbvuZ48YJmPpfrRrh/jdeggXEl4FjEJrv+2gIa/tdPrlATHzxpVa2N4D2MffccgNZo8CbtS0NtQ0fim6GLdbXtgu5Vd7c2NSFgVpAeh+uvaowOznuemJmYVUrlmfeAyg4ZOObx6k3b9xMe1xU8xHFpGKaL7vNmGAQnFPyrqqqprGHDICk3rb2XiIAAtTejw2NHQReMwnQyejWD01dBOhNBehkVEtVYVZiXPztzMLqTvynBj3ofdj2qgJWbLIKq9o4saGiO5oamroJNE4TDfQhWho+dGBpAAgQuhobWrt6Oz6U5CTfuJGSV9GOpbIeyaSh2z80duHIuO7Wpg+NTW0oMggCDAq69f2rB0lx8UkZz6s6cGR2hBlUQk99yeN7N6/fvPOg4O2HbjwZeha9D9NW+SLjdnz87Xt5JdUfe1l2OSquu6MHwzXm04m9rRVP027G37jzqOxDF55rfmbiOhoa2hCozvrinNvx8Xcev23D0b4sO78bVx35p5boqC0++ootGJnlMWv1NW33ZraMEMOXYfNmqq+6XYVgV82Ym0tnTbM4+g7B6QIP8EG9v2rGn/KbntNBkIp6tknpDzHvbM7tvs6KCPNpUm7xvQPcj/VT4p1lInxGh+rYdj0m/f0hIz7hZakjNvIUTPPjS/v3MBZUAAAgAElEQVRCt3o7asqpuw0SEF15R1w1lO0P5Pb3H/rJdbxKiTl5cNcyPaHpFgfyf1IBkXPU00ZfQ03V1MHvYhGkX0HE3e32CxbNUxaRsN6RN7KAwOaeCj2R9Ky2FYFj1Qn9TEc8gwSEk7ik46Uf0+IwOE1lRxfIq7mdL2pnv9PEFC+l6aahha0jiCHc7aVCfMZHG9hVNINcddCAT3RlGksG0/t6XlwN270zaJmBlLh55LvBDwFBatuTE97zzY3mzjcxnrM+dmwKCFanldc8DkXw3/5m4D4mr1KcMe/oG3T1cRsRCcczrKEJSsvLcy4i48aN+23C5GmCgtMEBQUmT/zz91//4Js4cYKI2abrJUSwK/f4KkNpkVnSCnISQlNmGftfK+pmdRrRxbEbzORERCXl5aRmCk6eOnsHIjfUSnrq/8b9xjdVYJrA1BmmB9+ScVdsf/vD+hIOoDRcsJk4Qe9QDYcEE9uYtl55smrgUwYIEhpzjy/TEhUSkZaXlxQWkTXziy0eyRBOaXpwfPmA2Jj4XXvTzQTBrtQA/alTDXal1+KhHKCUn7SbOU1n0/0WGki/5cT/u9z8FRaq0nJKCtIz+Kcoe8XVUUCQhm+JNPmFz3RrVKCt8vRJAhL6uwtAoOPZ6RW6M4WEpeQVpEREZIy9ol9hQBBEV6TsclCcLjRLVkFeasbkyZrLTz/pAMGexydW6UvOEJVWkJcRE5g0Ze6u+/UkEHyxVWWKVsCjeqjDwmjN2u2gKDJDXFZZXlxQYJbJ1uRaAsuGgblk/b9flV0DF2nJSCsqSs7gn6bpncRRdv9tcfnip+PKbvkaK1kEp3GbJPSjQ87qOh7nXwwaJWOF1xzjqiDlcLS4lds9qTk6R0jM40YTnmOt6n8qMmGJ4AT10GIGCNLxNWdsZwho+d6p7UETKZSeyrsb9CTNw1/1ux7zZ8DrYBU+Gd+cPrZJDGAQH/tJ8ykFv2LX2iOln9lRdHGphoJL9AALRHPWIXtNzWUnn3SgOxrrGxpbOlHDhpvxaf5astb78hpGFCcjPWksXUPmHHa1WOC7Y6ufvfniQ9mdINhwfoWl+96Tu5Yay5lvezKygCC/OumuKyEia+AUcPzOy9pWBJ7VQfkUGAri3XmnWbNsTlZQKAT2TAgccfCcn095/e6ut91crSVntecBVOmxjg9R9rPEF12s7Bk2jMEs2KY8QdYvj9MzBKi4nA1SE9V2vu5PFBPTmLZBXcT08GABAWDeJWxz0LfZdvfRg7Mu+rO9Lv23AgKg9WE6m+uqKsrLy99Vvq9rbOvBjjCfoz9dX3QGMFHl928+fP9Fjv9tR3RcY9JSGSGLU/UgiHxz0n7mrPknODHteRXvYyJnEpyJJBNwBFLzg5PLjXUcw7PaSSQiHaRWx20005jje72cNSaIfBg6T0pvXUI5DqTlbzOcJTV/98OPLJtCb+nNMzeJODw+dbXoRNODpa3dvaheLJkBEONdJk9adI0AAhRE+loZfu2dRSyRRUfVJq1UFrGG4kGsSdtuLK6x4VYtpE7JTQ/CFmjqLDk3zJDFeH99nZmGmc+1ClZsEA9DTaT0fG+UQp1R2ptjzrKCmr63q5GIZ3tMxRXdot/ioFLMSF4mNH6W+e7U92QABJhtSWvk/5y54j4eZBDbTpmPG8cvYeweGpN49/799ILKlpzdpmKqq+LfQ5YA8sf8Q05aGk6n3gM9Dw7YKiguuVAMXQcwdTlp6fnVaHrpWRcVpfkHHjRBSWJ0Fd9OyHzbTgLBl6E6wsbbnkDdONSdldICql7XKwmQ1440f80J010SPkJVDPbaovG/i9nuS6sjgyCd+P6Cg/Ck2Qcq/u3C8Xee1/XikrumtP3+x6zeGiTdXketUFW3PZz9cViwJeHzJOQXXyjr4uqF7qsLRSZZHavBDDZBALiq07ZCk9W35rPG4QEq9mWkrfC4X2eargg+fCrc21jDYteTkdTlsCeOlQv0eyumT9Dc9YojIEAmsWyvznjBlXe5JIcnlN5eGLVEfZCAwLy8vF5fSnGeu/dyW31VRXlFzbkrDySVdg2q6tEpvhoyP7OAWGxqtSn50cPIxXNsdiS+uH/IxXLl6WeFCZuNpcy2fkJAsOijylOPbbTVEBdXNfcMvpD55kM7Ej/ytEgKouLCIkE+GZuNIbuCt2/ftnXzzojo9ApuEzw8L7/jK2/PLlSQt4980sK1nPbeXC41xTSsBKoFBx+0FE+h8Vqhb7gCgoZ/s0t7gvCqe/0qmIGuS16rJmI2SED0teQcXznHcPHxQgrY8/iQg+7stf+lgAAoiMqsc9vcLPQ1lORk5RVUtfRNbJbtjnvR8jclN5P2ZpfKn4ZHB1P7Pn7R8fXXXMWnW5ytB0Gwr+PNGXuxmVYRZazIYd/dCzJXmLc/n207wRbGeJnqLT75gl15l51faTDbZnt8wYcPNZVV9S11N/20xU235DR2ZgVqiBrvfNzAbTm4KX2wfuZEixO8ORAgT0CAABX3dLvmFHmfxxQQpKMrryyRlXC61gmCmJrk9TqiBpvTGz/WV1XWNNTmXQu11tZYd3lA7wkKHig5v0p3tk3IgNhs0JYw28SdtdcUv1ZbQnv5xgUqMmab77YS2NUrI9lDYMLCK0TOtE4mrSREbbyE3xMmQGo9ac0n7JbIq0HRH7I3zhbSCUxlReR9fc2zhDBHbbVl16o6nx6yU5SfvzPpbfPH1s5eTseN8urMEnUF041ROVXNH9u6sVTu1NECloDIa6KAxIQls4RsT9ahuI0k4pIN/2THK50MJiQg+PjdUjjkqNjaSDM+Ya/7XJI/wv/2/AsuGlILD+VzrQr04gtrVFWtwu83DYv+y70ms5Tcr7zt5gwzgag4F1G+uRFVaK5nyEtf55MDc6cLaKy/w7HwMimIssTdLqYWHmuXzlWeKSSqYLcztQrFrbGGPWYMXqAlu08dr7u3jMyZlMMkVR7QHz91aRK3UA1P8wgCouPxWXe530VNvA7FZ+Q9z8uI2b5AbqqY7Z60DwNYwgLCZJ5vYiOl9oq3pfX8Oep6zpsvvyX0pvvrSXxeQHCyAFmScsLPRkVIUGqOR0hCGWS8HHpQEBXRiwT+EDVc4rVm1cqVKzyXrdl86OabEYz+Q31+f7/fnLCTVXQ8ld/Kfaext1fL8BuFvmod1pxSb7lNGa8XVsVRVQCN+G637nihZcn9Kni4gAAwFckhdrpzA27WQjqj5UGEg+5sr5hR7GR95RwIbFVi8HwFOVO/i/mNWBpAJ3RUPIzaaLtg/Yks7sxOGgmL6Gxr70GTuc0BtIyHTAdABhHV09HejSEPmkTHIKK62ts7uxFF+/QELE5zMxlgMoi9ne3tnQgst35kzTQlQQqMyaCR+3jhc738U/9p+IaL9tN+F3M6mHgzPi4u5uReJ9kJYub7i6AHYt/eDZonP3cfNJAAgiCm8OIaUz2XE89ZChKRE+6iJigooaZnoKerq6urp6+jJDFzfnhBy+toV1nFJZdKOwdUPqwAstfNnGh+vIE7iXKAgAABGr70iLGA+MpULIh9d9pBXH71XRwIUtvfnFog+L+p8nqGrIfo6s1WV5LWXxSSMMScg8gKd1ERFJRS09MfEBubvTl1XHt5Z9wK+anjxkn5PexkDWVAMYIEBJ/9BSRn7Q9AbYuynMDvnkQF+1pPzp8osobXYlO73sUsFPxlqlx/RDSU5fQc/BMaQPy7hM3zZEREJVUNzBcs33z89quPJBBkNKQd9NQWE5FQ0DaZ77x276VH75GQHClkC4gWGlhz2HSG0rrUNhz3DQMf+YhNmL23lM4EIAExyeUmZ747DddyZv4kkTXpbCXHgvnd/+kuuOyhI+tw4DG3vuh7edZTVd0h8kHbsLiXHbKUVFwSU86zQLTHOghPnn+qDsNTcH0dL067yAopOh97zenBADTk8726U6W8MiClSie3P4larz9jippXctewB4zZC8zM1SITtEOKOQICYJKKQzUnzFid8emiMpKAyD3hpK3uca6Ex6ns3Eo1KZPtqe95hROEBYTJvA1x1SCIzNo1f9a438x2368HQWyKj+4XCQgmCdXZUv00xneO5AwxxUVnqnms+09YcyAkpBZe6e6/9qOeVZ5zVlRacCzvI7cZ6In3kBSYG1HaPmwVD+PeSuHxOrvLeQKC8DpYY8JMr8z+tA8TEMyPz0+7yAgbrDubnJxwIyHh5FZXLRkpk5UH0wvfD7dx9Af0FWdfJSAotel75ytorL7IWXHAfQ6mC9mLgpbcMbBNhXei9m/18/Hx23Eq+VULa3iWVJ56NibpQdat8weD/dat33oy/X0veyIcgGsuuHF4u7/vxqCQw/vcFQUs2QKCSUW8z71yeHugr6//tv3RGZW9dBAE8J1l92LOJOaVvrgbExl5NuHZcDMvN0aj+Z+Gqzlvzf+7qLqejjp0aGqpqypJzpIx2/0cAEHc5wQENu+gs7aW/dbYnKLXBc/yn+U/e/78RcG7dirYdGWprLTDydetQztB2d6QBeLDSAICBGnE+vMOIjMXnisrPW45S33LU6jcUTvLzrvKzDTbnlpS8vJ5/rP8/GfPnr8oqWruGWIGw+ZGOGtq2e8YEpsWDOfDFoz2zJ12OmqSk4XN99yv5Rgg2ALCIRrFFRC0qgO640XX5TAgC8R8PpHV97iwaT2V19xlhIy33CkeEJHiyg/drIhQUG1F92KPhvguNhSbNN04MP4t6yUhtVU9uRkVvnW1nTL/72JLzpYiQfD1bmgII6+FBraesRaWWhbfwp3rDlLvec7gMz3yfmwICFJFctBcFbPNdzo4EHsy9zuo6a289HqoZQoEO697KkvZHnzJWyFYvl9PQGZNSguB1X4B+JbHx1wUZql7nCom8syaNMK7PbN/E1qWzs0kENuStV5xkuyqVK4u590Zuyfv9ulMlFibQeDOgcBkeInzae0bNsbXT4De/vKcm5qiSzRkdGQfuNeX1xmozt+fzVsi05K42UTRwO/W2/4XDZ26UVPGOuzpTzsHYrHJvA3XIbDElzHbfEMuF0JKGJn8VwKCQehpqnp1P2aPt5OJqqKW3YZDia86+nUZNw+g/ywBISbhcHHoCtuBjn6Q856UDbpyFjszarn2k6pIKxEZt+vViH67AicpQOke7QmS6x6S2KqXSUXdWyk2UXf/gPkODEz9HW9oCINrYWB0V6WG2GtqaGqqq6lraGooSYvw843nF5S233T5+ej0IL5GQNA/ZB5w0NT1TvhUw9356OAyMyNrz+Ajp48Fu2rKm2xKKMeAIOKqq7SYgu48pw07IyL3rlDnF1oUUw21kITiIzbSEsaeOw4fPbzHf4GqwFTLM1Cfl9SSsdNcUX1BYMSpE2H+zkYqZpuyMCDYVRLrJvHHLEMHcx1lJTO3rZdLPt2DGL0CRMWXHzOfJuaS1D9szERUJ62QFzHY9gQAyZWfsUCAH1O2Wc823RBbwlu/REH3IHB0ECg9aikut/BYbjO7HgeInU1tUP2W5y85QXdPKW+pQf8QBpQkOqklcYXkJNWlXnOljfeXs1NJbHkcZiuttuIGbySNTsajkL3DliQ0p2wzn23qH1vCa53I6B4Elv21nL7KS8tUZa0PZOac8VSZrrzqaimSpfJYFgjr0x1sAUHvLY4wFxB1vdkNMolDBARIansZYS+h5HGlidsnZpAJaGQvnohHfKyv68Cx3wp68cXlKorzw+7X4hAtjR/RfeyKgnw/UH+a9vpHdVSweA9LQDT2QcYIPUGVVYkVkISE5klk+ipMUtryBM8AWEMYP7gFAuwtilljrGy1IwvBysvevHAndR3nI0/YbzcdUfU8MzWnjL1WsPK0o5TSwjP5bNFJrzpmJSSyKLoGGo1goGtS99jJSeiuvvCGyAQABh06oDmUfXVRtlMm6IYW9LJfFkrHqyhnaSGDkEKeyGCXorH8l5IbIM+nFpjXBQlugNad468yQXZjLuvVAxjUrvLslLTHVdxPF0BgyB9fnHVVV3A+D81ZZrLRdT+LctdTtgtJ72L/Rj4MtVPSdj2e38liB0BXkcm+GjJW+x7Xsl74nwgxCwEy5zBbQLAB8YoU4rMCgomoenBp33onMw1FDfPlITGPP5A/B24sCQiwPsZDTdkmLLOe1ZliNkQtlBC1O1LSyTZAkBqfZ9y5V/iRNcWQ9NBPmk99S34PBBegtmVvVOKTC3rMrWoBEKQg3yd5qYmYHoIaBuYgOz87KzpzTzgZ6fsMHdvm5dM3nHyNgMC+velnrj5/zxNW6hjoj+V5aUm3U1Lvpj0qacSCzNJTbgZmy08/bsT1kai0toTVahqe58p7QfQND2n15fHv2aoKSF0mOsvjBpoMom4vmS7ifKOD1U4xGXWHDVhDGEzs2+NzBRU3ZrSTiXg86uObhA3aEguv94Lot1eWygsaByRVo5ggCIDAl68d/gYybC8ABfl6p/afou63Bw7HMZE18StlpymvzyJRau/6GYkbhzxht4Lo5+eW66k7RuZzbNKYois+FmpatusPX03JzEy7cTbUa0VoYnkHCLbf2WyhqGix4dCV1Iz7iRdCly/d14smg+3xS6SEtLxO3067l5xRgmAQrzr89odtLLfJZ5K6s33Fxo2bOGtBNO8bVdSeihu+RrJq1huP30jPyki5fmrXxqA9l/O4U/t5qccUX/KxVNWy9eHGJsRrxe7E8i4q0JW7e66UvOORfGgJcs89f51pIlb7HjTgWJMoBccruhyMSbyXce/mKV8TWVmrsHwCCNIIHyPn/jptWSoveJCGfp8YZCyjbOkTGX8vMyM1/nRoQNCemOc1NRmHls1zDDgWl5r9IDV6+xIjo8UHHjQ3Pjrl42q/avf5pPQHWUnH18xVM/W7UokGwcIdKlNnBz6CHg/WX1s1W07LNeRicnrajcPLdCSVXM9Xsr61ho21/fV3hzj2uwbSsM3H5/4m4Jk6cr+lP5Lf1xm+Km23vZq6je+Z1Ky75zcv0lG1CIp/wxGr9Vc9tcdPsjnwrJlVTbTcCTBT1nTadjYp497VUDslcf2A5GaWka/5gvWkP8YJW206dvbU8aOs49ixM6mVFJBJ/pC0TmfmTJ3lEfHpmWkJJzYv0lAyXBdbNaSO/76ojHZsqCXH7GQkjX1O3UpPv3lig6GktMOxEnbVS8XWXbD87Y8ZjlfZC3go2NZn8ZHhu3wXqQhMU1i49cT5a6kvP7IKFbHm7p6FKsqmq8Kv389MOuFjp63pEJJSwe4cdJXcj4s+uddTV3iilJX3trAjsbn1qM+2hKOdyP8+PER2uKOuodflsiGFqydxrdZ0g6BH1bx+1MC44tMCzPTmLd5y6l4FmjNLZeDtoeeUnvIzdoIiVlHDpwkNdfoD/G6/v9tGQ93eP/Jmxv34MGd1SZ31cZUodtFkPguQnTRObksekrUWnlJ82EZaco7v2cT0ewnHvQ0k5RYcL2OPfdDJyNe3jkbs275cR4BvpnXQiaiYG08auOMiPAwt2Qes1dRXXuBaKHg3vv3kawQEoTJ5i7na3G1ZrCFzck32cW9zHV0Niam/TLPYm9XSkrLJXFvDwt03eNvmTVu27/CeryzjdLisk4m54SE9Z/ODRjRbVz4NVBB2uYSh0J8FyPLbXURyFmdTyvbpClicAUFqR8KSaXxaHju2b960afOWwA2rF8zRtjtRCaLLY1cb6QRl/5stBIPcmblv2bLwHO40ATZqBqYp54j36h23a4ndb67s3hiayPpwFLQg4uHZkG1H0rnfpwNBRntR0v5VNkY6mpoamtr685wDLz5vwUJvGK4s8cCa+UaztTTU1HXnumy7gcZTQZD45mKAo7GWpraW3rLoOmrf0yNLl0awNRv0bCYFXxzl5bpyT8ZAExRA6i69ucvDSl9TQ0NLW8fQcumOmLzGocMjkAmjvfjW/lXzubExdw689KKdCnRlHly7bOv1dz2c1hj95MhqpxVH8tpprFUYE+RNnSwNdXW0NHXNl++7U88qmXQyMn2f2+ozrKkg3BII9PW+TdrjaW2gxY6IxZLt0Y9aiPi6B6fWO5jM1tRQV9fSM3cPvQEZKJmtz6+EeloaaGloaqhrG9qvO5H7AQ1ZGt4nbFm141pFFzs2yBcXN7uYzdbW0tTSt1t77EkHZ3IN6ckht6VHnnMkOIPUkxG2dNXZos/1XrjR/J7+97W9it+52FRHTUVNe87CzTFPG7kTItpvB+jL6GyIe8MrfD0Fl7cvmaerpaGmaeDgE1XQTWK/DM2J2z0WL1pga2U+j3uYWziEZEG6k0lDvbm2fam5rqaapra2obXn3huvuJ3t74nDPxsXWn3KPk8LPU0tLS09i+X7Uuo5NmIGviXJfRb/7ODnnOqW2FV20dvA0MzSxmGBo4OVmbHNip03SjmFjNb17s6BFZa6GqoqGvpWKw6mvu3m1tI1d8K8FhiZWto5LnSwsZprbOh+/MVH3pcC/9nEfS+h48pTI3ftvpDXPERAYAuit3mHXKto6x/rGRBlSktlNYr+xb1BGrY569Ba7/CHw/pHA8L8gU5RRQn7llnqaamraujN9z7xqJW3LLs8bPZkUafYGt54NqXuTugyc12oEOtbrQxLa+AUYpCKa7rhZ2xsZmFtv2DhgvnzTKxdfaIKOJV5PwtE+Z3wbVujckZxrfvXCAiwMz9qmbbygqMFnNeJFTN09oFF8xxCs9uakwPMNDTs1u06cvTwwYPh4YcOR55Kft1LBZFxS6WNAzMbuAIiSFFkcSyGQnvkIznZ8TKKIyDoFQf0OAIibvEUPq1VEcePHISOiIjIc9fTytFAT2nsagMtv/QRS2E/pe/yjEnCIDq7UCNsQ0Dq7WzrQA/a/wIEcV3t7Qj8F79TnCRDWx70dHT14rmV2qdQsGODHulL/8O8sFdhXCPT+no72ru5lpBhzgZdAOhUVkRY60B5d5hUIrqrrROFH9wvY5AwPe1t3Xgy9wNRPA8DT+jorvYO9Ch9TX9gwN/HOZ1EQHT2YIkDcw6Zuslc2y44vWZIgSejejq6MDTGkFr68wkBmJTejrZOBFecfN71WL1L7Olo7+GON0OJZJBa073lplucGbJi6bMAyHh0VzcKP4I+/6w3+CZM4FMEKBhkZxeawl13wHJWc3iOkOrGjA7ikBed2NPRgRhYiD8V6L9x/asEBIh4c83bSF5/5bnS/u91d6aFWBlYb09vpZafdDW18Y8r5Rn7SRhcHxMEe665DxcQaDKz6az5FEWfXBTUTgKMrnQfFZaAYKBeHzIR0d9dxBVQTDodjyaCjI6SH1dA/Bt5+c88g3HLeeKvFme5qzD+mYfAoQ4nQCs667Nq6/mnbPP58Pvwlb9PAKBgy065ma67zZ6C8vcDhEOACYwSAWyKz1zXE68wg7tboxT4qAXzdQICpHeX3thur6druXz70ehr8XHXYk6HrLDUtvA686wLBFvuhbjNm+fiG37+WnzcpWO71geczG0lgcjLi0Q0N9yr4+zn8HiD2CT7C71EJth0w1NdYe7GY7FXLkVF7l2jP2WC0THWTMHaBB9jDZPle85ejY+LjToUuj34xBMs2FMc7a6m6D3yF2hHjQgc0GACzDeXgvzO5hO+rsM7OAz41zcQILWWF5XXdX5q06dvCBH2MpQAQCe3lT5+Ac3WhQ+YwHdFAF31NL8aOWDH3e8qdtzIfKWAgD5ZiGrMv7Zv44olzi4uLs7OS1b47z13r6QFyzK+oiqyoravcVu82HWxs4vHuvDk8l4aSCq6sud4ciWCszVS/Z2wnbGFrG8JMZqzj/suWeS8xG1F4NGr58O2ncljRYxJRb6JD9vg7uy8eMmSJUtWB5+6X08DCa2F8ZERt98NHEDhpgP+DxOACcAEYAIwAZjAv0jg6wUEJ3IAlYxHY/B9AwdtufGmEHBYPHcrJO7FT/5nEtDYETUBwGQQ0Gh4qPGT5OAbMAGYAEwAJgAT+K8IfLOA+K8iDD8XJgATgAnABGACMIH/nsDPIiCSkpI2b94cFBS0CT5gAiMRCAwM3LdvX0hICFxIRsLzd69t3rz51KlTMNu/y/EL/AcEBBw9enTPnj0w7S+g9e1Otm/ffvLkycDAwG8P4sf0GRQUdPnyZQYDWkL+swiIlJSUnTt3BgcH74APmMBIBIKDgyMiIsLCwuBCMhKev3tt586d586dg9n+XY5f4H/79u2nTp0KDw+HaX8BrW93EhoaGhUVtX379m8P4sf0GRwcfP36dSbrA60/i4D47209cAxgAjABmABMACYwhgjAAmIMZSacFJgATAAmABOACfxbBGAB8W+Rhp8DE4AJwARgAjCBMUQAFhBjKDPhpMAEYAIwAZgATODfIgALiH+LNPwcmABMACYAE4AJjCECsIAYM5nJpPWhEZ2IwRtYcVJHJ2F6uhG4vq/ayJSM6mhDEL5gg90xgxBOCEwAJgATgAl8MQFYQHwxqq91yEBU51zctdbF1nKe5XzHpd5bD11+8K6T8FVtOPuZAB3x6PS2nRee87YpGyku+IZnx9Y7+VytHOFma+7ZdV4bY/I7Rrj3yUsv9tvODUzqInP3jP2kwy+4ASCqss6FH47Lh7eGGkaL0PwqYZ+X03wL64Urd13Jr8MOc8G7wGx7fi1svbONpZWj57YLT9tJw/Km+d7hIyk1AzY2ZVJxr0+vsJ1vNc/UjHWYGJvZrd91mxfmT3JCrLpzaONSeysre/eNh+9U/tXuFzTEh/yEs3GF/bts9TUXJR8JXO/j5885/AIC/APD4/LrhmyOjim6eWzPqfTa3r96xpgjT/xQkHhk87YzacVtA75QTKzMuBi+ZWvUwybEaGxgSid2v76+e9OmwABOTvht9PELOZb0uvfH5Al0vkqK2LjE1tLSYWngmZzGEXuAnKQRKpMO+rrZWVnbLw2ITHk/oIDRSe350ds9Ha0sbZzX77v6rI29hSel633WybcCMIgAACAASURBVKChhTYsJqO8a3RowQJidDgODYXZnn9+vZm6tqV74N6IQ+G7t65zNZUX1fO59rJzqNO//s2ktt7ws7LbnIL8nFtUeep6fVHjsIIRHNXd3KSnbRKS8mGEe5+8lLZs6m8Wx5sHbTH9Scd/cQNoK4wN8li5P/n9sCbvL3yO8dv01hcXvIzV9BzW7z0UttFljoaBx9GHjQOq3wHpxxUccTdQn+PqF3owfOsSPVkVp+MFKGi/WxAEgY43mcnXTgTOlxWQXf+gD+B5Y/QhUjyn/0/YetuJE8ciIyMjjxyOPB2f+obn4Kc4+Zi8zkBO3XZDaHh4yAZbdVl9nzutIyecTkJWP0mIjvC1U1PUX365nueqr7noTmS/gAjcsm2tvaaoysKI7EFvVVPSFmvJ38dpbstt/Kze54U7hk56n57zUh83buKcwBuleG66etJ3Osj9Pu5Xs70FdbyL3Jvf8J+KrIpxFZ0sa+W1eVMApOX8Nvr6hx6/XfRDCghi8YU1ZpqGC713HjwY7DFHQdnu4KNWwpANvDmUWm5568mo2/nuDg8PWT9fTc54Ywq7R8gkowtOLFKR1Vuy9cDBUH/XOeoGbkcKINjU7vfZp/oFRMDmLeuc58gqz/WPe/cN6EfwAguIEaD8/UvE0mvehorGa88+7yJRKBQyEYtor32ecO3uq7qefhMEGdnW1NiOo44wSsBAtTY2dWA4rS2ThkN0diF51guAScV0NNc3NPNcgCCIfpvmN0dqbvjLEaJfn7jV2NAqPL0VBAndrR8ReE6z0+8UwHe1NDZ399H6o5e+UniibVQXiQ72dTV9aMMA/a0S1GIBNGxXS31DUxtq5OauP2zojN6HQ3b1oAnU/kBoOGRb00cE4fver3ZwMkb7F6EyMchC2XDtlSoiA2CQahM3W6nNWR1dPJIV4uONlUqyc0NS3vSQabQ+xOOteoLya5M/4liFhPHmSvDGdStsVaf8Kromc5CAQN71kp5qHFEFgkwa52D8ZHurluzX45d0v1HVTSCTCd3V15dKTtHbXzpiZvb11t2N8PJwtlAXnanuHlPHcwTQ+vCo7q6ubujoQRN7Xl5cpSNj7H+9nMhzg8074j7X2lD2j990g7IbfjoBgcw9ttxMcsoUMbNVR7Lb2FQqL66wN1Oe9ruA+c6nNTgeqQEnhPKs9NftFHp/zTDg5vBTCuLduYWiopZH3+BwSFZmdHd1I1BfOT47PNz/5ErnnY36CsZ+1ws7yHQGBfUi1GyWnOel98gRNodiFIVpT5L0vPkeSSST8V1vr7pJTDU4VAaCIAPfesdbXkB3y6OePhqNjCi7u3uejOLyuBboHoWA7uEWWhQeUXZ7u6WChlvk8xGz4usZwALi65l9gY/27AgbadklJx4Psm7SKRQ6na0WegtjgxbMVpCVlZKQ0ZzvH/8WTeG+Pz1PT6+11JSXk5eVklaabbspsR5gELJCbB32PqKCIJPcmxduoyQjJS0rLycrrai7aNvVNyxh/1kBcXuHuYHOwmVrvWx1ZCXEJFXNA668bCezU0KuTjngMUdNQU5GSkrOwP3Qo1YCq026v0qEf27Q2W3Oc9SVFaSlFecsP12Mg2IJ0ImvjjqqyUuz4yCvZet3/iUWBIltr46vsl1xvJBX/FFVmWFr3Pcm1IKkisRQ3/VHMppZzyTWPTyx1lxNVkpCQkrJaOnhjBoUW3RXXF7vvCkq83b0AW87AzVt72utvZxYfgH1H88JtebeDks1Y9/4Jk7c2+6G2KgbbbheNjzVqGRvTbF5u/MbCRy3L3doTFPxy2ojQugAQk9Lc0vT42AdPvG1WYMEBOKul8w00xPtPx6e0YpxQ6TJZOGlSRg6q5ABjN7bHjP4jY/1i4MBD2LS+9BdH+tephxwUFFafHFEN5BzzLOTblqaTocetHJfXGZNnK+Znsvh++c3zJ5lHJD5EwqInCPu1jZL3F2cLRwDbr6lgCApd/cie+8ta6w1ZS23PxlZQBAfBM9Tkde0XR+RVNwzQmdqQOZAp5CAcBKXdLz8DbbcIUH95z+xmZuMZU02pVZxOwwlYSYiSquS61D9/ThuJGuOzJkksuwujl1RMimIxCUzJpud+ACC5I6HAWoCasGFHKeEpud7zGepr0kcZpMhlCX4m6iaBd2sY4fCDfvb/8MC4tvZfcYn431ikOkMfgW7LefvFVZ34CmD86vplo+xspbr7ricVyXPE3faKIgbBee0Q4YrZsWZRQqSs1ccS81/9TIvPXbv6hWRhUw65pLd7xMWxZNBkEHGFJzbvCPq7rOS0pLCrItbLRWV7I+VQDXa5ywQd0ItJPkUbAOj7uSVlDy+4DNXVmnR0bxGOgj23N81X0fXNeRSdmFpSc75VbqS2hsTmyB9en/NrEnTVZ22nLr95FXR05sBuoLCDlG1LAHRVxy9ZfvpO3lFb0pePYrbY6cgNXf/SwAk1N5erz5D0z+HxGaDKIpdq6tgGV4Agr2PDzvoaKyIrgJBsPfFmVXGKsYrDt1+XlaUecLLVF5j6ZlnLZAho2C/qcy0P2fIGi3yWLdupdvu5E708Kb0M+B/sFvIl1dX6Mja7HnA7awSX5zyUNVceDx3+GyViqM20rJOZ990cOVZa7TtDAGHqPqBe9nWHp4zTEAgUz0Fx/0pY2JnY7PAzTvkXFY1V4L8YLS+NbrMnHViE1S2Pu9jt04Ag/hqp/qEmeuyB7+VA4NndLy+4Kau4BL9CQFBq7yx3kjRNPB6BXccGpl70FHXxDuqAAsWhhrONPTPrOdm6sCAx/Q5MufwYjObTbHXzm+0MFtx9hW6LXWDteO2m3fPb5wjM3frJwQEgO94/yzpWKDbXDVpmdkLA0+lVxG4omwEXBRExYVFwtN0NsTcT0+9cyc5+XZqVn55O/etGMHH93up5qKripxtxKMm7uSQzmtuEoKWkWUd3GLFizsja+2sCarbX3GaEoCGL9yiNkHCJwcEiR+iHacJWZ7lDqXRu8ovuipIWB5+y/PNOmE0Pthjr6Llfqxw9CoAWEAMZjxqvwi12cdX6M+a+Od4fkERcTkNk4Ubjt6v7GG1hm+O2EpruMW8aGOPUFDKIkxnSC6//oEI0nP8FPk1/B8049l1G52A6EKSmHTM5YWTpi5OgHwDALWPtZoCYJLRzYVJIZYy0q5XukAQ9+4zQxhJ20109AOvlXPGRGqvLNdUsg3L7WTUn3fWMPVNqEByXlnMjaUSiisTGvEgmLFaZKJJaGEry+oAMhuOmPwpsDSZTYhKYs3fAwAyprU085C91AybqBYQJDfl7jUVV157B5p7BnS8ilo2W9P1DCQaOh4fXWSo63WpDgQ70kIstQ19Yko4L0lLgreevNX2uzU0EHx9wFRcwXpf4usWBBqDQmKIDOZn6pJRy63/KqCOZ9GLNaQdI55y6wta8YXVqmrW4Rlck0R/zF7tMxFTcot9283tnPTGuYjyzTtUNVBiVUcYDREQTBqh9NrOoB37Dh6K2LtljYOWuLi224ki7gP7wx+7Z7Q7SwXGz95TSuZ0b5mkigP646d63OZW28OTTm8vjFryaQHRkbV/gbKG24m8HrZXWuU1bzN9p90p7yHlXRiiL2rkn/UzWiAOLzYx90+ubs0KtTdZErR9jdMCj33ZzS1pgQaSZp8SECyEzD50V1PV86QjAUtMlWWUzTx3X3nSiB/p3acgKqMXTvlliryR+by5Zmamc4wsXAPPPuP24Yfn5Xd8pfSkvZyi48n8Vk69DGJur5bhN979qq1/WIwTfWqi+9TxumEVVHbLANCIb3frjRfyTGGAhNpICz5hxytckwwTURnvqTrTKHTwdDhk4cXVOooWwamcwaVR4QILiFHBOEIgAJWE7qgve55549yhHT5upkoikwXU1l99gwV7E1aqyTseKWzh9a2fbVKZNnvrUyylItxgiszaNCSZ20iwAh4kIJhUdGncVtc5CmLCM2aIzBSdPk1EcUl0MwjiPycgErfNMbTcl8ZtloCC/TZyBmuTayrT/I0lRWRnz51vZ2drY2PnYDdb+JdxegcrUSCYuUp4ou2ZVu4kSlK8M//EhVehGAEMQmVSiMdcZQkR4RnCM2eJCgqJzT9RA4IgufVlpJ20ovuVDhBszz/hqqm15hpr1KL9EUtAXGkEmS9PLtU1WBr1gtdBqz7nrq7pdPxFNwgW7zeaZRyQXc27NwLZMXSp89lFV02ZAQKCWnR+paqaTUQmNH45+Cjabyam5D5AQPRcdxKZaB5Zgx7QDg4XEJDiJOKwODyBSCTiEHUvLi+VE9Bbd2dw4GP6Fz11meD42XsHCIjyMN3xAp4p3Gp7eOo/KyAIxZdWzFa02JZUx35NGWXnVllaeB5Me9eJQhPIhOxNOiJ6624VNRLowKeNHMMf+sNfgSwQJvM23KgFwTdRK01njftF1Tv6ORrE3fXVlfi8gOCmnUEm9Ly96acv9OdEIbPDI830oyDenV80U9T84PPOzo9NTU2Njc2tnb3EQTUmN7Tv/X/ZqQXySgMFBCpxpTT/nH3FbRwbbn8CaLeXThskIAilobMnTF+RBoKEumNWkwYKiJ6Kax4qs4z3vOr3Dva9v7fNXF5nxbnyL5myNsDj509hAfF5Pn/7LsBkUPuIBCK+4Za/4UxpxzPlqA9xnqrKLqdet/Gsbq93agqo++diyEUhWlOUAnLQg4c8OALC9SYFBAiNN5bLT5e1CIhKySuteV+UfdJFVWrR+b8SEEnb5hiY701r5KbnZYSdnIFXcnXxTS8dhdmLfEMOHzsaeYR1RBwIv/6ylwqCGauEJ9qc4q3CICcsZgsIgNqZ6q0yXdLU52RSbnH1+7JnsctUhM2PvYcCp3UVXXRTkV108U1rwRFnDSPfu+yBuH4BQXl2dLGu0cqLr3l2tIZLKzTVHQ5Bi0xLDhjNmhP40wgIdHH8WkOl+aHZaE7G4J4ec1XTdj3ztH/5IDfLas8ulJVzOvOGZ6xtOG0xXcTl8gfcgBphBAHB9c/+T0W8v+Akrjzv4ODLY/oX8CxQjk9py7P+IYz8zYp8MoFPP926f0ZAAB9Sd1gpaHueK+R2egkPd9rL/zruj4lTp00TEJgmwD/+119+++OPPwQcoyo6fyZTD0dAXIfa/ea4dfqSs33iy/pAEJXs80UCgt5REBe20lRxppSm7YbDyW+6eF2sAeWTPQdCwvHSJ5bRDHD63Z82XvNUV7A7mNvI7QO0XHQSE7U/866Le4GXBMZjf9kJyltf9g9h5Pkr8Clsfg6CpKarS0SF5p3mDmFQO8rOOsnK2J+EunSco+PpKTdVBeu92Z9dycd1/eX/YQHx5ay+3CVAIpFJJJ4+YHssP+4sL293vAhJzgs2FDMOzK7hdrMxN5eICVofq8ADqNgFgpMtTzeSBrQJIDhAQFA67qySmKK7r4RdwIDeurvrtCUcz/2VgBhigehI2qCnMj8stwP/bIeR9JyAO1UIOoPSRyL19ZGpdM6wAbQKYwQBATCwD3yk+NR2FBBYwwsAvvNJoPb0eUdZAgJkIt7e8jaQM1oeFrpEx3JXLqcO4AiI2AYQfH/VR1/bOiyd28mmPt1jLa/vdQ1a+VW0/6cSEGDzw4gFmjqrLnA/3lF3I9BEfe7WZO6rz2TQqBQqa+Nces4Wg5kGAQ/qOMWGlrleZopeyMtBTVTNISM+ce9s3ozcYWWW1Fl2YJ6gsvPFYXfG8AVkrIPAFLuL3exJlEx6a7Tt5Kl2sZzxBxAA6FQKddBiKHr7y/Nu6oqLL/Yv4+TwQT4/s0RDwTbk7kceMACadtlQWwMdtY2tTTc3aEzX9IzOLm7H0r50bQEvsB/5hCsg3kLKjITq6uhBs0Y6EX8pILpfJx5YPVdOWFTV2mt//LO6jt5PrqpgCQgxCYeL7PnYPzIvkPF8j6Ws3tqEck5/AXi0SUtQxz+3katNGXQKhbM+pSvGbvIUhysItqmFSW45ZzVZwPFKLwhSul/vMZgisz6LY4XB1D8I0BfRDcrmtSLYd0l+RjL6ay9/YkrPt0OEBcS3s/uMz/cpkeucFwbHFbZg2ZmIfnttg7aw3OLjTzpAkF6w10xC2jIkvQnqhHfd32owRXhB9DskDQQRicvE+KRdo16hoJqH1vr86pH40gECgoZ4Eqj4p/TqZKhfT8VV395lIzlDdvFfDmHcDjZR01wfWwr1h5ht2bvnSyosPJILNeGvwu2kpfQ3xBaxlzv0tby4ciK+CEn5tAWCQSjaqfq7qFscNOZG7/uQcdBJbpqo9XFuo4epS99u8Ou4ibKGzseh2Z2sgyMgLkEqo+5WgJmcinNkfgcAgoTi855KM/UDbpZCL83LsJ9LQIAfHxxxUpS22PMAmjXZ/fToQkU5qx23G9h9Y1Tufhc1absDz+ohiyYlb6fRLFnHyLxOMgiSy47Zi0w23F3QRWIPFJNQHW3trfkhehNmLrtR/7G1DcFaS8OgYHJO7br0tAEqasy+1twjjtICcqsSfq41GV1xztMnagRltgMAwGi976fJN8PpGnvImEHsyQrSEldeFMUuv0w6BYvsbCpJi1ioImt3+DkShUTieIKMUnUzyEROd3Xsm89YFgp36YsaBfyscyDmbbjOEhDcNx8Ewc8LCGLWJv1ZwtLGbtsu5lR1ILF9nx5ZgsIcSwICpBeE28vIWuzJ+EACQVpl9GJJgdlbM5vY087AD+edVGap+2X3QKvugY5rjkITtTdnd0Ndyo+pvhoThV0SuiEkfd2v9xlNEbE7Xk4BQXJXXuQCWVH94MfcIkprzj20QF7B/lD+aHyHY0C+giAIC4jBPEbpF7Lszr7FajOnTpwwaZrwTNEZAvyTRTTdDqZV9bJfDnzp5Y0mUtOmCgrPEOCbKGwUdKsCzTZYMLofHXRWEpo0dbqoqNBkfkE5x5NlAB0TY/vrBMc4MgjSMe+vr1Wb/PskQRExMUlV44WLjWUl7M82gSC+PHW9rojx3sEzZ9gJqkvaaSnzO/90CRkxYaGpfHwihhtjCznT+cl1KXtd1IUnTxEUEZ0xjZ9vioTF3rxuKgje85j6m3n/h6TIcY6//2ZzCWqHSE23/XUE/pgkKCo2a5aCofMyMykhk8PVXHjE+kdhur+MV/OIbuBeAttyDtlrqa84XwFdoTTnHPecLco/WXD6tMkTBZRdIzLr2euSC3bPFtLzzaziGmd4/sfsCbXtedRa/Rl8k6YJTuOfKKS59HBOI8dqQ84/OF9S3CIs8wPHoIl+cdJTe+bUqdOFBfnH88s6Hctv537Qg3ZnlfjUSX/+MQ46fhs/YdI0qzPNALRqB3l3g9zUPyfwT5shOmMq/2RRTY/IJ6xqZ8wiHSFh1Mbb/oYi/FMERUUF+flFDf2TG9nvG0Dqeb5F/U9hh3McgxiuOT/EYNy4//3+27hxv/xv3LhfBLWcjjzl5Ehz1n4raRmHsGyu8WKER4Hgs21a07Q2pNdxx6VGdDQWLyKywxfqGXldLhsyNtSTuFZrhkHQo+oRPz5AeJ0c/6iiBYkjDfiA6qfxUHrKz9gJiVif407o+rTTH+EOriTa20RcYLLgDMHJ4ydK2oc9bMRxLAndVxfOGK/s/7Cb85JT6hM36gpPmiwoKiI4efIso00pTRytxezreH7SWZZ//GRB4elTp4hqeZx4zvuCQNeri0uVRPV9b43m5EkuWlhAcEmM6n+AQaOQ8Mi2mpL87Ht307Ly3zS0o/po/YucATqV0FlTmJuRnltU34nmjM6y4sCkkrAd1QUP76dn5Vd87MVDEyoBCgGNIXCqPBoR1Viel5n5qLgBQSAS8TgsARoYAxhUEg6DH1G/M6h9eBwW291UUZBz/8Hzdy0IUv+nhAAGlYxtf//6UVZG9tM3de292D6W4ZVKxKAJZN4qCIBKQKMJnKaMTsK0vMvPysh5VddNIJLwWAwrnhyITDoZj8bgiJwZw9BVJo1MwOGIFM67waT39Ta/ffEwPftZeWM3gcZ9Cr0Ph8GTBoAa1Wz5LgMDmPQ+ZHNFwYP07Pyyhm4SncsCeH3MRU3X7fyz/iWdTBoF0/L22cP7GXmlzUgclesUMkfhUaje3t5eFIr9vxfL2fkEoBHRPc2Vr59mZ2bmvHzfieujDanfv0ssoxwpgE4mdNe+fJh5/+HLmh4Cd0EGSOktDZ8zVXptOrdzBjBoJAwSyUWJRKIwuD5uy8ag9uGwWMJffPQIKsS4n6sQs3MLesnxOBKV85LzspDJmsY7sP7j3WJNyaaxx5YGXvz0OQAwyAQMlkAeI6UYoFNxrRUFuRn3n5R86MFSeO80PtlzlqD50XJoPhr7AOh9+O6awocZGQ9f1iL6CzEEkUnFI1vK8zIzHuSXN2MoA95xJp0C1c+8QswNbVT+wwJiVDB+MhAAYDKZTGDwRxy5rtn3uL8G///cPcgldH+kRU6DQxn2ixWfEWPDiekwH5+58I1x4IX46cjwnPw0JyOweHfG3czB/3rpUGvMXxWNkZl9Q/6OHNCPfHUYOiqu8rSdiM6u4h85VXDcf3gC7Nd/UDJomd4yssvjmgfOkWY5GFaIB3j73L0BzkbvFBYQo8cSDgkmMIoEcGXJMdfTi1u4I5mjGDQcFIcAk4p/lxhxNKN/QiSMBibwfRDozD5x6GZp73duaIEFxPdRWuBYwASGEgCYDMh4NfQy/HtUCQBMxtj+WNmo0oID+9cI/BgFExYQ/1qBgB8EE4AJwARgAjCBsUMAFhBjJy/hlMAEYAIwAZgATOBfI/CzCAg6nU6FD5jAZwnQaLTP3odv/i0CMN6/he9rPMOov4bWt7v9aTnT6ZwFpD+LgDhz5oyjo6ODg8MC+IAJjETAwcHBw8NjyZIlcCEZCc/fvebo6Ojj4wOz/bscv8C/vb392rVrly5dCtP+Alrf7sTJyWnDhg329vbfHsSP6dPBweHAgQMMBrRa92cRENXV1bnwARP4LIEnT548fvz4s07gm99OIC8v79s9wz6/hkBeXh5ckr8G2Le4ffTo0dOnT7/F5w/uJycnp7y8nP1tgp9FQPxrY0Lwg2ACMAGYAEwAJvAzEIAFxM+Qy3AaYQIwAZgATAAmMMoEYAExykDh4GACMAGYAEwAJvAzEIAFxM+Qy3AaYQIwAZgATAAmMMoEYAExykDh4GACMAGYAEwAJvAzEIAFxM+Qy/90GgEGnUpl7eD5Tz8JDh8mABOACcAEvhMCsID4TjLiy6IBMCnojg/v35WWFBcVvymrqK5r7kIROd/0+LIgRt8Vg4wuvX8lIR/ekejb2DL6sJ0NFaVQjr6rb0eTPpedFHR7QxXL6dvaVjS1f3947qMpiKam7v+zd95xNb7/H/f9fb+fzwfxMTKivbVLe2+VpBQhISnJyohChaIUCSUzKZFRJKQpor333nue6pw6+9y/x1mtc2QUUtf9R933dV/zeV3nvl/3+1qIERtoEAgoWHN1aWEesc1k5hRVNnUjqZ5n0n8coq26OC8zPT0zt7h6FCG6FAjogZ6W+ibY0FbKJF8EFKKjtjQvKz0tPSu3uLa9HzW8pzQe0dVYnk+sm+yC8kbYV7b8ppvon+6IG4C11pSV1bf3oka0QDy8o7G6rKy+cxA9TOvHi0rAoXubKktLSkqKKUdRUXF5TQsM8+Nx/taQ6N7W6uKcjPT0rNyS+i7keB9iOHhrVVEusRHnFY/5meNQPQ1leVnE5ldU2dSDGl0kHKqvrbYkPzsjLTWrqKYdPhkVQUoBCIjRoKfyFQHVXvTu2kFjNRmxVTyc7Jw8giKr5TRN9nuFFfX/znwPthedVfibZWfE78zEH5s2pj071MlUhpeNePBIGtkHJDePfmsNF60/96HjBgUhLjY2dg4uEe1DQdltQ28wJKy9ubE269YOcbnj7weHnt94dF+qt6mShKjQKh4OVjbOVdJrD99L65q0B8hw5qb0Gaop2mOrghAvJzs7J6+Q4laPuKYxj1hq9gk4dH9Xa0N+9J3DJnp7gqup7hAE4boLX13arSnKxc7KwsLKIaC8w+15XidZ7yFrE24cMJQT4GRlZWXlEtM7ej+5cWCmUe7+fO+Q0hJGWZsbSa3D3EqCjuqsWrTcwDOtGj7s+sNn6O7Sh5arVnKKyCopKhAPeVlpBQPry1HNPxzl7wyIKH52dpuKMPE3zc4poL73ZkrDl9oNsv6du6m8IA+pEQsrbbsU30wRTXh0a06QnbYIFwc7GxuXoPyGE8G5w+8EbF/lh8DT5loyYvzsK5by6tg9yByYrCIDATFZJH9yPAR8X2noPonFi0U3n3v4vqCmsam+LDM66LyVloy0hkvScOoEHA41iPzC9w8WjUaisbTfrRAOjRxAYvBD753h+Mac4THIgYEB5Ei1P9hRckFrIdeeN2O8gstvIND28fp2UTaJXTeSqlvrUu8fUOIS2uAa1UQvJC7rohYnh/KB2x/KGutznx+RXbxE90p2F/lFiC986nZ8n6k00//9h8nizQgBgYIluFsc8H6WVFzbWFcU47tbYvESGaeUkRVIL7Hp5db1ypKdgXvL1diSurriuGum3AwcuyN76JYR1VPz7ur+7YayzLMXimy5XT7sqTv1toUks4DR2ci82ubq7HAXA66lIjv9P/VAEKHojpkEp5jJmfDsmsaKzwH7ZBczKrlET8oLczgDU/6sM87bXOyvWbNY1p5+UkhRwfD3ZzfKMM2a9X+Kjh9K++gVAdfb1gpDfcOzhxwY1ZHvZ7B0oeSBoPcJMVHE4+2bqISUoqZJeynSy+RPciPkX98kyClt6fOuuLGpMOK0yvKlGuff0y9KZ8QOVgaerdffl9bVFsVc3sQ1n8s6CkbMGKo710d3ySKZw89y6xvLPt45qMLBoeGRRVwpEoJQDe+vbhVj5l/r8CCxqKahpqqmrm3yrDVAQPykljHJ0eLRLWEW7H8xG98b+UlEbB6w9sK4z2RH7GBX+efIoOvudtwHtwAAIABJREFU59wu+T+OK2jqIzWhgbbKzPSU7Lzc1DdB19zdLt4ITSxpHyS3LggiwJtLP724d9XD1dXr9vP3RW0UG1p7YWJcTh2suTTrU9y7qNjcFlRP+ccXD254e7i5urlfe/AmtayD/BYCAuLHK7shwdNITGyLTw4liuL7tvKimo4vq2ijJCSeVFghsSeipIt8b/DFTvaFiq6Z7aQeCXxFTMDNm/6uJjyzWSzfDguIMfGg28r9dBYv0/QqHnNjWl/CHhozzlPzqceSTAJ4bM1VdQbGDSF0FQS6rynlma/P+WNbpPmETUcICFTeo8OSXJKHgqiaou6JnYKg4tEnVRCU4b6WY9WGm58aKRjRsQcklgjbPK/o+bokn0bkO2O8zHQVZaUl1XR2e3/sIJasLmi/rpGpjhgbu7bDe/oCojfa3dbeKyg6rbgRhvk6L6KAMGLlWH9vhJHjj2WYdn4Nt5h5QGYbuQTYt7bCS2TtE+uGzQdDResMMlo4T92vkfzgxiGrrqjMW7LpcS8EoTqzzystZN0ePkj23F0WuXc1k9yJ90SYbWn+O8V51J1i6bb2odh/9AQIiB8l90vD4VFtocaM/wgdT/lysqi2zIdHdEW4BWXU12jJC/OuUtx5NbEFgqCKp6fVOJaIyettWqetpaEkyMTIre/8upxkTsS3Jl61VhUTFFfQ1NGUX7WSXenAw4Ju4sdD2Jbls/mNju1cpyzMuWIx07bQzqRTChx84gqaemt11aT5mTmUjkSSvpSBgPhypXzlDizr4R5ZPi3HV50Uj70JnhuFJUyvf6CohBHhK/2MeDnWXc5spNreK6+oLl2xKbC6b4Q1odpLcS7r7i8LCETTx9Myi1hN7lFfdSMSmLanhM9H+ObyHIhHkk1vBNxAoh3vXJ4jn778tsI3p9/ZKspnfJOqFiAIav5001ySS2aLa0Refc/gYPNb1w3ymnsDMpEQ4vUxJWYp67DsbirDzodmvMvUz2U0IqguM+F/Z4zHRg39A+dc7A3V1p1+UQtB+Z6mmubuN85uV+RRt0+gLyDQeQ8OG8oKicjrbDvi9Sg2rbS5/8sVA0GojvwbRitXarqndLQ31dfX19U1NLf3DP6R3UV1QeZi3NpnYyopr36o1n89y8p1fgWt1B/5ULPBfbDjncN76CNlHAkBDU/YxzN3lX0KBA3UBm9eyajkVUrxjG7OuWbIyb3ueg0EtSff3izGqXUyrLAkNT4mNiEpq7yl90tdpEOJffsJEBDfzur3+STg4FmnxP5evOUpefwbAYfpaSgtKi4pKSkpraht6MZA+PasO1aSfNrnEknvInzjB3cTadnNPgUQ1PjqjCYXo4JtQH478VVTH3pIilX6wONsBATBE06qCstb3crsILWp3jh7saUyDrH1KAh6bc0xfxGLkrlLQETCh9jXydXIltzPee0kCARsV+p55UUMWjeI/Y5I0IXxo02jJem2qRiHvlsCtXMYnXZjh5CIzoU3dTRRZriqsvKZ3MxtpQ6ybA80YmLQ8CwZOWCq+IL8OAIC0517f6cAI/+WoFqa6KexA/blNsY54qfSKAICwg/knpGavdg8bITyGlN8bFOy7yaR0QICwrd88t0mMO+f5cLrbI7s3aCmsGbfzVTSLyL76iZeDrkjD9K6Sd+H+IFSv40cc+ROpNL7lByT1DS67IzxMFHSPPw86ZPvNmVNu7uRDxwN11jfSssOPSLPrnLsCwKCBABR+f6Bm7W+rJiUmuEuR9+wD7mVbQNUK+koRKiOgpuGi2ezKG+ztbG2stq9y8LmxKUnxKfZn3fkXV3Hx7fWK7Ge2hK7H+/g/FfpTEYjTX8M5vnWxbNXO2VTBQQGnn1Kcs6yHS8JELzcW4th2drbDRQA+PaCwK2CzIpnsyFCxWtHpaVLxQ12WRprKsisFhGR0t7p9iK/iy7aHwAIBMQPQPvlQQg4eNJRgdlLdkaQdTYW3hZ/cftG0y1bNhnrG22ze1gOwfIfmAkulbG5nZD4LjLybUz0g7M7pISkrUKbobbIUyryGi5h1JdGru9GAWlT/yQYRIi1V+KUMHa7Fxb97vWryOiEKFdtxrnqHnk9EPRm98q5qu7VfSPUKrq9+NObR3evup89deKohSLzAikXoukdCIgfbhBNH/yNRTnWu3+gTozAZPhbCAlpu0XW0MSZ4qLELLA5IK+N+tvvCjJeMVfVvaiHGhiCoHEEBG6wNtrThGuZkMXtfOrziiaRaemAebZ54Wxpl5xhAVHgKjN74ZanNJ95Q8WnJyCwPaWvvQ9uN9914PgRC73VXJyiurbX31fB8BBEqHx5er04z2o9S0ePy5cunnfep8vL8BfxRUBVhkMxT+cTkoBQ2/u4Ct/w5JCuuoIAh/jGk49KMT0RB6TZxhcQFCwDlR8fe9po8S5nEtDc4RlPseyPYobqKPA3ZJzLqXfAxcXp1KmTjg7OXnffFNG8cUcFmqIXWd563KsMfD40UH/TsKcWXPPlnVIbaPQQ+rHpgtkyZ4uGBAQiz0lq9hKzMBwEL/NUn7Pc8D6VFr6jMHib0Ep5l0wIVfR8r8hfTCq2vhEfM3Jz0t76H9LgWiG+7Voa3eEo348JCIjvZ/YbQuAGyy4qzGbQvEYWmTgkrCDCz/uqj8ep3bLMy0RPJUMd6V5rGP9eKa6po62hoaGhqamhIietv+dibBvU/Oq0qqyyw7NKSsYLb5qKyJne+NwHtT+0lOFk4ZNS0tTSJIXS0lCUlLC8V94PQa93r2RY413fTxUQmPp3blvkRUTEZVXWGGwwNdUTXb5A+gwQEBNqDR3JAdskedaei6O+ZwaSr5oJiRpciqEdUp53UZuDf+PNnBaqBaLxtt7yhXrXK0ZONfySgMCh6uN8tosz85u4R0+HvuPvoo5/t3vlHDFHqgWCgB9IOykyh2l31JfN3nQEBDz7wT5FYbXjz0m/wcH2vOBDiixM8vuD80kd1rDiGH+HHYbaqmqahjbOxzasWsix5V4Ryeb3XZn9kz2TBYTNgyIIgie66nPOYtA9H10PQbCwvVLfJCAw3TX5n14HOG2W4eWV0LANoT6yRkIhjYFg41gfQLaGjrz1x50X+xsL8Ot7va+jKvrWB5vZF6tfzGmm9mkMFQn3eteK2eKnRlggUuxF5rDsiYEgRNWNdYuW6tykWiCwbXm3N/GxaVwshlCFz/bIcqi5JA419epwFw0uwS2+qSM+O4YS+f4TICC+n9lvCEHAwj85CM1dvMa7fFT3YF/1+yNSS8SdUqGeLD8jXladc9GVVSX5Obk5uXn5hcWVDR1ICKoJP0VPQHzqhQZe7JXiVtpz911mSVFBXm5ubl5BUXFZPWkMRKTlSgbty7VUAYEv8ZL9e57SychC0qA9DKL8nPS/q4EFYmKNAVUcbq8upHToMfW33/LKWUdYZndAJs0DBOp8ZCHMqnX2cy314yT9tPhCvj2R9SMndZe6y89ltYoaOQ0fImDhFa8vmktyiptdjp8GT93vR152QZZh5Y4XcPIUewKuJ9ycaa70hZIvx4RtSrlhKsJvcqtiyE/Z81PK/BK7A6k9zRCUfc1cgF3p1MuyIT8QRP55wh6ZC/AYXUlpnpyn9Ij4p/QpVUDkEUd357+4evHGq3xig+t89jUBgemsTI9+7H1i1wZdNQU1w30XAuOKhwaUjC4zSUCwsOnfolpUR9/+o656IvbLcqvavyqhDprMPa+6jNcstLSTapIYLk6Rm8zclTtfU+Z44lFdz7cwMch7lEPQYONb21ULxZ0yKJ4RtclnNZkFzENgEFT17pwWr6h10NAiPS3vvNYLCW70+UR9jAyn8CNnQED8CLVfH4aAQ+b7m7AzsBh4vSshj7uHIAjblR24hW+hwIlPENSU4LqOW8Dkel4vOXcEZE9zTVUd7IsC4kMnBDUE7RQTUD8ektNL+azFdVcVVrQRH3tjBAT2sx3n/zhsE0hSmYBuSPbdwLFAClggJtgU+nICbZX5FPY9rSF+IuAbXjtoC0ht9flMfniiaj4+8fW6F1dNGqJSddeUm0vj7Nsq0k8f/vm03EK2rcGVMHLV4bEYDBZTcF5+Lqvl6z4UGo0lTYwjYLrzn542FueVs7z6njikFotGo9EYDJ2pvBMsyhQOjkk+KTKXc3tYDZoAQQRUTag5+xzhE+SprATMYHW0v+eVB9SlCwgEPAEaqP14bZMI34YbRJFBnrzRluizWXClpO2DEvKjF1X1ZJ88h4TZtWTSdIOh4mO7ih/byHJJ2zws7KR+WA7dnN4nQwJi6HuXXN6OcQUEtjrW39HCSFtFQVXf0tnvZWbLeGspEQdR+hlNEwEBNTy0lOBVOvy0iPTUHsw6r76C1dg3r43cudab9eS6h094cT9xcgryk4PAHC7LF3XE3zseWf7IjG2uyOk0HARhe6sembMvlHNKJhkyEVVvz6qzc5rcItpvEKWRJzS5hEyv55H6LLAtca4bhIV1nd7Rmjh/qG0CAfFD2H5DIAIWUfzo2DpRHkFVE2sH14teF887H7XeqC0trUn+KuopDju9VlRQzmivk8eli64n9phusDwVkImC6p87yAnLHHtE/VDKu7aBT9jwejxxCkVf+k0bLbHVGlsOOrl7XTx3wnrjGsMz7xqREPRi65L/KV6oGRoD0RVzXIGVS8Xa2cPzvNOxvTv1+RjmCjgSRS9xISn5v1m2v/wNVP74JJE18d5mMoLS+vtdPd3sjBWFV284+6qU0qFbdMtUeM5Sk8spTaQPko54V8PVgsqbDpy5eOHEVilOXt1zMS2UkWa4jDtHbW2sTMTm/d9/2LUtrPbs84rthCACuvvDMdZZs/5hUtp+6LDtnt1WVrstLW3t3UKLRpmy/niO4xcAWxa0U4JDaN0+Zw8PJ1t9QQ5xi8BS8lsOBSv2Vvq/OWxm4WQdMNhZGua6y3zTWvmVf89jkjaysjtz/U0p8aENK3nlbCDMLay6/cSFyxdPW62VFZHbcjGKPJ0JXvD2ga/HBQ+3U/s3a0jJGZ56XkQy5I2fr2l2t/3tuXXiUrvuZI/5fm57tFN8kaRdDPk1ObbQ/W8cjU12Hfd58qkG8Q2rQaDac69qL2BSuz5mQvvYaP+M6+5PPlvlhOSNrJ0uepzcrsDDq3EyorKP/E2AjrFmm/s/iXOp3UThC2FK7+0QYxcyOODi4XF6r54gp5RlUAWpEeMGW+Pc1vJxSm11uHDxzMFNyoIS68/GkY2NmPasB3aqAgKKW4+e9zxnZ6ohJbvh9PNCqsljopSAgJgowV8YnoDDNCc/8Tlpu93EQH+dgcEGMxsHz4A3aZU95AY32FXyzv+kzVajdfrrjTbtsHW+/Ta3A4J6i2Ju37j1roA6M7At7bHPjUep1eRhNLjmzBfXHXdvMVpvYGC0aecB55txVcT1I0rDLjjfS4Khhp4FhNaUIGfrjQYGGzZbHr308FXIlbO+cUQdi0V0JN476/li2Lb7C5n8+UmhO0qibxzfZaKvq2+8/YjPq9wWqt27JnjPal75o08LqCMkoN7Ct34OuzYa6usZmtl5hhXChhaixGbdP3Fw/94Dh487nDh6cJ/tfrsr8V0EiIAbKAu/YG9vf8xuvy352Gtjc+ikx7PimSQgIAjf9CHAZY/pegOD9aZ7zgZ8aKJ8JGP7qgKNli1UPp9L4THYVfbiguVumwN2R48fP3Zor9WhszfelZF/YKi2klj/UzZbDPV1120wsz0TmFjZTb4DITKDnHdv0NFbb7rr8PmgpNoh4f3nN9BvLwGiIjHk1u0XWS1j2ha84KWvx+23VR10R62iW2vq4bhvNolhES2pwR4eD9J+zsIG317aSfIJL427d9pqs6G+7vqt+y6EZnVQJ58QUh2E/+Xc/rSa6gDhGhPvOFtvIjbizXvP3f/UPMQZj+otCvc6vM1wrb6hya4Tvm8KSCtMkbKI72/JCHXfb2aop2dgutvBP6qwndJoJ6EEQEBMAsRfHQUBj+7r6ezuRQy93EfmAIce7O2BwZF0b470OOoc2Q/r7h0km71H3RhzgYR19dD2z4/xBC6/lwAeNdjX04sYVWnNj/YoSxueja4eYwjHwnu7YQNfr6rvzcMM8I/u7e7qHfkWw8JrQs1YV6wPpLv2J30iWCSipws2gBr9FCZgBnq7u3oQM6tziD4h4Pq9BHCIvp6xbSfHSWKJlENix9glLmgaMTUxAh43COuBwcc8L8i3sahBGKwfQfceNYIf+A8ExA9AA0EAgZ9PAJnuf/Sga1Dq2M+5n5/yzEmBgOrNvr5zvWP0JE1qmznkQEl/NoGuMLv1NgH5faMGRP/sRL87fiAgvhsZCAAI/AoCyPaq0qqm7oEhM+WvSHSGpUHAoTsqcopaqXOVZ1jxQXGnMIH+2rz8uj7MmPGoUy3DQEBMtRoB+QEEAAFAABAABP4AAkBA/AGVBLIICAACgAAgAAhMNQKzkpOTU2bAkZaWlpqaOgMKCor44wRAI/lxdt8QMjMz8xt8AS+TQCAjIyMtLW0SIgJRfJlAamrqjG3SZWVlBAKxc3WWlZXVnul+WFtbHzp0yNbWdroXFJTvxwlYW1vb2dkdOHDA2tr6x2MBIb9AwMbGxtHREbD9Ap7JdLaysjpx4sShQ4cA7cnEShOXra3tzGzS1tbWvr6+OBxxnt+stLS09BlwZGVlZWRkzICCgiL+OIGsrKzMzMwfDw9CjksgPz9/3Pvg5uQQSEtLy8vLy8rKmpzoQCxfIJCRkZGXl/eFm9PcuaKigmKBmGp9KiA/gAAgAAgAAoAAIDD1CYBBlFO/jkAOAQFAABAABACBKUcACIgpVyUgQ4AAIAAIAAKAwNQnAATE1K8jkENAABAABAABQGDKEQACYspVCcgQIAAIAAKAACAw9QkAATH16wjkEBAABAABQAAQmHIEgICYclUCMgQIAAKAwB9AYKA6OcTb7e7HDjp57f4UdOlKQELF0Fb0dPz8qBOmpy7mqv35iIYREQxUfrxqLsrCwsbGwko8mJcvZNO4Fvh5hJepeYqtjvE7YCC7iptbSN7k5JOCbuSX89mV7HvAQFaQh1dY3ujwrfResk8CBl4ReXHfxjUKEgI8PIKyBvu935RT95wdrPnot0OUhXWYyxI29f3+n7q/nMr33AEC4ntoAb+AACAACMx4Aqie+tTnPi6264WZuDQOP64bCaS/Livm4cUjm6SYFknvC86cpBcVOQUcEpYfecPD0UKJcwW//uWiEenCC14eVWLh0Tv+4M3rl2FhYc+fhYbFllS2j/AyFU974t0MxPiVtjv5hzy6breGh1n6yIuqXuISTbRHqZ8B1wrxLefuPAy+6bxJdCXfxjvVRF+Y3obHu0RlNtlfuvco9MFVR9PVbNzqhyPaSDEgSiIcVZk5tI8HUrk8DYtNL2+nCgzaZL7LBQiI78IFPAMCgAAgMNMJwBvzH7tabzfREmbmUjkQMkpAtGW/vH5qj7mu6PJF0jaBGd8tIDD17+8Hf+ikixjd3/zWy8bC3ESZdwWXjlfhCE/wwpdH1AVVjrwgSgYc+cCTVlse4WnKndYGWoiv0jodWQAjrguNK7miz85mfK2A3usdk3iUj0HgQEzbABqLRfU1vLbhmy90MpkAQQQ8tr+tqa2nH4nG4gmY9vwIO8mlq3YENxKLiyiJcNASlD8QTtQTVC74SdviFwiIKdemQIYAAUAAEJjKBAg4DAo52Jkd5qAlIrs3eJSAwGOQSDS25c1pXWGFXffSv11AENrTHp3brsi1aCm/9dNWusUnEHCogf7umqx7ZoIsmhfHCggNYY0TkX10Q05Nx66X+2W5Ve0jSqiZzvNQZ+I1CyntxNJkOP+cNAPzztdw8v7eeHRX+LYV8+Xci2k8Dtaluast5dhwo5J4C1Hy0kFLSPlwJKW/g8b7xByAgJgYPxAaEAAEAIEZSQBT8e6MnqiMzWgBQUYx8MHNQExx191vEhC9RS8v22rwMjJyym85cSuutK0PRX5N0seK6yp/ZCHMPFZARJ5QYPjPfDZhCQlJRb2dLsHJtQP0w08d12J/YwFePff4WmqHQtuDLeyL1d2zmwfHZhIbabFitohDGoUMAdOfai8yh8Xq7ViPg83JntpMTIpniMYJCEKURp5WZpg1j8RFQW/H6aCk6knkAgTEWP7gGhAABAABQOCrBNAV71x0vyAgEIlu60S/KiDglQm3jm8QY1rCLmN81O9dSVsvAoX9qnkd11UWslN4jAUC2VoaG+DhfvV2QMBNz6OmcmwLOfROviyn/ZL/arF+oYcsbz1ufoMrHxqo2ex9asE1X/50agNibC7Qj00XzJY+W4AmSysCBpHvJDV7idkzzCifg81JnporGMWtHjeT3VHtZfGBFC5e9psVORayaZ98VkpNcFTgH7gAAuIHoIEggAAgAAjMdAITFhA1fgZc8/8zW9Q6ML9z8OvCgcqbroAgEPA4LAaDwWKxOAgayA6yk2IXdbqdRg00Jf/nXTXg5TfwThwSEF2Pt3P8q3Q2s5HGSIB9vpVxttSZ/CEBAc86tXrOsh0RIwqG7sy9t5V/MYfO2aThDovRXPIeH1bkEDW/lkaTwIh4vuMUCIjvgAW8AgKAACAACJAJTFhAQLjOvHCvPeq8ixdzKe88+yi7DfNV8wNxKCA9C8SYSoF9vrFRVNDBg8bCP8bf772sC94hzq9zLrqK2mNR7WfAzGJwo6ANPTZj+I9H+OeuOpw0SLFAoHtjbXkYBI+nUD2iu3MDzASWcOm5JnVR3Wj/96b675AQWOP0pon23o+4AAHxI9RAGEAAEAAEZjiBiQsI4gwCPB4/2JQcfNZMlmX+Ih7N3e5heV3jG9i/RUBUR5xVExA7eTN1atdR2nld3tXmARmUMaPIyL3CS+WOJdaRB1US0PCeru7eQRxRVnUFGS/+V8u3gdxlgRsou6Q8f6npI5KpAY9s+Xh5HRcjv7F3xvgLb9S9PacrKLrVJwVYIKZ2ywC5AwQAAUBgehLAIvtaakqz39zaryIguskjtqK6trFrkGw9QPW21lVXZgQeVFslaXzu0afS6qaugdEd9bRQCMQDURnrf8RQZOncZcaBpCmINP7wWFRHTVFu0utLxnzLZY9GVFRVVbf0k16vxUkBbicDPtf14SFCX/HzkzpcbAq2jwqooxNpopoiDjk+GwU45Q+HZPdCUE+yhw7zUpUz7xspIyCK3VWWzma3fN1GMjt0hW1jnbdq16Pyfhy2p+DeNr75XBYRMAiCUJ3plzWWzOXQdYnMLS0uLCwsKMjPLyqraUNCUHd5aoCbQ0BSDZFLf1mY8zouVpm993MniwuwQEyRhgSyAQgAAoDAn0GgI//lPpFZs2b9RTr+O2vWYjlL33SySih/fkKXbdas/5Dv/d+sWSybrn+uG29Wxegy43uKXkdm9Ix2pFwNdBScVxyK+3//mTWfR/XoW+LHNLw8zl1/+ez//jWHgYHhn7/msiha30xqHN+SQTeJX+2ILgu11+VeNIdh3uy///pXcOu11NYBSj9Ow401S+ZJn/4MQ1EcWqKdNNjnz567YMHcOQu4dV3jSUuA4hCNr/awzpr137/++pty/O8/sxau0nRKgiBMzQeP9SsoXGb/NZdZzso3cRK5AAHxqxsMSA8QAAQAAUBg0gkQMIOdtcVZqel5Fa399BdznPQ0JydCREtZTmpqfj0MNSLb3UEmTCvW+ZfBRplvMF0VWamp2RVf6eYZmS8CZrCrrjg7NT23fNK5AAExkjQ4BwQAAUAAEAAEfjsBVMRuXlHbsBb4CE3x2zNFkwEgIGiQAAdAABAABAABQOB3EmhNuOX/prSfMm3zd+ZkvLSBgBiPDrgHCAACgAAgAAgAAnQJAAFBFwtwBAQAAUAAEAAEAIHxCAABMR4dcA8QAAQAAUAAEAAE6BIAAoIuFuAICAACgMCfSqC3t7ewsDAzMzMLHD+NQHZ2dmFh4U+LfkpHXFVVRSDtlQ4ExJ/6jAD5BgQAAUCALoGEhAQtLS0eHp5V4Pg5BPj5+cXExIyNjXl5eX9OClM3Vj4+vr1792KxxFU2gICg+wMEjoAAIAAIAAKAACAwHgEgIMajA+4BAoAAIAAIAAKAAF0CQEDQxQIcAQFAABAABAABQGA8AkBAjEcH3AMEAAFAABAABAABugSAgKCLBTgCAoAAIAAIAAKAwHgEgIAYjw64BwgAAoAAIAAIAAJ0CQABQRcLcAQEAAFAABAYlwAe3lFXUlDRhqLjC9tRVVJS2dL3M3bUJqARbWVZ+Q3EfbxHH2h4e3nG+7fhTx+HhMVlVvdM6Y2oKFkfaClLi3v17MmTsMiEnPpxN7/AdhO9Pid6jc+o6Bm7RzoBPdBelpnXgBgFhYDsa8z/+Db8aWjos1cxKaUtvZNYJ0BAjGINLgABQAAQAATGJ4BDwdvrSnNi7h3fqGt4/FnDSN8YeGdTTUnGk9PGKhvsQ7J7Rt6b6DkBh+5uKM3//OqazRq5jddKRsVHGGzLfnbBxkBNQUFOSlRQbuuZJ/mDo3xMwQtCZ8qtQ+vlJUTFJSUlBAVlN7tFlX/pBd9fFHxkjaToakkpKcnVYtJrTzwpo0goCpeUVzf2rZE2vFY0oqDorvzw8+Zq4sJiEqvFxQSFpHSsL0WV94/wMaFTICAmhA8EBgQAAUBgphFANBeGuVttWiOx7J9lygdC6kaWvyP/zS2nnfrSzH//V2RPYEb3yHvfdI5qr6hoRtL1ioG3xPrs226sxj2fgXONZ+FIT/0VL5wNBLhlLX0ic2pa2pubmtu6p/ZW2BAEoVM91vHxqh+597mus6vmo/c6tiXyJ9/W9xNGloxy3vhww/L54gdCMura2qqT79uI/Mu85Vkb6SZ2oDX+2r6dG9V5FzCwqnvmDYfuyX9yQI6J18Atrqylq60m+e4BZQ5uTYfw+mEvEzoDAmJC+EBgQAAQAARmGgFUT2PmuyeTeLbRAAAgAElEQVRBVxw3Sgoq7ns4SkD01ecmvnke6GIqwSlvdT/9OwQEvqsyI/rRFfvtRseeNtNFikPCCmNDg+/42GnycGiPFBC4hvfeJsICxpdT0HRDTk1H3CdnTe7Vu4JzOij5i7cTW7L6UGxNL21+W+7o/fuv7t02cq8MHll/Q3P+4vWBnUSfOHRvcVxo8F2fY9o8LGoX84dCY6viPDVYOTZcyqQ4tcV4rRcV2eqTjhnyM6ETICAmhA8EBgQAAUBgZhLAVcWeXycmYxM8SkCQWaCT3I0klCzufpuA6K/NiXvsc2KX0RpVBWU9i5MPc8azseO7q55biTBrXBy2QBAaEq5sFOHVOhnyMe7p/Tt3A59EpVW1T/kOjJr7ZiLca87FVlENLvW3DVmY9K7ltdIMK8El7OeazXf4E5o88IGAgSce5J3De/jjcNsjwKpf7RVhUvYYFhBQb9nbU7q8vIq7rr7OqO7oro25vF1Vbce1pK7hYBM6AwJiQvhAYEAAEAAEZiYBdMU7F11R+gICkei2TlRx11cEBB7RUvTp1S0XW1N9TRW1dRaOPk+SKuGkXZrGQYrrKgvZKcyiOUJA9BaEHZFbuERIb7vl1g36a9TlJCTkDY/dTW6ieRGPE++vv5Xjo8/Lp38psZ5qD+gJ3cH5r6JLeuPocZAQBGGeblk0W9Ild1hA5JyWnL10e/jwOFFcT/mz3cJMKiMFBAT1lUY4qi7/ex6bgtEmQ00leS2rq0lUg8fESwwExMQZghgAAUAAEJhxBCYsILrj3LcrczMyiW5wuPUqvW4AT6/rnxYrHQHRnvVwlwgDt77T0095JRUVxamhzsZCzEJbvD9M1qc2bTYmwSXbey0Pv4HPhwaqCoA9teCaL++UNmYiBVFAhJounC19tmhIQCDynKRmLzF7Tg0KQfQEBKar+OVFm63b97v6+rruN1EUE5FZdyTwUx3tBJYfKw4QED/GDYQCBAABQGBGE5iwgOj55GdnLC8sprrpiOf912nV/d+mIOgIiM7sh5ay3NrOH4ZepzURp9V5RLf7pk/lfozSWxsF+PU9E+qoFoiWQFM2Rk2vHNpBpLi3u5nniJ3MGhIQ8OSjwnPYbGKGmyAdAQEviXDQ4JO0CWkiesMimt77mEuxrFrvFt86HG4iZ0BATIQeCAsIAAKAwAwlgKmIOaMnKrv3IZ0h/QMfzhuIKVkGpH9lGiequejD02sndhqt1VTXNt7j7B/+uRr+FUMErqvysYUwi6Zn8RB4VMXrM2v4xS0e1FCdGt+e0xESNZ/aAqL/jZ08l9Lhl0XUQZOZZxSX8u94Xt41JIQgCCJ36ZRfVJjLtO0lgjwGAo/qfLxxyTzly9XUAkMQHlYZZiXMpHKxYMit8YPvel52Xa/sIZfyUAdFduGdt4ddhm79yAkQED9CDYQBBAABQGDGEiDg8Tg8vq/w1WldUendAeUQhMdgKcsaEXBYLAR1x57RF1XY6Z/UTCDgsF+1LPTXZEUFXzpsbqClpqRhZOOfAqPPlkDAYTDwpvygHULMauezIQiHwpDSHSx7fUaHm3u9x6d2YkhkZdhxNV6RjV7vv2MWCP0kf6pr+/N9MlySu+/ndBJL0fPeQWYJp9ndog6yRaIzwef43qO3M3uJZgdM9jmJuStN7pegIYiAR+TeMFjGIOOeR6ZO5tJS8NhSiEnxfOYQl/7CMHtZRmZd1/ctJEkyUBl+TJ1bQP9cHAnTxMsGBMTEGYIYAAFAABCYQQR6qz9ft1ZTkhbhnDdr3nJeGQ3jg5delpIXOGz8eMdxm4aiCDPjX/9bzi8hp7rV9UVh21eMCmR2uK7ylNf33Q+aO4bTt7CjYDUhhzRUlOSFFs/6ax6rlLbhjsP+aaQpDLju4mdOBqI8gqomu6x2GClJSGjs9n5fR53eMFUrB5H3YK+GiIiCnrn17s3qq9iFN3glNFCsDAOvd66czaDqkwfDEPHh6l8cUebklFm/3dp6m74UJ4/GiUjKbFd0f03oYQ1VZXkRxln/Y2CV1F5vfsA/hVh2VGvW/QPqfGy8ikYWe6zNDRTFxZTMPd9WgDEQU7VFgHwBAoAAIDCtCQx2VMY9uOjpfc3P/+ZNv2uXPX1DonNayB/DPeUfw257evn4+t+8eeO6j9fFW6+ym/q+SUBQmKHaW7ror+aAHehIfXzJy9vn+o2bt/x9r1y6dvdJYjVlAAFhoLMs7oGX48E91vvs3fwjMut6yTma2lWBbMh+c8vt+AEb6/2OXkHx5b0oSq5xiYf5/hWwfd0wSC0GrjPvzd0L9vv32u4/7nH/XWEXlSoW2Zn+ZBSXO48Sq8hcsP1thVEBl07Z7bWyOXjivP/L9JpJXOEbWCCmdusCuQMEAAFAABD4VgJ4DHoAMYgaOYbgW4P+Rn941AAcjsLhqIqAmJUUe6FlKq5pXciRjsShkAP9/Yjv3c4Cj0Ej+uGD6MnmAgTEb2w1IGlAABAABAABQICWQPuL4+aOz8vh1AkatD6mggsQEFOhFkAeAAFAABAABACBIQKD7TW17QPUoalDzlPsBAiIKVYhIDuAACAACAACgMCfQAAIiD+hlkAeAQFAABAABACBKUYACIgpViEgO4AAIAAIAAKAwJ9AAAiIP6GWQB4BAUAAEPhmAnl5eY6OjhYWFrvB8dMI2NjYODk57dq166elMEUjtrS0vHbtGg5HnNEBBMQ3/yiBR0AAEAAE/gQCdXV1oaGht27dugOOn0bg3r17ISEht2/f/mkpTNGIb9++HRMTg8cTl6cAAuJPeB6APAICgAAg8M0EcDgcEokcBAcg8HMIoNGUlb6AgPjmHyXwCAgAAoAAIAAIAAJUAkBAUEmA/4AAIAAIAAKAACDwzQSAgPhmVMAjIAAIAAKAACAACFAJAAFBJQH+AwKAACAACAACgMA3EwAC4ptRAY+AACAACAACgAAgQCUABASVBPgPCAACgAAg8O0E+stibzgfuxLTNhwEVZ8S4myuJcnPumwxIxOvwvaLkWVd37t15HB09M9QnWXPz1raP64Zvk3orUm6c2SDshjPyiWLFjPxK5uff5HbMWYfy2HvU+hsoDj8/DYlnmWLFq3kV9t7O6V9gLp7N00mCY0xbmaKfEyLGVeuUt3pmUDhTkD3FoaeNNOUFuBgWryYiVfRzCk0r39kaGRb4UsPS20JziUMs5nV9gdmDY68O5FzICAmQg+EBQQAAUBgxhFAdtUkBrnabVPnWMCibve4fhhA07urB010dpwLiIj/EP3QeaPIUuY1595UDAz7mMgZdrAr86nnqf0mYssW8epfKhqOa6A03m+ProHd5eCI6Ng3D1xMJVZwaNo/L53s7auHU5ycs7ZXx9V4eTVsrzyPjQ89a8S7hH93SHE33R04cbkXlJYtlbb2fRkT/dzHQnLpCs3LxcRcYHobHlmuVt51PuBVXELUI8/dcswrJS1DGig5hFdEnV3LxbRq7ZEbz6Nj375NSClpQU1O7sE6EJPFEcQDCAACgMAMIQBvKnjqvn+Pmb4kJ6/KgZC64WLjsRgUEonB4vAE4ud/4Q0zUQ5lhzel364g+opfXb0V2z4c5YgzNLwl+sqBvbu3rRFi4dLxKhy+RcDhMEgkGoPD4Ynp9ib7Wwjzq597WTvsZSqeld3cIiyg755QhSTlrunuRu6VehdzWuhYCJDv9rIziJ1MgxPR4lDdH48Jz+M+FE9USAQCBjmAwuDIazv1VsSdlF/KuzWAVC2IsoiTmlzCm32ziFVAwBPweBKhSaIBLBCTBBJEAwgAAoDADCFAUgeDpW+cdERlbIJHCIgx5a8MsFjNrnDsVTF8zA06l4ia+FvHDEWXz2UUtA0b0Ssy2isBgtDtxcE7hFg0L44QEKM9QQ2R59aJSG67lfrtwmVMDL/ksu25jRS3umNkGRVP8SWtlVymD4o7aGwQhCwniblsVu8Q5A4OPLo70oJlntS5PJqMDtR+clVdyrXxVjUEQd25T/bI86g7RlNToPE+MQcgICbGD4QGBAABQGBGEkBXvHPRHVdAlD2wXL1CzOpBdueXABHNBajmtOAz5jLM8xZxq1peeJrTgR7/GxnXVRayU5iugIA3FUbdddpnqiktb3ImvOgnvTW/VJjvdi/0M1rFq+cRX0tZ1xFqDzbjWKR6PquJxgSBjdixfLaoYzqKLCAImP70E2JzVlq+Hpsooi7hjMpyVs2LmRAEIcvenV3DzaG83f7gBjkBHl4hWYPDN2IrEWMD/fA1EBA/jA4EBAQAAUBg5hL4ioBAFd21llnGvu5yQi3N9zQZGqE7/6WXtRrngoUcSuZnQtJbKW/HryAdR0B05r922yzKy80rKL/1Qnh+1xQfRZnlrcfNb+DzoYE6VKP3qQXXfPnTqQ00r3j0Y9MFs6XPFqKpAgKR7yQ1e4nZs1Fs8f1VUc7yS5fJH37VRaTYnfvioMis2dyaVq43Q56G3jtvpcG+kE3vVPiI8adfoT3+bSAgxucD7gICgAAgAAjQITCegMBUhzvqcKyQ3B+URXqT0QkOQTU31nMv+C+DuM2D/M4BDHn0Al2Pox3HERBUj80x7ka8q3S83jRRXabk//xr6/lWGXgn1lPnqXSEbONYoOya1UTT9YIN37Z0tpRL/pCAgGc4is9hsng1XDDCQEOSz3qORas2+uRQRkl2ZobulmRVcYqnjppE5Qfvl+ZYbRWYPznaCgiIYf7gDBAABAABQOAbCXxRQCArw0/q8bBK7w/M+ooNYLA67vbx9SJLF7FKm9j7J5R3wZEY3Ndebd8gIKDWuMtrhQUdfN5/Y1l+j7fGR7skeNe4RFVS9ULF9bUr2QxvFbZR+zSG8oX/bC84l/dg4iDFAoGGvdvDySDimEbxgYM3frxiyLVE0PRaznD/R39hxHEVLhm7F0N9SK0xlzYIC5l4f+wdinoiJ0BATIQeCAsIAAKAwAwlgCqPciaNgSBNdSCNq4QgqCf3wUE1DjbFI4/yeohgCMTjK4T6CiIuW2vwLFrEobTV8V5iJQxJfk3SD4btLH24U5hZ42IBOX7iXzwOg0KisNTBE4SS0BMK/OKn7xIHAkzhI9vLgF/M1C+5kVze3mcWq5Ypn/xcTx68gYO31FZWN/dhiXdhT7Yum6fsVTZIhEnA9ua6yjKs3B5G8onprXjtosGyRGznnSJilwaJOQl6W3rQDklubedYikTBFT08oiwou/fhiCmwE+EDBMRE6IGwgAAgAAjMOAIYeGdFdlLMQ8+dstyr1p18kpyZV9pEXLoIV/boiCrjHN6Nzg9iUlKTPiQmJr6Pj0srbe2j+aSmA601LcR5mxzrguVGAY10bkMQHoOoy/kQF/HQWY+TUWJPYHJ6Zk5VN3FiRkNmuOcRh5vvcqqaO9orPt7er8bJqXrkadG3JEs3qV/kWHzHQpxbytovrqq7uyLSQYWZZa1nSgvlbZ/jvPrfWSxWb9tIZoe+t3sFFvFs8kupbWurTLxsyLVY5CBJFyDbP7vJ/PNfZk2Hp5/SP5GYv09ISsutgUEQ1FfywkGdhUvb4Vl+R29zRtBx7VVCBmdejVi6Y0IlBQJiQvhAYEAAEAAEZhqBzsLXh2X++nse49Lly5cvXTT3H2Y121tZeAiCp9+102ZbsIiRcfFCysHw919i+x6lf3FeJg07VF1iQh59A/tgZ5Gn1tx/5i1esmw503LGfxmWieg4RhMt9l2FES56PMv+nTd/3vx5DPMY+dYcCfqONGky8cscCPWv3TaLMy9asGAew3xmub2BBV3kNSEgqOqK2uIFKhey+tEUC07P50vGIssXLFi8eMHCFau3XEsjmR9wA81Rh0UYGZctW7KIwvzfeQwrxfVdP5FKgWxKv2eryLqAgWHe/IVMQsbOzwr7Jq14QEBMGkoQESAACAACgMDvI4Ad7GksLyqubOmmvoR/X16+J2VsT2NFUVFN1yBmRGdPy611y9g2BVb3U0dYkmMcbCkvLCynt9TUeCli4N11xUUVzd3U0ZTjef6Oe0BAfAesae+VgMdisEP9iNO+uKCAgAAgAAhMTQKI8N3C8vZRHQjqFM8pmU0gIKZktXxnpghYVF97fW1NTU11TU1NTW19Y2s3HPX9Da+vODo0/FNdP2qEDv7OrADv300Ah4J3NlSWFhUWlVbUt/chx6s3dH97Q1VpcVFRSUVtWx+GOmYMwiNh7Y21VeXEW8VllfWtMMqXBgGH6KivHnXU1NQ1tvSQxmJ9d17/3AD4we6mmjISnuqm7vFKT8CiYC015SSvNc1diFET7SkA8Mi+jqam9t7B0V+HaHh3S21lWXFRYWFFc98P/AL/XL4g55NMoP1zSEhiLWKkTWKSU5iM6ICAmAyKvzuOwabsm+YCLNyisgoKCgqKSqpaRlbOgYlVNKuRfCWjpV4qjBxmTyq6x3uHfSUOcPv7COC68sPczGS5V65YzrSSS2rjqeCMttFvpeH4BoqeOZsqCrKtYGJiYRfVs3+S30HpHm1967xFW1aEn5N5+fKVbDwSOgcDMnuwxFFnPR/c9GSkZeUoh7yczGphUdm1TvH03ovDSU2zM0xb4pWdyoJczCtWMHMJquzw/kg7UY5cZPxAQ8q9/RqCrCuZmFawi2js8npTRWP2hRc+czIQlt15PY66YxFpQcX0x67WBvLCvKxLFywQ2xde1gl+R9OsHYHijCEABMQYIH/k5UDtZzetpSuUDwfHRr959TLU32mL9LJlq3fcHb1YPA6DQaGx9KZZY9Eo4iJwVdf0VgpZPq8EAuKXNYOOT34WYiwi5lfjKxqrPt62keUU2nghuoVe+vjcSzpcbPLWvvFFdTWZIftXL1ymfz2P3KlZHmBne+ZWWEJmWW1NXpzvdoG//5Z0L8RBEB7dmhsdEfGKdES+fh3x5KaDDs8KyWMfZpKVqeftHs657Maebwuqq/OjvIzY5/LYRNEdp4eoe39OfSmTyonwvLra3FfnTSU4JczulY2sD2zT+6uWcotmzVphcP4Vcb8B0tGbcmWjGIegzkH/t9kVtVWFRVXtA5RFf6hewH9AYLoRAAJiOtQoUUDocIjuCKEu+tadHGwpwqLkENlBLh5hEFafE/v07rVL3jcfvU2p6ERQP3LxiLbKlMgg3yveN5/FBB+UXrLKMqwKhoc6S9OS8xrguKH52LjOkpTkgqapPi3qD6vOxveXNoiLbr6SRcl34T0bOVGtUxFD76UR5fl4WmmFuNWLYkolDzzfzrpI6Xx2O+14MXyWA/9fjNtf0VYWpqPw/iZeFm33jJn0cdz3aOMSBpXLtaT59BAeW+WtwrDEJJSOguivirGXXS5yMIqCrunzrY0ivEaXhpYTIMDyguwMtTeuX6sirqB/9iWlonB53kZCfHquH2poa2NEFYJTQGB6EQACYjrU50Dt5/M6rPwm1/J6YR2trS0V8bdPGKroHw+rIpeuJ/eRo74IO7ugtIKsKOdKbrW9t1KaSXbZjs9XLRR52XnE5ZQU5eRWczLMYt/1oqYfwn48yDOHafOTOuoQHmTmKaH/Ld76nP42u9MB4u8oQ2/Woz1y/JoOryhCD4LFXzQRXr3Z9yNVCg7nqurGBl4O/UsZDVSDesVllSUrTR9U9w11RhCQPa3NDVUFMa76ApKWoQ1jjQy4vooX+8SWC9lEkpb4GY57ep8Rko/yz+XeHzdINr4RcIjEgzxzeY99HssHQrVm+qxj5TC4Rd0qYLA06qQ6r7TVQ3JXBbIu+sJWFdVd/pkfQ4+rSms5vyALCELKRV1+8U2e4Z8KCjI+f07JzK9qH8AMie9fjheJRLa3t7eA4ycTaGtr+8kpTNHou7u7yY0aCIhf/uP+CQkO1KV4rFk0n0fT0u7Q/r2WG9WEmJkEjT3imkh2hsHc+1byvNK77uQSFxbBV788JscmvO36JxiETzmrxcW35sybWjjpWZp+TnXpql3PK4mvlwrfNYuX6t0s6SPF0R9jxT1/9ZnMKT6k5yew/alRtiTdNhXl1HdNoG4biE7z2yEkrHPhLe0OyRmuqqy8G2/mtFKNR+2BhkwMGl4lPVRFAWGy7hyx2aotuIxF+VhkM03Okc3JFzWYmA38SmluTWsH7MttS+aInUqjCAgIj8g9Izl7sXn4kPKiFh/e8Om04iJes8dUnYyrTfDQXSVoco3YGdidFXBoraL+sbAKCKoN3S8vqe3ygqw0ah/uleERUNuwebORppykmLCguLqlZ1RJz+/6uZSWll6+fNnR0fE0OH4aAWdnZ09Pz1OnTv20FKZoxKdOnXr48CEeTxTIQEBQnx1/8n+igNBe/C+fjs2J48eOHDlyyGbbWnkRMXXbm6n9EJQfsFdWQsdteF+ZDE8jgdVb7+bXJTqrcsnte15I/R6tuqY7PAai4+kmloUK59J6MRDU8mjDckbtmxVfXZP2T6b4G/Le9MHfWJRjvfsHquEbm+G/S0hIyy2S+gk8nKkUF0Vmgc0BeW3UzofuIOMVc1UvFPVQA0PY7AeOh/dZmpkYGGw+ejerZ9QXNqa3NMiMZ6nUsffDS+UPxz6dzzDPNi+cLe2Sg6QM/8EPFLrKzF645cmQ8qKWvr/+o4P8An6L50SpTTzwdYleawVWGV8rgGAfr+xSVdnq/Z40QKUk2FZOUsuJYuPL9zMTXcmkYnk+5N3njMzPUbftlJbO5t0VVNRNVXuU+H7Rv5qamuDg4OvXr/uB46cR8Pf3DwoK8vX1/WkpTNGIfX1937x5AwTEL/ox/4JkSGMgOMV2PqIqAQjqybyzS5hFas/Txr403y3SsmZ+KdSvXKgmcLekqL5Xcvw9KwnBdR7va6kP0nIfnRVCu6iDKAfj9q+aL7A/vhtVelltAYt5eDu98Ze/oHjTN4n25IBtkjz6rvHUuhlMvmYmLGrgFU27i2CehzY7/8ZbuUMWiKY7a5cv1L1WAaMZ6oBMPyn2338NAkcYIfCDDXEnpRjZtwSPmDcwfcGOKhk+ynLlHPGT6RQBQcAPpJ8SncNk+ZamjwHRmHJOfRmP2SNqlxKmOt5Vh19sZ2Bh7TtnNRZWuR1nrvp4XvTyOmoqx87Co2p6NCCushcqubmFX8TwxodhtjF2Egu4zZ+VdNGkMSpr4AIQ+KMJAAvEH119lMyTBAS7kHnQiNH7jdHeBvzcG/xyYAUBu2Uk13vFDW3IVui7RVTMxC8z48l+ad41LrFV1L3gan31mEfMwiDknJP+l93sfugBoQXC9onwoVUHpgOzKVEGZFHYMTUhZbsn1KX/WyPP6AnLWN7LoFbJcDY7QnYIsWm7JtdSb2U6r17IYxVRD6eaJIb84nFvdy77S8CeulMfBKF78vz0Vy5TPpdJ43ko1PQ9KXGTZmCxiIBTx0DAXu5YOVfSjXY/IWxHXuBWPhYt72IKjN78FwcUuJXt33b0loS77dDT1dVZo71GV09PSYR14b+L2VbJ21xNrMP2RNjJ8KqceFVIFYJQpqvSUu5NwUUdv8cEMX3rEpRsShEAAmJKVccPZoYiILbdbyDu04ZGDfS2ZIU46Aus0nKM6Yb6Pl4ykhQxOveulfTyQOTcMBXlX+sc3YIp993At0rvfFwtyQg+2PjKTmohr0VYVQ/1LVPrr8e0lJ97EYPi5QLiPE9wTDIBWHbAHiV+5UPh5AGPzVGndAUlTb2TyGIP3ZAaEeD36GNdF7G3vuKmCReP9oXoGpKCGEg/q7iIZVNgOXG5B0RtXm5VG4JiIUJUvTkk9M+yTSFUPYkbqHppI7CQz+rlkIic5HJM7egwSccF5/BavqonjkkgoOvDdnHNETiaRLLcEDDIusRAv1tPUonjHlBNaT4GbKwGPoWk8RG9eSGH5XnF94SQ9pscWcia0MPKcmvdIyg2h9rHVlL8CnvvpJP7LAYKLumxrtC5kNxEVXsjw4JzQGC6EAACYjrUJKLmk6vS33NYNKxO2B+xO3TQ1sJEW15ScfO58CLiWlKIkuenjFaLqZk5eN/0dd2tvVpY/VBwNvF5WfPcXk1ASHvXSW/fKxdO2m0UZZi1dMvTEetAdIfv5Phn1uL1D+p/45jy6VBFXyrDYGX0xU2SQgqbHK7evHpqm5qI+LrT5FqDIKjkzmbR2YsNPT83kL5jW985rRUV1tzpeNnf13W3AheX5uk3TaRpMg1BtnpGZntPuHpfv375jK2+MIegodtHykBp/GBjrMNqBsY112bY4Mlh5tjiO1uE2cU2nfDy8/O0NxFlFzK7TVwlA4IgNKzkqsr/zWbe/KSVeInpLntsp8wroLH/4g0/dzsTBSG5LZfozIkpebBn9SqVk88qKYn0pvpbKQlI6Fk6XfG/ds5aU1hY68SzUhjNME2Kd/APEJgWBICAmA7ViOmujfM9ZLnLYrv5NnNz8x27bI6c9X2ZUTNkUMW05r28fNBUT1NVbc0GS5dHaZQN5yF8c1LQGYv1azQ0dLce9Q3yd7V3e5TbOTBkbMCnOgj9y2vztp08hX46wJpqZUC1FURe3m+qp66irmOyx/1ZZhN1kGNdyF4pHlm70LyhzfN6cl9cOrh5rba6mpah1ZlHud1Ick0hCsK8jltvMdTV0lDX0Da0cPSLrR0aGYEdqH/rYWd/4xOddQ+mGoyflh9cfdwN+23rtLQ0tfW3HfeLracY2bB91cEmTAsUzhL3kiQduP7m1Hsndxpoqqprr9tm7xddMoR/RO7aMp9c8vR9kzc83RZV9zH43G5jHU01dZ2Ntu5h+T2kTZhHhAGngMB0IwAExHSr0XHKg4T3dvUgkDS9sth+WHcvhp5E6H9ns2qRtEta/++ajzZOaabVLRxqANbVAx+k9h0RC9caaqsiZeAcVUkd40opMaa/u7MbQW9FUQKyr6u9C059FU4rQpNSGCSso2N40goEQThE7bMd7Mv174yZNkvAovu7u2Dw77YgDPZ2d8JQmJH1OCk5B5EAAlORABAQU7FWpkieCOXXVOYv0PYrpk6eLsAAACAASURBVNUcUySH0zkbqPQbdrbO9z83Az3w06qZgOrNvr5d7+hr6rTNn5bStIwY212bmxSXWjVk6YQgfH9zUWLYfV+v82edXVwv3X6RVkc7S2iiMPCDPZWfX8cWfqHWsJ3V6ZHhURnVX7g/0eQnOXxvRUr4rUvnnF3cvAPeFnSM2Z9tVGLoxuTw216uLi5ul+9GpDbTfApCEH6wt+p9+LOobMr4JwIKVpPx5uHNKx6uLs5n3K8/jCts+t4tkkZlYcwFEBBjgIDLYQLokvDLF+4ltYMl/YeZ/LozZGtZYVl9J2LUYg6/LvkZkRIBh2orScttGmPjmRFln0ghsQM9tXkfox647VBTWHv0Sf1wXF2fAk5skJHVNDAxNTXWkRcVUdjs8aYUNkkiGI8ZbC78HBd208FIZrWRD3WuzHDyEAQh6xJ9zEX+Zdc++fQPGPODrXl9bquqjKLGOmMTfUVRUY39wdmdX2iOXR89N8uIyKwxNDFery0jJm/ukzpGIuH6a9+e1WVdzqvlkkiGAq9KurpTWkJJb4PpZpN16jISkjr7b35qmjQLGRAQoxofuAAEAAFAABAYnwC8Kf+Jq8VGHcmV81YoHQgZ0f/TW576LuxpdHZNRx+ivz3/vpUkE6/x5aTG73hjIWrS0iv66WYADW95d8l6m7GGAOMCDh3P0XsFEkMQOvNDHDeJLZs3m0vJLoh2ni7dWH+jY1/caQ1eEePzLwo64PCOwpCdgsvEDz6rhtHDVeanuZhRwy2mvL0X1lIU6aK8ZOnauyM2zSEguzPu2kizsKxgWylzLI5cqsH2qqSwBy8/lzb3wOE91a/dNwuyr7a+l/fdfXNfgAQExBfAAGdAABAABAABegQw8I7yrA/RwZ4W8kIKtg9HCIgxvhsf7pFmlTr4ooDeQNQxfiFMU9abu+dsN2io7A8dsQbaCG84NLw2+33My4cu+nzs2jQCYqAm+qK5lq7lwaP7teTl9j+Y8gICmeCgwi2zNzSPMmEK+nRCaqno3tdVMFq7Y+11zXmLDUO6yNoCj2oOWLtwgc5N6opzWHjVq9P6kspmZ24dUFu++ihFQIyARzztTrq1RZhD78zrtjE3fvQSCIgfJQfCAQKAACAwgwngKmPd9MVkbIK/KCAQiWd1ODn1L76vo/dJPYyuqyA26MI+E00lZQ29zQfO34uvHG/9DHx31bPdIswaF0dZIHAd2Q/sdBT0Tr6qLYm5slZa0jZwyguIynubhXl03OKqqavRN94zZl22xjuvheowxAgbs5d9zqqjyZT+ZAIGnnR41VyuAwlEHwRUV5rfNmkxY6+k6rpsR2VGcfoCAl347Jg8u4iFfwawQAyRBSeAACAACAACv5oAuuKdi67olwVEf+atHUIrhS1uJrd/YQwEDlb5+bnv8W16qqpa+lsOuN97+bGoBUX79T26ZLiuspCdwiyaIwUEvDLKY7OyisW15F4IanzrvkZaat8DumMkRsf1e6+yr6zl4V93OZG8zgsEQbAnOzn/VXBOa6QZ6Ih+snnhbMkzeUMCApHrJDV7qXkYDoIQlS+OaoqoHnpWQ1xT7rO9EqPE0XjakiFrYs6s5eVQPviknM7wS1r/3+ICLBDfQgn4AQQAAUAAEBhFYFwBgSp/7aLFw6FgfSuj7Uufu63P7bQFlsxnUz94Oyarpgf3jXv10QoIWMkrZxMFPbuQQtIiumXhZ7UlV++5k01cePRrcmRUkX7xBVFArDLw+dBANdAQBcR8eed0WgGBeWK6cLb02UIaAYFCVT+0kZEwck9sREEETHtJ/BEFRjG7KAwEjdx7ANuac9dKjotf+9TLcupCM5NQWiAgJgEiiAIQAAQAgZlG4MsCYrDsjauBMJ/STu/3DeNMI0IUv/I5tEFJXELeYLfTzcicTtwXLBWjydIICGxV3JU1DLMY2FcrKcvLycuJ87MunMeweKXgJqfgNOq+aKPjmBpX5XdMhfjXesQPrfrWGGDCukz7ci5tFwbu3R62OSIOGUMCAp50RGAO14G4QdhHm+Wz/rNUVElZXlZOTkpccMX8/81Zyq+97cTTKkoxMa259/ep8gtpHn2U300VK5OCAAiIScEIIgEEAAFAYGYRwFTEnNETk937cMQ0TqIZPu/ZSV0REa19/p9bvvqti4E1lqS8uXvWdouOnLi05jYHv1f53SO/nOkgxXVVPrYQYdH0pHZREBCdVZ9fhgQHPwgMDAx+9Ojy4Y3CnBxqFucjU0pbxhtNQSfyX+qEjLVX5pTf/7yAuo1y8kkZRqHdryp6RigpAhlH7RVVBsaNT3upgyjbHhgsmqfl2wDhu3Kjnjx6GBT4IPBBUNDNS6f1+Oaxah9/+i6plBTtQGOK3y5FodUGzi/KeifbHgMExC9tMCAxQAAQAAT+dAIEHBaFQnbmhDuuEZHadacIg0UNoklvto60wCNawuJrD/glVHT2IRD9vTAYrH8QTdnn7UsFH+ysyf300u+0lZGquKCE9umoL+z6RsCjB+HdNVkB5oLMqufS0RgkAomleSk2vPHSk5U+GDT114Hoi7JX5hDaeO1zM7GbpyncRmgRv9XjMspuhi1h9ibaG1w/dhE3MsSVXVGat0jLKwMBQQQcLMlVZcECNV/qXixDYPtrMxxVlqy2p6wD0V/z/tJWGSFZ4zPPc5phA4PwPhgM1odATtbWRkBADJEHJ4AAIAAIAAJfJ9BdGuuix8q8gmnRf2f9PX8BE7ukiUNQHgGCEJ8vW4jNmjVrwXIOfkFBfj4+Pj4uVmYNxxc539KTQIC3VuZ8eH7N8VIUcas/2mOwq8xvEycrG9uyv2f99x8GJi5R9S3n39OYOapenFPhFba+lUcbw1Rzwda+djIU5+YWklNRlORezixrfT+zjbKQVO+zzUz/MBkHVcJJYx4JXR89DflWcIjIqanKCrMzC27yThmzkBQEQb1VH/aLzBPaG0UqKaoixlPrf7NmzfmXmVdIaBWpPthY5Xa4v6ZRHj9GBgiIH+MGQgECgAAgMEMJoPvbiz9HRUXHxb9PTEyIi46KTy2sJ5rHsbDG0syP8fEJcbGxMeQjOioqqbAZ9oXVFekBxPbByK9Mmps4NLwq7V1UdGxcQmLi+/iYd3Ef08s6aDr1kV31+dnZFa00UxloIpwCDpie+rzYJ7euXPS4GvAyqahtkGpRQb3by7lgtcOH4WkpeHhD3vvnt709Pb3vhH0sbKI3vASL7K3KTc6qIneK4Ae66/OS4hPex8cN1ce7qMTMspYRy49PBAIQEBOhB8ICAoAAIAAIAAITI0DAolEozKixH/j3B3hXrvUp6BnaVpeSBB6NRJL7iyaW5qSEBgJiUjCCSAABQAAQAAQAgcki0BrhcvBSbP3ApC3ZMFkZGxUPEBCjcIALQAAQAAQAAUDgdxPAwLu64KONEr87S3TSBwKCDhTgBAgAAoAAIAAIAALjEwACYnw+4C4gAAgAAoAAIAAI0CEABAQdKMAJEAAEAIE/lwAOh0MgEP3g+MkEent7f3IKUzR6JJKy2xcQEH/uUwLkHBAABAABOgTi4uJUVVXZ2dm5wfFzCHBxcQkKCq5fv56Dg+PnpDB1Y+Xk5LS2tsZiicM7gYCg8/MDToAAIAAI/LkEUChUd3d3Bzh+JoHOzk4YDPYzU5i6cff19ZF/HUBA/LlPCZDz/2fvrOOi2N4/zvfWT8VGEeku6U4RUEEJW0wEDFRULGwRxcIOGpEGERVFBUVEQulGujuWhWW75/faZRcWWNCr3AtezvyzM3PyeZ+zM5855zkzgAAgAAgAAoDAuBEAAmLc0IOCAQFAABAABACBX5cAEBC/btuBmgMCgAAgAAgAAuNGAAiIcUMPCgYEAAFAABAABH5dAkBA/LptB2oOCAACgAAgAAiMGwEgIMYNPSgYEAAEAIFfmQCVQiGTyRRWE6hUMplEJBL6NiKJTKVSWcPHZJ9KpZBJ5EHfnoJopxilMn+IZMqguo1J2WOeCa3i9JoTiXRcoxVAYbKlRR1iG5lM7ONOC2JlTqPFaBFa0JBkoxX37TAgIL7NCMQABAABQAAQGCBApckCakfeU9cDe1xftw4E4KoTfQ9baEoLzp/FyTmLV878ZHB2C+OlQwOxfmKPpll6mzJ9D621f1zFkg/q6+tTen9xcHD88Sd9+52D4y+FK+4fWaJMzF14xmMnC0W+mdM45wioWl1/V4sY6fNZVGzZk2NmivxzOKfPFVRZfep5df+HOsnolpS71trCXNOnzeBZtHyfR3IH01oyvOLdrR06InOmTZnOLbNsv8eHGiwz7Od/gYD4eYYgB0AAEAAEJhEBbGfVe++Tu1Zr8kxZsPhQWP2A6S3vPY5brz9w/0VKXnH223u2qlxzdZyiSpADMb65RyURiSTWJ+iBFCQM7EuQs6ONqeTM6aIrbhQPhECo4pfHDCXVbDwy6msrSktLS0u+ltXAujEsUSbibkP4XnVhqZUnHifm5cU/sJadI7DBO7ezXxiwVhn7+YTCDG6D46HJOdkfAw7pzp+jdj6LSItB7K0J2S48Q2zdzbfZeSmRF9fL8ctu9K+hBaEr3p5fLsCrtcszPjcvMfikhTSP7Bq3hH55wVrAj+wDAfEj1EAaQAAQAAQmLQF069fouyeO7N6gKyGpfyCURUAMQVLlZ6MsqH0spgQ1JIDdIZVEwKK7a5Mfu9x608YuAkREtSV4njh2cM9qZUFRkyECIvqIoeySYy/hbFNO0JNFd1dLLVp7L72RTK9gT7i1xAIjl8xm9PD6ol9Y80zVvFJCj0klY/OcVafx73pNgCACvPSeyTyetY/7ZAGloyRsmxyv4eVcCEJkB9koCOidfsfgjy8Kd9CW1HUILh9ewA+dAQLih7CBRIAAIAAITG4CpKr4iysVNeyDRxYQZb7blYT1TrwuZXNHZIFHxmNR3fUZT67uWSbNPVtA/VhMJ0vo0F1KV/UTWzk+4+uDRiCKoo8ukdTeG1SJRfd0d/eiccS+m/LQ1BPpuCVip4q48dnYCiaeinumvELr/L520EcWWKtKST8pN1Vk7wdcnwsDlYCI3SXMqXguB4Iw9ZHWwnM1Lxcx4uOasm6aCUts8G+F2j9dXi4us8G7jJkVKsvXTl1u+dk3zcwzP/cLBMTP8QOpAQFAABCYlAQIlXHOpgqjCAhCrruVHJ/GwYiinhEAkQkYJKI5P+bu4TXKfHP5lC2PeryvwbGfv+jPgtxVHrpDjn+wgECXxrmYLuTkEhCXFJeQVV22wyU8ownfn2Zi7hQ9WCUlsfL6x3rmnAUsdKvw7MWXspuHTb2QXmybP0XxTDaeISCIyOxTylN5bF9DELrqnsnM+SZeTB1H7ij03yTDv/hyAYTM8tooLaB/Oo45h4TJfbRXTVbPMbJybIgAATE2HEEugAAgAAhMKgLfEBDwz24b5RfKbvXJaBnB8Z/YmOR3Yo0yz8wFChYHH8RWYMjfkA59eNkKCAK8ITsu/Mmrdx8+vI18cMxSZs5cVduA7O+ZOhm/Rsu5vUJMyuJuEmMGA4IQkTaiM7TPpjcyhyT660YI3zhrirpLMYEpINCF59SmzNsSRYZQ5W6GUxdYPmZO+1A7i0O2LlqodS4dguC5gbYK80WX2Lu/+ZKVkfTS6+RquTnCS088p3tI9Of+wztAQPwwOpAQEAAEAIHJS2AUAUHtyfWx1xMWMTr/ahQHynq/LUq8nLOVbd2Tq9q6Ubjv0w8QWwExpBlqX15cLCx98l7SkPMT67D44SopKfNbiQ3MhRcdIVuEZy++nNs8bKEEKXo79xSVcwX9AgKVeVJx6kK7t7QRiPums7hX+rQwjCO3Fz6ykhYwuJhDO4Fu/OK3f6nswtmzZnNL6hgb68mLq6y/mgAbGxJAQIwNR5ALIAAIAAKTigCxMu6CqYKmfXDDYLNJnZne9gYSUsvPvxxFPdDTUDqynrrtNJIWEFUz23kx5GNRbSsc8y3fBXJXRRh9CuPr4HJZj3pSPdcryJ64Fst6csLtt0XuUpUwPvum3wei9NbyhcLrH5d0DvOBoGadUZgmsvcDhukD0R1jI8ip7JwPQdjGZ7aiXJqXCxn2YRszrpkKSW7waxwwmEwk4mnaozL6rImG8dEntQNBP7UHBMRP4QOJAQFAABCYdAToUw24srfnTRU19gTR7kaM10VRsfUfb23XFpO1cH1TTps/oL1pikz5xsukiLWfHp+y0hYTkNSy3HM55FMFjOkUMIwsFYIIHaUhO+T4ja7R7piMrEk4dHdnB5LhIQBhcx45qEtrXghm3lSH5TMxTpS4r5eVs7j+oa7P3qZHG0R5lrlmMFwg8K2FXz6lFrXjaZIKFbOLf5rauaxuGnsqoT3puMI04b2xOAgiwkvdLRYssPCoozcLsSXdZ70M/7Jr9AEIVjtJLe9uWGuomrvGjZELJQQBAcEKGOwDAoAAIAAIfIMADt6QHhPkffWI5aKFwvo7b4RGxaaW0gbFiUX+9tr/xyG03MEtIPJJSGBAQIC/n9+z1OrOYWPybIroLXl9//AqVRHRjY+b2ARDEAnXU/g20PfBNXsdnpkS61xDn7yIzWyi3V5hRfG39284+uDZx4ycjA/BFzZpiiuuv/K+4bucKtiW9e+crI08oi+juP6cf0J2dry7jaqA9BbvPBjD+TP9mPQMDiGH9x30pReYlLO6vMJLz0YkZqTHBx9fIsRv4JJOFx5EZE3ITjleuY13YzOyP0Vc2aoqobojoIJuAQkFq8lPTc3MTI0LcNm+WFFj87XYxrGjAgTEv9NPQCmAACAACPxHCMDLP7iYi4hKK6ioa2qoKkiKqm04E1JIhSBMwRNXaz0lJWUlBblFfZuUqMjysy/z/8acOyw3s5y5amAwMBy8wnOThJi0vJKappaGsqyE0tJt15Jo2gTbkPn4wBIFcRERYUEhIRE5Q9sbsSWIwakn5lF7spejqbKEiBC/oJjqWudX1T3M6YuvV7RmzV/hXoxinsAUPnYwURATFhUVkVA2OxxS0j9OQ0Y3JVy10pIQFBAWEVMw2nnnPVOBERpSPGzk5/MIiknK61udD01vZfpbjAkOICDGBCPIBBAABAABQGB8CVAImK7m+ob2bvQI6z7Gt3ojl46BtdbXd2AIrO4fNbeN5knaPWtCsZ6EICqiua6uGcFmEIFCwsMa65vaB688oRIx8Jaa6oZOxFi+UZxpChAQTBLgFxAABAABQAAQmBAEkFF7NEwvJ3djJ7QWAgJiQnQWUAlAABAABAABQIBJAJb75m1uG3aEr4IwY433LxAQ490CoHxAABAABAABQOAXJAAExC/YaKDKgAAgAAgAAoDAeBMAAmK8WwCUDwgAAoAAIAAI/IIEgID4BRsNVBkQAAQAgZEJNDc3v379Ojw8/AnY/jECT58+jYuLi4iI+MdKmKAZR0REpKSkUCg0704gIEb+F4IQQAAQAAR+QQL5+fknT560sbHZCbZ/jMCePXtOnz5tZ2f3j5UwQTO2s7O7f/8+mUxbXgoExC94eQBVBgQAAUBgZAJ4PB4Oh3eC7R8m0NHR8Q+XMEGz7+3t7et9QECM/C8EIYAAIAAIAAKAACAwAgEgIEYAA04DAoAAIAAIAAKAwMgEgIAYmQ0IAQQAAUAAEAAEAIERCAABMQIYcBoQAAQAAUAAEAAERiYABMTIbEAIIAAIAAKAACAACIxAAAiIEcCA04AAIAAIAAKjECC0lya/jIgrYnjk02KSu6vTn3m4Ojns3L5lq82B817vSjton9se042M6iiIeRSRNuwT4VRUW/Ebb9eju7dtWG/n/Dixtv9712Na/thm1pn/xuP8/h1bttodvBSY2tT/8W42peAq3nicc7DZus324AWfuGoW68i4zsywa4d3bttibX/6blRm26DUVHRHcayv67E92zautzvr+5E15aCIf/sACIi/jQwkAAQAAUBgMhMgojpKU6ODbjqaKSmbHIloGGDRkeh12EJz8Vq7A0ePH7RZoSErv/R4eF7H4C9SD0T/m3tkAqom/XWEj6vtYll5izslg5KTOoqenVmrp65vYbv/0AF7xyuPEyr/iS9YDyr0Zw9wxcEHTdU1l23c7ei4y1xNWtXqfmorhs23uiEIaok5ZiQjZ7hln+Mh+01L5ORMzrzrpJdPxSNyfKzVpZRW2B5y3Lttpbay4U7PPKZuI8FKnjmv11PTs7DZf+jAXkdXvw/lzLCfrT54D8RPEwQZAAKAACAwqQigmgvDL9psWKElPIdf/0Bo/YDx6KbSrNSknKo2BAaPQ9W/OLpYSMzsSmIdcSDKt/YQxfEfCnrYxiIgW9667dq6zkRx4VwRE7dilkik1oyHNurS2jvck6o6elAYFBKJxhIm9KewIQiCxRzRlVS38fhQiyQQUE2xhzV4pHcGVcBJLJYxdikFblqz+FZ7ZTUjMOju+s/3zXnnLKZrKAqqOeaA7Bx5++d1CBwe1fQl+LC2yKKdka20lOT2TJ9d6pIa1vcTq9r7uKDGkAsYgRjeUuAMIAAIAAKAwIgESFhEc3VJ9mvPvfpy2ntDWATEkCSNwXvUBdQPvmCd5RgSZeAQW50UdGmPuYaC6p6IloHTLHsUEq69uignOcZtjbTg0ussAgJT9ur0Mhn1faPUhSWfibKLijumJ6p98GkRUy9lnNPmXrTzRWX3cOVTdWvx9Pkbnvb0DeZQ8O0ha+bNMnpQB0G4loQjCrNljiQzzELWJJ1ZzKuw6xkSgvCVcWdWSKvvDBi5jX4KBhAQP4UPJAYEAAFAYHISIFXFX1qpqGEfPOLNqfvdGUMBsdV3UprYD8ozuFFa0p/e3G+hqaCobbrpkFvo+4JW/ChIKV3VkXZyfEYsAoJQE3fFQlbC6OAtz4v7t23abHPINTC5onuUTCZEULnPxkXippc/1DLNbXm8XnD+0ht5rcPmXshxuwWmyh5PYwyqUImoz0dlpwnv/wBB6BqfVfPmGd2vZthEbCvwWi8htOxGKQQ1Jd60kBE1crjt6epA43LwYmBi2RhyAQJiQnQkUAlAABAABH4tAoTKOGdThZEFRFfijTUiPKr7g3JGumMRO4veep/ZbKCiqL2cphzi00sauomjig3aqHxXeegOOX5jFgHRXfj0oMpfnKJLNjscO3Hi6N6NhkriMibHwnJHKnlikM69s1JcyuJ2UiNzyqLnyQ7RGdrn0pvQQytIiLCaPUXNpbBfQKALzqlNmbf1GRlClbsZTVtg4U+fsoAgiNJZHLxFllfbORsil786qvLnVBGDTQ5HT5w4us/KWEVceunRwKyx4gIExNCGAseAACAACAAC3yQwqoBA5YUc0OQXMTkR8RUxkiJoCtyhyjt1qvhq15iC+i4cdaR4Q2rCRkB0ZAftUOJW2xP4tbO7u7sH0VkYccZEQtzk3MsRR0eGZDouh3l3zMSlLe4mNTKdTLufWIvM1HHOHC4giJFWc6aouxT3CwhU3jnVKfO3vaBCqIqbxpwLLP2ZKy8onUWBW2R4dVxyIXxR5C4lLsXd/kWdcDqXoqdnzaXEjU5E146NwUBAjA1HkAsgAAgAApOKwMgCApkbelhfVMLkSGAubBT3SUJzxpOru1eqSkmoLLe7GJDURKR8j4ZgIyDg+WH2WmJGpz/0Ly9oir1oKiO/+V4acgK3SZX/ZjmplVcGpjAafdcI8JjeLWAzhRG/X2TqIqcMfJ93BJWITDokNU3cMQmC0LWP1vHMM3pQw7CU2JrnvlZMZMW9KohY8uyAtojeqXcYJoWW2OsWMrLr7qawrL1lhv3ALxAQPwANJAEEAAFAYLITIFa+v7BCQXNvCMsyTgiCOj5779EUk199LvIrgvlkPSIqMhreUp3/zu/CHjNVMWE5Y1uXoM+t35AR5K6qcBs5fmO3gWWclPr4G5ayshs9vzJLqn15xlBG2c47dxQBw4w7br/ExNNLRDX3RBR0Marw6ZgKl+LeuOqefiFFIZPI9INm92XTZ68KhjOdKJt9TGfOWuHTAUG4ti+n1GaKO8QzMkFUfTiitUDZ4TUZghqT7lvKSm64X8i0sf7lxeUy8lu9ssaGCxAQTLDgFxAABAABQOA7CFBIeHRvT3PGE6elcirWnnkoNLIXS7sjUZs/3rNRE1Vcdzooraa9s6urs6O9va2rF0ccvqyAtRwCEtZUnfPq4ckthrIC/Ap7n7WzhvbvUykkTE9Xa3mazxbZhfrOqUgUohtFoN1fKc3JDzfKLFDfF1JCe9iGpbtvkxNRt3+Uz3RP7M9jQu3gPp03FpEwvfqhnuY1WRm0VXy2wsHoKkQfrXp/a+1FOsfiYTgKBFHqvJfPmqF1NrEHgqik9thjatO5Vvo30aBjWlNOq03nX+NRSoUgQkfa/Q1SPMqOsbSxF2rrF/etsguUdoUU09wqYNk+25WE1W298od5af4YFyAgfowbSAUIAAKAwCQlACt+fVTz//6awjmFg+O3v/74a6qQ0X7vbCoEoVJv7VDk4OD4i3Pm3HnzuObOnTt3xpS/lBzCs9grgsH8qPjezqbK9Gf3fD8Oe8kkPSYWVnJjGedUzpnTODj+9/tvU2bwKpqeZgzPE9rTAw8bCM2ewyMkIsTLLai+5VpM5TBfxMEFToCjzuRbWzUEuXmExUX45szkN3R6Ucp8C0RXyFruP0VtXzRh6KMOVHSh7w557rk8wlKSQjxzF6rsDixlyAAyuu7dRVOhWXN4RSRE+bh55VZfimN6RBDbs0OPGAnPns0jJCrMyy2gbuUaUz5mXICAmAB9CFQBEAAEAIFfhwAZj2qvKyurqKysrq6uqiwvq6xv66bdzCg4REdTTVVVVWVlBWMrLyurbevFMdcZfIeRZByWMdM/NDKFjO9qKC+vqKisopVbUV5Z09CBYg73kwnIlvKs+OchwZFvUosae7DfXM8xNP/xOKZgES3FKW8ig4OfxWdXtvSSmBM4mGgbgbk6lzI7aYUp6gAAIABJREFU8UwDqfielvK0N09CQp68Ta9sQ7CMrlDI6Paa/I/PQ0PCoz/lN3RjWHiTCcjWiqwPL0KCn7xOKWzsxowhFyAgxqPPgDIBAUAAEAAExp4AlUIhkciU0WdMxr7Yn8yRSiaTSORBy1DIcfaiQht8qxBDnRUoJBKJxNY+KpWWS5/LxNAK/UNcgIAYChocAwKAACAACAAC40qg9fW1c35f2nHf9EMd11oCATGu+EHhgAAgAAgAAoDAUAIUIg5LZD+aMDTqOB4DATGO8EHRgAAgAAgAAoDAr0oACIhfteVAvQEBQAAQAAQAgXEkAATEOMIHRQMCgAAgAAgAAr8qgckiIN6/f3/79u2bN2/eAhsgwI7AzZs3Hzx4cO/ePXaB4NwYEPD29h6DXEAW3yJw8+ZNT0/P+/fvg8vdt1D9VPidO3e8vb0nIeSbN29GR0dT6CtdJouAiIqKOnnypJOT0wmwAQLsCDg5OTk7O589exZ0EnZ4fvbcyZMnr169+rO5gPTfQcDJycnV1fXcuXOgJ38HrR+PcurUqStXrkxCyE5OTgEBAWQybX3IZBEQv+oIEag3IAAIAAKAACAwIQkAATEhmwVUChAABAABQAAQmNgEgICY2O0DagcIAAKAACAACExIAkBATMhmAZUCBAABQAAQAAQmNgEgICZ2+4DaAQKAACAACAACE5IAEBATsll+qFJUKoVMIjO/5TY4CyqFTB4haHBE1iP6p1mYX4JjDQD7vyIBCu1LO+y7x69oDqgzIAAIjDeBf0ZAENHdsLbWzl48+4+GjbfR/1L5ZDyqu725oa62trauvqG5rbMbhSP+2AWchOpqa4f3fRZ+pNoTeppy4l8lFHexiYCsz49//7GoCcUmbORTTekvIhPLcWPSiCQ8Et4J60GP4ZdkR674GIeQMN2w9tbWzl7CwKvpKZjujk4E/hvNSaWSCDg8ke2n80auJBHTA+uEI//OF5CHZkZGs3QYKgUHbyxOjol88uJdehUCj+js6EKxfO53aOIfOqaQ8DhC/6eIfyiLfzQRBdfb2UL7M9Y1tMB6caM0CZVMQHa1NjKjYoeRouLRiJ4e9KBPTpPR8I7m+tqa/q26qrYNMfG/ZfBTzKlEHKoHjsCyfu+Jguvtaqmvre1HUV1V04LGEn6qoKGJKSQsAgZHD2sZiELEImCtTfV1NTX1LTBk/4ewh2YwkY5JWASjZza2dqEIo11SKDhm1IZWWO+AdRQSBtZYV8cCvaa+taOXYSWFRE9WW1tb39QGR+FZm+tnQfwjAgL16Za1gTi32v7IgraxrOzPGvuvpkfVJvue3KAtJcDNNWfuPB5haeXFa04EpTei/34tKIR6v+3qOrvD2kdLC897vlt1gY7zZzaRykMPqyvqnomqYhM24ilq1KbZvxvcbEQP/Z7siClGDqDWJz3cabb6REjR8D/9yKkmSEhVwF5jFWE+lb2R5XAmi45QW7XFJ94hCKPciSASFp4Z9cD3ffXfMoTy9cnJNSvtHnyoGy3v0bKkkpoe26hr7QxuhSCISoQX+FqJTufkFhCXV1t+4ukLJxNjO7+K0TL4gbCGBL8HT9I6fkb1/ECp35uE1PXFY/cSWaEF8+bxCMka7XLPgI/QEanYluzgI8sX8XFzcc0XkF+25358AzMqhYTHoFHd+REXtu845JsCYym9KWi3Pg8Hx1/TZs6aPWvWrFkzpvzFu9G3sh3PEue/s0slE7Ho3u7yD16Ht20996KZxTLYu+vrJTg4fvu/GUwQHPNM3iSWsUT58V0qlYxDI+CNhW+vbl++3WtIH6Zim7Oj3HaZqssIzp8+lc/I8XEu9sfL+pdSEmpjb+4yWsQ/n4trAf+iFcfDCtpxI4z6kjpSH9oayAjSOrGwnPEe7yx43xWCiGgIWTOVg+N/nH3MZ06fMkvUcpc/3QRqb9XHe7sNJBbOn8vFLaSy6lRgWvuPXliGM/knBATi1fFlKhJz/+QQtvL60sy84jLLppKIeJYnOebpvl8yEY8n/hc0R9fnO1sVF4ouPfoosbi6rrIwNdrLaZXS4r1+yQ0sjUcmEgikQR+B78dBD2JEpZJgSb4XLz9OR/QHU8kkAh5PYH227S6IdtAVNnBN6480sFMZcVxXy+hCdC0EQWQikd1ANoVEwBMHVybaesE0k3stNAFBIgwqqy9nCq252JwfKLd/j9pV9sH/zoOnX5pYWpdCIhLY1qU/2cTYKbm1QlRCiOf3KZqn3zeg+hql7eGyWbzWz+Csj6FUEgFPYLEPwsEq3Yym8lm/HNUOKpne2P2jG5TmzKcP7/h/+Apj6SokWlehsO8rNJEwqH2oZHjKo4uuj770QBAV1/vpsMw0xWNf6LmRke1ZYTfc/JPbBupEpVBIROLg0QMqlUKk/xn7qzUQn75HIhIJZJb6fNorMFXTOa8LNyTehDjsfe8gzslvcfllXkVFzqvL5gLTpA7Esx2OwzSmXF7Kza1zJCKnpirr+YW1CiKq1gEM4Y2oTot027deX4zzN7H19xJY9XxL6B4NGeOj4Z9rOtpbm5ubm5uaWrrQpJHoTQgqP14JTHvZ63sHt65Umfcnt/7B0HqWnLrir1uqqG2+/rqyC9ZGB9HY3InFD70N0FOQMYge9N8ZlCWiO5J8ju/ZZCTKOU3ExK2YpVyI1JbsYau8UNjwwMO43LKq0pLy6uYetsWyphrv/TKfrfJCClZXXuRUVWeGOqpzLVhx83MrW92DiLMXnSa46sqb/Iry7GiXlfzTZQ4l0p9HSYiG0K3C8/QvpsP6mDc3NbfC4PSwnqIwR+2FYisvvSqsq0h9dNBQXHr52VdNY2X3PyAgYM/2aymsv+S2z1hG2vLWl8YBDU7qbatIfx3k4+4Z+DIlryA/t6QFzfyHkRCNpemvQ3w8PP2fJhQ0wAdSjZWp/2Y+HfFuFhKSa299YH1IgTrrGzvhSPodhozqrMl+F+Hv5eEXmZBd0YFhcoAgUm9rVfb7iEdeXv4Rsan51Z1YiEpBNFdUNNOHpCiknrrcxJdh/l4P3b0eRyXk13Vi6LeGUQXEEyc9zcXH/T+VZ74J8vYMeplc0jYwm4CDt3xNfhni4+4Z8CK5sB7BlCXROxZwLrteWFqQGhPs7e73NLG4FU0vikrubSxIeh0R4O3u7vnoyfuc6nZaABnfW19SWNqI7FfQJHRXfVlxbRsaomLhTfX1bT19Q5kUfG9LSUpMqK+7V/CrpPzGHuZX79Gt5UWVzd2w1sbK4vycvMr2iTALVnJzmZCB43V7VR6R1V55nXQT2jxM5grYPGcKCBystjAxyt/T0yfsbWZlSy+tkamklqzn+zVm8lq6fcnLysguqoExH2WZfZGMRzQWJb8K9fHwfvz0bXJhLYw2LEvsbaurb4Kj+q5+FGx3Q0HC0wAvd7/I+PScvNzi+m4siYa4t6G4oKKhta4k7U2Ij7tPREJBE5LRj6jMDkOBl344Yzh77tLLKXlZ6Wlp6RkZOUXldW29feKETEA1l6THPXnk6R0QGfv5a0MXjgrhu+vzE1+F+3s9fOAV9OJDTi0Mw6g4pr26pLy6sb4q/+OzAE/PwFdfyjuxFAgidVU+shKYrrQr6N2ntLSMwnoUvYJMM8f7F/nEaj6nnlt132QchVRxQ2/a/I2RyOH1QlZ/OKm9QM7hNUMHNaZ6rJWXWHs7hx4VUZMZ7XvjksMaVWHldXc+DBYQu9VkzV0Tq8d2rH54DSfEGUxHxTv/65eO2y2VldJzGCIgrpmr6tr7Z7K9CQ6uPfLjvZOuvi8zShtgqMHPLoPj9R8RMZ2fQ667nnfaqiUisnyQgOhM97NRFl1y8lVHf+xfYCfn+koJhU3eWbShQgiCcNG7ZebrnkptZCNue8I3zOXUv1Pb94RCxpVd157GvSWKFpOEaAjZKsKz7EHjMJM7soKtVUVNXJIYDzZlz44vkdc9EDxk8GZYuu89MfYCojV8r6qM6eXU+lxfK1GRpTeS6xj/RWJjzFlzaX4+MXlVZTnpRVILODj4D6UgaVcaKqr0yVEjcX5BaSU1FVkRXkFt+6DyCfko851cYUl318kI6B3wy4ShMbjBz3YQBFFaPlzbpCLMLyqrrCwjOG+B/LZ7yS20CzEE4WpfnjGT5ueXUFBVkhHlWyhoeDmTQur2NP5tqmkADoLI6PYX9uIz54vIqmqqKUkJ8gqqb3uYi4EgaFQB8fS0saKwqt4yUz1VRXmphbO5FLfeTWqgI+7O9nVYukhERFZJVVFyIZeQ8ZlXFUj6DSPahneGoqX9am1FBVU1edHZ0xZa3MvDQBCF2PveUXY2t7CMioY6rb145da4ZaAhfEPiac2ZQpZezH5Mqo67ulRMfLtXJdSdeMV00aLtDwtpRiIKI86Yy/HzisopyYsv5BZbdiQot4N+u0w5rcm7aOWBnZst1UVm/f6XkVt1O8228d1Kbi7l0zzyKTdsnxK3wv6XtTSBxCogqN25vtYqvAuEZJTVFCX4eCRNz71tJkPo1qjdElN//98fnFy8vDxCCkZHXwzSkxAVXvD07EopHj4JeWXlRcLcXEqbr8Q1Q1CV/w4FmaWuL+toZsPTvPbpS/IJSCkoKcgpyCz8H8fs9YGFnbTrQYw1/wzRpTaWOqqKamoKorOncC+7kdFNoUJUSq/vst//b9kjJAX16ZTazD//99vUubwCAvz8/HwL5k39fbbkWl/a3Y/YVRh1zkxm4UIRWUUlaQFuAe3tt7+giUVhR5csnC0gq6yhrijBwyWgt88/vY3eO7Mum0mJKpguMzTSVFNRkJw3ZabKwSflOKjCY6MS958cf83kXsi7cAHPYtfM3gnk7EJNPy4zTWx/PLZPXVHJ6I8HxKZJHv/SL3SZ/QvflnPfUlDYwquGcQZTFnvKUFx9dyjLIxsxy3e3lobFjfhBAiJkt5q49i73l+nFxcUllY1dmDFxHWJWbEL+kqviXc0UNeyDB49AXDNXkLM4Ffi5pKT4a3lde+/Ic+7EfF97I1khcfUVds6P4rLLGmHY0TwAmBAo8OqnO+X5jK6zjEC0pnhuVpJYeuFNbWtlYV5eQUlVczcbHwlmFhPktzFkh5L4Uud3VcyLXI27GR+fpWdR+zAdSkk9Kj1V/MAnxpAnlYCM3yvKKXsinSEgNvHNVDn6+mtJYWFxeW1rD2MaBF36+oyBmMq+iBaGxb0ZnjvU5M0uvB8jnTXmAqIxcKe6zErnhHoIavBbK85veOljPZ1OZ5SN2LxFtv4FSPqdojtmn8Q0uRNfaAKCVONvzsNj6vaZ9ohNJXanuhrM590W1TNBWvlHqtGV+eiAHs9cfqVl249fcQ+NSUjLK63vwhDol6ye2CNqAjIbbqe00e7gyM9Xl82bY3AjndZpWoLX8cxYtDu4BEe72FHaMiM8n3+lkHoeWU6fvS4UR7t5Y2vTE7Ja6BmRe75G7FbgFt/5HEu7K48yhRF1eokIl65DQFEH7c5TF3VYjU/B7lEmEqJ8cV4qrbr5/pdWuppoj9otw6V7/nMbrc2ibXin8eo6hRXQn2t7om2E/hB2SCHSKlGfHp/eNxtBwdS9PaI6l8cqDAlBnTnu68WElt8ppTPDVrw6byKvue95JwS1J9xYpaVm51sGQdSCR7ZaEup2vvndtM5fFuGgzKe40zeNdndNv2IkNneKoK7tJe9nr1+EvytAYsZ/FJImINT3xzZjqh6t5uMxvpXRSYHaPftHIEjldw1nzl58IRlO04a40qDtkpwitq97IQjdlHt56Vwh64huAqa3F9U3bjDQnWrjr6yUEFtzK5P+dICsS4uLS8xvh6Dq4N0aGuZX3zZDECHVdbmUxNJTL2roj8vE9KuGCyW3BxXBaEni9orN5tFweJwFp92t0e/2iP8hsPsdkUylUlCBq2fMXB2EhiA8vNpj9bz5q/zaSQQsFtddn3NvnYioVSAcgrpyg21kueRsA7/SnhZJ8MqUt9Fx+V0EWG1BbmFNnwsWKtPdSkp86emoClqPy7u9RnahoJlzdCWCVoG8K8YLFpg9KGsnQZT3e8Vm6Z5JqW1DIBBI/MCA2oC547ZHerlt3lSl0+kMAQFR0PnOqlO4tr8Y1rVQjann9OaIb+n3NiLXfrxmKiO7/n7RQO1xGV62GuqWNwcJiLaX5zZqS4rLyCkoyMspqC/bdePVV9iAl9tA6v/QHqEyztlUYYiAgKf67l8qISSxiAZCXmXJlrMhaQ19A5fsTUeWvfM+aaUnLS6/eN3+a6GJ+ZXN3aP5uEIQuas8dIccvzGLgOj9+uK4/kI+tbW77Cx0leVkZeS1Vx32+FCNGqYR2VdinM4W3LeQlFzp9rGe2RPhYdtEZum5ZDUxFUV/xYjPtnBNUT6bwxQQRGTuaZWpC3a8pEIQGdkS7aDAKyyjqKQgJ6+obrj+mM+nRtoFHZ4baa/Cq+30hnappW3EoqADmov0Dz/9e35ZjNTDf8ZaQFQ9tlaWNb8YW0WrfY3PRqmFumc/1mIgCBG0nn/e8lulMPp9CoKgfGfFGfInvtBG9OvuLJnKZX7vcy59jDUt9dNzB5UpIns/DK/uL3QG35gV4bLDRHORuCAP16yZs7kljXbfel/eC0H4mAMqAgYnPlYyh1BxL7YKzTG4nNdL6fA2nTPX3LuJOWTcZy+rgIAgKhnfVZ2fGvcixM/jtsuxrRqioqs96yAIOZqAiDimo73M9VUDAyDq3QkDCd1D0TUdn07pimruuBedlJOdkZaWU5x5x4Jr5tI7JbRH3JfW3NPMvODMynT7m3FOWxVMn1mjErtrC7+8fxn2yOPO5bO7dIV4jG/R/KQ6v4buWCSwxCUDgiBU8YtjhouWnIyj2dn8gS4g/KogqMh3l5rKymuxTFEMpbuulFTd5pvVA0FZF7V51exjimn34gmz9QmI11UoiPTlpNp8Cesn9fhmD1Mu2hQGAaLW3dKdMn/bC6Z3LBFTek2Hk2fbKwJE7qq4aTpXZNervvmCIQaR6z+5rZYR1rX3TSkqLa9pQTC9VcuDaALiWlwHBH06YySmuSsyl8mj3ttSRM6aMQIRt1twhsmdum7GdB8mdM2sKWbeNFcJpoDAQBAZ0xGwYd78dUF9vY3QWeq1QVTUKrgH6s0L2CIrYHw9b0i9IIiEhtUWfI57HuLn7XF93zIpYf39ATm09HluK8X1dz/NZa70STisOEfPqaAeB0EpByVmG1zMgzP/38MyHb8TxKdWs6eoO+fRRTlN5GGKL2lMmb3pybB5UmRD8kntWVI2/Q8vlPpPN1bKSK2+zQKJrYDANBSkJSV8SsvM+vLxxX0HA+4/F67zyOwYVsL4URj7ktkKCFx7ZU5KfEJqRlZ68hu/0xYSM+YtOZVQzmZMfnCFkCXv/M5aafDP41M23++R2jk4dNARGwHRmRu2S+4Pbg2b66FxKelfEiKvWmss5FG3f5T3HTMpgzL/Vw9ybq8Qk7a4m9RIf4Sgjc1G2ojO0D7LxteeEL5x1hQNl68Mr20qEV14Tm3KvC1PSbSHbmxD1rvYxM8ZmenJMf7OW9QWcEnbBtZDUE92uJ3yQr0z75lXJ/LXEEctWe2DEeVjY+gYC4hSPztFLgEDu5M3PT08fbxPmItOm6J4iubGXHHdgFvCNqIewZwGzjmnwBAQxMRDEn/NFlPX1WZsWlqqaupLzyaMjYnjmwsB2VGdn/wm9PYhU9GpU9UPP6slNQZslpVZfy+ziSk7oawzinPkHd73YDNOK86UPvShh9U1D4JYBQQZWfX6kpWGtLi4tJyajv5iHUVhfsl1Xt8SEE+O62oaOkczR2ahzGsrxdVtIoszwndpiCwUlVfT0dWh0dfR1VSUFN/kUwWnCYgdC6aZ3G1m3tcwoeumc1oG9UJUbOOHG9t1FkmIS8mpausbLFYT5eFbRhcQUE/lM0d1IU2nFAKhJOKQvtyyK+l0MxkCwr8Gwie7rVXT3uGTyezTUPWj7YryK68ktUBQ9iVtXj3HuNIBd9HxbT566QwBUUlT8W1hW4Tm6bim595dziVIFxDk5CMSnArncpiDjmQcLNSKa5axRzNEgZffMJkrsvMl8/ow2BhKV3G0i4WCsKCIjJresnV7zj1KKKOVUUkfgbj2HgbBI+3VZUzPvatg3pZrvMyFF/ULiD2CM42vlTAFBPnp5jnTVnoNERAkTJv/unnz1wb2ISV0lHhsEBXdFNINtadcNhGV2/FkyLWa0l0UfW37YhkxMSl5VV1jQ3WR2fP1DgblMgSEhM6O4BxmkuQTylz6x+kCIumgxKzFLrkTUUBQ3tounKp0OpMhIKgUTOYZhakLbN8M03XopjQXw/niW8KYBhJrEi4tl5Lf5NE3pkZvP7YCYnDLQlnOi7l5zB+WtjF7xZDw/8QhWwExxLISL2txXu2I2JIh54cekpEd9WXZsQ/26Ivzicqve8gy4jM0KrsRiM6cYBsNMRPn1P4Rh/Knx3VElGy9+v+Xw7KZACe+uq+RljK7kdg/AtEetElozpKruc3DdA/51Q6eKcpn8/oFBCrdSX4q3863w81A1iQ7acxT3+AHQYT8Zw4agtpOb5gXVFzB470askuOP6fPjw5P+3fPjK2AKHxorS0hLKWqa6Cvo6OtrWu4TEuEc4rKsdgWQrPfKj5ec/fyLqYmLzjPFBDk7DMK/ye0+dGX7KyM9LQ0mqNXVm5haSPT5r9r0/jHp1Ko1GGTebnXV4vxG17LaGt+tktRbOXl1Lr+TvLRQWq2+olUBKH0ivYsAeuoTqZPYZ8pDAGxPgwPkWCfT8v/MdvwQmwlfUUhvDJuv6qgufu3BARtFYZx3yoMWp64hDOGknoHX1ZVRNurSOjv84hJzaWNQKSlpWdmZedVttMrQF+FMUxAICiYfFfVPzh1TkZ/7aS1Jqo1/bjq/CU3+q6xqKr35w3FVfd5vQ87qKe09h7jysEQEI+qISjz3hY19Q33kphP1VDR3fWLFNfe/dxBH4Hg0z0UWzKhpq/6BQTt6kTNv7qYW3TTdUetmQK2tBEIcv55hamiBxOZ93gStsFzxSwuy6BuiAwvc1s+V2RXzLA7VX8fJSHait6HeVw9YbtUav58tR3++RSoPow+AvGuEyLEHV8soXPgeQHzv9DgZcEyAvFzAgKWftdSXGKtT7+qpFeKVBp1zEBQ0OhYVEk3/e6XcXOL3tLdftnfEhAHJGYtvjQhRyCgrxfVOAXsXqGYPhA9r2z4pqlcHH6TInUW+G+SEFjGmIODoN6i6EN6YrqOz5ljLrQ/T6a3nYa65a1BUxj9Ddq3U/PQQpDH9ObXFmavGBL+nzgkVr67sEJRc28Ic2CTjVWtkQcVhLTCX9N9n9iEQ5Te1vKcj+F3nHZYGigr6ax1vP0sq230GTByV2WYjRy/sdvX/gwxZdGnjCTU90b2D2u2vLtsJqew5W7aN8c++jP593dgz/epixueiCljVrLoutECMauQsmHu1hBUcEF1qsDO2D6PeYhCgL/Yxsup4TrAoL/6uKZctxUC6pYPaA8j7y+bSCvYBdLW39E2WPKdjSqK664nMV8SwTj/oz9jKSDI2XfXyClY3U9kWRaMit6jNF9+39smVOGDFbyCSy89/1JWW1NRnBl73ZJvyqK+KQxE7D7RWaonEpgLNqgUAryhtqX/CfVHjRu/dK0lGfFvYguaEP0ORISmyH2aIho7A4oxUJXXWnEpkytvGa4zXQnHlLmk7J/WYyHyp2OLpotuDS2G9/2FSPC6klo4i4DAt0ZtXcip5trnPkRBlb51NZEQWeXxLQHx5Liuqt6pKMa4VVe8s7G0ho1PNhKq9dkgJ2d+6XUFc5qSimypa+qhr0YcQUCQe+N28f0le7rPM52CrU25Zym2wOgm4yEN2/D5xjqJ+RLGFkY6dkFM/yqGgPCtgCBY3KUVSkqbbyTC6I8L2EKPjfJSK53fVlMgKMNFe4ILCAjqfr1XhkdcnPt/PDtewPFUCBW3V4RT/tC7Ftr9lkrqKvBYxce1mIaDBK94YDaPd93jfq3E2iUJPW2VhXm1XX0PqeRc/73yknoXYjqgpog+H4gWCGqLOqgppWpzKzq/rr6moijFd6fCbNFtwcV9PhA/LiCsgrohUu37c0v4xDZ40F0gIIiAhLW1d1Ym+FmrSq+4GNt3y8RVhR/Uk9bf+5g5hcF2BAILQZnHF81UdEyAofufAVltHd99YuIR6anS9rHNNF8RKqE5xl5impTjJ/qzDJWEa0qLfBz8Kofmg4NrSr9pJiC4xr2cPmiELHripC+puDO4T2T1PRagvnjYaKhbXI+j3awYK2t7m6uq6lpRfT5OEKbCZ70ot9bxN/VjdJkeX3xsSqfSFvBiy96cN1XQ2BNIo0Ppe2JCdzbV1NTD+zzCIWLT00M6/ApbojNYVg0PZEdpy31x78QOSwNVRS2z3S6PE2tww567BmL37VGoVHx7ScgOOT6jqwW0Vel9KRD5Txz1xJR3B1b2PaF2Jt5Yr7BoxfkYFu/XoVlNgOMa/+0KUkanX/ZN8RBL7pjy81nczqU7x0EQqvRdmH/IhxoMbaUBLsFRfKqMw7tWWs+k4Ote7habJn08meaSRsI1lxXWwfsuJFRcTfwdc4mFJueTaSu1vkYfXiKqtie0z7G9K/XeZhW5FedfM5Z9/DSCMRQQ6EQXE1Hp1feSWPQDBCHf7JeZyb8lpKy37dOVDdqK2iutrK23bd64xlhm1h+yJ9Po/nmEIq8tSmLyKx2uegcGB/ndczlkt+Wg/xjN0vw0ox/IoDL66iYNUfVV9mdvegWEhgV5XXdcraugtfXOxxqaLGqLczZXWWS449yDwGAfl83q4rKrb36BYWluk6WPrVVFZFY4XPcOCvK/77xvw2a3LxRSj/fy36aaBeIgSm+J32YpXiWry49Dg/3uX9y/Xpt3jvDK+zUQ1Jv/fLcKt875VDb1LQ930hOcp2V11ic4PNTTZauUhLdlAAAgAElEQVS+nPLaS+/oThiwjzc2ai3SWu1wxSMgNNjv9jn7tVYX41tpz5tRG2f/rn+j/0VSmECzP/5Y9ghBJdSF2cgulFvr4hcS7P/g8uFthkIz5+teZWphYluW16ZZHByC+o5v+u+cje+urlCQ2+5Oe+pDFoQcMVVQMdl92Tc04LbDChWZxQ5BuXQ//5TTqvOU974uZvr8sLHl3z9VfFVvnpzdy3I4895Y5WG+cCoHx7SNUfRlnPi8BxtkRJQ2nXsYEORzzWG5tITu0Vf0dzhh2j46L+bm1T/kERIWEfm+mPmgQbehtzj26iYtox2n7/qFhvvfOLBGV3f9mVc1EFQTuENRfqnrK9ooIzo/4IiFupqBhdV26+1bNqxQmveHkHVon4B4bc3zl87Fr8xZA3LEmqm/Gz6gT2EgH5n+/n+mj9A0f4Y2b7Ops1Y+6hvUwbcX3zdfwG/p1wlBpPY8vz1a4ouM911/FBLsc/3YbofzPvHZ2b67dGS0Npz0DA159PCKo6Xs3OnKex9l0e6F2a7LBJU2B2Qx1x98Orxouuqh/FoUBHU/3yPPI7P6nPujxz4hSU1Mf4N/v7XYlUgsdF8jJaS63cUzMNDDZZuKoNS6BwV9k6kERPnDJb//H8/aEPrDK6GrJGiflpjcihPuwUEPzmwzkFNbdyWB4bLeU5Eacefske3L5OfOFdPf4HD2RtDH0k5arygJO7Vr88YDFx8+Dgn2vWZvtEhE1do3u/2/Ov6Abi199eD00d0bdfln8siu3Hv+mvfztCbaOFv9O49jm81sz9z2DQ7xv310tbqk3OpLb6rYCynM25NmxubbTnu8+drNXDvOrvn6zxHR7Z+8zzg52ltKT+dcoL/T+fId37fl9BsnvvHL/R1qkkorHG8FhPpe3W2mobLicFjehLqQ9NsxsNP+3tVSWc7Y9qxHcNCDI6YyIloHw8sYr68gf9onwskhcyq5zxuXkH9vtaSgmrWrV2CA+4XNKkKyG9yLaWqCgGgI3qNrtosGPfjRndPbl0jLGh4Mr6CPe2IbPt3ZqiytYeXsExpw08FSQ37JHv+sMcMyhgKi+aPPudM3o4s7Bo/X9qZ5OO11Di+mzV30FLwNunvl0pW7YV/qPx6XnK57rZTxemYqLOPxOTsLIz0dPT19Q9ON+y6G5oyZkQPN9W/tYdu/vve/4LDFwlBPW0tbS0fPaJXNuaAvDYzV9xCE/Bpz+8C6pfq6WtpLVu9xi6tB9jtEwL4EnN1hZqinq6Otb7rp4N0PTVQyJvme/X73NCLNXwZV8uzidhM9Ld0lKzbuPf/A747zifsJMAjCNeYFXz5+LYbd2ybbs57fOr3LbsfWtct1NbX0zeyuvCzuXylErP30+LytpZG+nq6OnqHphn1XX5b30v6Uub6H9tx8D2eOohDSHu6xv/eZthQEX/X6ut1KfS1dg+Vrdp55GHD/nKNbbL+oJcFrP9zat+9CQCZNhvRt3SWx9y+5+DPUJb4pM/yirdkSHQ1NfdPNJwK/1DNiVkW7Hr4cWtgyzAmZmc94/LbE3jjsEpTfPvBwjUx9cHjXjgM+2ei+xXrkpvj7juuW6unq6S0xt3MJL2COnhGRNXGXd5jqqmssWW174yNzJoJuBbmn9pPfya1mhrramlp6hhZ2F59kNdK4t30OuHjp7ptCxrA5ujot2tvN9ZKb/8eqlKtGQpoHokvp/42igGN73V73+6hQsjz37bmTSHsko+I+P9i798FnPARRCIgU9wMHH6b2TZiRkC0f3Y87eaTQgZN7W9L9T21bsVhbU1vXYMX28/6fGslQV9GLKzvN9LU09Uw2H7t+8+q58zeDU+irsevf3jnh6veljtmu5ZHOB648aYTR8saVRl6wNdPX1dHRt/YpnlgvgoAgcu2bm/tWG+nq6uoZrt5/400dwxeL1Fsbtn7hLM1zGUznLFJvY7L7ofVGOhpaesZrHG69KuqfT+vMjXbbabJi9cbN27ZtsVpjZrLN+UlGI+16150fdctxvanhYj1tTS190y1Ojz43j/nbwsej77MvE1Gb4elgYmq53mrrtm2b15mbbjp2/3UF7WaGqkz0P7XZ3NhAX0dTS9d47YE7b8r73pzCJidCU0VVD+FvLPjFI+qfOJmttFy7YfM2660bV5mt333qUTZDppG7az95HN5orKuhoWO4ateVqNyW/osqm8InyqmevOc37Fcb6Wlr6hivP+yd0tLfb3LOKc0S2BhUyfRih4jVr6/ZrzKkdWKjtQ633tXTh8kgCq47089xq7mxgZ6Oro6u8dr9157lDMy5ETpLY9z2WC7R1tDSN7Fy8kusYl6dxgDBGAqIb9WG3FlTXtfWTVMMZGRD3FGVWdKHExCDeg+ViOhs6+xhukl8K8eJH07CorraWlphKLZv+KWgujo7EES2C8bRXe1tnczr9FBDqWQyEtbR9ffvslQssrsTjmZXGwq6m/6JhNGnHwdqQlsrCGuH/f069GdBxfZ2d3axrUx/nF9ph0rsaW+HDf9zUsgkREc7DNk3wjjUIioR1wtr6+hBse/11J7m2rrGNvprFYjdWTfMhCQ3++SPrW8emYCDt3d097LWgIRBwuFIpv/s0EqPeIzp6miHo2kjrhNyw3a1tw3625DR9c9tRBaYeDHniBnVphAJvZ2dcLqO/n5LqHgkvKOjG/efeJnu95s9PCaViKF9cAWN+/fv4EQssquzB8nal4fXb8KdIfbCOzp7CYNuBcWumvMUHd+1Mbwe+uuM7Wpvh7O57lLJ+F5YR2c3myDaMx+2h/4tov5sxmbnXxQQhJSbdls2rLXabrvTdou5ppLeLv9Clhcwjo09IBdA4D9FgFoc7rLfymztFpuddtvX6KlobrgaV09/0eV/ysxxMoaK7827t9n4wMv+qbZxqggoFhAYQqA7ymHpVvdsxMR+mci/KCAodR8f33Y+dmj/fgfHk5e9XxV2D9JbQ/CBQ0AAEIAgqCM35tHVE4cd9u8/cPT8ndDPDX/zqRhAHIUAlYxvLU7JavjFnldHsQgE/VcIICq+pFf2zx9PVKv+RQExURGAegECgAAgAAgAAoDA3yUABMTfJQbiAwKAACAACAACgAA0WQQEiUQigA0QGJUAHo8fNRwE/hQBHA73U+lB4u8mgKdv3x0dRPxBApO2S5NIjEVLk0VABAQE7Nq1y87ObifYAAF2BOzs7A4fPuzg4AA6CTs8P3tu165dzs7OgO3PcvyO9La2tmfOnDl06BCg/R20fjyKvb39+fPnbW1tfzyLXzOlnZ3dgwcPyGTaItLJIiCSkpK8wQYIjEzAy8srKCjo8ePHXl5eI8cCIT9IwMfH59mzZ4DtD+L7O8k8PT0jIyMDAwMB7b+D7W/H9fPzi4qKmoSQvby84uLiKBTaC1Ami4AAs1WAACAACAACgAAgMIYEgIAYQ5ggK0AAEAAEAAFAYLIQAAJisrQ0sBMQAAQAAUAAEBhDAkBAjCFMkBUgAAgAAoAAIDBZCAABMVlaGtgJCAACgAAgAAiMIQEgIMYQJsgKEAAEAAFAABCYLASAgJgsLQ3sBAQAAUBgLAngGrKjfe+FpQ98Onogd0T2U2/fiM+1w79OOxDnR/dIiKYU/0v33rUMZEDpbcwMv3xgi+VSPU11beN1jg/efIUNBE/gPUpjcuBZa1MddY3FZjuvxZSP9jHq3tyAM9tX6Glo6pvZXggpZMOWhGhJeXjqhFt02RCTsTUZT30fRGWP8WfjgIAYwhkcAgKAACAACIxGAI9oznnjd8Nps4aI1NLDEQ2scVFNhZ+eeTjb6YvwaDsE53Szhv3sPhmPKIkPfHj5wIpFgjLmt78O5Icoentlvar+luNX73s+uHxoraaE1IqT4UVsP209kGr895Bf7m7SktNef+jy/fuX7AwkxAzPxdYjaW9YGL7VBGyVF1RYdez6vbtXDpvLCyvbhTUOjoXrzPPcKPwbp5DBmY/MEDy8ITvGx+3IejUhWZMzz4ekYMb60V8gIH6UHEgHCAACgMCkJIBqKgi/ZLdllYH0AqHFB0LrWSG05764f9rOaqkM1yxV+4Cs0Z540XkxUcnVSAL7+yVrpox9ArLl7Y3d1psstYS5RU3cigeikNA9LVVltW09aAKRQkUXBB42EFfY4pGOHIgyEfeawnerSRkcjcjqIFIoZFS2qzG/6CbPr52E4ZUlfTkjN11s54uaHiyBgIaVRViLzFS+mDUQkdzbEHPKWFhIQ0ORT+PYB2YAsi4r1MVus4Wu5HxRwxNRg8QeM86P/wIB8ePsQEpAABAABCYhAQoR19sNq/8cdtRIXmtv8CABQcL2diN6qp+fWLZI1+5R5mgCAvfx/FIZQXEdq1P+yU1EMvWbJKkUEgre3liS6mElK2B8nUVADEkK+3h3g4y42dX3HUMCJtZhd8xBbTG9o9ElCEa9cl0X80htf1LeRXtN9ODt6xWt6bzbXjJGJyh4WKQVz0y9GxWMWDh45oMNCorrXaNinQzmKx/tFxAUAra3p6suyf+QvqLu0UggIAZjBUeAACAACAAC/z4BYuX7CysUNewHC4i+emCSrlgo6tr6jSogqFh4U+E733M2SxcJLJRaYnM5IqfrO2QEuasq3EaObxQB0ZPuuV1OUPtgRPm/T+XvlFjqtU5GwuTKh1o8I1VboJUQl9H1vBbs0GzIb+x4p8o5peP7hmuoRGTaMfmpAnviaBFJqNoXjtri2k7v2rsb05x0uVgERF9GxJKXZ42VdI4AATEULDgGBAABQAAQ+NcJECrjnE0V2AsI9CdXc4VvCQh6jakEVHdHQ0Gc56lthtL8gsoWjvdfl3YzPvbI1iZyV3noDjn+EQUEPMNvl9wCqY03P7Hz7mSb5TidzL29QlzK/E5SI9NcRKSN6Azts+mNw/wjCREbZ01Ru1DEmO+hEtGF59SmzNsSRYbI8Mw7FlIyVt7FRAhC1n4+rselfDRhsEmEkhdngIAYzAQcAQKAACAACIwTgbEREMzKU0kEZPWrEwY8//d/nGrns0aZzxhVQKBKos8sEeTT3edfiGJmPWF/8++aS0hbsAgIePh2kZm6LtlNw7w/SU83zR0kIFC5Z1SmLrB+gUUVupkKqe4J/drS0QXrrMp4tV9jrtzeKBgWg2XqEggCAmLCdgJQMUAAEAAEJh+BMRQQhKYU/3ObNYTn8yuucLj9qriLOabPjurIAgJZ+vKcsaignr1fXg+7lBPtXG3gNgVJ00vva3CMmtV5reLnNXtY1DbMfkriIfFp0kc+4xhTGITejw6SnNLHk3GIFAdBDg6OKZycnNOmTZs2dcqfv3FwcPzJr7bBY8BJBAiIidb2oD6AACAACExiAsTKuAsrFDTtg9k45mGSXC0UaU6U31jGSW5JD7uwXUdoDreMsd2VyIxGOBL7rVUZ5K6KMBvaFAbLMk4IonQVhBzWFhQ1PhJaMuz5fYK2EvWzyzJxNZugPIavJynuoAKXumNCXW9fhakELBqNwdP9QjoeWcyatcKnrc+9koyruWc4Y+6aQDgEkXo7W5ubmpuamlpaW8vSXtirz1m0+0k7CoUh9ttN7JvCOBoJlnH2MwE7gAAgAAgAAv86ATIB3dXaWJYQ4Ggoq7T5dmpLW3snAt8360BEw9vbWr+GHzOW1dh47UVuYwsMgRsYS2etK+7dUQ3e+QJaG0/6J1V3IbHE4WsPWKNDEJVM6Gmtq8hJuL9Rmkfn5PuW1pYWGN3fEJYT4qDCLbBkn1dSeV1dbU1NdVVVZV0rHDVwDx2c1cQ4omRctxQXXXzqRRkKgrB59y0F52qdfF/PWHxaccdUeK7UnrcdWNqwQ3vougWc8vujm0hUCq4qYqcsJ/+myGFeHr21qcdpTpT9PhBkPArW1lT2zstBT07V7uHnlrZ2WC+jrX4eAljG+fMMQQ6AACAACEwiAp2F0fvlOTg4fv+Ng+N/tAHzOVp2DzP77tUVUSdMaUPqv/2Pg+N/v3NwcPBvePC5nu2rHjB5Mc8+V7T2Yr9nCScNL6az6LIuBwfHH7R8/8fBwTFdzODoWxwEESrfXlo6lVbq73/+9ddff/7555//4+DgW3EmcoKvw4AwBf77lwjO4pw5e8aUPzlFV11LbGC+R6rF12z+VIWjH2GMaQtS/Ysj2gunTZ3JxTVz2gwBg5MxzcM9RXprkg9rzZJ3jGd2x46sMHsZ1rbi0jngl81e0THTfP8vEBDfzwrEBAQAAUAAEICoFDIRj8HSNxwOi8Vg8QQSQyNQyUQCjhZCC8BisRgcgUQZfqOjUaRSKCOEjMSYSiHh6bkys8fh+4YtqBQSrdS+IhkxMLRAtsplpOzH5TyVioNV56YmfEgraUZgBwZheiI28XIvv1MEH3irFIVEQDTkJyckJOc39o5gGw0RDk/st5tKIQ1tKyKzrX7eXiAgfp4hyAEQAAQAAUAAEPhhAlQqdYjIIsTsFJO2CWtEDhssGB73h4v96YRAQPw0QpABIAAIAAKAACAwlgRa39+/FVXYw3hx1FjmPJZ5AQExljRBXoAAIAAIAAKAwCQhAATEJGloYCYgAAgAAoAAIDCWBICAGEuaIC9AABAABAABQGCSEAACYpI0NDATEAAEJgsBIpHY29vbA7Z/mAASifyHS5ig2aPRjI91AAExWa4pwE5AABCYJASSk5MtLS2VlJTUwPaPEdDW1rayslJRUfnHSpigGauqqh4+fJhEoi0PAQJiklxSgJmAACAwWQig0eiGhoaqqqpqsAEC/wCBtra2vnWnQEBMlmsKsBMQAAQAAUAAEBhDAkBAjCFMkBUgAAgAAoAAIDBZCAABMVlaGtgJCAACgAAgAAiMIQEgIMYQJsgKEAAEAAFAABCYLASAgJgsLQ3sBAQAAUAAEAAExpAAEBBjCBNkBQgAAoDApCFAwSLaG2qbuwc+FzlgOgnR2tDQDMcMfF1yIOxn96gkXHdjZW0njn1GFEx3S2VZVWvPCOHsU43bWTy8qSwvLSUpKTW9oLoDM9qXMsnIprLcdFrUjPyKFhTzi5tUEhZWX1qQnf6ZFpSWV9bQNcR0Eq6nuaIg63Pyp8SU3IrW3jFrFSAgxq3fgIIBAUAAEPgVCVCIuJ6Opuq0yMs2q9efjGpitYGERcDamyrirlubWp0Mz+thDfvZfSqFhOxsrCn8FHR8lb7VwzK2+SFKnzmvkpK3uPC8gm34xDrZWxh2xkpPQUJUTExcTGbxrvvJdagRbu/Y2lcuazQXSUuIi0vIyOtsuBLbQJduZExn4mVLTSVFBTlpCVFRcVlNi6P+GV1MeQERe8rifZw2GWsqL5IQ5JU1OxacgxkrCEBAjBVJkA8gAAgAApOCALqt5MVN+40mSvP+4tY/EFrPajSsOM7PxdZMnffP3+T2BGTBWcOG7JO6W5u7cKM9cg9JQES3J7gfslm/RGT6NJHlbsVDgiEIwrckuu/XmcfBsUD/cPDX4eET7Aw5785aaVGtPQ/jy1taS966GPHMM7iY0MR4zePgyrY/28I3TcraK7misaE04f5mienCtjE0vCRUR7ybvZNHTGZlc1tjUewda4X5fAaumX3fAcfVx9/aIM8vt/p8WGpZQ3NDbX1TR++wT4QPLur7j4CA+H5WICYgAAgAAoAAhO2qS33m89D1kIWitO7+kEECoqc6/e0T/wdOlnJCWrsfjyogUB/c9ju6uD9PzKvpIlCo3wZLwsJzX/p43HHds1hUeLiAoHQXhJ1at8zCcv2GxTo6BwInvoBIv7hMTGl7QE57n+3k2P3y8zSOJtb1DmfRGWA5a4axZ0vf8AQZV3vPgJNrXejwER5sfY7bEi5By4e0ARhqW/rD7YriSy98ZJPl8EL+9hkgIP42MpBgIhAg4zEoDKF/lG4iVAnUARCYVATI1fGXzRU17IMHCYg+BISUq6uV9Wz8MkcdgSh9en6roYqylvH6vS6+0UkFdQjyd8gICrw6apc8n9H1wSMQ2PoPt7cv0d1+/3NG3H1zddV9ARNeQNQFblMQX+byvhrL6Dj1npb8C83cC9vwQ3sS+dMh8amSjsmMax6VgErcLz5N6ujnoREhRGXMIaV5UjvCOyAIav7sZaUgsvRUZF7ep9cvX7358OVrE1uflWHZfN8JICC+jxObWBQ8qrkg+W1UWFBAYFBY1Kv41ILaTsyYjQ2xKfEbpygkfG83rAdN/Ea8Hwqm4uoz4+Mzasds8uyHatGfiFz39vb5h/Ft33G56U8DdgABQGAMCRAq45xNFdgLCPQnV3MFXdvRBQS9Lrj6L09vH964RF1zidlmR7fg2LTSlpG8APoqT+4qD90hx2/MKiBIsLzQo+Y6po6hlRDUEntluZra/oCSMTT2H8kq/565hKTZzU8NzGt2d7i1yEzdC1lNw66zxKeb505ROZ/HFBBEVN4Z1Snc218MeYjCtabeXSfBo7LneQsEQcjimJO6XPMUzGxs15sY6GgoK6gabnF+ktvBLPBnzQIC4scIklANKb4nNxlqaenq6unr6enp6WhoLt582j8D9mMZjkEqdFN+yPUTN19VjkFew7KgtoXt1FS3fszmYWNY3H/hBCnJQeAPqZN546jX/gUrQRGAwAQmMDYCgmEgoSHzlcex1fK8CyR01l143TiK3cMFBL459eEeQ72NVz620tJVv3Rdpqq6179olEwmRFDO7RVi0hZ3kxqZbpM9kTaiM7TPpTcO84IghG+cNUXD5f/ZO+u4KLq2j/s+93Pft4WilNLdSLd0qxgItoQBFiI2qFiIgYiJqEgLglKClNIK0t3dnbts7877mV2WtlHx8cwfOnPm5HeGPb9zneucKRkVEMiCszJz6be9GP8TiBsqD7bX52CWPxxQSc6yJzd4n+i/zBrW7q/f5RYVZcc/Oa7Lxyy+5Vb6wMwAAALiWzjieop898ktZ5bf7xZTUN/Z19NRX5j87OoBS5uLQaOql4RDIweH0BjquzGxICJqaGgYTxiVj+jBgSHM9NOAeMTAwPCUoTaJSEQNDgyOM3n0F74+oLBc41z6xJIgCCJgUUODCDRutLTxMdCIwSE0fhrTIQ4xMIjAkUZKRlYnh4UllSPGJSWR0IP9A1MsHiQCfnhgAIEa/2aPS0U5JeExw4N9/UMY3PR8SKihwSHsGB9qBsThwb5BDATlnBZaIOVQ8MkyqGnA/4AAIDDzBGZSQOB6avKSQh6eMpEXFJLRPej/qQUUUwQEofbNLT0mGh79A2fsTxw7cWL3emXOZUyimjuuP0uqmKGecubxQRBU6rZRSGD1jcQGqkGg3XszB53GtbxW6pzGaLGESAvmuRL2uaMCApF+XGwe296Y0Rg4REXoBSMRdknz+2k9I6G9uUGW8pzqDkmjP/11oee1eIS33MuYtNBzNJuvOwEC4ut4kWMjamPs5emY1zjnUJ87OZiEHBzq7oLfV0Jf3YfnLvYHd5uaWR69/CimtH3EItWRHeETFP4mMtDtku1e0102jr7pjW3lKS/unrWxNDfbf+ZBbOUQntxjEypeP7gfFJcUdNfhiNUui312d8LyqcYNAra78NXDi0f2mlvs3n/yZkBKHQqCEK1vnE0lWGi5NfZcdrp01S0orQ5e44NsK45+dPmolflOi/2nbjx7X9dH7nO7ciP9g8LiIoM9nI7vMzOzPHUrtKBzdM02tulD+IMLtpa7zXfvP3bxzvPMdhyJUPfWxzO+krLkm0QYLI956nTMysJil9XRK55vyikuOnhka/bLO2et95hZ7Nlve9Y1MKGsbwpgTGtBpLuDzb49FmamFlbHHJ/El3WOCKS2jJeeQZFJUQEPLtlampnvt7/3urRv5E8GQtemBDif3GdhsefgacejesvnAQExhS0IAAR+GgFcVex5A3H5fX6NU4scTnY0FF+562nm1L//iZEJ3VXpUd5Xj+xYp6ehqmNic933bWnvlOHShDSEnqoAc1FWrevUwRqxpzrZ/bi5qenO7du27zQ1Xa8usZxuKY+UwYkHUUWfcsKYkO0vuOiPOCTPrXosvIzq4Zh3WZWRf/vz8p4JwyoyjlJH+fnLTSORFClAxPQEb2ZaoHSNorSI2L6CAPv14nxK+59kjEOOqYy9pMMnttu7ntq6tpgba0WETW6/m2LjoMb4qv+BgPgqXOTIiPq3dvJ03MZPJyx/HssH25jsultVTELF2MrmkJmBtLCkoX1QMfk9Tr+8ipeJQ1XPZPf+w0cObJJm41Qx3r5186at5geOHDZTZlksaOFfjYS7eLTP6n//y6CwadMWs32HD+02XLGcTe30G1hC4AZLA220xFaom1jaHLHaaiAnqmj2IKdnsO65jTLz4nn0girr1q0xOXjlZQkB6i/wOblOXlrFaPdh2/2bVSVWaOx3S4etfLnX1oswsSnpbLSwOmRjba7BRc9tdDOljaxz+t7f3aEkLKFpstf6kOWOdaqS6mcThojDfgZ//6X+AJa2RGx9mJ2BuKiK0Z7DRw6arVUUklp/JW0AggYqX5zQEhZeuXnfkSMHzdapaxsfcMsZAzNy1vve+8Rmde1NlkdOnDi0Q1OER3L7zbf1ZMmdaq/Gzsijs8rY3Mra1tpUmW0J3zb3gl7Yo6jvnfNGCV4J3a37jxw5uGeHvgjtXEmHQmCBmIIXBAACP5wAiUgkQYiSV2f1V8jt9aqGIBKBasMkEWG7Yd+bC6tXKJu7v2uHIHLk6apEqIm9e2zHam01Fa0NVhfdI3La8NMbYUcTk0hEAmG4rdjHVIRF0ykfgkj4aVaBtry+uVpR/ojPp8wYo1n+0pOWgD1SvIqHAor6YZGA/HBBhYnd+EFhJ2Wc1p/pc/381cDiIRwJgjDp9iJzOXcG18K/eUR0mfcmlvniDlkE+KL9g8dhfTFhTRvPDHIXgUFjMFiybRdZEXVah1vQ6FYOebkGvjn2/Fph0VUOce0z024gIL6aI6Gr1HszL6PsqbTpkzjfcukAACAASURBVA6ku1nIC6rYBleRPWl7029uFBY0OP+qBoKgHGdDXh4Za4+MPvK9hJPydAtFLD3edZJH2SVOK+czmAS2IQkQhAnctOhfsb3P8+Aem0Toe3dBadFSQ69WCNseaSvBouwAd9gQBKFakm8YCgpbhA1Bw0Wh+1S4NMjmKhxsxxgu8LPVl9M7HdlA0bMtoSc1ZPVPvqiGoNI7G0V4JXY/SO1Cw29u/UNjDnotx4JmLATV3DVgXqZqH1lDMUigGj/EZzTgSKjnxovnr/HohUiE/tRz0oxSJ+JhL18IwvUWeWzkYd3s34apC93Bs1j66FtyOAHRVVeUXTSy7IgcRPkH3dvR0t45shkaMufWRj4e/fPRVXAd0y9psfMonvDJGsDA1apw0Vu6dLVbZR8E1d7XZWDSupzYSrFHoGP384IpjHFQwSkg8PMIDDVme57avEFfRXTp30vYZVZt2+fwKLaG8ivT9iHg2uFtG1QFls+dzymjuXaz9Z3Yim7yIHpyBYfjLu7Ysc/u3ot3dUiK4XVyjEnX2MGmsPNbjNevVmT5ay6tsN6OPbaXfPOmrFioCbuoJiC693HhpOSz8LI//f5OJVHZVabHHM7ZGMtyC+g5RNYOUUhiY3azzftH9kpWLxbGh6/y2S3NIai758S5c8fMtQS5FPYF1JIgiDjcEr2fYc6cecsUN1tamu/Ytn37ti2bd9k6BpXB1vDufP/jWsICcuv3258/ZblORVrR+GJ42czYHyAICIivfqnwXSUextzL5M9kTJsUk++xb6Wk3rnXI0t7IajYfbuExNprsR0QlH9dn1PF8lX+iFmt9t5qVtFdL6pHNg3DvNjOOF/nTtMQniwgaOav90eP6Ho8uthBei6rZdTw4Lsjwn8zaR2973bH5aaLq6uT3b6VnMulz+dAuIrIA6pcWhepC3twJc9PaHBzqu6+6Pbg9s2btx/cO7lRnE7I+FbyEFRxZ53ASgv/LOqsSPJJaTpl25wGLNTx2IBp+Tr3islrfdBUAUFA55yV+HuJyuE792+73HS55XL98gltrkWCNm+hnrSzqksWi2w6f88rKCqlqH5sM7QJqEiDDdkRDx2P7zPfvm37RjX+JYwaJyNK4Fc6/YIqs5pNQhl1cXPcQe5FapeK+ohtj3SXMhp5NVNdPojvTwAfiAlQwQUg8NMIIFqLX14/dPjYqTPnHBzOnrI9bH87MK2R0u11FUQ+umhtc9z+3HmHs3YnbA5d8E6t65tWQOC6GpsR+C+SDpSm4RBt8XdsbI6ePH3W4YKD3bEjpxzvhZdShuvjGt9fleb/5El0Qde4sFl7iqxK9nO0NttitH6TxTGXkIIeFIUjRHx/QmQRj8XLOmoARGh953PlsOkmE+NNZrbXn2V0kKcziNjBsjDnc+ccztqdPHacfByztbW/6hYNj1khiIhozwu5dXzXFqP1JqaHzj99W9Y9UsIMMAEC4ush9te8OiBGK2gaTO3mJmTR++7udkVZkxtpo+6GDc/3K4hr24XVQ1DBDQNOJYvgvJE3u95tLZvQDt+yLoolHhdiyjhfd5yAWPO0f1RANNzUmEe3LXCwJ3T7sr+XKxjv2LqZcpgYG223Oh1UDaHKIvarcGleoFpG+jM9rBSYlovpbNm5dQscd8tmI8NVVjdfl2Og0tvrBBR3eGZSjAgQlGYny7DSNqcRB5VckacTsAxrGFHBo22jCggSAfF6L/vfTLJG28mZbt68edMm4y2mNk/yIWi4Ov72IWMNeWlpKUkpOc3tF55lTvkjRpS+ctqmLCGlutb04IkLVx3MVTnZtcYEBIvy/uhS6ize28M8tGqXivpxuRckFwkciulCjzgD4dOOCQILxOjDASeAACDwGxPAowb7B1ATXdlz7MUZ5O1Tu1CTxBd2qK9vcIpo+lzjCVj04ABieILX3ufSfMF9ICC+ANKkKISeYj8zLlrBXb6TnSDgCTxkvueBlZI69pHkBUVw0gK3rSvE19+I64QtEBMERN1kAbFzooBY6z1IERAkHPq9reC/gsfT0f2ph4XnCx2MaO1ura+tra2tq29sbu+BvxvTVxSxT4Vb++L7kfpii/1t1UXkLZ9md3W11NXW1NbWNza3dg/C7rcFLtMKiAYs1PXIgJFpzYPyj1sgUNn24v9ymL9o6Gipr4OrUN/Q3N7Vh6C803h0f01uSlyY97X9BoKckmb+dRPxIT/c3SHNp2DpkdMHz+xBUPKFtTL6tiFFIxaIaQREYR+h3lV18fLtzztHxXj2aWEgICaS/eQViUhE9nb3Ij6yKOiTacFNQAAQ+NkEel4e2XDIp3iIPH3xswv/4vKAgPhiVGMRSUP1sec0ltEKbXuQ2kCZTCKh+yti3V3veCQ0oou9LBX45ax8isk2iI5Ex9V8QoaO0bAfbM61rxEQ8zRc6mEBQSIiCp5u46YRPZk2DKFbIg+L0ApYBBQPkWtEwgw1Fb17V46AUJXRx1XZJA8GUdfwIAt8bNQFpXa65YzYrPA9lVlZhfX9EFR0a1oBUYuEfSD0lzEo2IZUwK4YEIRpfB+VUoMd5wOB7021F6fh2Po4i2IoIOHRbaVpqYVtyK7sFx5hBZ1kXYCrT7quy8W75h7VVXqE32CKs4mY4OorFC8edEvylXV8LGrHw6lTGNMIiPxuApRjJ07DYfyklLw4dLg65qwmwzzJn7SMsycv4unda06PEhqGRqdbkQUhbk9iq6hTTGMvx/gzEgHb01RV0z5qjBp/86PnpLbciCcP/ZMrPuOM/tEMIBKxP8PP2eVZFtm5m4RDVoQ57l2nra5luMX6UXpxhNs9/3Sq7enjuXzdneGO2srGbsyIxezr0v6M2OiauMeXbPeam1vaXvKIq/nECA432Jzmc8XW0tx8zxFHjziK+zNcxeGOkgQ/l/MnDu61MLfYd+Kqd1LliLcbhOssSQi4e+mUteUus137Tl7zz2gemunB3s+gBMqYNQSQTSWlLUPTL72fNZUEPhDf9igIyKZ3jw7oiXHxSWmsMd62Y6uRgZq0sIj27muxrRDU/cH9oI6YkKS28Y6thiuFBWQ3OUZUkX/L35/XXi6y9XnWiH9E9S0NRub1T0tG9gXDBWyg/UvhRsMgDvaB2LzoXzbZ1etNdphtN9IW5xbUOx0B7zdCwg+WvTihJ8ojqrx68w7TbUb6qsq6W85EdEIQoiLktMZyOl61jVssjjoFFWChweKAMxtkhESU9I137NxmpLdSeqW5a3wdBBU4reIUMX7ynmomSbQRp1mxP7sKnpXpzbhvqsAnKKu7ccfOLet0FGV0LiQjicO+Bn//pUZZhYGpjzy/TpxHWFHfZIfpduPVGsoahseCqofrgvaIcQgr6BtvN9tupKMorbjpbGjd5IUS/TneNlpCfBIaxtu3bdm6c4s6z9KFckdfFsK9bMopRTqxXZFFVAkUvZt1rqR9ThsaguqDDsmysUvrmezYumHthm1rhP77F8+Jn7ORVMU9kxVci/6eL3kyqp46s9P+aC2rgGV4H2Z0gfU0bxJ2oDHg6CqTa2mfijQlHbHs5bmtRvvcEhu/Ktm4fEj4Fj8rVY39AbCrNX640sdCmFVy2+X7jzyePHmZHHbacM0+2HN+Ro881y16hzwrv962OqO1+FhmHXGn9cVE1Tbt2b9/zyY1UTG9M7BL0jQHCdmWdGuLrLDMaouD+82MNOXk158KLCfLjeGSqOsWGsr6m3fvO3Bgz2ZNaRHp9WdDi8gqujH0zHZ9FV2T3QcOH7bcrCYqIG18Lal56Fsf4DQVA0GAwCwkACwQ3/pQCKieqrRQT9eLJ20OHbI5fu76w8CYjPI28iasxMHWwmhP5zPHDtmcunQ/KK2G+nn27pKE0Nj3jb0jm3ggKpNCIt7VDpJXQkAQsfFdcMDbciRs2kcHblo0V/6Au+vFk7Y2R8+6BiSUj7pcEHF9lcnBj66dOXr4yDG7Sy4eYcnFHfBvHG6wISPI9dyRA4fsXZ+9a4S7blRX9buQR9fOnrA5fMzu4s3HL1IqOlEQ1F+WFBEzVi+oK+91cGxOD4IyakI35cb4uDicOGJtc/LyPf/Ykh4CCd+Q8jwgsZoyBCcRELXvwp46Oxy3OXL01IUbj4Li81tRJHRbXrTvXUc720PWR09fuheUXE4doY2nTBhszgx/eOnkkSOnHd1fvkmMjYhIyG3qh2vbVRj3MvZD6wB1fNieFfY8rqiPPHGBb8+JfHTpxBHb045uL1Izk0IDogrIi5/G5/1Dzkud9Til9fR4aVhXu2R1UZ5d+32dxSymL3vHCQgSuru1pX1gXKeB6W5w1V3IahH9yWrhhoc6W9t7yY8djkga7m2urqzroKxEoSQlDHa3tXajsB/xfsL1trV0IKh7fkEQCdNZV1Ze142FICJqIGovO62e+4hfCQGLaquqrBtpBjl3AgbV09beO2HITMAge9qamtr7kdRnMbENhIGutvZ+zNgA6f0hznkrHSupr/bE2L/6quim6uLlq++m1/chkb316bdXL6dVvTndlxLwXSXeZkLLFY++bkJgMAPVUc47pIRU7WNhRYvtqi9IS3hf3NA9iESh+rIfWUoxi5m6pcEe0f2VH1KS3xXWdQ0No4d7S5/s4FkiuCegtO8jz+tX8wDlAwIzQwAIiO/kSCTghhGIYfQ0M1V4DBo5PO4n9qtKQgduopm/zg9NIKARCOragwk5kIgENBKJom6zRL1HwuPRcH3G9WPwVpSYYSQa93X2ZTwKiRjGjvVK1BLG/icR0UjE8Lg+FL5FIuJRCOQwerLlYSwZfEbEYlBo7Fj/M/HuR68IKARyGtQfjT8jN0qdddhWHnv+2EKCWcTyeTW8SAZqf6C3lM08ZERA4Bsjr1kaKMvKyskpaG457Zk9CPfc3fEOOhyL/zuPWVxLR0vf2PLm21ENSKkXabA+5ZGtkZqclJSMrLyKwb6b4cWDENT17un58y6vCih2mOGK2NvW61XlZSSllAw2bTMx2nc/rYk8ts1/dMDinFvAjUObdFTkJaWU19p45FGcZkjo1Nt7995OQxOHs26ZCND9/c9ycW09HW1tbR1d3dWbrewevyNPgJEQbVlep7ZoyktJysgoqG2wvRtTRyA2JrtbG8jLyMrISEnLKK+2vBVF3dimNuL60bNXHtywP2SspSApIau582psLQKCmoJPGPDP/89ibnk1TS0NbQv3EsRX+NbPyEP6VCb1t9QX0Rv591K2DCARuvyN6Rap3pnknQO/lb0lz3eJMitfyBrJric3cK8cj5Zd/JRvE0Bdrxy0eUTNHr6f9FDhlBW3tVmX6d7Mgk1n4AAE/ncJAAExS58t2nf1P39puPd9XZ8/Sxvzm1er1FmbRe7w29rCp1t4mFZeTOtGQ1DHOAGBzr65lo9LbtdVr+AXz+6eMBTmljvwogUiDRc8O6PPO3+pnJmT87Ubdzxel07shvqLg+0MJeSNTj16EfHC7/Zpi92n7sXWQ1CNl5n4Cp3LEfB3R3qSrm+WF1HZZv/gWUhowGO7NWz/LNvkVdgFD22jLNgW0Qqs2W3n6h0cGui6U3Qpm5F7OZ4IkYhDHgZ//WvwFAHhayJvGIsuWCi21dH11s2bLlcdbA2Fl3IZeXRBEKGz0HO/Ir/4Ktu7AaEvvG4c37Pv+J2kbmxl/AO7A8duer+MfB3y6ORGWSH1Q96ZZDWTfc1QiI5eZu1Bp0fPQkOe2KhxsKjZxbSjuvNenFRn+JdL97DD5atOTo8Tm2eTMwTxrRX7PEHblBGHFRJhOP2kyDxWq7gp9gFUa8ZVbSbujZ5U92hMdfwFbX6JHY/HPjCD6qrJTXjx9Pohk9Ubre8l1k98puRXvSNglwCt0P7Q8p9jIZv659XS0hIZGRkQEPAcHD+MQFBQUERERGBg4A8rYZZmHBgYmJqaSiTCY1QgIKb+9c2KEGJb/pv43ObZNI6bFVx+RSVgASF7IKoBhcm9qMjAtdWrAgV1uI1YIEjQUNQejgWSJ5M7YcsEidBX4mHMvkTpajFs9C67rreUa1cYDoKIBHjzvvEHriLqrBqn8PZ7lG/+kFC9ne3tvTgIqvLdKye3xim6DYJqPc3FhTXsnheN+GGW39FnF97pXUT2io2x4lwkvS+ksJOiMquuKs+jNQnAEUgkIsJ7Pc2i9T7DEIRHtnoY0zMY+VA2HsN0ljww4ebe7NMHEeriHDTZ+be6l1PmpbCI7tamll40EYtCDlO+cEIiDOQ/tpAWULPxLYQj5Tkb8ovpXgwrpSyn7fbdzrNU42JxCxaCkg7xLla9kNOFJJJIkxo6vtG/4hz3YsuSuVJnc6ger8Thoouyc5dsDRp1iaXWaqgx9bTiYv6do37IxPqk6wZCghtu5VOjQG0ZvvZGwqz09Ozy+zw+tE0RIVBrhK0iA5Pmhbf1M7Vbz2jZX3pSXFx8+fJla2vrI+D4YQSOHTt24cIFGxubH1bCLM3YxsbGw8ODQIBffSAgvvRvEsT7YwlQBERk1QAE9YWY8y+VOpncX3dPnw6ewsBChLyzYvN4bZKpvREe1ey+hpbO0LsXIvZWOOst5dodMbWXgWEOFD07okw7j1l+o9Xpq24v0io7KBbvCh9YQFyN7YaGX9ko8Wsce1VCXcdR/3ANl6ipN8UCEbOXnUbHuYqyqykE4Z5vWjJv1UMsnjhBQAx3eG6EBQRlu31sZ6mbCTf3Fr8+qCfDdR0f38bHUyz5uI6SSJeDG9SkhQWFRUV46OfSKh32yYXnPPKur+JV3hWQO7r/2HHJpSuPFzSgISjFmm+x6sXc2egDgX+5delcmXN5YwKi4KLM3CXbXkxZJ4FoTDutTMtvFkzdiIRQn3jNQFDIyLVg9O3H9LdU5n/4kBRw2VxrpcmliNIJMqHv3a3NQoyCJrcSGqZ+AG80jx99gkQiGxsba2pq4FXW4PgxBOrq6hobG39M3rM91/b2dhJ5chsIiB/9t/zj8yfiUN2t9S2f++nGIbpbmtv6yF/a+PGV+l8qgSog4F6FWHZLi4llw6M3NzSXsluQBUSKLd+CFWdzqM6GBHS3/ya6xVoPWmABcQMWEOHTCwgIP9SU9fL2SdN12ooreNlZ+HRsyR8fqvUjC4i4bqjvxT45Id0zMRXUufS6CQLCkn2R1tVSqoAgBG9dMn8aAdH+FBYQ3hQLBLazFLZAwAKiI9VRn1vU9PmkBZ29eX62OvxCyltO3Xn2KiE99u4eZRH1fZ45IwKCT8nMN4e6O1jKSUk6FYqASIYFxIVZKSBISQe55gsfS0NRLDUkAjL1uNA8joMJE/yE4DcW1Zp5XZ+Z29irdeT9RVfFntPmlzJ7Wjv1hS713SvLp2zjX0x9OFBPmus2CTZRE6fIcrKjzNQ0IAQQ+J8iAATE7/84hxrfXd2ussk1b0pTSG3ZQVdOnH38Ft6DojHy0haTvQ8S4JWbla9uHj9xK6YUnthGNhdnF9X2jjlqotIfHrE8E1je/9O9Fac0YHYEjAoI8hQEMt56Bb34pnUr5rKQBQSp4ZbKPPotwZRtOSAIN1x8WXE+885IHEToqbihR8e1+9WUnmqsYQQsqqe1ob460/eUIZ+w7rW4XqgpkDyFEdMJQRmOBtwrtniSP4AGp2lyW8MtstO7kDKF8e0CYrNvPzSQ57VVkFXTaeLnzgYzPS3kBTVsA2spqoeYfmOzktZej+zPCgj+xaqX8j4nY8ca/hPP2h/oLl6yzrOH4kRJxLd7rFlMo/2AuoYZrgnlE1BQX1nYPoll8ueom7F1ZvmZSnPrOiRMMVZAUN3zw4p8sgd98snfgSM1xTpuFOOSM73zpnb4E8/7JzYbFAUI/GgCQED8aMI/Pv+B6hhrRXqpaT7uRWpKe3zU1OpGBOwCVu1vJSulcz4Mds0rDrTbaXr2ZR48+Cy5v0lh3ZnYylFnckTi1a2Ge90Le8kftPrx9Z/1JUwUEBDU6LGec+nCv+YwmobC+0Dgq+9p09LInyRvjUVAFj7ezLOA1zIGCUH4/tqnxsuWql8ZWTFIdjsabe5gZfozl0vembAHAQT1p9zdIiSsf+0tAmoKIAuI17AnX+E9kxXsQrqHXHye+7pd2KXNTzNn+Q7/ku8WEN69ENSd47WDn1bI1IO8Cyihr+5dXExianSgtSK33CE/8qcMBysjzulxMMgf9KZOYUxrgRiGoJKLsos5Nvk2DsKeIBMbOtriX3bS4K5PSyN/NrGHRIKIXQmn5BYu1XtI+Qg1EdWT4KAlqbzzMdxgUm/ZSyvRpaJ7nsF/Jqj61w56vDw6F1PQEIRvyIsP9H6Z206emsC2vLmyjnuZlNXTLHh6qSbUzlCUR3nXzbDcpq6enp7urq7Ozj7kV657+mV8QMGAwLcRAALi27j9mlQkIqqrsbKkpLx+ZLacXI2B6rgjKsyKZzPhHqupsqapmzodTyLgUEMDg8Pk/Yurnh1QlDO4GAFbI/BoxODAEIY8Iit0UmNVtI4uGRUQRAxyYGBwGDd+ASemvbqstJq82cS4phMJiOby0srGHvIYbNyN/63TYkdFeiHz8LGdIXGZZ2QX/XfOv8bBvTBa0mCR7145FrplXEIi/OyMy4TWXn7bTl7Fih+sCj4gMPe/SzkFxJX0jr6kmv7JfFC1yS6b+WkX07PzCQnxcSxjl9riGFaFh6CKp2biwtqXw+EnBaFq491sN+usVFTSNLa542Ilu0x0l39xNzzGfbVj2T8KF0qog378s7Xz/lK7Q/aBGHyi+9e/uk9gEYNse2jwz2L9x5RpfUxH0Z1VDCyGj+B9lHDdeUGndHjp6Jh5BAV5WJdxqe29n9He8/6emRQTLSMXH5+QpOYaDTGO5fKWjzNhH4qsSzpsYlu8MqmbMCUcFlkoaZ1fB98rf2TMs2QJK68gH5fG5cwByj7ls+VFQBY9NpVgomPhERbmZqFbJm76hLxxGQSRUN3pp8T/XqJxtZTi4ortKQg4upJlMT0HnwA38zIOOTPXZPJjI9Ql3jeToF9Cx8zJy8fDykC7TMz4Yijlz6Yr5IgG55w5c+bT0jEwMjLQ09PT0y5YoHLufSPF82S2YAD1AARmlgAQEDPL84flRsIPpF5QZmWkZ1jGwrKcYRmX8o5ryRRftoGa+GMqS9h09h5fJ7qMnoGeiVdt7/0U8m98e6r7vi1bL4bCfnLVIwICHlpVPTu8ZsuJsPLh1jBbbe5/5vxn3lLGZUx0dNI2r5vQ0IcrurJm7lUjX8Noj3PcKMXOtJyVmZGJXX7nw1x4xEUiYMqDbDX5ltMzMTMzMi4XVLNwy5u4yOCHofjpGWN7m2saOhC4MU8GwmBLTWVFTRuCusoW299SmREd4OXpE5ZUWN9F2QWcbBlHdddkxQQ8feofkVQ6sqP4SANIePRge1VeStRzbw/PZ+FJuTXdlD0usAMdDQ0tvSO7ekEQDjnQ1drc3DZAJGZcUGJVOfWmhtwvITtqq5p6RxdMkoZaqypb+sm6jzjQUlXVMkjeB50w0Fpd3TqywRWJgO1vra1tHfmaOgE31FaZkxjm5+H5LOxtTk0nvHsVAdVVlRUX7OsTHJ1e2tDa3FDf3DlAXneB6W2ua2wfRFNJoLrqq5u6KHudkFA91RlR/l6efiEp1QOzbvkQprelNC3C38vTPzy1rJkquiBsb+F1NVrW7YFUv1CIRMAONJWmvw708noWllTQ1E+d3MOjB9prizOTo4J9Pb0CXqXk1XYPj2y3gh/qbKqtKCsrKy2hHsVFRTXtyHHvzE9/bUGBgMAPJwAExA9HPDMFkPDIHC+HK37JxbUNdVU5r26sFWRVPJ0I/5IP1L49JjVnoegWx4C0iobKNN8TegLCBmdjByCoLfqSvoys5VP4w/DjBUTRnXX8Mpsfv++GEDV+VmL0goYObkHR0a8TC+Fdtd/sZ5u/8lIRbMggFtzU5eTVsQvMKK+uKXl721iISdb+HYaEqvfaxMmiafeqqK6uqigl6O55W+c3o85kM9Pk3y4XEgGHm67HIJEIeNzEL+2NaxuJSMDjcASqFBl3Bz4l1qWEvQgOTcyrqK7IDj9vwEandDqudobHtXAV8BMrSCISCATCV6/HJOJxOIqnwaR2zI7LKdXDDpbeW80ociR1so/Dx58Z+Xnhvx7N7CAAagEIzCQBICBmkuaPzYuAhcc7JCKuv60yPeLyam5m3TuwlRuewlBmlLSNJ1vNIag/x++goqDqyWgE1PPGcZW8wj7P8kkCoviekZD8tsdpsJki54oqm8L+kGLYoZIyaxF/kGuRmmNRDx7Cvd7Hu2zVvRrqtpKEBhdVGoHjqWhExnHhv5dvf0FZXghviolAjGzI/WMh/HG5l/gd3yCxfCnt4iV0y7klDI54ZTQjgY/eDL0GRMxgvu+Zc4GV/6vGsxni9JFsENUpT6+cuZ8wfh1P3zuPQ5pstEvoRo4lC/+7zOB1EvwLNGMHtqf21bWDZ1/AxtSRg9BXk/jAxlhDRoiLlZlVQHHTOb+s1pEfRGqc2fk/pjLy5h5tMfbl5D9vn9yeyZ/vHlftjiTn3dorOJlZuCX0991+R9mqdtx9CML1Vr86a7bzmPfIumNCf32iu62xpqwQNyszK7+isZ1fRvMMcgECYgL+WXxBwvdlP7ZeLcG6ZCENDS09w1LapZx6LrDjF9kHYrmcPdVzHGpIcF0jIbL9SQ3Ul/B5AZHrpMamsD907KODEEVAFPcSobLLiktpWETklZSVlZSUlJSVFHiX/HfexmfDxP7EE2L//B8Nh4z+dmuHu0Gp9dRVjLMY4W9ZNTxqsK+ro621ta2trbN7YBj31VaB37LZP6nSJBIejUTNLn+Nn9T07ykG3duQFnD95C49PjoODZsAijsqJcPu+GtrxYV0Dt0OT0qMj42NjYmOisvs7KFuZPI9pcK+W325Ia4XbbfKsjDwrx7/NZP+gihHEzm9gze8QqPCfa7sVuViVdj7kOy4r3bd1wAAIABJREFU831F/uDUPTHndIX51XY7eoeFPz21mpdJ/EBQZd+0PTyp2EWHlUna9IZ/aIiP0zaJZZxr7pE9nUerSEK2pzpp0s6Zy6Zy+i0ltL8k/somWb3917xCosL9ru3R4GGVMXdLp6zpHk347SdAQHw7u5+ZkoBu9t3KsZhD6+TT2Nzq9o76Aj8LUWYN5/EC4h21QrCAkBLZ8b0Coo8I5Z+VouXQO+5y59790eOBe3QlHoLwiNb8sNun95roygswLqTjXXUxZZpNfalVAv8DAoDA/wwBREvh8ytWuzbrS7DzqB7yH2cJgHrirxpKKex+mA5PsxEpB2XPoamtR2QEeLzK7xh1qZkaY1IIFtEac3P/HrPNmoIs3Po3isduE3EY5ED/EApLWfhSE+qgzy9i7Jo66ho+FnU2nVU/2bFCSP9iTAVFYNU+WM/FauiS3z7NbDAm3pp7geixlF4snkDADbfHWwsvFDiWQnVHgiBcX7m/lTwzv66OHKvcsTeUZpK59I1xeeWoLyi48XriTHEBAmI2vU4frQsJ2x+1i2Oh1NksijYlDrZFHRRfrn5jvICgWiAG855bqwip2cdjoe74L7BAXFVnl9sfUgR/VJByjFggegjQgPd6erpV92oQWDweBx94eEPm0eUZJDwWg0YNtpYEmAksET6SSM0A/A8IAAL/wwRgDxkiYaAo3F5XTN7Kd5KAWCOtZPk08wuGE5jkC9rcS5YKaO29+arsi/xuYQcULKK5wGuHCKvWtXECYhLszjc3NwrxG157M+obOynC7LjsCtkvy6t28lU5dROZomtay3m2+pZ1T7FBkPLOS89ns3g9Mn9JxPaG7WShkXOk7IMPEYfb317S4Zfa9Sgx9bQqveTREQExqZ2dSXeNRXgML8XMFBcgICYRnp2XsAulncRc5g2P4b9VfF9R8Dk9ziVsOpQpjJp4W4XFghYBLbCLRF9RgI0qv9h6p3QcBLXGfFpAtEMQ1Oy9WZBTxe51HQKCsGjYmWzEBwJ2ohyMsuKjYTe4+JqyOQ66NevFzcv+xZjBN+dMrO4n1MIvPqY723UtJ5PaNdhVExyAACDwZxDAVcWc118hN0lAvL1pIrJwHj27gIiIuKLBnquhRePXnE8kQyRgu4sjbx82FGWkYVqx9ujDhAbU5x18CD2Vz8xEWT4hIDqTb5rwc6gfD51mA9GJNfi1VyUPNgjy6ju9racuvO/02cqxRP1KTsuUhfH4CLNlc8VOfRj59jEJN/ThxIp5LLuj4BbgBou9zMS4tK7moIab3h1TpvuIgOhKubtNgF35eFD1TLUbCIiZIvmD8yGim16dUGD4+58FtPR0jHyKJqa6QiyaFAtEzdsTcnP+w8DNw0CzaNH8eYt59U8ElZKNYE3Rlw3k5K1GnCj3y8vqXSDvLlB0b4OA3NbHabCAgPrfOqzhp503f+G/f/HtDWtAQwnWnAtVLxfBH52EIET+k31KrDRzFyymW0oz758FLNKmPlX44Zxbq3kW//3PvIVL6GgXLmKRM3fP+4Ihxw+GBLIHBACBn0YAWxXjMEVAIGsywj3v3PPwfeb3+Jr1auGlCwVM3bJaxyztk6tHIhLxeExnYYjzAT1B+sXsCtsdfDPbP+VSReip8DcT/agFgtSW4LKZl1F8t3vmhM+UTC54FlznuBjwCBi6JjdR8QwEmXPTKJ7JaJpSc2zApsVzZS8UjywcJuGQhWdl5tJve4GHcG1vHVQ5RPcEt0AQNFSX+hEBQWpLvbuFn3HFznuZM+ORAgMEAmIWvEZfWAUiAdtTl5ualF7ShiQSCQQ8dS0ZiQRfYJA9dXmpye8L6kY2cCCvqiDiCSPRYOsfAU8kzz+Qz8etRMN0VWWnJqZkV3UN40kQiYjHjd0kEYkETHd1TmpS8oeShl4UJTsSEY8dbCn9kJSQlF7UOIAfndb4wsaAaIAAIPB7E5hWQMDrxIjkeU54ZQs6xWktO7t2cMJnh7wkIpGEa31zXodl7t//itt9+MS6mE8KiN5sr4Myy9n17ENG9mKfzYwL7qzlF1zjktRInbHofraDc/HKiznNU0Zj+Jfb6OfKOBSOCghEtp3kvGXm4aih3AsqjJIHgopqaqqrq3PfBuyRXiJk4VPX2T0wTob15vsfUljOrnX8ZTW1sJkgAwTETFAEeQACgAAg8IcR+IiAmECh7cVhSQ75wFdjn0OfcJu81xqJROgpeeVy0ECAbhG7wpZzvhntn/wMz0cFBKk7x/uQAiunvl1I7bi+c3KJs+e60c9Mgl/vQkwNdcai5t4aFta1bkWT9/yFIGLqUcH5AjYpI1M8JOxA3D6eBaKn3qMH3h8VmjPnP3+PHP/973/+b86cOf/HJGF0d8RJhNST/8xamY0TVg8zzAUIiNnzNoGaAAKAACDw2xDAVkZPmcKA7ZUEwpg9MvuWMQ+/XlBCzfStIvSXRz84snYFIw3jijVHHr6tHf6CVcr47nJ4CkNzohMlpjXlnvmK5bxrL0Q1weYL0piz9/Rlz4bQrKur+SW3Pfow8l03ZOheYQalkykNFKdKIrq3o7WtG0He1rXP34SeRsO1juIugUeUXFVayLT1OWWxC7yFHbyLHYnYW5V8VJlO4kgcmQHsotb63t1CgpnX4ExUA+xfAnMZez7fCwEIiO8lCNIDAoAAIPBHEcAP9zWW571/eddSmV90w8VXhaWVdR3kafuGBL9bjpcDPjT2oXGIxkTnTSKMglvvfYD9u6ceqMiDEkyM3Jq7roYX93/JBqZEPKqtPCc9/uWVtbyMMtZBhSUl5Y0D8IbtHemPzHjnM6rse/AmvygvOysrK/NDRn7l2J7lU0ufFSFF97eJ8sgffJregcG2JVzQYlmm7ZjaMjKBUXRJYfF/2XZFdZDNDv0Ru7gXCezwLOxCItqy3Ex4FwlYvqYu3xhtzGBd6jGlpRK2lFUYxI5sL3OB+QyKex7Ej3L5kF/RNLqX+2jCbzsBAuLbuIFUgAAgAAj8oQS6iyKsJebM+Xv+QhoamgVz/5rDoLT3fia8gqsn3eOwCuO8f+YuXLhg3r9zl4oaX4mp+ti2RajihLelXagvn5NHdZU4qf1nzt/zFiykWbRw/j9/0fJrHo9GQxC2Ju7GumX/+Xv+wgXzRo6/58xhX3M2eOJWS7PveRFrQs6sE6JfuHDhvH/n0kmYu+d0Uecz6u9q0S1SuPAB/j4N+ehOvGzAt2T+gsWLFyygE153fbpdLoYa0u11OVfaUdbUo2uSXNctn8JF/2TQDG0NCgTE7HulQI0AAUAAEPh9CeCQPQ3l+TmFNZ2DMzzl/vsy+WTN0V31Jbl5FW3Uj7ORI3c9Xc/Esv5J1cBEgTXYUJybW9www5/D+WT1PnETCIhPwAG3AAFAABAABACBn08AHbpbUOpweMfol31/fhW+oEQgIL4AEogCCAACgAAgAAj8PALtyZ4ecVWIT65H+Xm1+VhJQEB8jAwIBwQAAUAAEAAEAIGPEgAC4qNowA1AABAABAABQAAQ+BgBICA+RgaEAwKAACDwWxIgwZvTEvDgAAR+DAECYWTzbSAgfssfCFBpQAAQAAQ+RqCtrS06OjooKOgFOH4YgZcvX0ZFRQUHB/+wEmZpxsHBwe/fvycS4b09gID42N8gCAcEAAFA4LckkJmZuWfPnlWrVhmC44cRMDIysra2Xr169Q8rYZZmvGbNmkuXLlGMEEBA/JY/EKDSgAAgAAgAAoDAryUABMSv5Q9KBwQAAUAAEAAEfksCQED8lo8NVBoQAAQAAUAAEPi1BICA+LX8QemAACAACAACgMBvSQAIiN/ysYFKAwKAACAACAACv5YAEBC/lj8oHRAABAABQAAQ+C0JAAHxWz42UGlAABAABH4xAcJga2Xeh6IW6ven4epg2kpTQp+6PXhw/959+Lh3x8XtZW1T70xWlYgZbC5I/VAzNH2mhP7mktTE96WtiOnvz7JQRGNhQqjPo4duHn7h76r7MSNbNE1XS1xnQUKI7+OHD5/4hSUVd8MbMcAHEddfl/M2IsjX8/FD9yc+IQl5DaNocMiOyozY0ADvJ+4PHz72C00obOqDv7s+QwcQEDMEEmQDCAACgMCfQYCAHmqtynsfdvfQGk3D40FN41rdFeO4geuvRWxiypoa6mpqaiqK0lqH0rLrx0X59lMiHtNVk/8hPtDJVE3W6HbpdDnh2j483q/ExKt/Jrh8uvuzK4zYmnhrr768jJySqrqyhIj0WvvQ0o918AM57pZqEpKKqmqqKoqS0loHPQuRcGsIiPboUxqSMsoaWloaKooyklIqO69E1pFlArYl1++YnozcSnV1NbWV8hIrJLUsrr2umDFpBQTE7HqfQG0AAUAAEJjlBJCtRcFXdhnrSjLNY1I55N8wrro98VcNpeTN7iZ1EHAoBHwMIVB4AnWwPC4mBGFby0sah7CfGHJPiA5BOERb3C2rHUYafLQLOfWuF0+6DUHQQGXo5R3S9P/8H5uKjU/J1PuzLGQ49aIev6Deab+slv7+5g9uxjwMssfDGwanw1X3dDU9rfyJlwUtPd2N2QE2MkuWG/k3wwJiuO+Dj9PdkHdlLT393fXvvI+qsjAqnE6CDUPYjsrkZ/efRmVWtXT2djck3t0jvZxvneObmbIIAQExy94oUB1AABAABGY3AcxAW0HSq2C381tlhZUO+E0UEE5rpFUOPs3Gfr4JyPhL2zeZH7nuFZXThCSQPp+AgBmsSA1/4et2QpePQ2eKgMC0pN6zNNDdZmG5W1NJ8aD3rBcQuOQz6tzSe/zzu0fannhUil7iUEzdwFQYzW56NItXeXVR5BYR3eyuu3jJao+OKdTQjTnOmvRshncqptyCkBke5iu4tU6HtU69900hQEB8EzaQCBAABACBP5sAoSbecY24nJXveAHRHXd1rSCLuOEBxzt37rr7RmbW96E/holQn/jk3K51WhpqWoamx2/6xRW040lTu87JyYm9NS/2iLFoXptggSD1lQTbr12pZR1QWhh3e7Ws9H6vWS8gap5uFeXVuxRfS0XU/Hg96zL92wXtmMmNJrw5wDVXwPYdlmKcIOEQKYf55/EeTp4ckdhbHrxXiE7E8uU4KwMO2dNYkpHy6sFpM0OjQ+6pbZ+nPDnf6a+BgJieCwgFBAABQAAQ+AQBbFWMg/6KSQKiP/v5xV362qvXbzQy1FGSWCG35pj3h9bxbpaTcsR3liQF3bXftV5PR0tno6XDw5DU8p4p/ef4RISeCn8zUVat8QIC1Zh811xz5WbH2A4IanntpCsrc8B7Wh+J8Tn96vM819V8/Kudkxqpbo39gWZci5QcMpvJzg3jq4cL2rJkrpRD/qiAQOafkZnLsCNk4gQQcagh2l6dlVnl5Nv+ccn7Kt7csVQW42JmFd3sHNc43QzJuNhfcQoExFfAAlEBAUAAEAAEKASmFRC4wc7G6rKK2obG+prSjKBTutz04ruicrs+B43YW5P9+qGNNi/DMn6F3d6Vn4g/VUAMVcde2aaibfkohzzqrgq7qCMtbeVRAEHQTA21P1Gfb7+V67KKV8DQNbmJqgL6g8y4aBTOfWiaKiACN9HOlb1QMk5AnJWZS7/tJTUp3FZ0b9YDc1lmbj3HN20TajXcVZka8tj9rqOt6br1e52jKqkmjwmxvuECCIhvgAaSAAKAACDwpxOYVkBMglLvYyXMIhcQWTgpfPIlqjE72uuqjYmalLjyur3O8bBz4MeOKQICXxN/S2fRX3QrdI03rjU0NNSUFWCgXcwquNLqRkhez8eymQXhFe4mwgKrriXUUx1GWj1N2Om1b+S3TungCdF7WOetOJ09KiAQ746KzOfYF09tBgndl+1uuZKHT9s+pGyK/hiJRSwPParCK77zfu4nbTzUPD//PxAQn2cEYgACgAAgAAhMIoCrijtvsEJ+n1/jpBvjLhv8rIQ5lAJef9QdAdOUHfHw3C5DdRUN/Q277e4Fv81vQn7abEDoqQ4wF2XVuk6doiAOthZFPXa+fv2q0xWn6843Tpjq8rGwyK47/CQqq250R4RxtZotp8iYo0rcyodDiwdGapR5ToleyDy0snf8JAPFLaTGWWU+45aQIcodIqbLfwPdQnVXiv8JAdWW7GKqLCC2zvF11Sfmi6DORJcNIvzrnBKpJX4nCiAgvhMgSA4IAAKAwJ9FgEQk4PD4/sJwe70VsrufVkAQHoMn92zd5ZlJCSnVfZQhdVfGjfW8yxQPRRdN21/h8r2ObFCXV9JcY3rMxf/1h5o+4qelA0Qi4THowaYCr50iLOqOOSQSDo2dmqb5tfMqBTkbn2mWIcyy59QTZq3AJb7zUVYHHoKgrlhbSTpeU+/SbvgKgjqjr1ht23M7ox9DhCBcoZPsfMY1boVoCCIRhrJc9OholJxLSfA+EPUxl4zlhGW2XI8s6cERscMIJBKJQuMgiNDXXJQQ9ba8m/I8EFXBJ9W4efXsw1tmCAQQEDMEEmQDCAACgMCfQaCvKvn6FkkxIV7muXPm0bEISevsuhRUAs/GN8fdtlTjEVbQWWdsvF5bho9bzODUs9wuqpPgRDzIpNvHz7k8jXxX1omZKgMmxiVfoftqnu6WkRAX46aZ89/5DIJyGkaWru+mmPtrQi+q8onudYd9IGb5gS57fkR3haDEyjUmRvoynGwSW++ltaIoMgoRtp15Lq2eW8kgGR+xNfqMNjebqLqhiclqVRF2/lUX3nTC20Agm17tpp0z5+/5nLLq6isVFRQU5GRk1DcecC+EoK7cAGsVPhEZdYO1RhsMVET5+BW2OkZVfmyK46tpAQHx1chAAkAAEAAE/mQC6N6G9NAnHl6+/gGBgc98PZ/4R6aVdcHdHranNvu19wPnS2dOHjt17rr7i9SKnuFxfn4TqBEGu3vR0+8xNSHe6AUe3VcQ9dTDy8fvWeDzQD+vp74vXmc2UYbro5EgCNlalvLmTW794LiwWXuKaS9LDrzraH/8mP3VR2Hp9YgRLwcI/9aad5GoTWwzmjqfQewrTw5+cNnu5Ek7R7eQtCqKWYeEH27ODA8IDAzw8/GmHF6env4hMbkdEIQfbMmLD3xy99r508ePn77o6vU6t6F3ejn3TYSAgPgmbCARIAAIAAKAwEcIEPFY1DAaR5nW+EgcEDxGgIhFDQ9jCRPMMKm2gsu0ruX0YiZN6xDQSCRqimgay2u6MxIBjxlGYb5i08/pcpkmDAiIaaCAIEAAEAAEAAFA4NcR6Ay123UhohY5g+aCH9AYICB+AFSQJSAACAACgAAg8O0E0D3NrX3oL9ng+9vL+P6UQEB8P0OQAyAACAACgAAg8McRAALij3vkoMGAACAACAACgMD3EwAC4vsZghwAAUAAEAAEAIE/jsCfIiCuX7+urq6uqqqqBg5AYDoCKioq69evX7VqFXhJpsPzvWHq6up79uwBbL+X4xekX7ly5c6dO9euXauiovIF0UGUbyGgqqqqo6Oza9euPxCyqqqqnZ0dHg+vBPlTBERJSUksOACBTxJ4+/btmzdvPhkF3Px2AikpKd+eGKT8YgIxMTFJSUlv37794hQg4rcQiIuLS0lJiYmJ+ZbEv3OamJiY3NxcEnmH7T9FQJBIJCI4AAFAABAABAABQOD7CFDUwx9kgfjj5qZAgwEBQAAQAAQAgR9J4E+xQPxIhiBvQAAQAAQAAUDgjyMABMQf98hBgwEBQAAQAAQAge8nAATE9zMEOQACgAAgAAgAAn8cASAg/rhHDhoMCAACgAAgAAh8PwEgIL6fIcgBEAAEAIE/kMBAUeStk9Y34trH2o5uSPU4bbJSjJtpCQ3NUg7ZTZfCirtm+INQ6K4i/9PbbXxrx4odf9aX/+KC8fq9t+Pqx4fO1vOhgkAHE1mOJQsX0nMpWdxNaUV+7OvnEL4+8qyxLCcdzSJ6bsWtl2KaKd/5JmIGCn2PblQR52Whg5nLbDzhk903tb19RWEXNq/b6/y6buq9bw0BAuJbyYF0gAAgAAj8mQTQ3VUJT88d2KTEupBVzSaoYYxCc8ydQ5vXWF59FvcuM/nFlU3i9EwaZ19XIMdifMcZHtWT+czxhOVa4aWLeVc5F0+TFa4+/qYx55w5S1SP+5dOc3+WBbWFHFHm4dOxeRCZ9i786iaBpTw7vYp6phVcuOzzcksYFA8+iUlJjnxoKcfAoOJUCH/qGzfQFLhHVtPqxrPYtPeJobf3KbMwim33miifcI2JN7dwz5lDq3rYq2TmIAABMXMsQU6AACAACPwJBBCt+S9u2Ow3NZTj5lc99HycgID32yEQ4X6NfJQ82inCoWwfWTZMDRn3/1Cq5+1nqdUDmHEJxt2eeopFtMXdOXLQ0sxgBRu33o2pAqI3y/vwahUJSXkJBRVr7xnsKKfWZUZCyu4bCwuvdU6pp0iGTu8tPMt0r2S3TUMLFbWHdb6UQx4aZkvCD2acFp/PeSCOkpCIJ5CoezMgapPOKjHwbH4yTkH05XkfM1QRk5CXUVhp9WQGuQABMSPvAcgEEAAEAIE/jAC26pWDvricVcA4ATEJQYWHmRiHkl1E6XQmCGzalVV8SxZxKG118M9oQWDwX/bxakJPpb+ZKKvWtUkCAl0TfdFYVn2fR0jwLUM5mf0zOdKe1KwZumwP2ivDq2kXVUmlU+aiy8xl4lk6ddKHlGUvPp/TMm6YMm1BwvZFWrAvlDqfN6UqyPqUCyoMPCaPqDM8mPoYp82yK3c9CQl1NZKX3vUYCIgp0EAAIAAIAAKAwM8k8FkBQSpxN5VYLmX1PL/3Y/XCNKV6ntkszUJDJ6BjeT20sHMYjfuMQYLQUzFVQBC7sp7sV5fWPx3XD3XEXtGVkf4NBETxvfUCfAZXExqwI3i6/LZz0qpdzmmZYoLAh+1knCtul4UZERC4oaxTEvOWW7yaDHaoNtZemZFD7yZFWpB6srwPq0tqnX7dC3UnOK2WAQJiMjFwDQgAAoAAIPCzCXxGQCCz75utYOTedCe1Bf7u0icPdP3bx6c2SixbQC+85vDdN3VTOtBxqacREKia145G0vLb3PIwEATVRTrqyvwOFogcFwMeAUPX5Caq3+RAkDk3jeKZjCaqSWK02diATYvnyl4oxlIFBLLwrMxc+m3BE/wlCP3lYSdl6JapnYzph5Oia+NvbJSW3nY3B+bSGOsIC4hHkyw3o2V8wwmYwvgGaCAJIAAIAAJ/PIFPCQhU6TNbNQ4W5aPPS8hd2WdgkQg4DAZRH31Oh33+PBrZc5mjXhRTE04REMSG5HubJXgNz4fn5GVl5eSEOlvJCwltsH9W3NQ1QB3cT83n14cU3lnHL7DmZlIjVWB1+W/nXKwyrQUiZDvDXOlzBaMCApF1WmLeMvNxFgjiUO2ba/rsdCt2uJWQFQmx+f397eK8+mfDc/JhLmG39ikLC645+ay4sat/ZrgAAfHr3yJQA0AAEAAEfj8CHxUQQ0XPjmrwcKoeDSieZjnhhIaScGjkYE9Vivd5c00+BgYhHaub4SWDn5APEDRFQOAb0z1MBefNX7SYZtGiRYsXLZz/73//+r85c/6VNHVJaJ1Q3Oy6aA3YLcWvc+51FdXgUnHbgJljw5OSzgl2BbjSpIyTovN5DyaM+UC83sO5QNw+e6RFuP6aOKdVnEwSZu4l1MT4luynFkJTufwjvtUltmVGUAABMSMYQSaAACAACPxhBDAV4bATpeUzeGMBap9P7Mx4ZKnEya19+kXZABxOJBKpCwQm88EO1KX5X9mjK8JEz6W07Zx/VteXuFHiusr8zERZNK8WwdmTvyo9MePGqGv6crLW3mUTg2fhVYHLesEVRq4pI3MY3f47+BjVz70fmcHA99aVFpbU9pKtDoMvdy5boHSlGEFZhdGXeVZ6AeuucHiug4TpKQk+pcqyTM7SuwKe4qB8anMKmea462vlZCyfzCAXICBm4VsFqgQIAAKAwCwmgB1sK06LDnE/t1WKk1f3+NO4xPSCBlgu4It9rRUX/c2/7tTjiDdvoiMjIyMjwsMSCpoH4En4SQcq8qAMJ5fEetsHifWYL5EOBOxQ1fuosGePTmix0YqaPYhLSH5f0kl1IBjNve7VJS0JCSvPGVxtMJr3DJ9UelvK8kmZOocVNDTkBRxWYuFa75rZjqKUkmO3gmYOq2V0JwpWBYh4G3F67rU33hTVVOdFXTbgZJA5noyGIBK6I/W8xH/+YlI96hufGBsVGRn56lVEdGJ6+WTP1caYy/qSEubuwAdihp8iyA4QAAQAAUDgSwn0lEScVFlEy8jGwc3Dw8nCQMunb+OTS4IgZKb3qTVCLKzsbKzMIwcD7SJFm6D8zql5oysyMhqQ6CkCYGrMkRBUd9mt1XRLmVjYuHh4udmW0XPKrjv3ZqS7HUvVnOhmsWHD+ZDqsaDZe9YS62yhyM3EQL9kCQOvpm1AWS9ValU4qyxZqumcj6C6Kwxl3dshz8lAz8TEwMStbOGeR575IAy3x59SYOfg4mJnGUG+jJGBR9Ho6vtJrW5Ne7jXaINdUNWk8O+4BBaI74A3y5KSiAQcDjetkCffwn9mddSU5hDxWCye4vQ75R4I+M0IkEhEHBZHmGLW/M2aAaoLCPzvESANttVXVjYPoKnOlHATm+7rM3Bue1Y/ND4QgnBdtRUVdVM3ivg1VICA+HHcccje5urS/NycrOycvKLSyvrWHgR22v79c3UgYXsbK6ua+6jOMdPGx/TUp4U/i8jtmObuQHVGWOir7Lqhae59PKg+0ftJVNHwjGgILLK7qa6utY+8j9rHi5yVd7D9bQ01lZX1XeNQEAZaa+s7EJ95nCQiDoVATvhZ+IIWovvb6uuauhBY6rTyF6SZFAXX21RZ1TTywpAIQ82laeE+7o88g+KKOofa62qaeqjDnEkJv/mSgEEiUNixLQi/OaMflJCI7KwvL8zNycktLK/vRH4CLRGP7mmsKMzLpkQdpI7RK0zvAAAgAElEQVT/SHj0QEdDZWlRfk5Odm5BaW374PjBM3G4t6W6OD8nOye/pKqlH4P/RBE/qI0g2/8hAoiQPeJqZ+J7RrwmZ2nLgID4QQ+G0Fv6+tahtfJC3BxsLCxsnHxC4gr6hx6nfGUfTq4dEdvwZIe0wh7/6bTBaP17817ukWRSOpc2GjJ2UuF3REZM2T74q2x6pOBNtH+p3GhCflK3jBXyqTNSQ9LdXQZrT/gWTZTTn0oza+5Ve+xWFWNhEDbzKeqm9iZdPjtWKByN7htZVTV9XfHD3e98r94KL5/+9kdCiSXPT67XN78TX/+t1h8SvtnTTFrOwrcN9rDCdX24vZZ9MT2vqPRKjfVnX4Yc09E0f1zxkdK/Nbju9e0rT5PaUbPz+WJb465tUxbh42Bj4+ATWbntWkLrRxQUEVmf6mapLsTBzsrKyrVCw9QprIJiIx+uTry7T1NCRJCPm4OVhY1XbuMZ/w/tIy8EuiHx4eH1ioKcbCysbNziBse90ltm90//tz5okO7nEOjMCA5+3ziMm906FAiIH/M2dCReNRZlETQ8F5hR1dzaWJ4V63Npp4qBjXda01ivQMJh0GgscVqrMh6NQlM7JxK+50OA693gnFEDAolEwKJRKBRm3PRhX0HYQWVOtcvp07SoKvC4soLWhTB4d3QsBoOfxqhAwGJQaNyEEWSYKdN8/TvtSDwE4SaWRSkCrsPwhDpMUzQliNRXnRr0xDMyp21cjeG132gMnjBG5KPpf+mN0pv6XAL8HP/8K3XkVe0QpQHt97QXMZu+6B3ZGI5cPyIWhUKPV1vo7prrmnNZTCM+WX0SAY9BYXCjI1Zie36k15PA1Mrecb8dePhV+egcFAmHRmHGum4SoS8z0PXO8+xB2MVqMMGab76UfS6ljqj+onC3h4EZXWN1IhEIWDQGO1oBSkQCFj2MQo9Vayw++QyPQWNwxLFHl7yPbZ68Q2EPelK8WXHZ82o3xwLuzbfiSuvrS+JdTbgXcO15Ne0CQ0TDWwc1BmbNMxElzU1Fr69tl+aW2PKI/FWm3oLoe2etHf2TSxramoqjHDcK0fFvdEmARRqx5PE2Sa4VG86/yKltqkp7sk9+KZ3K+dhaxKxoPagEIPCjCAAB8UPIdsRdXc3Lv/Hm2wl+sH0tbb0DlI+14voa8t8Eut10crzh9jwuu3EQN/pTjOupyYkLfHDDycn5vl9YQl4jAiIROysyMyu74fEkAdNR/Cbo6T1nJ0fHqy6PghILGwfIfdonBcTzEyryKjb3oz7E+ro6XXH1DP9Q10/t+0iItop3YZ53rjtecXkSmlrWRXWIDjNjWqB9JSszKdzrzjXHG49C3tX0k4si4XvKkl56P3C56ujo5OwWEJ9X10eAIPxwd2l6UsY451/cQFvJh3eFdQMQcaitoriopnNkwTMR2VmdHuF99/plp9ueoSllHSNmjv6arNTcqvbmmtLslDcxcdl1w9hxiuOHPKvPZ1rqrMOhZnvLRpmZ3cD1Qzt56Nr+QG8pm3nIiIAgIZsLk188uunkdO2eb3RWVQ/cmRMw9QkephILmXTOhMdGRcUmF7RQ7RfUMnHIzvK0cM871xyvujz0CU0qbIL3d8F01xYVl7f2U8bIxKG20pQXj245Xb7u9vx1/Jv4tJJ2BHlc0l2WlpRdWlv0Psrn7nXHa24vUip6RwYsxK7KzMzKLhIJ354VfEhp0RLV02Fxr19FRLyKjIpN/lBY203Bikf1VqVH+z244ejk4ub76l1pC4IEIdtKkl88ved89fIlJ9cnQW8Lm6lm/MH6/PTsvLKinKSXT25dueLqHZXThMBDELox69Y65vki21yfvYiIeJVU2jf2PlPb+gv/H/AzoluofquRopuJ+Lrb6gvoNjybRkEMVscek2NacTh2RI21vn+8aQXf2uuZU2vfGnZWg1vE/FEGGoIyrqziENzwMLV5JBom7pAEg6jVy6q+cRpwahYgBBD4zQkAAfFDHmBv6p1Nwiyyu+8kNnQPIKc4PuDqws+ul+Dll1DW0lIWY18ubOQY20BRFohS38Na/JwC0qramkpSQjy8mpcziPg+N83/zNPzREMQAdkRfkB0GbfkSm19PU0FUR5OyY3X38ELqD4pIILttMRYJVbqr9PX1FBT4F/GKGJ8JbaWvIa4PeXWLnUxoRWKmjoa8vzLOVYeCSzuJ4+jw8yZaUQMdhlprFTV1lWVWL6QUfta+hBsFB+KPyrBzCOhpKWvp60szssmZHA+qQ/CNiU7KC1m079D/YoLtjLyojqXgLlHPdSXcEVfWGTn3UKYN6kz86m1rgg3v6SqppoMHxuvmtWT9y1wf5lip8DCp2a21Wi1Aj/TAho959oO6h4rP+RBfVGmpc7aLPJHkgpDbOWYhCyCqgaJENQxTkAQO9NuGYuxcq5Q0tJRlxFg51U/ElyNgVAd4dYSS//9z9+07EKCAmLKa89ETtCTEKEz2++otiCngJy6luZKcR42uR1O0c0QVO1htkJQ63IYvLqe2JZw01xRgEdYTk1TXWWlNPtfcxZv9C7ogvv/iJ2sNGyq29dpqqlp66pJMi+gU7mY3E0kQaT/Z++s46po2j7u895lJ4hBd3dLSzcCooQYoKigKKGCKGIgimKjWICFCIKAdCoiktLd3XW69v3sORwEwYZbvJ39A/bsTn5nz5nfXnPNDHEoQPWPf1RvD5MQrz2V6Ob/3x+L6XkE+Pn4+Xk4WJb9s4TT6BY8HIbufBfouJ6bgV1ETkVZlp+VU9H6fOYwrviJqzobA7/sek1NFQmOtUxS265ltJB71HendLgYeFTV1LTVVFWVJVkWL+bfGViChGrvbJNd+/eceStZObm5Obm0z+UPzSLTKynzANd8dvtkNMVjhURApu1jn89+8PWk3h3dkeuny8Csf5O6kSGqMu6IMrv4juCmSU9KWdAecRYJhwfFEISIcpJbK24blj/Wvj3B5hy0KidyWiYtSTwpHXABEPh1CQABMTNtN1D40FWNmWY1t6yhjZPX5bshUSnZ5W3DlJf+nog9woyCVtezu+E+E5V3SW/VUtmTr+BX28YAXdqloo7PqilvcL1FUUEvK4n4gTv6C5caP4Qn/eLRzQVZJb3kYhMGy0J3i6xk2xqKgKDBos8MYYQeUWSjUz74uKoPtnS0vTgkw8BvdTNrEMKkuirxytrcLugmvx0PxO4TWiF1OL0N/uGL2LpmPqOq5/MyFPzLOxJry/Yng10qDoKI+NaCzCKKEZyIbIx3kVxOZxI8AEG9hbc2czKoeL8nF2+kPOywKr/sPthY3Jl8zkBafDvZGIzMuWIpwbVu9+PSIbiLrI/YJ8UgYHUtZwCCcs6osNEs4dXad/FhXHL8i/SykVkwqA4LCIk9sa3IxoebGFfKn3zVSYA6b4xZILAl3rILaTTOZZNrg6kJ3cW/kMH8WS8EIdven1ZbzmwdOkzEIhAfD/YQ6+K91Nk5TC7mkWkhWwoz0t6U9kBQbbCtpKTumZetEIRMOarCya3rGdtI7omIOWdV1nBZBRWTDQhxdqxLGBRcnrwfgkcfMGl7uf9asz0GnmlBHAk0XLTYMAgBQdiBhptGNLRGd3sgAhaLG2opvGLCwmoW2AdB3Tl3LLhoRXc/rYb1ImGgKSc1PrW0D9fXXFFW3UIRbsg8/8087CquTyvgB6fggiEPPYexd2wjeSSnxEdzNa32xfIOPAQl7WFfIueR1dyDQCBmmTMlPsKCZp6wW/aogICIyMLj4nOXW4aPH26iPLHNr93llnFYPKbOOSQ0pHpr8vAaXyILX3IYyp+eVz6mAkyyex8XwQ2T72fCwSxzIPBdH9mwQ0RVXDdhni/t+rZxbNRxXNyZPx0eHq6uri4pKSkFx4wRKCsrq6qqmrHkZ3XCTU1NlBW8gICYqW8ztr34hZ/jJk15MX4OhlW0y2lZpDcdDy/qhSB05G5hRuUjaTXUEVLcC2uWpfJeeUOE9uuqS2kM7rYjP4xnw13sOAEBSwhka2Fq5IObF71PuDnuNBRhZjO63gBBw58TEE+cZGXUT72gvkchEw8pccjujahtT3GRZREzOxUYkZgQGxOTmB5/Qm3pPOXzpfArbuSWlfN1/PuphRm8p7dgvn4QXGoSEd1RnBH1KODS2RPuzg6bJBlWrz8Puwr2Vjy1FaSXc3tFgqChoqf7FfhUj6bCXVFrEllABMCLoOX6W4qLGp2LH/MJzTqjyypqHlGIgPJPyayR3B3zxQVwZ6rVpkyXIiCia4YhUv6JdXQsG+9Xo1qua66AhzCwEKnWR/qfVdZR1NnoOFSVj8ICus3P0RCht+q85nIWmxdj41Pj0ye2ZFww5aMX3ewTkZ6VW1zXTV1rpzIIFhDecd0QlHxYiU1m17MCqrW98aY+C/+WwCKyBSLOlnGRxsXGfspQB4R+ZLxknrY/Fk8cExBICCIgu+6b0tAaB1G6Mmx3ub8pK6tZcD80mHdnEzejxvmP+0YIwg62lqSTn7BTJw9ZybMyyu29T3bAKfDRZpe3fZZP0a8QlHxAaNk65/eNaAh65cCxVPFEQd8s9IHAhZotnStxrOCDgCj2kpy7dNPTUXAfGmW4KeOQzBKurc+o2zcQG9N8tHm4DS8UfggEQYi6CDddXhbJ3fdyRpV89fMjeoJsoto2bj5+F86fOb5Xk2P+X3LHc1qo3/Hx0Wf+vLi42NPTc8+ePQ7gmDECjo6OHh4e9vb2M5bDLE3Y3t7+1q1bBAIsloGAmOFvMx7Z11Sek/bijocp35L5wntDarFN9zbz8ppcetcy9gKU6y60TGBPwgDy7RGhRTz7k8bcEyiFowqIR2gIwg+WPnHRE+HmE5FS0NQ3NNRex8nIYez/JQER4rxOSvlYBHVsAXrnrc0mYR1Skv3IRoKFgUtsncp6FWX4WK8sIyK87V4t7NMQaU03X8OvlToLA/nQeOEC/aAhiISsiTi6QYKXX1hSXl3XYIOBMu/aNWq+5LkGQ7WRLjJM4vuTEeiSB7tlBbTO55NfyqgCohKChpLO6onL2AS8GxucqLljxSOgHZbVDRWcllkjtz+OvAbuDLfM1yc/KiCq4V689/kO9hVibml5F9VXMJIFBCHDkWOB0NE8qn8DAd3zaNOKJeuvtULEvspzGstZdkSSEUzKkDRQGX/RSl6Ak5NPVFpew8z+QkRBJxGCqskWCO+EHqj36S4JHk2P+Cpqt1znr8vMNyYgdjIuXu9dRhUQhNDNy+ZPEhB4ZMddYxraDYHwMBcEYbvKrpuysm560A91vjqpycpnHTLOnRIOgevMeXR0gwwfj5CUgrqhmbEqP91qOfvAfFiAFPhoc8haB+dRo2S4iqyQpwiIdAeOJQqe+bNRQBBjt6+ZJ3T4HXUIg4h8d0Rg3qrtsZN0HaIl64QyLfvmh9QK4mqTvNQ5BTffGJu0QhppeHl6kziXsNm5xHqqaIQgaKAs/rqLpa6KvLySnq37QUPuJcxmU+1pMOkpmIkLnZ2dqamp0dHRMeCYMQIvX75MSkqaseRnb8LR0dE5OTnAAgHN2EEiEEmT5hYUnDNiZ1A+k93R8XynEKvmidcftqxN2s25VPLIm0Fc1dl1i9dahHSjJvQ4owLC5BEGwnWnO/P8RaNzLqNxCA7TVx2/V4xR99qXBAR5FsZx8qg6XGtk4iFFTrn9L2prI3eLscnvvZ2QW1b6vqCgoKCwqKSsorGPPL0DnoUxWUAMEpG5xwT/XLLeK7GavNDASHu2ixit0jnKCuvIuuSTapzC2/1eBO6WFTW7MbrqGVVAVEAQLvPSRjEJM7/UsRHjgosb2IVMwnMHYQvE2nX7Ysuob4Az1kTfkvCYgCCPmZdfVFvNaHR8t+RChm2wBYJQfFx4LvOeJGofj0c1XtNYvMLw4SBE6KvwUV/OYhM1qacay5440lP9KjL4ureTiTjDShHzm7l4qOkR2QIR3w3hE1wV2aXtPlggmv31WPmtAosoQxg/JiB6s68YcrAZ3Jg4txdbGrJfnolN2yOmfoji93DeXE7V9nbulwSEPccSBa9ZaYGAKk5JLlhr/XyEMs+EROh/brlqvvgp8tyKsZaAT/DdRffNOenX+1IX+x18H24vwyp3IJLyQOL6KyNOmEkLSG/xS22gNviEFChuFYOPrXjZDS5ktU0ZZkIE8AEQ+IUJAAvEjDReS0FK+KMnmTW9Y0oAUR24TZhZxi64HA013tvEyaF8NLx8BO5YSG0v9vIt53OIbEJBpCw3kYUMRjdzuyj+XtiuipyyznECAtMebrlmvshxikUVP1gU7qbMxmJ440sCIsRlnaisayhlQQJiW5SLPKe07d18BNQSaC7Eo+b6tISsR+Ch8P7a0ppu8tpHnxAQhKF4W/q/uV2yyegIiOoEb02WVSrnR7dowbRk+5lxLWOUUVeU2/WYuhfeqIAg+0B0JZ3QExUy8kpsJ/dQQ+98DHi49E9mtEFQrtesFxDQUPIBoVVMTCvmrLJ+3o8hQcgUR875XDbh9XBvQcJ1vT2nQUereqUWgvB91Vd1aVcZBlCH1Cc8bOiepvdvMkrbKa+x+Nw7u/g5FTyjuqGWJxQfiDYI6olyWscpuPH4w8yyipL8zEgfM65FLJbBJT8qIMyC+iFiY7KXKj2T3vkc2HkDgjADbY1NLWWJd7eKcWocjya/hJOGywJ3SnHI2d2jDmFMaYFAQVCuq8Bi/j3xPYhPi6UJtf83P+DeHOafz7olvB5emouEqQ+xYprH5/KGbAEk4VB1iTd9LwW/hkfUMK3vrhgwrtX2LSQPbwwUBDlIsYvaPW6G73UWPDpsKCUsv+NKaiMKbmosBoPDfzwNG99X8cROmkV8Z3BJz5iN8d+sLcgLEPjXCAABMSOoa6PPWUgxC6hs3OXiefbChXMnnLaoSYiq7LqV2QT3Mr3p5zZJ8ckY7vbwOe9lry3AIWZxPbcPXqSRVPvUXp6DQ36zs9e582fc927WMfF+Q8T3+6v+3zyt+2iINFL1YLvgWm5NR+8Lvmc8Dmw1lGNYxqR5uRaChgrCbIRXyrq/mqJGFY9c5BiWCmvvOXXez9dzr644v5Slb2oDPIYwkHV9m7KgmOpmx+M+vudPHbLbqGF4PLEdft8MNV36h5zP2EJSiPtaf/6penuQhGsO3y26ln29/Slf3zPHnGzM1rMsppU9TX1rI3Tl37GimTOHWdE5kdI1weuyxp/W4uezukoecEeUhrnriwkpmjqe8j3raq4gIKhx5GkxbJB4fURshfCu6NnlA1FySpaGd1tk5di6DI33NtDPnzNnrmkoeRonruzedjFWXm07D5/zJ53M5Tj5NI8lwv0vCdX16rQaHa2Iped5v6s3wuB1GT4cQ6VxpzeKSerbup2+cPGMi4W6tKLlyXh4FsY9ayFe1ZOR8FQAdHnosU0K0goaBiZmmy23mEivmcti/ZAiIKKsVv0t41lKHTXAPzaY94fSZbIPxNBt9T/+Ub+NgCA8ot1f++8lmrcpbhSYzuLL2rRr9WBNQ+wpfXhAhZtL2uzgad/zJ522mW075J9cWBS0V5FHRN3muO/5M8cP7dLiplkosus2WWXknFRjENx0/x3VeyV1P99CUYdCeHW0oZj9YqvY1u85duas16WYerLf7Ye6/uQzfOV9K2Emfn0Hz3Pnjtvr8TELWd8rp1j5MANlF+X/bx7j5jCyysP3V4c6KXFwym0/du6cxy59Kf51Vn5vYHbY4ieH5P6cs5Bj3Ua7A/v37Nq5c+eOrdaH/BPKYD+IkZK44Ovnz5474+GwWVVcUv9waEkfdVDrJ1ceZA8IzBgBICBmBC26p/p16OVj+7aa6mtrampqG5jucL4Qkd9ONjnAOSKrU+4e2wnf1TG2OXIroxlerYlyDBSE+zpZG+vpaGvrW9gfv5fZQSKic+67HwsuwJFdKGviLzua62vpbLDY7e4XFHLX72xgVj8EYdpLI66f8U9upCY07n9PUcJdX7fDTvtsNupqaBlYuVxLqh57PcK3ZIddcN5mqq+ro6NvYrX76I3EumH43ak0xMv99ush6koMuIJgd/f7eRgIIuKaUv1dthho6RhtsnH1DQ4LvHjyVvrYazZhoDnzzrFjl8PJHuqUYgzWpAdevRyaPdr14DoKoy8f3LJBR13TwMLeJ7yggzLfrTHx2qnrLyo7Z5XptzM94OSV5+U9H0a8kXlBJ91cPJ+UIClWcWJnZqDXLjM9HR3dDdYul6MrqEHxiOaMawcsdNU0DLce8H9DcWQcbRjCUHP207P7rE30tDQ09Uy2Ol9+WdwBc+/OC7ty5V5qxajnJLqlMCkk4NrVgPCcljfeykzSDi8ot6rCznjcSu2izlMhFT065nY3C15tioTNCzrqEQj7ZRCxwznBnieC8ihFIox0ZgV7n32YS5nVgeh+H+qz39JIW0NLd4Pl/guh2e1EaKAq4ZqzlYG2pr65/Sn/2zcuXrwdkdsCv5K3pd3zufY0f2xyYt3LS543otvJXhjYulg/J0t9HW0dg/2PKkfBjHsGf+4psSXttruNia6Ojq7JDo/baS2jhhL8UG2gEd1SuVMF1DmdhJGOnAeeu0x1NLT0TGyO3k6porQapqUg6sphh3377PfY7dxFPmy2jQkIRM599236ahq6Jtb7vO5nNFBXzvi5tQa5AwIzSwAIiBnlS8AgB3u6egY+nsFHyZSEHOjrG8ZPuZ8CerC3p5/aDX1cRhKRgBzopzrtf3z3c58xiKH+oalLgx4a6BtEfXKxw0mpkkiogb6BH+npSRjEYP8gevxympNy+ZUuEIZ7ewcmtxmJQBjp6x2g+qJ+XCM8BtHf0zeCnNrcTeytK6+oru9G4oh4ZGvKMRV67i33irqmDvxx0l/5mYjDDPX1DU0oIAGNHBpCUrXJVyYEQZjB3t5B9IT1TL867r8QEC7e6PpclNzwiIYQC8bV+veoS0CNFoKExyH6+4fgRbK+8iDhkIO9vf2IqXez+8pEQDBA4NciAATEr9VeoLS/G4Hih0d36Cmu19Y3MtJTkxJX3H4ltXXMkPW7wZju+pIwg/lXtugdipswtjTduYD0AIH/KgEgIP6rLQvq9d8g0FuW+uzW+TNeJ054eV++H53fMcFQ8N+o40+rBYmA7a7KK2kH3grf1wS4rpp3CS/SRwd5KGkg2oqSH1/19nDd7+Cw/9CpG8/zWwe/3pDzVeUgIHvLk568GFuO5KNIuM7KjCfBYa+rxqZ5fRRgdn3sK0sJOu/uaG/v5OH3LJe89dCnCoiph4MecNh30OPiw/Smj+2QRGR/ZdLjiHx4z4MpDlx3TcbToGfp4/YamCLUt10CAuLbeIHQgAAgAAj87gRwiJ7qd/FhN1xNpSU1DzyjLlAHQdBwzqOjFipymsYW1tusN2lLC/DJbb+c0UBxcfpRbEQcsik/KerBRXsNYSH9i5Pn4cLuZbWJ3iaccxlUj4SMzgv70VxnMj62MvSwoaykkq7Z1m1m60X51m27ld2FovrjTMy5K/GYnpDAOkPLrdbmBrKCohtOpY1KJCIe2VyQFPXooqOWML/2Rao7+4ToyPok302c89auP/hgGrkAATEBMvgACAACgAAg8AUCI60FT05Ym2qK0y+ml7MPGee4jWouzkyOf1VU3z0wghhuT/U2YKGVcnpePMF/eDR1dE3267IeNMUR+Qs5km9jR9piz9lYbFDjW7mUWd1nckdJ7My7e9BQgG7JIg65/UGlX5PmTw0zEOuqyCmy6UJMRT8S1V8Ttkt4Jb/d4xp4Gb+PD1LZRYWldJq+GfW9w0Pd1UlnVOlWqF6nLLODQ7Yn+NpYmqgJ0i2lVz5L2UlgfALErvxgV0MBuqVL2NfZ3ZlGLkBAjMcMzgEBQAAQAAS+RACH6K0vyX0V6muzTkBm95NxAuKjmO2PdovSSxwML5pqTW9k4nF9JWU9W8+A+LIBylapH0X/6CMRh2wpzX4dH3pSn4tR9ezHAmKkOurERmXt3S5HHNVlpPben8aO8qOCTNNHZKKLPJv0nqdFoxOuoDdHpFby20bW9E9eTaXOT3khzYYno9qCiOkI1Fu+RPUa2fgDO1iXZmcmPjtrxLVW8ezHi9MjqmPPbFTWsHM66qgjK2UTMI1cgICYpkcBJAMIAAKAwG9FgFDz0ktbWHLX48kCAtFRlZ8eGXTe3ljLxOlOVuvkyUnwOildJYlB3g7mOoqSEnJGu08Hp9d9zQweYm/t0+38a1UmCghce/Ytu/Wyep6JbZUJF7QlxHbPfgFRHbCRj13jZBJ5DTr40Wm9a8y4Us23sH3S7DZ8/E7GeTxOb7AUaUHCjbw+wDOfZU/yhyeOOFAbsZN/lbz3BAGB78i7t1tVWvdobFt16kUDCbHtQEB8YAbOAAFAABAABH4GAWx11DFNoSkFRGPSlQMGfGuWLWdVdg0rJe8B/IkSEgebS7Ne3vfeZ6GnKCmtZuF6NSKnFTn5DfxDdEJv5UNrfvr14wXEUMULTyNZpV0BeUgIaok5oyEhvidwSh+JD+n8/LP8i9rsnLoX0pqpXqYDIdasi2WOZo+ttDJWRmyI2dK5YseLxgQE4v1R8bm0Fs+oUeFFhKtCd/CvUhgvIIZqYk8Yyyptv547AkFtid66EuI7AqaRC7BAjLUQOAEEAAFAABD4agKfERCIzuqCrNSU6JvOxgrrbW++aZq08+nHuaB7W0oT/CyEaBfTsupcLP749rjPkwVEX0n4IX1pXdfQygEcBBHKnx1XFRW1vZmHh6BZuyYJXKH8izrs3Hp+6c1Un4f+EGuWRTLH3k0WELiQjcvmSniWfBAQBUfF59JYhH+QWpMFRH95+FFDac2DoeXwrkWEykhPLVFR66u508cFCIhxDyY4BQQAAUAAEPhKAp8REGMp5PrpcbBpnU5o+PxU2aGy+Due2zQl+AWk9Xd7h77/3AzMSQICX5vkp75gzj8ruQSF+Pn4+GOBfoIAACAASURBVDgYVy6cN3fhciZtpztvxhbIHSvS7DmpuW3Gx6V9JqmeCqflzgb6leoX308ewiAk2DHN43d9hxkbwshw5J7Hap/6oTaTBAS+IcNPe8Gcv2k/cFk0b+6C5Uya+29ndHyI+ANnQED8ADwQFRAABACB35YArjrmuJaQlN2TcdM4P4ZReWsTD4vS8ZiaT5ggRiqTbx+1UhbiEVY02nXiTlx2WVPvJ4JSkyb01jzeyk+/3odqiieh+psLUqKjol5ERkZGx8UGHLUUYWfT2HslvbihZ5I3ATWZWfAfk3xIgVV6d2gRVS+9dpVYIbAzprZ/3EROIsWI0nRZZcHyDY8HKMYKIqb9rvbSRerXqbsVQhBEHKgJs+FfpXCWar4hoQeaC1OpXGJj73hairOzrbe7kl7U0DWlV8o3MwEC4puRgQiAACAACPzWBIgELAqB6Mx9fEhdUHzr7SI0BonAwKPx6Oqsl8+eJVT2kUUApuml+/rVdOsOR5ROtRAEJtPHWIKLS1Jzi9uNF1lFdV0I0riOcwrAJCIBPTLYXZtz24J3jaJnFgqNGELiJsVpijmrKSnhEDiN6x1MUZjpuIRIPKzEzK1/Pr0Z5tXwZBvXUl67Z9UDFDNDy6M96tLqbim9aCIEEWuuKC1arHAycxiCSITeZHfpRcvU/OEN9yCIRCJzqc8JtOalkz2eiUSPTMWlJcFHX1J85+1p5AIExHQ8BiANQAAQAAR+HwK9ZVGHlJYvWbJs4f/m/Dlv3mIabu0DwQVwN1f63MtYgG4VPTufoBAv25oVa0UsfF5WD30YqR8HCZF578LdyLTC2o5h/BekAyUWqrfiot7K5TQrl/wx539//bWEjk3K8FjSpHfp2ucnFDn5bW9NXg9hXOaz45TUlnjKVIyZnoVPRJBzzfK16xweF3WPDmj0PzGh+5t+c0jDCMXqMPjuihkP3SpWfjFRPtZVqwUtbxSMTo5FD1RcMVi5gmbl0j/m/O/Pv5asYpPQORY/SbM1xJxQ5eTbcnUauQABMTueI1AKQAAQAAR+FQI4ZF99Udbb7Jy8vPz8vJzst3mldV0jsCkAM9xVX/w2JSrk3o1r/vfDknOquhCjjn+TKkdEjyDw3+LlSMQhW0vfvs3Oyc3Lz8/Pffc2p7CscdSoPy517FBnbWVlM3Wf+3F3ZuEpfqizJivm8Z3r1+6FpeTX9WKpmyuiom2ZlkoezezAUE0sJGRndW7844AbNwJCEvJrP4xCEPGotrJRLgX5ue+ycwpLGyevRoUd6qyrrGzqncZRHSAgZuEjBYoECAACgMCvTIBExOOwuK/f2/dXrus0lJ2Ex+GwhAlWGELSbjZ6/Wvlg1QHS2o2RBwWi5vSokMN8S/+BwLiX4QNsgIEAAFAABAABL5MoCPKy/lqWhvqwzoPX47z74cAAuLfZw5yBAQAAUAAEAAEPkMAjxoaQuG+ZYDnM4nN2C0gIGYMLUgYEAAEAAFAABD47xIAAuK/27agZoAAIAAIAAKAwIwRmPP+/fui3+AoLi7+DWoJqvhDBMBD8kP4vhQZ4P0SoWm7D1BPG8rPJvTbcm5oaCCRXT7nSEpKyvzXD2lpaQ0NDQUFBWlp6f96XUH9vpOAlJSUtra2qqoqeEi+k+Bno8nKylpYWAC2n4U0PTclJSU3btyooaEhJSU1PSmCVKYioKCgYG5u/htClpaWdnZ2xuNh9845qN/jQKPRv0dFQS2/nwB4SL6f3VfEBHi/AtL0BEGTj+lJC6TyaQK/7SONxY5OLgU+EDM2OgQSBgQAAUAAEAAE/rsEgID477YtqBkgAAgAAoAAIDBjBICAmDG0IGFAABAABH47Aoj6V8HHrFSE2OgW//MX04ZzKXUfr6X4PUgIyPZ49/UiohKSo4eUhLgwn9h6y/NvKDtFfE+iPzsOoTX1mr2GAP3yJUto1vLrHHpS1PmpZaaJA7l37FT5GWmWLqVl5Fe1u5M3uuPWhzoQRxrTL5hISRl5v6ZexHa+f+61SYp15dJFi5at4pTfejqsuJ96czr+AwExHRRBGoAAIAAIAAIQrvb5US0uegGDQ/dSCsrLCwvKGntG94L6iA4RPTLyDQslkfDIprfPHz9+EgIfT0NDQ+6ct1fmZJZzG+stP8pg9n+sDdwhysxr6PH4bWXV2yAHCZpVWudftU7aGwyuCCLVgXvBGs1jz9+Vl7977qG5ZgHP/rQJu2Xhut8/2sU3d87cVWIH4il1R9Uln9RcQyNifT3pfXXZ2xBPEx46Dj2v+J7pQwMExPSxBCkBAoAAIPA7E2iOPKTBK2x+9c2XX3NH0q4dPxcU9762vR+Jp24X9fXscG15t0y4mbXOZv+yBoj3F4y4BTZczmym1B4VuUuAbp1rWsPwZArDz8xp58v4VFH2wCBiK31k5tOaPxsLSRyuSzqlz8+usttScZXQvgRyCviGjIsabEwGF6i7b3am+hkL8Rn7ZH7KzDE54y9dAQLiS4TAfUAAEAAEAIGvIFAZ4qwgKLPn1quWzsaqisrqhtY+5Ke24sQX3LJRYF/DKqa989SDtOK6jn7016/bTOwvC7ETWSuy+0XfVxRrdgZpDbGV4FA+HFVBNSTU3TBgZNS7WtCOmVTgt65881nskkaVFgmPTNnDOp/HJYsckITtKrizQ5Rb82RCVamn4jL+UQEBdb9/uktsFb/xmbSmASSOiCh8dFBdSt31WeOk9L/7AhAQ340ORAQEAAFAABAYI9CT5GsmwiaoYbbVTE2Cj5uLS0h5u/fzou5P+0AMlb287mQowcrEK2+y70L4m/LGzkHMl3eaRDamnVlPz2x0rWws71/vpOS6MS+nxqn4eiqevpBt7EvXHX3TSFUUY3UiPLdaOVfo8DvkqLWFgCw8Kj6XxjKcCEGEodoYD3Vu0R1P2yFsa/ZhuQ8CAsJ35d234Vvwx3I+Q6dTp5y3asvpOD6twI2l++MnQED8OEOQAiAACAACgEBjpKcO8zwW9T0XnsSlv06NuuGozrCIyehcUvMX+qzB4pc3nI2EV62gFzfaH/C2e8K+1pO44nqK7llwrZZ2TkFOuvcLXSi4bMDFrXUuuZE6BjMcZsO5ROrQq8ljGPinm5bNlfAoQlMFBKrUU3LuMrMQDDT0/t5WYS6N01kwi6HGrEPyy/gd4kYxYHuKnnvbGqrrbrbUk2BeQceluvtGZjPiywrtqzECAfHVqEBAQAAQAAQAgU8SaAh3VxWS3hNcMhYi21uflUXjdHI9tZMcuzP+hIDsb28oT7/joMy+ai27tm/+58YySCO1cYcl6VjNg6bREj++NP/WedlNMz4urTMJ9VR11f3Iim25/InspkkWCFLUtjXzhI7kocYERO4R4Xmrtr1ADb87yPV/a/S9HjwKvHv37jUfd22O+WtUDj6ITqsYJnW89jPh4zI4XwBXCdWVH+SoyLRSyPzSuzHfiR+uKxAQP4wQJAAIAAKAACAA9af6bhQRMb6cPuZCWXPbWphdyf1l1dRue0REd31pdlTA8Z3GioI8Ipo2Jx+8bsZ91qMS05V7RZdxteKJd5/VJL9Aa/RE2MtwKB4ML6V252W+GmtYje8UdVIVxYdKvPcUm8+wPWaY4m1Kwg9GW9PPFz1eiEOXXreUk5IUExYWFhYREeTjXLnwj7+XsSiYOD6t7C+8b8pNv947dyydqlA3OQYe8+sfrozd+s4TICC+ExyIBggAAoAAIDCeQFvcKR1hIdMzCV0UK3lbmL0sq+T2u3lTTBwk9ZQn3PW0M1YS4RVSMne9Hl+JIHxWOsAZEYYqwuz4VvDsDOsen++veV57z1qER+XIc4oXJanmuiHLGs1Tb1soAzOo2owXIWEZ9QhYUGGS97PN592X1A4rCBK+LX4v9zw2h8SPZRmipeS4ynKhA+lkIH3vn9iJ0HJvuV016pXZl3nJSoRrnUNo7bQBAwJi2lCChAABQAAQ+K0JDBc9PKjBK7De5sz95xFBJ7co8YuZnE2smWSTh03qcYe15FWM9vuGF/R8aqbGRyyJIw2JblJLV2n4/crOkx8q1RHnpSvCr7bz5P3nEfeOGQmyiNree99D8akkvXbkWjyH7UBSJwoWY7gCXx12Jikb36CwsKBzOySZ2HV98ydZKoabsg5KzOfcFUvJY6gu4YQOByO/puOVkBeRDy/u3yDFv27blbSOD0X40TMgIH6UIIgPCAACgAAgQCGAbcl5dMxSVUpEUFBkna6tX3xV39RjDdjm8opezFdKB3LaJEx/6QMnc5tzKQP/Fdr9+aGnt2rIiAsLCMto7byY2DRIFQXvvSSXrjG8VTZMvYCrifCy1pAWFRMTk9bY6hVRQ70xjgW6p+rhUesDd6kLP0CY7vKYs7a6cuLCgsJi0uvNjtzNqJ9yoapxiXzTKRAQ34Rr9gYmEQkY5AgSO8WXlYjHIJFIDP7bfG/x6JFhFPbz7tCzFwco2QQCJBIWiUBivmwinhALfAAEvo8ACT3U29E1iKROUPy+VH6XWJjB3o6OgYlaqtJHYSWfXWTz8Ec/6Iju9rauqQw6n4OFQw93tXb0DU1eX+Jzsb7qHhAQX4XpOwIhu2uz40LvB/hfv3Hr7oPQ6JR3le1D36K3qXkSETWZMS8z6z4vHFEdFeFXT16Pb6BG+/C/tyj2+qVrMe+nGIf8EGjSWVnIicM30/sxHz3Ak8J91QVER2VWckpOXf+3iZivSnuGA400FmQkRL9IKe1Gjkl+TFNuclpRO/azHTKJSED0dXQNfDxO+YXykgYbCtKSXpe1j3xxQPgTKZGQtZkxMa9ryUOpJCK2Mz/S/4Szwz7n45dfVrYWJCW8qhr8RNTvvowd6u7sHcZ/znv+u9Oejoj47uK05w9u+/sHBIenFHV95qEmoPuqX0c+uHPDPyDoeWpx88ho9iRMf1NRenTog7sB/v4BgaGJBU191P6RhOioykl+ERJ05+YN/4DAZwl5TSNfsZrBdFQMpPGfJDD03F5l44U3fajv/RH4t6gAATEjpBEN6f4HjBUlJWQVlBQV5GWlJQT5RYxPPC/r/ebsSPiW+9aSMjsetH82al9xlI0ojewhivvMhKDVIa7SApJOj6smXP3Sh3Bzmj/lztQPUX8kvxT+c/dJLek3d+noH3z4fqwP/lzwWXWvJsBamnPZPDq1sxnNiNGvc/f9jZyCuyN6qNOypywwHtEVd37X/oDcbxNNxPIQD1Nt6wspdZ/p5abMkHqR2B68TUp6W2ArBEFEbFu8u/xaelEDy+12do5X4iJc1JW33Kyghp2u/+UPD+08FdY4LU/LdJXpQzrDhXf2qIiKyMgrKirIiIgo7QooGPpwd/wZtq/42WF9MX7hdUoKspLi0lq7LqV3kFt9uCzGx0paREpBZb2Koowwv5CixakXZf3ke0OZN503KkvLyispwRnw8klv9n5ZNYQfnzI4BwS+nsBAecarsh70dyzx/fV5TEtIICCmBePERIiNUcd0udlkdl1Lq+7sH+hrrylIeXDa1u5UaH7zh16BhB4eHBzBE6boX7DDAwMI7GhvRRypfh3zMpPyQglnRCJhEYP9/QMj4/v2/tKXe+UYFI9nTiwK/Kk2zE1RWvHos3oIIiKGh9GYKX7YcIihgSEUYdwb5IvtaxaoX2yHh+AQg/3Dk+ZWkXDIwf6+/pGvMYuREB2Vb5JScur6PlSWhEWNDA6hpxpzmVyFn3ilwk+XXVBceMU8Dovb73spyLtuaCxbYxHSRZ2WDRePgBjoHxxvJcL2t15S/WeVxYvPF56IxQwPDCHHLD2kgXrYAlHaPjza/nCLo0cGB0ZwnxiEIiEGB4bHDTaRYJNVzGvYc42ERaTuZZ0ve7aeXAgSDtVRkBD/qnK8BYKIxyEGBxET3phJeCxysK9/CDVWrImVQI8MDaFw4wwwrx1Y5kl5lHeNBzAxyk/81BxsQLdU3PFJXnNPT0vhM2fJpSv17k9hqoOIg3XPD4rRcJj6v2sZHGh9F+yqzs2tfToTrtVwXXbknSsPkkuaewb72/PuOcjQs2gcjaiHW2moIOZJ0MMXmaXN3f29rYVBOwQWr9C9WNz2Nd+Nn8gFZA0I/CgBICB+lOAU8TsST+uxcxh5p4xNh4YDIfv6R1Bkj1oI3ZQVdumQ3VZLc8udrueeZLehqH06uj7j0XnXXdZWllY2+49eePKuk0TCV8TeuhVbSYDn7yCrYy667rWxtrSwsLTefeRyWFYL5aX+cwIi/KiKtISV+9UgX+ft5pu37vN6kFk/QM2R2F0cd9trn82WzZu37PG4EV85QBlnebF97SIVt6jHV70O2G7ZbLX7WEBaI+UHkYRpSLh8xMF2q5WFheWWXS4XHqc3YiEIO1iXeO/ynYT6MZGA6iyJC7oZktkG4dqL456FJJZSDDD43sr0oFMHbS03mW9z8PCPLekaXVGu7fVj/9DUkoLX8cFXznh4BXb1UKdIT0H5X7pU4afFouB466QBJ730oZiGEbh2XTe1aRi2PKUKiN6CiOvuu60tLbfYHDh9P7kWBUEk3HBBoLMy8z+LBU0OH3P3OHXpWQHVGD5WcHRPRdKdE/t3WG62tLbd534lLLsBAUHDla/CnkXlNFKqju94H3vLY+82i80Wuw6d8jnrfSOmpBfG1ZAQcOVRbMbzW95OO603W+5090+sQ1G6dEJVXMDNlxU4ErYmwkuHa9583g1Hjh91c3NzP+rh5XvzUVLl6LAKZrAuPcjbaafVZoutto4nbkUVdhCh3vLYm+57dlhbmm+y2Lrb7VJEfjNFy3TmRN57GBoT8fCm577tmzdb7/cOyeuAjTI9b4P3ytP8TS+3w9HlyGE3v5cNqNn06tRxW2fpEo2AVspzTcJ33tNasljjJmygmXiQBmpf7hGhFXdKG73enR+0XYxt/dGMyYazrpceGuy8m69kTrEXQ/tNI7bliifym0Yf64m5gE+AwH+HABAQM9CWiLxbO0TpWNSc778ub+pGfPySPfTO31ZBQEzNzM7ZdZ+5Aje7zI57Bb1w59ydcspYjFtc23qfs5P9duP1kuqer4mEwVtqf/yjdgcBQUR0f8IRVRkdawdX9yPOdhuVebnl7Slbo3xOQER4qnMv55Iz3rnX0dl5r5EEO4fC3uCCbvjdCV32yNlQWlp14y6nwy52+iLsgia+r9rhH74oG8bFLLKbNlvZOrgccrSSXLVMyD6ygwhBJMJIxnF1We0te13c3Fz3WqjzsYnbPqyDSD3vLuvQ0Up75Y8iHSmPcJZjErJ+1AP1J1/Q4+Myu1oIQRC2Ns7HXEZQQt1y/yEnG10JXhE9j/BSstbKdFNkWcsur6SqpSwrwspuVlM7jROOvrOhK/y0GCXtE8vSzmkzMulezoVnWXWPExCEumeO8pyc8ma7nV0PbNcTYxcw8M7og3CDr85tFFj51zyWdSZmppu2O15NH//aD09jq0+9Yi0rIKlj43TYxWGL7jot23NRDRBUd9dWjEfxaGQdHKb0iYu2iJCc3jZHV5f9u01El/xvmWFAaScEQbHbWJbSChmYWtg6uBw+YC27einvrqcN5N36EHc1//xL5dYgCV0UYCu59p+/6aWMzc03b9680VBTiG4Bk64/PBxGHKqL9zYR5xZR37LfxXmPubaKgY1fSh+xMuak9Xq1TXtc3D1cduqJ8wgauIeVw+Inz2cDP91aaTXTnQ5Oh1x2aXCsZDE4m9qJh9pfntkotPgPGl41/Q0mGzbsDywjz13/TuDTHi19P8c8Doc0apkImLdOPHOZdyePCV1qjuj2Aj/N1QxGt6hLHGJq4700OATM706aN48ruLdVmFl2/4OScWZAZFdDRUFmQvDRjeu19gZkdf4kcwwGg6mrqyspKSkFx0wSqKysnMnkZ2/aVVVVROLotwcICOqvx3T+R9WlXN0qzURLxyQop2W6dY/riUtB8UWdw+S3/qYHlvzsco4PSwfg4QxiU9gO7uWCji+6MMTS80rLV6v5pLZQNm1FNr5LyW0hEobvGy5abBSMhCASEd/bWNNOeR8ijlREucquZtgYBHtHfk5APD+mwsOs7xnTRn4jGs48r8vJbXQ2oQ2Cep7vkRLVOR5ZM/p2XOKjtEbIIRKe6RNtw7CA2/RWeiO5MPi3roJ/0m6JRsLrmBD6GqvbKD+cRFRj2nElOlrtm10QNFgVtktwtZRLGtlSMfA+5IAcj4J7ChqCupIvm0iLWASUQRDi9fmNEnwah6NhqwUE9b05o8vNbeCVApuUc06psa9l0bD3C8/ILyp4V4pG/XwjMCwgJHZGNiAHUhwF6AT2htdjoO5b2rQMW552o0gQ9u1hgQUsFsGVsLsTCd/1+pTyihXq/vUQhO2t8tVcxmAdhoYgPA4/zt5PftQIdS9Pq7GwG18mrzML4fsbK0srGoYgqC7YXlZS0/NlCwT1vNgnxyNudenN6Np0pRe0mbnNb5d1QRCUtJdjGafBhYQaiiNG4VHxf1ZseoqGWwv5YMPihfr3hiEIj+i4b0qzwuBuHzzyRUJ3V9wyY2HccKcLgnAtWb6GLAxKHhlwahAJ2VNbnFfSMEREDHR0dAxSfh9QZbdtxDjk7R8VQxBUfMmUj13U1j+zh2zAaArYyEKj4lXQBPeTKfu5l8i757QN4gn4T4y0TOcX7FvSIoZb0s4VPpxD3TOaiBndR2Bc109JD9GcfUx2MYvlIzIR+MvZnHZRj4dD14/SRmO5YuteHFFjZVM9Glk9PpGaFz4OJhJMS5dz659Jb5lkcBqLPsMnnZ2dFy5c2LNnzz5wzBgBR0dHT09PBweHGcthlibs4OBw7NgxHG7UKAcExMx8m4mDjfkxAT6H924x1lIQ52VatZpNyupCQhMWGnm+W5BV1TOlesy+Gb+Xe7HUkZa+0ssqy1dvDG5DUEcXyEUjET8ICAgi4rrzn1/z3GdjYbpBX1tNmmMts96V6i8IiDA3RRmlo2GUcXAIwmWc0OSS3BpUjMHEOa1j4lLY4Xry/LmzZ86cv3R+u8jCObInC/ogKGbHmgVaVzqp05ARDzcsnKd7bwA2W5CI/e+jbnkd2Gm5cYO+rpYc96o1SmfL4XHixpeHZOgFd8UgIKi/8L6dFL/2abIPYXsSLCAs71RBUOEtKykxI5+EsTkhBZc3cgobPYb7sXxPBQbpXZGlU5iFZ6aZviJVioB4Xj4AQY0BhkyrlL1zh5v8dVfCAgINQZWnxecx7IyDhRV8ELAt1zQWLjN4MAARB+v9tJcxbH3+we1lQnY97+7aitKslrY6fvVeyMvMivbRTrsmiCwg4jshXOJheU7ZfaFjHn/NNzdw8FuMCojdrEvUfaoonTkE4UPNls/VvIaCzV0fBAQB3Re0kWaFwT2K9QPbW3N7Ewvjhrs9ENSZG2DMyah3aZI/JWm4pSDq+gnH7eamJib6Cjwr6WR2BuagIajkoiG33NYH76gtl3FIgmadY04tnHbaAZ4l8h4F3WMP9YSq/tQPxGfmNHNF3QvGCQgvyblLTZ+M7/vJJUQ0ZR+VWcxmHUIdeoQFhD43h84FqlENDkbozLm1Q5KNR+doZPXE+XQ9panPH9664XvIQkPD6lxCy9AnWn6GcQwPD2dkZERERLwAx4wRiI6OTklJiYyMnLEcZm/CiYmJBMLosw0ExIx+m4lYZF9bXXlBxmMXTdZFXObRxUMdD6x5eI0uZzaNjavmHhNfwr+ntTPFQ3Qpj318L8VPglqu8QIC0/Pad6MEl6CyyY797idPnzhsLcPKrHul5ssCQkr+UCgcjHzknjfkEje7UzjU8chGgo1dQmODhZWlBXxYmm80NDzyrBEJQdHb1yxQ820YHv2ZRT/ZuGi+7r1+Eokw9O6apTS3gNKGbQ5HTpw+ddxGgXm1IllAQKjGNG9VFu7tz9oGS+5ZiwuYXq8k5zgqIO7WQOjMixskpayvkTePI9+rC7QRENB4mNhMFhCMcnsiy6k/4JTi/ty/VAEBu2+gM90laTl2PHt1UZ2WccvTbgxEfH2Qc4Ggew56VEAQsYNPLWgWKl5uhIiDtRe1ljFYh4819EcVQXa8DztjZ6gsIyEmLCAkqb7zQmw5EoLqKRaIhC6oL9xBglfVI6qcOhO00d+InW+cgFA5+b5n1E5OCrdYMX8KAdFDFhB3KUSxvVUBZiyMxvd6IVJzprcGM5f12Nv2aOEQNYl+W+WEhOUNtzu6nblweo82P6uc7X2qgJCxuJMND6DAR6ab5Eo5x5xaeEJDmiPPErmjebNRQECJu5nn8TtlIUb9MgiYnEMC89baxE4awkC15vmormQ2u0+d8IStTzytycm38RblKYYgCN+Re2+vAp+AumNwUfcEoT8KBf6HjN4vvJTLOqeCKrXG3QOngMB/iQAQENPfmiQcgYT7+Mel6PJmVmbFJ6/aCfEHhJiV3RMrqSZOYowt5xKZo639FVfUltMa3m0ZmRB3TECgIHxv4j72vxm3PKzsI3dYA/XJDqJrNC99hYCQVjzyDB5Uh4+huENKPHL2IVUkXOw+SZZ1ux9mVnW0Nzc2NDQ0trR1dg+QJxdETS0giATkG2fuv9ZsvFPSiYR/gpHdbw+J0cp5wxYICMK0vbtszMer53bf30ZSdMvDNvJVaJwFoui2taSo3qlYajcE5fqacAobP3ndA0F5ngqM63ZHls1KAUGWCB0hlhxrFO0sRRfQW4fCFogaH+m5q7a+GBldcYuAabiksmCF8ZMRiDBQe0FzGePWyEkdFYUJ+S92pLsq/1VS1H2PzRKMvAanU0eg1sdkC0RcBwS9PrGeXXTb/bfUjqjN34iTjzqEsZt1yXcKCIoFIv+OMedarfMfdk6EC4QsCraXYxPcfDW7jzLvJvvSVjmVrbezRy0QnxIQqft5lsgfL5yVAqLBT3khrcmTvlEnSsLAU1OaeevOTfJrgIi9leHb+FbKe1L3GuoverpHmlXuYBzF0oBsfnXdQBX81gAAIABJREFUVkFI3NDtafknllekNG3xWVUaBp23xaNP/7j2BqeAwH+KABAQM9CcDa8f+3l6PchsHBh9fcd3vT1nyMWg4BhXiYP6Im1FWEStr+d0w3cxpXdMmJZJHEnoxkGVfirLlssciaqjuF0i6zIi0+rGfCBQEK4n1obhHy7HDLjMRExP1m078bVMX7ZAhLsrCYvaBxeRu0BkWZCtKLvcvuACBAT1RjpIsouYn0/qGLXBIxveJmTWwsuffVpAvNrD/CfLrgTYhkXCDxQ+2S+7ZtWoBQKCCN2Fwbb8cxdzSMuoHoii+g1SBATZBwKTc8VKinPd7sdl5GkGrQlHlFl5Tc+9gp3ic2a9gIBwxedUGFfTzptDaxnajSJC+MJTkgvptC/mDJJ9IJpinMQXrzIKbocg/GDDbSPaZWoXqBMGR40Uow8corUkKSQ4oYIillA597cJcqq4RvVDbRQB8bIZtnh46fCxy1p5P0lMS4oKPLtTfu3f9JvuVZB9IH5AQMA+EIS27EvGTCslD8Q0kq2RyM7ygtzinMQH9lJs6w6ENcHFxHS89TMXZJCy+awFAm7kPA/xRRxWEW2D5LQm1nQGvmHflCSx7JzMQlqty/kIIgkioQqv6tDMlzhTRJbpJOxQ0V17q23HQuEBPnxP6X0rDhoJpyTY3oTveHt9syCz7P5IeEhtuDbed4ussIzp0aeFHQg8Ho0cGRmhrO+Kqs1KTnlTStm0AMK1Jh2Wp12h7Pl+8rbM31RuEBgQmPUEgICYgSZqSb+xR5GJiUtEZr2e8aZNpnoqUvyCcptPPS/phX+10OVPXbWEeYTldUxN9eV5mbg1XCMqyKvO9GZdspBk5RRT1d9otkFTUUJc+/QbImHw5vo//lG9jYTf75M81jPScSoamW0yMdTT1VXlXLFW6TxsYO0ritohuELWhToDbVy1qp56qKz5h4FfdaPZJlNdBX42fo0DgXldZMs6ti7qpIUMH7+4sq6pmamBmqyokKp7bAsagsLNaP6UOjW2kBQqUOuvPxT9+4gkfG/GGS1mOnYFA7NNJga6ekZafEtpRT3H3mT7ysPtWeb8j1XlxJsx431LrK8uD5fZFdgZjdiWedNOhZ9bWMnAdIO6OCenjOXFxHryO97rQzIrBbaHF3/7clvjqjvNp6Xeciu5LJ6VkCetwGkPxe3hXfx/c/4wfNQJm2pIbcmn9fiYedfpmJoZqUlwsklvv/2erI2wg8W3NzPOXymqY2qxzc4nfmKtkDWJvmY8TDwyGkZmmzaoSwmJatgHZA1AUM2dnaLcikcj4DdkYsfbwEObNBQUlFS1jG1cHQ15l3NZ3S+HdyJ8uYV+rrh7IXUGLPGxwYL/W3eBvHAD4o76n38p+w9BEAHdFaD1x0KVG5S8sT3l17SXrVK/Tp6FgWhMuWwlycoirGxoamqgKiOtY3cjpaY5zkufn5lbWsfExNhkk6kK79qlQttvZaEgqPCMDguv8a1MqoE/zVF4saDduyp4YwJMtvd6BjpOeV1jI11b/8IR6iIm09wY35lcZ+IxTQ5GfkU9U1N9JT5GdjX32DaKyMEOFpyR/r8FvI6p5CYjIVsyLm8SpmeV0DI20ZUT5hbUPPiUPIKEKgpxXve/Of9bziAgq6S4TkZaWlpcWEjP5WF2D0TMu2GvJ84nJq9paGysqyTMzCS04WQMWEjqO1sLRPuFCAABMQONhR/prMlLCg+8esbD1engQRcP72vBsXmNg9SBcgjXXfE67PppdxenQ6euP0mt6BtbrwfVnB//6LLXERdnZw/fO+EZVQMkEr4+Mzw8k/yeSMR1lyYGnj/q4nLU2z8k4U3uq4SYV9Xwbx92qD0/JTq1lGrtHletkday1/FhoY/vXzl1xMnl2IWg+JLOkVEfGAgiDTTkJTy6ctr9kIurx2m/u6HJZV1oIgS15bwIS69EUCaEwLNFssLDXtXDRhMSoa8y5aGfh6uL+6lrj+Pe5GUmvEitGFvaj4gaqHkd8Twhp3nU/gJPR+ysfpOckF1HsUgQhlqLEoMunjh00Nnj/O0XOY2Do5Mt+kpTo1PyWmfVeobDVa+iE3Nbx60jj2t8Ex32NOJtM3VvieHaN5EBZ91cnA95+j1MKGyn1puIG6hKDjrvduCAm/eNmIqJs/pI6P6GnOjAK6fcXQ44u528FBT/nuJ1N9KQn5yUUdpOddAbbKvOfZ2a8up9+3DOaRVmWYcX1bDVojMv5nla2cDYk9OSHRGWUUNeCozQ+CY8/HUDHm4qTMObiIjMOkqRiNiRuqyY6Dd1FKcKEnakOTfmvt+JQwedjnj63n/5rr6fCKG7ixODfY+5uLh73wpLzkhLTEjPrYct9oNVmbHJ2XW9VI+MnuKkyJSCvhGyTCT0liQE+ri5uLh63ExrQX8852Tc4/gzTkkDlRnPbpw84up8yOvq07RKygKSEIQbrrmuvZxW4yrVwRgiYofr34Tf9HZzcj7sdflxenkn5dnE9zcXJoc+fPTwQVDgfcpx93bA0+SSFgQEjTQWpobdu3rW84jTQddjvncis+qHJizM9TPqDPIEBGaeABAQM8iYiMehEMMjqE8sIYhDwfsbjVv8cawoODRi5MPOC2OXR09IJBwKObb01Md3P/MZj0UjUdipZ9nh0SgEGjdVYT6RIAmHQnxPIcaSI5fmE2jGAv06JyTMlG1GIhGxSAR5csSUdSHisSgEAvPxWiGjYYltRZkZr7LKW3oH+lpyA20F6IT2PCkZt57nlGl+20USAY9GItBjSgSOTcJj0WjsN+/cgkchESjcrN2AjYBGTHxk8cP1gRvoGKzCP3a6IRLgr9i3agAiDoNEogmzTDx929MAQgMC30IACIhvoQXCAgL/LoGSR24b5Tg5uLj5+AWEhNZtOv6suOfnr43x7zKYsdxI2KH3AXt3XHhHtanMWE6/V8L4rvKEAA/bjdpKMjIGhx/mtU3wCv8BFkT0YFHIKTtjDSVFFe3N+889y4EH837poyP76endJupKypomey/EVg985suNKAk5ZWeiqaysaWJ3OqR0dMY0CY9qyrh3ct+2jXrqysrqG2yP30tvGrMvj7JBNxdGB/mH530slH8cHRAQP84QpAAIzBQBRGdN4ZuUhLjYuLjE9LclLYMTDAUzletvki6JhB/pbm7/Scs1/EchIyujT5pJC0vrbHP1Ou3lfvpuYsXoMmg/WGESZvC9v4UYh5DGLvfTp487WqgJcstYXX5Lnc32g8n/jOjIvJs7FIWk9GyOnPE+YinPyaXmGdswNPWsreYQG0lWAa09HqdPe+zRFGCV3Pm0BS4zfqT92U5hYY2tzifOnj15yFZHmE3Y8DjZCxge2R5sK4wPvOxmJc/Bt97lKXWJ1emrLBAQ08cSpAQIAAKAwO9MAFUcbK/MJ21x7mVV7wgKjUEiUJhJi7BSACGL41+8qR/+2nEiEqozw11qKf3m+40jaAwWM1SddttSYJXUgbhZuHjZ1z0CHeH7ZLll7O6+bsUQCLjBt57rGdk3XS/upPpQjUuFlHNCbBGzxcPy7hEMZqS77IE502Ixr1zyzC9MR1lOUW17PwKDxSKa3j7cKbiCa9sTyiYAI00Fj49v26S7joOGWc7xCXVC2LiUf/AUCIgfBAiiAwKAACAACMAEulN9DcXFLa9kUOdvfwYLJtVTS4iDV9nKIyizFftFxxESsi3VgeNPOpO7o8MWQ9XpTtK0wvvixuZ6fSaz2XhrKM5ZgV1275P38DQm+Mg/rbyG2/JRWffHIxAQVOkjt4jO7Fk/ZTE0Eq4vdBPdonXnxhY4G00BgtCtRRfUVqzV9qOsMEvAIPo726pT7joqCEo5PAYWiDFQ4AQQAAQAAUBgFhFAZF3fLi20bvOBY247jdTWqxtuP/ogq3HcvvTjy0pCdNVmP7/iarlegJlJUMP2bGhB/9QO3pRYJFRX1kVD1qX0kmZudxJy8uMvWUiKGl8r+IzXwPjsZt951R1zQQ7V47E1VBeczmBzVlrlU++aJ9lUiHE7GebxHsxEUnQWCY9850peTfXjFVew3UW3NtCvED6YNN6Mga+MPaEhJLH3ERAQs+8xACUCBAABQAAQgKDWmDNGrH/TCOnscD1xxtvTaZMc1xo2La+YCvIiG1MRImEGu5ur3z73czJX4mXhkDFxuR5XSd5lcIrQBGRznIfiyvkMQiKstMtWMgpvvpj1C3tAFF4x5OLSOpvUSPUxHQqz4VwifTijYVKl8KGbl88VO1pIXiMY3o8FVeIpOXfZppCJ6gnbU3TblH0Z24bRHQSoDHGV0cfVhSTsgYCgEgH/AQFAABAABGYVgfow9/W8fJsuprSjMPA0WGRFkK0EvYDlzXdjC9d/orxELGqgMtxZYfW8uYskPLIJUzgS4gYrH9pICW7wedXaUV+YePeQsQgjm8LewPIpwn4il9l1ueiqETe39jgB0R+6nWOJjNubyQKCEG5BM1FAvD8mPne5+bNxgx34ofoIB6lVqyTtIz6ehQEExOxqeVAaQAAQAAQAgY8ItMV46QpJbLuTO/ZiXHVrixCrkltMJdVM/1EM8kdiZ/aj0zuUuNcw8qtuP/n4XRt1b9vxgTF9+WdUVtCbPRldsY40UJl8Sp2eXtHj1S+qIBqCt4pyqR2Pqaayab5tyrxG40JeK/XCWP1J6fs55nM7vh7dEI6ER77azz2PzSGNOoSBH66P2CezZq2MQ9jYiMhYbAgIiA8swBkgAAgAAoDALCRAfH9/r5SAklv42EZlBRc2cHHrnE1pnLqT78kPO2u7noNuFbeSlce91Iq2niH0uJfqcVUkoXoyXYTnrt38bGxB157yp1t5aUT2xVOHAMYF/xVOiW+8NDnEt9zNoZpnkp3EaUXsXlZRV2sg4DBoDJa8uF/XHb2lizVvtVF2uCPhWvzVFi3RCYA3xYFIuKHiwK3Cq5lV3OJapvQoxVXGeKoLSdoDJ8pf4bkAZQQEAAFA4LckUBvmvJ6dVfVINPweTKh+ul9iDddGv5TWKfQDJsVNiYWOXsJw/7XY4taeQRSlc/wUNiKyNXYf559LZA4+byBAEHG4KtJdiYFOan/MV8z4+FSiP/c6/u1ZA05W+cPPqxAQhC8N2Mi6XNTxRQ28LR8EQXU3jHnX8O2KbkfAkqrjgdHKBYL2Ua1EEonYHLFXcP5Kw2B4qiZuoCTAlIOGTfVQWEFtU0tLc1NTY2NzW8cA2YwBDw11d9Sm3T+oxCdsffVtd29v38h4/8ofJQCmcf4oQRAfEAAEAAFAgEyA0JJ2fbv0moULlqxYtnjhMnYdt6dFvVMaFVD5EU+SCuu6hlBfuYI+Adme5ruRe+k/85bSrlq5fPFyVuW9Afm/rHyAcQ0X3NmtyLRs0TLa5Yv/mc+keSy2lupB2hVouGoez+6YdgRFfOHrnu2TXr1w0fJVq5YvWrhael9oHWx5IaLao3esnDNnzv/+75958+bCx99//rGMU+lIKpxBT0G4veCcOXP++gMOMWfOHFpZu5vvpjRTfN8DDATE93EDsQABQAAQAAQ+JkAiEjD9zaVZSdGx6QW1HcMUE/zHoch78uHxpG/bN4VExCH6O6reJUZHxaXl1/cgsZR1EaZI/Re5RCLghlvL3ibHxKTk1XYNYcY2IxoJs2agUfLO7RpzJyHhMSPd1dlJL2MS31Z1IzCjVSeRcMjB/oGBgf7+/j7q0T8whCQP7BAJWMRgb29fPzlEX19v/xASM51DPkBA/CJPGigmIAAIAAK/CgESiUj8NnXwDTUjEYnEsa72G+LN0qAwK+JELYWPtePksLhbM/CxsWC2VR0IiFn6UIFiAQKAACAACPyWBDoSLp19lNtNXfdh9jIAAmL2tg0oGSAACAACgMDvR4Bik/gF6g0ExC/QSKCIgAAgAAgAAoDAbCMABMRsaxFQHkAAEAAEAAFA4Bcg8FsICAQC0dXV1QEOQODTBLq6ujo7Oz99H9z5IQLgC/hD+L4lMniSv4XW94ft7u7+/si/csyurq4xl8/fQkDcuHGDg4NjxYoVK8EBCExFYPny5VJSUoKCguAhmQrPj16jo6MTFRWlpaX90YRA/C8RWLFihbS0NA8PDw0NzZfCgvvfSYCWlpaBgUFTU/M3/LmgpaUVFhZGo0eX2/4tBMQvYAkCRQQEAAFAABAABH4pAkBA/FLNBQoLCAACgAAgAAjMDgJAQMyOdgClAAQAAUAAEAAEfikCQED8Us0FCgsIAAKAACAACMwOAkBAzI52AKUABAABQAAQAAR+KQJAQPxSzQUKCwgAAoAAIAAIzA4CQEDMjnYApQAEAAFA4L9BAIfsb6+vLHmfn5dXXNs5jCFNQ7VIRNxQW01lZdX4o7quqa0XNR3JT0MJvysJ3HB3U1VJYUHB+5Kqlj7053YXJSK7G6tK3pODNnYjx9WaRMQNttWWFRUWFBZX1LcNjO3gSS0SETPS29nWPfzx1lzU+9//HwiI72cHYgICgAAgAAhMIIDtKXpxab+Joigv65oVS3k2+6XXYycE+L4PBGRHgoe6uIS0DOWQlZWRFOERWGd8+hXh+1KcBbFQVZGnrZUEmNeuXcvAyKO82/9NE4I4dbmwbcnnzdfxsjPS0zOy88qZn09pG8VKwvUUP3HWEmRhol9Lz8wjZegaXDg8mggRjxnu727Nj7hgY2rq8bxl6rR/4CoQED8AD0QFBAABQAAQ+EAAWfLggDInq8wW77DsyoaGyoratgHklD08YainaxCD/0R/+SHF0TMSHtVWkBAVFR0DHy/jYqMeX7ZXZGNWOp49KeyvcqHU30KARdTCJ7q4uaU48qjiKlrlE4nNiKmK3x+9nXk+q6lvYklDQ0mirynLAhabl/1wSOxg6TVd2sUiex/l1jdXvrq9T5GJQfF0Dp6cCrK99IXv7k3qgjR/0ckdCGmYKukfugYExA/hA5EBAUAAEAAEKARINaGOKrxSNvfyp+wFJ2BCpFw8ePh8YNzbspYBLHGcQX5CqE9+QLdkXdLjYN9wpeiTQWb7jVwfXS5BsxtZbZSC4mPthVZKOSbVDU4ueP8jk+ULFS414MiciNj6S4oLlhs/HIAgXH+xj+KSNZuejlBiDdTG7RWlFXdKJiszVFd16sPL5913afPxrNv/pHFyyj94BQiIHwQIov8MAkQcConGfe3Ly88oIcgTEPj9CJQ9dJQTlLW7Fl9ckp2emvY6p7S5f2r7AwQRSh+5bJDm5ZNU3XTg/KPEdxWtw4SvlhH4nsJ7W/gYpJ2Sqcb6Xw9286MdYhwqbtGVyNGyN94yYqLXvpTfNsmHAco8yD2fbW8KiuIjQcKj0u3Z53MdfA1B6NYn5muXSnuXjiaC7Si+voGZSfNi5QcixOrY01rCEnsfAQHxAcpPPiPiUJ1VeRkJMRERz/+fva+OqyL739/f97Nhi0EKSnd3K4KUNCIGJaE0igqKICiKiomCKKCihIoYiCIg3SEg3d3N7b7ze90CFNR1F3dhnfnnzp05c877PHNm5jnvOq+SU7MKKpp6x5Hz6ur+GUmJeAx8amIKsfB+MgAAoAdqCgs/9tBG+j/Toy+3QujNvH0xImcQZBBfxgg8AyLwTyMwnBa8W2SzoJqp1d6dqrKSokIiCqbH7xV80a4PAMj23NjzB3fKiEqo6lufCH2eW9U2DKdo378iPBHW9u6U0iae/Q86vlJqsZ+qCTUR4NU6lz7tIjLx9AAPneKpgi6qMmGmA/gXFvTLxE+W0T4weORHP6llG/Y/xwPIjhDNVRs0b9O4AWG0IdZSkEnWp3DmcmxTsr+mmIwrSCBmMPlX9/DIgdLH5w5oKcpIS0lISkhIychIK2hYn44tH/vX5EIO1jy77n/9TfuPkGD4sb2c9P7IDuKfniL8CCmm68Tlu7H9yuNdvhDOWdOVgjsgAiACfwuBzpf+OhxrBE1ORKXkl1eW5Tw+u4tvHavOmTft1KWXvlQ7sj3/abDjDl4mJoFt+4NS+75u0UAPld0y4tykFlD8Q2ZLXxJyoY9Xhhjy8esEZ3TRpp2QRHvetXLeeZ1ztCq4p3vWLZPxq0ZRi+KRtQGyy9aZP8ECiPYr6ss27owcoIpHGGt8bC3EKO2VOyMvSCBmsFgEe7iphsSjysz0YpaXXpW29o+O9LVWpN33t7KwP/VoxiCHQyNhcDSGNjg+kZuAhsORePz0BBoDh8G/YAbEI6Aw1JzPNpFIQMEgMOQsrj5V98ZdnknpRMEnLQEAQMCi4TD4/Ap/IgYBh6Nx86gOcQgYDIGlEQZ4Y1pc7NvqyVmCEIloOASKmCUBuWEiAY+CQRHoefs9LRoRj0HCIBAEZn4fKiJJYswMPtPXAaReYwCg4qTASvHTlSCBmEEG3AMR+LcR6HrhqyEm5/yoZlqQD5dNuNk1zqa1ff6emC5B2sFN9TZ+yIg/b63MxykkbxVR9zUCgYc0PXcVYxRweD70SSVL7k/j3T3CfNrn09ppNGg41oJrw9azJd1zNL3EN3ablot6l89oIMq8xZaz2L4FAGTXHf11GzRCu6n9x43UP9jLt0k54MMMICCBmMHi39+D92T7q2xk1DhT9AmtJkKnIMODJL9YPKS/6m3URZ/Dzq5HA27E5jaPIMlSj9VlvXybXpD1JvaG/1EXD98bzz70Dbd/SHt4xe+oq4vXxeicdhjFxkXozIl99Cav5O2ja/5H3d2PB0Wl1ZE9bkl8ADfZnBUfEuDp5ubhdTb8VWk3EgCIiOGCO05KHBu4tQ6Hht8Kf/SmtBsHAOjR1twnt854uTm7Hz93+0V5zyT5OZ5oyHn9JjUv692zsEAvV9ejgREpdaNIGp3BDVVnxl3zP+bh5uF99vr95KphHJHYW/LyeT5V10YkwDryE8POHnN3cz/qH/K0oI3CmPGokbrU6Ku+nq5uR7wCLkclFbbO4w6EGWnIjr/q7+3p7uLsduzMzfj81jEKkCPV6c/fZhRnvYkNCTjq4no86H5m8ySGJha6t/x15PnjHm6HT1y4ddqAdTlIIP79ZwGUAERgFgKQ3Gt7JcSNrmaO0g62RFiJcqv5pjTPNeuTihAmuz7mvAz3dzLfuU1eUeuA7+3kquGvsQcAQA7kB6kzs+lcraW1sVR/J5MPK/GoHE6shVB7UHNRg5nb/GHN8Fy2VX9ObiWLVRKU5gMx+dKCeYVsYD0AoAdTXfjXiJwspVaC7C0L0tzEY35/Fr3CNr05oykm6xpPs3MsHGSgE+X3Ygnvyg9QWMdmHP6FkBjcYFGEm7qIgJSmubWlsYoIv7Tx6Zf1pC9p6UUjXmZ2VQ3DfZbWNvt0BFnY1fbZWe81NTTZf8DaWJJxjaBDfCuMNHgwMQYrfmNUMDMyMN5rY2WmxkfPpnE6m2QewcNbX5/SE+eX0dxtfWCf/lZxQUXbO1VoYLIhxlmSYdUyOnZJtW0qWpa+MVVwVNuLM+YKYpLqplY2+3RlhUTUXe4Uk4ZV1dXdoiybFbYb7NtvaWNpIrdpA/eua7n9ZJoDrbzvtF1YSE7LzNLS3HC7lKDyyfcQAip+5x//U7k5TCQCRGxf+nlTKX4pjV2WByxNtkvySpoFF0MAANr5xn+nII+Ezh6bAxbG22WV9exuls9Fd6L43nFjGVlNc2sHB0tDWR5OGaurOV2k90uB/w52Zh4NLQPzfVYHLI0kGdfxW0Z8HCO/eqAfQq1kuQQU9fbZHLDcbbiNb83vYqAGYi664BEQgX8RgZGsy8aSQro+L7vJTy2m9dEBSQ4F50cfJ+cKRejJfxjoZKazVUFRY+/Ry48LutBfpw6kKrCTNQ8teejFj6TOMzeZ28biPtIbd1CGT8k9vprcF/THYE1WNoMrZf2U+RT04/M7V2+9rIdgiACAKTwhtILrwPMOUhgGEdueYMO+XMArHwMAeGjXE8sta+V8CsmeE8ju9xd2bGHTu9VI6TuRSAAAeO3L05piMs6P2kifkG+j/B2wgQTiO8AiFcWP18dbcG8Q98qe/0JoxX0HJV4Fh+gGciDTSP5lfQF+Pb/XfQBQE2LKzyFsezOXrJEgZHgr0i/ntriR0Uee/NedV1lFvyuuB4oHAOzTvXTL+C3vFQ2RbAiEiXxf2VXr9aMHANzoex9pJinPVAq9RAxkB+lw8dm8hADAZM1zV1UO5ZPZOADA4gEA0ZB4Uk9Kxe1JE4X8d73wUpPWPPqkFQCabu8T4xDYczm9D06ySXSEm3HSbz9b3oUBgO5IE3ZGWfenDVAyC0a0573ObUMD6GfmdCt0744QiURY6Xl5eiGnFxSVGXayOtxwC8vu+EFMz5sDPKtE3dLIuOBhwy0f8sqnzXszYKFG+7q6+8cpajtEWYg5N/eOM6+bAQAou6DDwSHhFJ4/Ss4t13hVe+NGnbA6Eh/vijJkpFc69aaTopBApjlxrQA1EDOggnsgAosCAWTzK/9dEoJyhi4B166dcdopK6Zqd7ug+xNdLVVQZHqAufE+5/MP3jdB/mRAFR7S/NxJaCWrSdQXZm+LAoM/L8R4/o198sKKxo5nrl0LsNvKx6N6NKFhgvJqxGU6c676n8ipvBGyBRvfGGUhtkXY8Ejg1auBhw2E2cUsIhvJ72gCaiQjUJuHXcbSN/h60HFLNUER7ZMpVJcIWHfl48BDB8y0pOmXb+TZusfZKzg2t+Pr9uU/Lz8AACCB+C64AAA3Vhdtzkkv6TvH14BcEeZjjIeymNqpVzSfFqD2trWk+M5zOWNAfYghl7JtYjlVv9d525Bd2PpxwwjldmKeWzGtVL/aPoklEYg9a5cbPERQon4BPLbOX2rZJrs3CFjpcZHfGLROPYx9EBkReS8q9OLxHVz0oieKAQDZ+NpjK4eqH1UuXNMLX01ujq1OV2Nj70dEPIh5eNZKnlnQ8GLGFNAaZiaoZHm/aITa97yT8gyKrkVtKGA82mAT086QmlEK6ZjGBkMlEAQCpvqM9O/rtnnfe3Tj1RL+AAAgAElEQVQ/MiIyMjL8ZqAB9ypul3RgvNBXhW6dpM2Vh8+SM0sae2Y7TExXRNqBD9RlxN0KPOHh7OhorSO6kVn1eGI1FgDKz6mzqbqk1tCMNe/deOlU/MoHcMBYxM6NGw3udsOo1kJCiTfoA/EJpuAfEIHFgQBuuP7treOWRjo7NHTNDp5+VNgNoVkhPxUQO9jRBcFQX3GfnvrCPyJmqvV1sJf/g7I5YQpfuGLRH4Y2pkWcPGCyU1NDx8Tu9MPiQRjt417mK0G3ZU9ME1klTeoHvjcr/OQBY10dbV3jAyfDs3ppJQECZqruWZCL+U5NLR2D/R5XnleO0zoO7SqP8dlvYXvI2c3D3eWgjYXz2eis9ukracX++i9IIL4Xu6nWFFeRNTwHns6rQ5souGOjIGUUnDPtSNvzxENZdNvxdz1Aw00jbgWL2NJhSpNdd004BPfeqxmifBXxLw8wr9S4Nk0gVuhGjFKJOQHTd0N9Od3uOMhEkiXz/xik9HYZG1I2fT0dEwu3+7UAAG9IclflUPHNp9Q+VfHIVZF+A5+qEbWskaGuhppV4PNqJNAUZiaksCe8cJDa9yI/RSYlt6IODNBwSYmBzy6hbeqzITZDIBCph9h/3Siua2JElcDAYKfRLvtbZQCAaEq+cEBbXlxMUkpGXmWn/cVnMwN5GmVE2/vrDuqSojIaxvsdPLw8dstvYt3mRSUQGpsVHV5V0yJZsj351qv6lQ3hgWp/aTpex+RRBPVVhCs6zg86UU5jCu6ACCwyBDBwyPgkAjXXmL/I5FwU4uAQU+MTMOwn62DUnJFjkPJM6/88szV6amx0cj6FDpGAR0yOT0D/YcdykEB87xDCjTbE7mdfK2QXN8tLhVwJydwAr4xxVxJT853RQNSF20iJ6QZmjwINIZ8QiM7PCYTNpwRCL2qCpoHAlHsJ/c7lnoOE5HsILuNzfNHZ39nS3NTU1NzS2tEzOArBAcBk/Ss3Vc5pDQSm/ulxdUEp6/Divv7O5qbGpqaWto6ugXHSGiw1N+clEG1oYCRSj4VZ72bdlzUQ6A+nxH7fbPW4ubuDLEFTS2tHd/8wdUzjUGNNxekvY0JP26hzbxaziv1c1Ygou2snzSluc7NgBE1mA/nnDeQ0jzz5SNZAzEcgSgfxQPfVretY9sXNRIhX+Aj+VwgEaqQlO+5GwEmvE6cvP0it6Z/jgT1rgE7UZcaFBPp4nTh9MTK5dpwW1EUqgesrfn774ukT3qfOh8Tnkn1KZl0IEDHIrryE1x+mvdtmn/wJ9rG9BQlhQX7e3r7nQ5/m9VA1WfN1HIcYrHwVTirqcz7saX4T1XqPHmnJe3b7xs3QMOoWevv27fDH72t6aS5wpMrgjZkpWVV9kK/UP1+b4DEQgU8RmHhxRN/+7oeJuQF4n5b71/+BBOK7bwEB2pXso8qwTtT+XgnF8RAgYqAdeY8iIuJyuhE1D20VeZWcHlHyi40VXTMW5tf1edUDADXXDGdrIL5KIPauXa52pYNs8SeiGp/Y86/idU+HAOiB1678dEKHEpsoqWKJWMRQU3lZMwQA4C0pJ7ayiTkmUi0AsKqYw2r8UjZ3P05Qgi/xk5211Q3dUwBQNz+BaIEBQMsNLRYmJa9XzXCyDgLb/yGjpAs7ywcCP5njLbyGy+phFUUDQ8RjxlrLShqGURPVyfHv6ijqA1xPYYgu+5YdV2bCWik4Q3Ku7xXm17lIceLAjhRd28O/WeXYM4oJY14CQVozpshbbBWH+cMGco4ZTFf2BR3G5f8FJ0riRENigJmChOyOXXvNdJSl5XYevV8yPCtYdtboxDY+OWGgILtNx3jPHkNlUZHtbjG1UyQHKwAAJouu7VUQk9c2Md9jpqsgImV0Npuq5yISMIN1ee9f3juzS5pbLXBWbNesqv/ruxN5l8xlReV1TM337NKVF5XedSGHpub6tOtE1HBZlMNWEXFVoz17jHYoy6qa+79uJ82j4W0F97zNDYx2mZG33Xv3G6oIMAoZXUpuIVWBGGr+WJwWH2AiwmsYlNX+7UTOn7YL/gMR+AQBaEdlVefkN4LhP7niX/oDEoi/ADwe1p1z3W6bAJeQsv4+eycXJ9s9O1UlhNUsziX1AMBwXtihrSIiSsZ2rs5WWlJCkvonE2pJX/XSczqswmYPi6iWg/abmiybDO5UDVCmK7inuzf8KnehbQIDANiEfeuWb1Yws7B3dXe2NVbg5VF1iW/FAgARB6mNd1MT4pXW2nvI1d3Zbs9ODb293s/7AACYanjhrcrCIKpn53T49M1XtRBIXayXnoSQpMZue1d3F9vduirbba+8bQWA2itGXEJGobmkq0hb7jFpOlGHggaSkKN518xleURVjQ84uznZmO5Q0vTPoEZhqJKjMAjo9hfe2iI8EuRqXR32G2pqGRyOa0J2P3MQ45JUN7N18XCxNdWQk9M/HNPwmS8FAIyV3XfaLiAor2fn6nzooIPFdp51q6Q84yuxAFDku5VBxPJ5Jc01I92RfYWEVzEp/yW+NdZecjOXsqm9i5PNvr0Wuvz/+z+O40s+kRSm9e0ZPQEBwzNpPVAUfKDghrW84NZDsTWUsF/q3aH+jL91k+WUsLye1jQOh43URlvyrBc/ltxDVnF23N3JSK/i+7Z2YAoy2pYTrEG/Vu1GLZlbEDATOSFONua6kkwr18n6Lt2Fhz5F47v+tYTv2EC/7Wxq49AUZLjl/Xn1jevUw2Zl+p2uDD/REu8kwihq96RxDA4fq3153kSUV903g6RkQEEGOxpq6+pJW0NLV0vubQeFLRKWtwvI9ube3AcXj1roSND/7w9lv4y2/4yNfhoacAdEYD4EQAIxHyrfPoZDjNSlPbrhf9TR1sra9qC7z8U7CZlVPVOkyQp+qrss8aavu4OVjeOxwMj0ukGKWnqk8s2jZ+nNQ9TPA6Tu7cPY1HqaYZ/YkXH/zstKCEmzT4rCWC5pfSnA08nhgL27f/iryhHatJSAHat7dz/4pJuDrd1BZ0+/K9HJZb2UoKnJ9uz7Zz3sLK1cz0Smt+IBADnUmPHwio/7IdsDDs6evpei3lb1wgFgovpd3LPU2gGatnyw5Nm9xNxB6jLyyI6i52H+Rw7Z2dgcOhoY9uzDIJaIb30XEf66jhwdARAJkOaM2Ou+Hgdt7RycDvtcikgs7IQTkX3FCWGBXs521jYOzkfPRbyp7JtDH0joTHYUPA4+7mRr5+h18d6r14kxcUkFraMEABgufxWdmNVOzQoBAH35MRHPS6h2C2xvwZMrXo52dk7Hg+6l5ryJvv24hOp++u27tUhL4NvfBOoKS1hGUkOugI5EHzURBbeH1XNtx/A3hyVZFY69baBpzHPchdaLHU4jmTwGI3XWr9t5t5tmcp6KN92wSuVqO2nIEPGovuq87NRXN8z41sv40qLFFykiP0SsnjDNNev0ogcpETxE3GiM4frV22/OjYknTLS8chBlkD9JywI8VhV3UIZr24nMOYwOWxtzSEVkx5G4RsopaF9D1YfSlCAjXjYN3/RWkED8kDsJVrroEAAJxN+6JQQ8Bg6ZgiKm0x3N1IZFI6Ew1PyZKGdKzb+HIUVh6D9EYPEI6BQt9OCToiSXGSgUNtsKTj5PwGER0M/kwWPIuSG/x98ZALCkfqFpmSg/aZv6h0hAQiFQWm402kE86UIY4huuPHg0Co74QprO+dqiHsMjIF+X6SvXLsJT4x+iHWR51Lze0vTpsIKbe0RFjKkGnk8krg8x5OTceaO4m4ZsT6g288adoW0QAMj35FnF7ZI2QRuF+HIfkeXMtikzlngifDTHQ3St1KmfkUBkunKt4HXLgdM8itClxwWXsx1KmxMcgOqvuKLJtNkkgpbVD9Oedk6LR3hPJNlMMet+9CT5aAtI7ruZT7tzlHOw1y4yPDt80kACMQsrcPe/jABIIBbj3cXGGSz739awUdoXYTHKCMr0txEYLAzfI8au5Z9NM5ljP0TaiAnt8Hvxue8pAJSc287KZxJR3k+Ljxl/aMa6UjWwbpIIJNsxrBD1KpikUUR80wXFZauN42jVAgABPpjuIkL3UxIIfKLFxmUSJ8sRVC93Arr+jOyydbsfz9GPwXuK/RTXcFrG04xohJ7s6/oCPHrXKj6515NFoXukBLRPPv88oH7ypZMU179OIEZGRiIjI319fQPA7YchEBgYePv2bX9//x/WwiKt2N/f/9q1a1gsdXYCEohPXg2L5A+hp+j5s9z2P5GZbZEIDIrxVxAYLLyzR4xD+0wOTUOO/RBpLSq04/R8BCJwOyu/adSHARqBGHtoxrpCNbCBRCBsGVaInyieIRCNFxSXrTKOo1X7cxMIQuL+jcukTlXOEIi6M7LL6HY/nlHQUG8evLuERCCsn9DC6Ak92dfmEAhc89MjavwyNhHl06HatJu/OAjE2NjY/fv3AwICzoHbD0MgKCgoNDQ0MDDwh7WweCsOCQnB4ahWVpBA0B5+8BdE4B9GgGTCkONVPzGdlhdWcGu3qOgXTBhGnDyGoSXTEYjdoTpMG/VuUU0YK/k9ssapIRkAvsxHdNknJoyfWQMBZLpyLRc8UkhdZwbAo0uOCy2b34RReUWLaYvZvX7qQEC3pwdq8X5qwhjMvGwsIqDv/4ZWaNagWRwEgkAgwGCwSXADEfgxCEAgECLNuA0SiFnP/1LcJeDQk0O9A1QHyC/3AAefGBocnpqzeuaXrwDP/GgECO3Jgboikjb3SIm8SVvncx81ETnXB1WznCipjyoi2V2CVckrrZHmRJnrIUQn6pbWhwCAoQitdev1o/ppHjGQx7s2rFAKbp8x8hPgIxmuonTSvvMsTkJt+7/70xu6Y/V6w0dUgyARNxZrtH7ltuufOlGSXojE8eZX9qIMiqeKqWCMV8UflOVU9UqfztwDr37gqMircDC6do4BhBQI9cpFikvT933rjPHovwsr2DMQATCV9ZIfA/D+DzfsNfaFVM7Tk+Gq1zf8A+/nkV6Vfe+u2Fs5h+WS5k0dqXcC/EPTmkkeYMiBpurGzonphcHRFQ99Pc89a5pE08I+5qkYPLQwCGBbXgdocXMbXc4nJdWAfow8IM0l5/CgirqaTknUcaMdtmG5bSRbxGSysySb8P7bFcMk1XtHrDXHakG35E4YiSV0h2utp1P0zRkleUHAyoLV1q5QCq6jsBAiAQ2HjPc3Jx0SXivhlYVAwaG0FOkL04nFX0tbqNpaOtWz+VMEIkCEFp7ftma1yvVmMr0ioCeKr+5S13F5QPKTxI83xjsIrBdxfEF6TNA9OZcN+bds9UqlkTZiZ8pZbX5Bk6CMT50nAQCPRiAw2O54e3Gu7cdfVPTBkGjsgi5atPhRBiX8GREANRBL/K5DOjKPyK8T9syd2w9ib27UkX3Wga9IUYLtj9wUJLadeNkBAEBdrM/+fcfjKkkJKRruHFDf7ZfSQluAApEVZK574OaHEUrI5txawSMLiQCk8eUZExEWFj5peRmhLax8Gp7RZVQLPKHsijHvBmGn2EpKMkRc+wsfbSEOTkFpJTnRzRtZlT3i60lJQ0gb5EPYXlFWNn5JRWVpAVZGPoML+aMUZwk8oj96Hwcb22bG33/5f7/+Ts/OL6V5PGmO9X4h+7T46poquWEuyMwmIKWoJC3AysRveqWQml0NPVkWIP2/1dJ+ZRSNAnroQ/Qh+U30HGJyClJ87BySJgEpPTS3k4GciybcLIrOj1vnkOvah676UpuZ1i7//ZdfVjMxMjKrer/toLax+PAAJQIRWCAEQAKxQED+A9UQiZiJgY6m5raeMVosH2kR7axjqoxSJ4oAgAAb7OikrXNJSgGAQ8HGR0enEKQpa1vcERXZHaeS2kmrhcMnR0cn4OQQ07oL6pvlHZNqp/3GkFOjw2OQT/w3caNdLS1do5/kagcAIgE11N7S1vdN68k/AM3SbYKAmuqpeJ8QdePytTtxb0vaxhG0z1Xd3b0SIrpnk8mJEMkdxE50V2c+ibh59WpY3LviljE0fuZDhhxoLHodfeva1RtRz3Nre2G0M0Q8qrcqKzMzKycvvzA/NzszO7+kYWiWiWTpQvc9kiP66wuS7t+8djUk6mV+HWUVWtKTAGm8toOO2Shqeu07Ig413FiYHBN65eqte8+y6vomp7EiIse6asorm/uhNHBnJID21ZXlZWRm5xUU5OflZGW8L2ocJj93M0XAPRCB/x4CIIFYEveUiIOVBGkLsLOxbeHkYGdjF1a3D8knf/OhnTneqnRsWq6n98txsrKysgtrut4toCx5MFIce9z+wLk3JK1D+ywC0ZHot9/O91ULfDj5tCHfil9+W8O0hZNzy2Zl77R+eOkt8x1OUc3jlBnZWO4Nm60CHBxcHJu38G87GPWRbN0l4Dpe+xlKcrJt5uDYsoVLUutgRNXcl+qSQHZRCEkk4LFoDG4WHwCApkgbpW37Q3NpK57RBCViMWg0jubDRDtK+SVg0N+fXOPTKv7L/+bAg4O2Repv5HJMpaVUo/WeSMCh0RjcjBMJ7QT4CyIAIjALAZBAzAJj8e4SccgPd71OhicVVNVUV+Q+PaPHt0X5VB7J4t2V6y3zywoBU9/IlJLq8tSIwxp8Qrp+aSQjbd/bCzulxK2i6mYRCLIJI2QXv6RJaNEIcbzh/gGRjTwah69EPX3yOIm08mW6G/sKhdMVgyS7e+NtY36ebe533pVUVhYnBRnyb1I6XYQiovseW/OyKrvH5Fd9rCh8e++Sl9P5tGk/s8WL4lKSDFYed+XKvXeN8675upQ6sohlJWKnqh8cPxJZO61kWMTCgqKBCCxCBEACsQhvyrwiYVHkpI9EkiK1IjlIj51BnZSNF9GVfVx5vZDza6rj92RFnKsCn5Jn0iQADL0LNpSTsb1f/xmBqL+1R0Rud2g+SW9beV6dXd7hSQ0pdw55WpvpwUOnGlA5hAWIGYcFmXZcrptOhdl5VWW1wLE8FKLMW/B/jHsSKE0S8Tj4+MTny87O2wfw4J9GAI+CQqCIJbCazp/u0SIsSMSjoeOTSFDRsLD3Bt37IeGCg56SCOcmFmm78MLuORk3/mJ7eORQ4W03A3khLg4esa1mxyMye/5iTYvlMlzn+3API3kBLi4heWPvuKrRmdwtc0ScKA5zN1AQ4uERUjB0v11MXSaWVAwLb3991kJVjIeLT1LLNuhl40yIEHq44cU5KzVxXg5OflkdhytJH2nG6jn1/6UDIIH4S7D94xcR8fDquBO7FHlZNm7csJGZmXHDBlb1q80AgOjMOq7KKOlVQBOpJzfUSJx/9616ABhJ/TaBqArS4JB3eFo7vc4zlUCM4IHmi6r0a1jFtqpTNw01wfX/96vhIxh+MsNT8Lf/W8+rbGx37PydF0W94CuYBj/4CyLwUyMAqYo9rM7PJ2969GpUTPTdB0klHWMLouEhIseKgzTZWSV2+YbGPIoMdjMUYxfQ8X9Pc/9egqhPZl80luBT3HfyVkzcrcPavKzS7glNEzQnqE871HzbiItFbLd/+KNH4f5mYizcxuGt5BIE5FimnzLLZqVDVx/GRlxw1BDgVT2cTE6mShiujnGWY+dXO3gxKj765om9Slzc2zweVn2FpXza6Lf/gQTi2xj9+yUImP5n9rwbNm91ufE8u7Kltb7ovrUgo+plGoFgkPDKo0nZmxdmLMm36+Z3EYgncwjEKAGo9pdZt1nd9dzFy1eo2+XLl6+9rMMCAHayozj+4hErYw1pPkY6RkHD8wULOChpXQF/QQRABJYUApDSMBt5gW2uD8pGMDgcDofFYHGE+acX8LLEmNS6EVrykm91k4AYyDgqsZbT/gWESMATiJj+ikRHaSYp56UbUtQV4yAtoOaVWEUO18E3hRhybjG8UjEwjzUYn3dcYBWfc0ofDI3DoWF9KU58qwS88ggAgIf2xu/fvF7lbAWKSCASYO35Nw14NuvfIoXe9RWGmQhxaJ/NxQIAAQAwjS98tYXF998om3HC/xbs3zoPEohvIbQIzhNx0LeHOFaIeBUhyLHlRPhAxmFxBuXgprkaCFhN0vFtvAqer6AAMPgnTBgfg3ZwyDk8qflcAzGMAyDRRvQbdG+2TCHRaDQKhUKR3MoI0+57RAwCOjUx1FEZY8lLx++RuQiAAkUAEQAR+BcR6H93TkdS1v5uyZ+YTmByz2jxMjAK6zjfSGmGfxbiNbcPRMRgrqfgrwx6t6gLxUw2p7nLMcocy5h/xj63hsV2ZPz1YSUeFY9ntTQ/p5rgHZt49zyoHZ6rsakNlFvJYvlyigITETf5yoplley5WgBAD75z5l8rcoKW/AzZW3ZBm5V3T/QIAAwW3TXaQqdw+Dk1bUn3u3N6ElLW4TULBwVIIBYOyx9WExGPLDsh+juzSXQfKdsNvCX5jAH3emY1sgmjK/u4whpe63hyIBqk7dXJHXz8mn5ZpAWF+/4Egei9t1dgi8rJtDYYABBItsoMqg8ECgCmkuy41nDon0/rxpImEcSx2uRbl+Lr0LDsQAv3u7k9JEsbdqrujik7neyZ6h/WfbBiEAEQgaWAACTvlpWcqIKZ4xEnExUJUQklvUMhac3jX/jC41DQnrLEYBddYSa6TVImXhF5feT3zJd6ipmoibLiX72GQ83hckJGzrOzhuKy1o/m5uT40vWL7XhjxB5hnh0B79poHgvDsRZcG7aeLen+PCgIILyx27Rc6GghghqohUeUeYstZ7F9QwSQXXf06dar3aDYMwAAN1L3YC8fi3LAB1J+mJak01qbVjFImJx8mJaZeMV+m7Lp+fefB3b9HWBAAvF30PvHriUgOl+6y2z4fcU6BmZGFm45k33bOTcqXmwkOVHmeEn98ssGLl7mDRs2rl21ln2rc3QFJVFQ79sLupJiVlG1pDwQj9zkJbaeeEnKA1F7w5RPwjgkj0RHgNE0P00eupWr6Vb9we+Y1AN7586xQt6PEoUBTJXetpNjXbOSbgMz0/rVK1Yxi+2NbMQiK67qcKz9Y/nqdYzM9HR0zOLm1wpnufT8Y6iADYEIgAgsIgR6k88Zsf9vvbiB05kbdyNDzx/SFNjAoHD06ccv+ikQ8RgUAtJTEh90aAc/4wYuVZtzjyuGaYu6fNY1PLI7LVB7y0Y+WQnWlb+tYBK3DP1Amigt0a0yxJCPT+fi+y6awgGaaM+7Vs47t3NOnjfc0z3rlkn7VdHsPXhkXYDssnXmTzAAov2K+rKNupG0pVmIY41PrIUYpbzIqQUxA8URB1U4WHjF+Bl+/39r+Az9XrYvnP0CAFNZL52xh0NB++sL0lIyytrHECgUEgZDkFb7JkWsw6GQqbG+hsL0d+8L6/qgOFoOXQIOjYTDUWRaT8CiEHAEmhzaTsAg4XAkhspmiXhob01eekpqbnUfBEvAo+EwOO0cQMChEVM9NQXp795llTX0TsCQpNoIWARkpO1DTsqbdxkljYNwSrVLB0tQUhABEIGFR6Aj8ZS6sPiBiFI4ABBIr5ehpGNb2fh33Swgz1W+0iCR5NSQEaDJ+sf/fhfxLsTTXmGzLsGMf7xtzMtjFt6IwcEG61IuH5BnYRQ2v1GxUDEes9r6R3ZrQk0F+HUupnfSCMT40wPcdIq+RV1zllIhvLCgXybpW0UOxCNpoZFVflLLNu5/QQQQnSFaqzZq36URCMJoQ4ylIJPcqVIAgNc991QXUz/6op9ImOwovO+pw03PqXfqRefCJe0BNRD/yFhZqEaIBMI8jxaldiKROMtD4ftaJNf7lVE173lSe18W5/sEAEuDCIAILHUEBlPOGYhLW94tmf4CtkRaS3BvPfmm6WtOEfD297ePGYkwrmWRNDp6J7MDNp/NAzVW5q+0ls3qBW0Cjeopu2mwhVnBK3O+4ksAyp44e2k+jVOvm2nYdNwx3sKqG1LRT7NpzHSi4KjASl63bOqKskQcLMuFZwW/ZwEAoPoe72dbr3ipgVoYM/jxljEHu+7NTgBe9chagn3b2XxaPdAP952kt0ja3V84ezNIIGjggr8gAiACIAIgAn8DgfrYI0oiKkcf075mQMlFA14hw6u58+drQHbl3D9pJsW0eqOAluO15PpxFHY+3QNZIORY0UmZFcy7YmjmEOJIXYyFAKOs55L1oiy7ZMAvuTe8iKo8QL91FWeU80hvozhVErGwybHxKSTZb3Ii1mzj6u0hnZQlDgno1utbV20wfTQBANjxmovb1rFaJFCNORMtb1wkGaWPZQHAZPn9fQLMij7pNEJCaEzwUuUVt4n8+Dfu8aeXggTiUzzAfyACIAIgAiACfw2Bnren9QS2KLvGVE8CAKzyrp04q6jN3cKheWpDpR6RZd7Iprjv9OOyQRRuJrxrnrIAABCQQ9knxVesFrd9UAMFAMxIeYyHHCvb9lOZtAn8/Nct5qNVt/YKccq5PiybAICpkuCdmxmUfdJoHhCNl9SZlrNZv+yHkzQsE88tt6zit45pnMLjp+ofWvGtZLd8Ts4JhZmou6ZFv0H5RNYIAYC3vfHfwb5J1b8ADwDE/rLIPRyr2HVPv+vCAgC8JemsHs8WBcd7C5h6FSQQi3mAgbKBCIAIgAgsJQTGPsQcUWdf9fsfy//4fdl6oT3B79rm+ASS+4OsSU+p7Jn8gsPkPF0mYiYr7jlIMy7/7Y+Va9asWLFBQN8noZVm0ZjngsV/CNuS4L2Th275ipXLfvttNZ/Z1fzpdd567+gyrpLyyh6jLYs8lH5ag33NshVr165YtoZd43TaMLV/ROxU7SM78fW//7Z89aoVq1nl7SMqqaSKMNWcfE6fd+3vvy9fuWrl8tVsqo7hBYPz5+X4a2iBBOKv4QZeBSIAIgAiACIwHwI46EBTZVFJTffEgqcJJ+LQo20VhQWl1V0TNOfD+URYQsfgAy2VxUUfOydQszo0EbtnE7NuSM2shZdJQfNjLRXFRR9aRuc4jhJw8L66kqLS2u6pz33ZCNvz/V4AACAASURBVChIT31pflFV6xBsIbkDGWKQQCyhkQaKCiIAIgAiACLwn0cA8/ogv+jBxz2QWZxiUXYaJBCL8raAQoEIgAiACIAI/KQIDGVFhL2un0QvuMZgofEECcRCIwrWByIAIgAiACIAIvATIAASiJ/gJoNdBBEAEQARABEAEVhoBH4KAoHFYhEIBBzcQAS+jAA4Qr6MDXhmKSEAjuR/5m79tDgjEDOLdfwUBKK0tPT69etBQUEXwA1EYD4EgoKCrl+/fvXqVXCQzAfPAhy7du3aAtQCVvEtBCgj+cqVK+BI/hZUf+v8pUuXbt269XOCHBoaisNRvTt/CgJRWFgYFBTk5+d3GtxABOZDwM/P79KlS+AgmQ+bhTl26dKlhakIrOWrCPj5+QUHB58/fx583X0Vp797MiAg4MaNGz8hyH5+fpcvX8ZiqYGkPwWBAMANRABEAEQARABEAERgQREACcSCwglWBiIAIgAiACIAIvBzIAASiJ/jPoO9BBEAEQARABEAEVhQBEACsaBwgpWBCIAIgAiACIAI/BwIgATi57jPYC9BBEAEQARABEAEFhSBxUYgCBgkAoVd9Ak8F/QegJWBCIAIgAiACIAILDkE/jKBIKKmBhpKs1KSEhOeJb58/S6rsLJlEPL3cncT8ai2NyFB9wrI65wvOSxBgUEEQARABEAEUBM9dUXv37xIePw4Kb9heEHWgCTiUUO1ue8zMmdv2QXltZ2Tny8/uZRuAHKotTwzOTEh4fmbrMouCBr/ZeHx4y1lmcnPSUUzy1smZs2yiThkf03+u5fPEp4lpRfV9cI+rwQPG+1qrG0dRn1+4m///2sEAjvZln3Xx1pHVV5eTkZaWkZWVk5WVl5t7+mC6v6/IRIRM5liw/iHRGDD36gEvBREAEQARABE4N9BgAjtyIo4aamrqqAgIyHIq3zoTkEXZgFEwSOHMgMNVbduV6dsGju2q8gJCEruPJ39lY/uAjT8I6sYK4vyNFYSFxGVkBQTFJDbffZN4+SclbopAsAb44/pSIuKS0pKSoqLSesce9JIzQdJQPfkhVgrCQuKkc6Iy2rYXc0cpNILPBo20t1UlRpxwkTH8GRiz4J35q8QCHR39uW9klt4t7ncTP7Q1j82NtRVX/gq7JiOhPbLhPwvi0jAIKFTU1AUgTiXMhKREAgcjUXmunKvVr7UNKsSIoGAgkJhyKU7SmZ1BtwFEQARABH47yIwVhRmp8AnousZlVnXMzTc290/CkXNmizP9Bw70tE6AMP82fc6EY8aaSrOzcsnbwVFhdmv77gqs3NqXqiaqXNp7WHLrhgL8qi43MlpHx3rzL1mwMEg75XUAZn7eQSA/sdmzGtEHR+UtA8Otpc8OCS6hmX3kwEAAIjo8fKL29bRbzv9rmlwpKcywd+Al1XuRDacjAW8r/p5kL2ZhhjDH0zKhx93LjhAf4FADOfd2ifIIuH0qPYzYjlS3wDtI/VppOrdk5TCpvqKguS4u6Fhrz6O9lenP7zmf8zD1cnR0d3n8sPU+gkcbVTB23Kfhvh5OLl4eJ0JPq65aY0KjUDgMeN1qQ8v+7g7ObsdP3v7dVk3csEBACsEEQARABEAEVgIBDB1Dw+qCG078qSRmun4K5UiMi462Lr733mWVTuAxM/30fzKxQAA78gI3M4laBnd9tVii/gkvjBQm0fSMqp0iCpk5lFpBkmXty2Tc4UeuqdPt1rzTh+WjBMR23dnx2o6/XvDAIAZ+3BGYQ2bTRL1azzVnukpyyDumoIm1YIa7y5LiY++cnyXuJCie3zX3Jr/5pHvJxCDeTfMBDk0TqWMfrHpwrM6nJsFNDV1d6pK8bFuMg6ryb5xUFtdXX+v7UFH+70aAiycupfyRzEkCjGSHWQsxC6stuuAg4P1bgMVnnVrVYNJGggiFlqXcFxTVFBh5347ewuDreLCW+2jqmaW8fhi8+AJEAEQARABEIF/GgH8x2hXRVGlg1cSMlKePIh6EPcis3Zg6gs6eULbuxseu7YrKW3T3eNyPuJlfuMIjvBneQR6sDjEhJt9+5lS8nfyn+7ogrTXGWMtwaPu+6aZNi3ujdy1hVnrSnnfHFcFYo4H9zIe9xwkjkIgcMh8D75lXO7ZAIDqiTFnolMMbqTKhB2qvWPKybbjcv2MkISWlPM64jIucYuAQGDqXxxT5JawjaDKh5noaawsLCgoLC4uLKkZGyf5b5RdNuJjZpDffzr6TX5ZcV5lJ3SwpbF9AkmhT/iex/u3/CZ0rGASCxDqrquupde8XDBGAoaAGX1uwb5G+VIzABDhvW89JVgUfTLHyEDAOt+f1uITd3wFmcEF3AMRABEAEQARWCQIDKVeMhNk4FIysLA0M9BWV5ESEVezCkpuHP+iPgIzUPXufqDzLo1tapoG1sevxqaWtU9SvhNf6RN+qvGZmwSzyKEXg18ptdhPfQw15ufVCkrvpDGsyQRbnrUKJ/M75zpBJu7fsEzC5wPNkI9HVp+WXrZ+3zMcgOi4rrlig1Y4zb2BMNYYZynIJHOyYKb/2KZkf00xGdfFQCCQtYmH5bik7e9R/RTGKhIuORvrG5vqa0hLm71J+UgiEBe1t8haPasYnukCbqgqPS7krJerwwFb2z3yTL+y2SWNY4ntV1VXMO5JnKIYwohYaIYzN4VAoAazDgv+zqRz6v6jyPDbd+5GXD/rosLFquhXOlMpuAciACIAIgAisEgQ6HhxWoubQdYu+FVxTVNz48fMu45yzCzbvJ83zvkkfioxfrg+9+klWyV2BjYRdbfHrV/XRCD6c89rsLHrXav7tJYl9q8qxIiPTzf4fRfNDQSSaM+7Vu7EfAQiYc/6ZdJ+1ShqUTyyNkB22TrzpyQCcVV9+UbdSJLvAGkjjDU+thZilPbKox4AAGAxEQigM+2cNhe3wYUcijEB0V+bmxQX/ywmwJxvDd+dyGwSgbigza5k97xy2sgxmBFsoyohpaRpbHnI3fuUq+aWP7Y4vJ7A4fI8+ZcLHiumRn8SMVNpjlxrlC+1AACiO34f469Msoa7TY0pm6G+rpmd96NZmpkZhMA9EAEQARABEIF/FYHul347xOUcH9ZMS1F9Yzc/+3b/1FbaLHv6zOwdzGBd3suIwIO6MsKSart8nrd/jUBgJ2qirfgYJY+mL3FldHPUXhF+7cDUdpov4VDMPk56tfOlPXPs9IR3B9mWi3iVUjUQRDyyxFtkOatDKgAguyONNqxXv0Xzj8SN1N/by8uqGlg5g/CiIhCY1hen1Fk5tIPSR2YkBACgIsRQUPr2NIFQPPBsmkAMRBtvppdxelDYjSCPDFikNj33waRxLKE2QGoZq30q1U2XiEXmuvGsJpswUP2pLvwrBd1fdw92tzU3Nze3tLZ39g2PQ2lof9I4+AdEAEQARABE4F9FAF5401JSTC84jeYWCDSFWwhzq3+RQGAHazPirx+zNtBU19AyPRhw92VR69Q8QXozvSLAetJOyDNwmUV1zBxcmnuwd8dUeZRcn1bTnCYrA7cx8e2Prx+hqSRI/aKg0RqsvJJxTyKE6gOBnUjYzbBC6VIrAKCHsw4LrxY4SrNYIHpKzmxn5rOInZVMCdv09oymmKxbfPeCI/X9TpQAcbg0wlpiE4eqS3RJ/3SOkNFUXwUGvtsRmVQNxGwC0RGizsSkfb16mOzwMl4dbcW3Yot90jgGgL935fyD2/5lDxEAiARoXdJJFfo1KmQfCEjni4P868RcElsofIyIgfQ2lJU1TS04BmCFIAIgAiACIAJ/G4Gpwlt7pflUnB82kLUD0MrQXYLsWz0T6ucxYeCbngfaGWzbulXDyNbnZnxG7fCf8KFEj5ffMtzMqORfNMfR8G8L/49XMPLCXZFb0iaibIQUTjCVd0qJkWN3WNUQZY48nht60uXo3bJxkn4eV3lWaiWLSVQdmvSlRNbeNWJaIXm2Ag8ABFjv64Pcq4Rd3pIm9ARo6ytvxU3su+9RNBJEAgFPIEKqn/vuEJV2jG4GAAKWQkIWqLd/gUAAAG68IfmSlZqYgKjKTnPbQ06OdhZmuqpSgjIWyZkk14hCf3UmkX1Pymk+EISm6IMK3PyqptaHDtlYWtqay6z+hW7f8zEUEUDW3tknxMSlam7n5GCx29Rck+u35RJnSImkiJipqkduWwV5pXaY2zs5O1ia7lDbaeWfRLP1LBAAYDUgAiACIAIgAguCALY3+6aDsqCgnK7FoYMWujIiUnpe8R+H5zNgILMuu7qfCn70rqKXGlzwTQmwEzX392xezmXzjPZp+eYli7oAvPqhi7qoqKKu5aGD+zSE2IUMglI7qHNy1FvbzStWKgWXj5E4A0DoeeG5lYNTztDq0CErA1kOrq2e5Gk36UM5UXrbQoyNZ6u5veMBUzVxXtm9V4uoWo2p1txbB7eryopwrvxlNQuf/A4z9xvJjbM1HH8ToL9EIAAAwEMH67KfhF04edjJ3tbO8fDJoLC4t4WN4zDSUBmufBPzMqttdIYkIruKn173cT14yNUr6F5yTtrTiNicTjQ5+BfVkfPo4rFDDk4eftfjMvJSYqNeVVF7j0eP1aREXznl4Wh/0MnD++zNuPSqAdCE8TdvOXg5iACIAIjAD0KAMNlV9iLU/4ijrb2z98Wo9PphxPyxmbjxwSEE7rumwzh4X9GTiOjU5pkvyw/qxT9VLbK34k34maPO9rZOx4LupTVO0JJuEfKPCdHxObxoh9O+9oTRj68jAj2dDjo4egZGJn8cpSVSAog4RFdu7LWTLvYOh9x8byQUtE0rfJBDTelR54OCr4XcCg0NuXYp6Maj1KqB6Sv/fjf/KoGgtYzDoGAQKBLzZ8YBDgGFoQnz+sfg4FDolwJ6iQQ8AgaFfy1LOE2af+kXj0FPjY1DUNRsKHgUfHJsHIr+M5j8SxKDzYIIgAiACPwwBHAoJAyOBldF/FMAE9AIGAyF+ySZVukJUUZlv/yhz9kXDgGFwOdT6ABEAgYOhSG/GDH7p0T57kJ/l0B8d4NL9AIccjAv8nTApfA3zZ/QN/xk+/sQRz0VaQlZQ9drmV2IjtSr9jtVZMQljI7eze39zt7C+prqO0YwMxxrsvDemTMRBePzc/jvrH1pFMc1vQ0Nup5YPefRWRrif7eU8L6qxODDlruMTPc7n4vJb/uKazlxsDjhiqeNmbHJPsfTUQUD8FkvC3TL29snD+01Ndltd/Tqi3pKIltSapXB8mch/p6HrPeYmOy2OXwxNq/nkwH83fIuzQtQza9vnnDYY2pibud141UjLXXPPJ3BQDqz7vo47DU23m3ndSPpw7SyHNleGOtnYWhooK+3U09PT09XS8PAIzSniQT1eGN23LVT7nb7dhmbmB84cvFx+RBs1s2ZpxnwEIjAVxAYe+Vt4fW4fupLs+qvXPrPngIJxJ/CGzPVEmlC/+sf9Nzb/Utnfc0nm96c0OYT1TsaHhv/8n1hQfoTTy1h+V1e4TEPE1JLW2c5wv6pZoqDdqocetg1/WEgDjxxVdvu+LhvVpN/qqIlXAhdeN1aZ8+59+1TP0Gn8YMf7rmri0mqWxw5edRWT0FC2ebq++75Pz2I8jA7FXF5A2t3by9nAylecfMbpWNICkhDKd7qgsLbLVy9vI8c2CHMq+TynJxYBo+efO0uI7Z990HPEye93Cy1JXilTM9Rc7Mt4UHynaIPvvZU4xdWt3L38vKw0RDmUz38cv5F/wjwvsxgIzE+ORMXb2/XfdpyUpou0dUUhflUUdQh0XWb5MyPngnwO3XqlI+3l19Y0sdeLABMpAY7mmpq73E4fPyEl/NuFQFuaZvbxUNfoSnf2QGw+E+GAHKovX0YvgQ0OCCB+DMjEzNRF6bHuEbOYq84g/ixnGkNErol64K+oOzRd5RXPq7mibeWrE5g+rQJilI5anKkt3twPu0SbLivZ2Bi2gCU48j0u+q1PgitASJmoq+jo28C8ye+pXg0fLi7e2j8228t1OTwF8T5GhbwwZ4eShjN10qR3GMwyOHu7sGxOcHMGPjEQE/fKJTsFDRdCWpiuLd3cApF+2ri4aO9nd3D0NkmK/RYX1fPCGpGMzN9NSnMCTnY3T1Em3LPOrP4dxH1L0/s4JewvFk+icFjoXXRhzWEFK0jy+bTQvQn2IpxKbk/LOpFYNCwvrceEhv5HZ92QEkm0vorWzew6oeUdE4gkNCB2mizzatlzpbiSZFN2N7yjPyP7UNTCBQK0lkSZye8lntf7HSY3eLHaAEkrL6ksJbVKLy8dxKJnOqvjDRlXSt3oXKeZwo72hBlxcuidDxjCIHFwjsz79jK8ikfSSJrISAl9w4qiumcSRkhjXHKhsWTxySyt6HqQ2V91/AUHIVCjOWdUWdepxZY1T3nEViAzoBVgAgsIgRAAvEnbgZ6quKyBhPnvvvVGe6idKJuqeSPNHaoNt5RYt2yP9awCSsoKsgrKMgIczKsWb1hi5CklMr+wKdVKAAYLI31MVOVEBLgExBWNPVJqBqkKqUQDS8u2O2QFRMW5BcUkd3hdH+8NMxeecsf/7eKTUxaVlZGYX9YA5qAzr1ovvtcJoKI6Uv0NDT1T58OYsWMN8cfM7O+WogFANRwxSNPQwVhAX4hYYmte/weV0zM3ytCf9FDH1MVkjj8wopmfgk1pJDj4dQLtgbmAe/axyn+OpiKW/b6e8+ldaMBYkGwueHhS7c8zVSlJUQEhOT0PeMbyG6sePTIq1OGuy+m1r4ItDNQ1zR0iqwDiJCPcd5GisICAkLC4iq7T0aXU3QwxMnm1Bv2mlJCpBMikipWF55/hADAcMmjk2Yq4kKCAkLCojIa7lFFvWgAaIk/buMVVdlHefsO54S56smLiggLCopt23fmbRd5BRUAQL4/a2BwLDTGz1xVSkxEUETB2PtxE42EzN/7RXcU25p0WktY2ja6lSpa96vTO0TlnKIq5mouJ1+6iLGpnExrhlLLFh4X3yDk/KYPDgA9YerrNho/6KPlqYMl7mNcKRfUNMdWgRntCNNbT68aVLvosPiBArVdV1tDbxo3Qhk5RPzE0930q5Qvt8xpEj/WlHBAiEnZv4x6aqL6qYsCl4rnOxLokJIoByVpo4vZ36Tobdd0tzBpXfnYN/c2zmkTPAAisJQRAAnEt+8eerLinMoGTtvXMNxgipvoekH7ZNIUkYAYLYt0V+Om59Q6HBp5N/zO3avHLVV4t4gYelwJj3ya0zI2VhvnriOtsudkZFJW9uvbThoiEnuDc7uwADD46oS2kKC68+XYt2kpiXdO7TE7PdqQ8/KkxrrfeU38r4SE3gp7XDKMB+CPDH77VStqEsBNlftKLWMwiaNm90SNllxSZ2Azix8F4C0JHir8srsDYlKz0p7dcNeXkjM68/7TLF/kTkLL77tpSqvsPxWRlJWdFOa8XUjC4lpePxaYKgzW4WAQPfCgYRwAkHm+2zZzGV3IaIcCADFhz7o/1gnvOhwck5Sa+vymlSj9lp0hDUQAwCF7rqv+8ssaTmlF7d37Le0OeYZm9aecVOWTND398F1WWuKt40bSUnq+KWMAMFkR76EppmIZ+CQ9J+3V/bOOLv4Pcjq7M87tUpI39Qx7+T4rJeGW137H4HcNUwBQckp8g5TL20YSV2q+ZyXBI7k3IDopPf15iJ3cFq6dVyrhJO9U2AO9//3fOhkLr+sxr9NSnl7ezU/PZ/10ac2sx8of2Elzbfd+RzN1wYtC94qKGAalzI1Vrr2uz8GlF1LSQ4tC6ru9k3m9TkgLBAByDnOt5HFLn6ByKwBf4Su+nNH6Da0obYjjJzsTLDhW89m/XJL6Glo3vvc33Yl9Ob9HLpy6xAIeXe4tsnyTfcocfoXs+3BJnX7LrijaugKYjvQgbV6h3XdJwemQ4vtOYqvWcMjpmZmZ27gHPsxtpTJumkCT7eXZrx9cOWKmrnXgaloLWTlEO/fP/uLxeBy4/WAE0Gj0D25hkVaPx9MiQwAAJBDferKJ6ImiANn1XIfeYQAA1p1+VGI934FnlBW+ILWvj27nUvTJoNgcJovvHdwqpXchizJL7Hvta7hV91hCA3VijEg5oSqpfyajF9MQqsfFZ3AptYMymcHDBrsHSPck1ZFt1daLDZNoApESrQKP27Vmpd6DKQDAo1ru7ty4YccdcoIQxHCBrxKjqEcWFhgpDDbml3Z5Q1V749syrpjIyR9JnHb+onWw97X3zq36JxOaaeIkH1UVNwzIbkUDAL413k6USWB/6IvbtjJc8i7x1ePkLhESLehXKPkU90DJCl9cT+xellUy52sIAB7Zc1Pzt5VyR19XdvQNjU6MdjcV3NjFI37oBVVJQujOvblHRurgy0mg8/UpZXZB2zvUeS9qamISgRvPDjbg5dW/nEr1NIWPDo9BSNbmYn85ZkWP1GYEABSdkt0oYvu0hroYz3jmYaFV3O6pkzgiAHtkvGLFtgvVQ6RLiJjxwuNiy9ic02mdXRK/g4Xh5mIc2gHZtO859kOkjajQDr8Xc7PsFQduZ+UziSgnjxNS78Yf7mZdoXq2bpIIvLZlWCHmXTi9CBG+6YLSslXGsbRqKWDgoB1PDomuY95+seJzZrEk0PqrQuKf7d+4TNLnA4IaFUVA15+RW0a3O36OfgDeXeyruIbT6jEtBz+hJ/u6vgD3zmsVAAAg2wriz7k4efr4+Xo5794qys6p6nG/ZPZj1vjEz1KDd+PqDUKG5zJ6IXMIyl/twXde19nZaWdnJykpKQ9uPwwBFRWVAwcOyMrK/rAWFmnFcnJyBgYGaDT16QEJxDeeTiJ6KveE+Dpuu1fDSARssrfmlZvkRr59MeS5LqTu7TE1LqVTmRRGBim5f0hVUv9iNln7Ds2/biHByCi4Vd/MzMTYeNduMzWeNb/wOyXVV8XbCXHpBOd3fh7OnE4iEJeapn0ggBkCARBQfQl72dYqXawDANRA2jEJRln/SgCYaLhvzvq/9SLau81NjY1Nd5nqKotuYBLed2NWKnRyFyE5183FGJmFtxrQxNnGveYXAfu3lRRlxXCG/04hTuZ1nMZXMzsQ1JcfIXH/xhW6t0dpHgqEzmuqy+j2PUMDBGRPiPYK+v0vqfjhxtqe7GP9v3XCWmRBTHaZ7lSVYGTi17lWDRCanrorrfuDXkzXyiPgRmx2Yz+p40PpAfr8a+k4lE0Pel8If1HeN0mhYVQC0YYG+kK1WTj23m+lkBkAAHDJNswrFc/XYvAA7JHJypUmcdRhjIP13NRcudHqxQw1/sZ9XQynBwvv7BXn0D4zrRTHfIiwFhXS8n85d9nd0nPqrAKmUR+mCcRY9C7WlarnGycB4I0d4wpx7+IZAtEQpLBstcnjWcOLgBx5f1qTbYOA1YO6b6rgFwM2CycD4bkF/TIpn8oZAjG9ENFnjcC7S04rreW0fkzTCOF7sq7p8fPqX68isVQsEjY5Nj4JIW1jTc9P6vJybj/xmsbHAQBAjHa3NNTVFT46rCkmf/B+y/C/Q9SQSGRtbW1hYWExuP0wBEpLS2tra4uKin5YC4u34oqKCgKB+oUACcRnL5HP/hJQk9mHuX/55f/9tp6FhYWZmYl+w7Jf/t9GIfMHJDUnpO7NMTUuxVMZlEn9VMn9g2QCQZ76jb4PMpHkltR3Oh0UeCaAvPmdOHHzXedU9V1zXn6TsFKSA/cnWxpZA9E4L4EACOiRNGeBteI+hdDRV06CLBpXOwAAN1h905B5rbCZz4Vz1EZOn/K5EP6y5POFbodTgwzEuWWMnPw/Eed12yDV1Wsgxpp//S+/MFokdEzQvsNkAqF9a5BGIPB9oerLV+9+jKIQiJX0lknUDmCGGyJNmFcJmp6YEcT31IWwx0UkdTxi4OPbO6cPmWkri3Juot+s4hZVOAIA0I78uOBjVkYacvysDAy8RkGp7SgAKKVoINowQGuwGjO/7ZPOSZo4QJbz5hVSp8rQVAJhFEOdZONgfaHaK+mtXiwpL4jJioeHFPi2e6fQXFYg+SFmYmKmwemz57UUgJtCjbl4DEKKp00YHTe1mBgMbpPCPouO863idXs/TjNh4IpPkFbaSaMNLwJq5H2AFgeTiFXkh4klhdAnT8df/ZPjwbOC3yMPRjNhoAqPCi5nd8qYoyFA9Vde12HZbBpJM2Gg2lLPaPGK7rvXNrft0ZQzutyi5pF58xgL8/1VNnKZldYtLYva3D6CR0AEvoEASCC+ChABPZriwrNKwPlZVVV5aWlp2YcPBSlxx5WY2Y3D2wEAUf8VAkGovG0jJ6lz+k0bjoCGQyEQGByJxpDe34gkVzFmWU+KmX92+2mOm7+ogSAp6seK/WTXcVjcfWDHx7Yrmvx6Gm9KPCjGqHAqHwPg4BAoFEpqBYubm68LX357v7SkwbnkDhwBDYNCqeLgqUvXtNy3lhQxPHZYi3eTiEVUwyRl8kQmEDphIzQCgcl0Yf9DyKeSbMIgaSAsX1Gd2YmT7SnO4uulvbPRACkt2BxBCBjU1MjgYH/tMx8DPmGdgBTyWxqHgo8PDQz0VYRZiNHLOaU1Y4EPZ8kmjBYUgHqyn32jRlDNMG3OPBKhtXatXkQflkAyYaxcucQJBND17qKBmOj+uzSfxpYnXsrCCodjamgRAkSSLZtM9jFpx6RZ5T3e1FOztBLTHfnXSnpmDyAAYCLaYAOddmgn7S6NP9CnW6l2o5dcCx7V+fyI6hZWOdf4humVa2YPuv/8/nCk3lo63cgBqhMlbuieztpVmmEzgZxEPA6HI9GJydYUZ0l6Ga8cKiYjFQ9tJDm3n8qeh3V1JxzfyiNlH1P+qaGIfGXZma0b2I1Laj8n8f95qMEO/mwIgATia3ccjx57YcexRvLUx1mlkH2lQduZtuiGtAG4ZpIJ4wsaCABfH+2mxMWvfzalk/ySIY7VJz94nN06DiCzjilsYtvmldQKIU2uITUJobFQKBb4GCC2cvO+x73kVVtx/X+WhgAAIABJREFUeGC2CYMkAQZSf2X78l8ZODmFHZIpLy7iVGPSUcn1bIbBWZQMpciRurTnj9+UzpkY4eujHJW4BPWD0qjijNYm33+c1T6MB7ClQXq83HoXcnpgw+8OS9Czal4onCA7FyRa0C+XO1k6Tp69jWSf3rZhtdKFWizZifITAgEQoR0p3rLrWLSD3veS53bosYasF/GvPkwgW3Kjg/zuFvaQecBo9kVDQYndV2ISEsOvXn9VP0aeJ3c/shNlUT76vg0APpwhE4gmKABMJTnwrefbc7uMzGd6njmLLmc0je0mpXv9TxAIQmdasD4vu+bpdyQyOFZ83VyYS8X9cQNF4zKZdcVKVlD/QmoTSUeEzDimyMZjEJzXT/JZqQ0zYVkjeSKzh5ypbvihCfMqMdfkXlK871imj+zKtZph7QQAwCPb4x0kWdiV3R8Vt/YOjQwNDgwMDA6NQubY/2cN8P/cbv8D/Y2rJD1ThvBEInEk9bj0yvXakd1kekVAjWb6KPKKm4c2kqwUU62v3MXX8ex7QArRQLS/9Vfn4tAOyCWhNVKf+yQiMrMNQroO05V2Todjk7zzg49IAEBUvnr48On7hklygPJUVZSlwGoW41v1g/+OCeM/d//ADi1eBEAC8ZV7g0f2PDKiWybhX/1JIVR/QbDaOkalC1WQjneH5ZlkjqVRZiiThXcPSPNrnc2g5YFAd7+/eVCJY+N6Blb2LawM6+gYJQ8++NCPB4DJknB7JY4NG5k2c7AxbaBjkDvaO4wAgJZwY87Vaxg2c7CxbD1TiSTAonf++qtGBG29VwAHa72n98cvq8WOF9AmqQAe1pV101qahY6OgY2dnY1h/Xr2/8/eWcdVkYV9fN93d9+1kRSV7g5pAUGQRlEQUVRCDMRuacUuMMFAbAkpUUAJle6Qku6+1AVux7yfufcOIOEauKKe+QMmTn7n3HN+5zkx2lv80oYWfA6nHVcf7+OgzsfGwsHNSI7C9kdV7VWhOxXnCVneSIMXUUJQf6qnJstMsS0hVXiIGmbDOXMenwg3F78Q/0LWOZwKmwKK+mF9QMLUX1zyJ5Nl6FA6IMpgY9oNe9WFc5k4uPn4ueexsPBo2l/OwEDNb33WCM+ZwTSPm4+Pi4OVS2nj1XdtqPxHu3W4Z89iWcjLz8PJwiqw7GhIATz4nHpUlkVue3QZnGlqW8IpC6n5bPO4+Xk55zJxLTkUVjlA2/K1/67RX38ZBDBIkwYafZb8OWdNyDhdxeH8T8EzXEPiZbtFHLOZF3AtZGdilzA7HlHG6NIS0k4vF5ivdiiijDHG1PH2gqX8Qjb2hXxc7LNn8xgdj61HJvoTqoKcVLmY2RbwCSxkm8MmY3unGLY2UAk9Cds4//jjj//5a9bcuUxz5syZM3vmTA5htcOvh0aFpiCUSU8S/sNjR4X5c9kWwniY5sltvldKN2pRcT2pR+X+b66OdwU9UlJPeeRRXa5Zszm4eBaysXGr2V1Jo8+I6M5/sn/J3OkzWRfw8HDPY5ozX8H6TGwFrfwR8u7s0hNgmj2XYyE317y5s2bz6RwILPxBMyAmHR4IEBCYmAAQEBOzgSAqeaCzuRk19D0ThlsKEdPd0tLeR6CQcb2dbR3IhqMUwmBPZ/tHOyWR8INddUVpryKCgiPj0ouqm3uw9O3FKPiBrobCpOhngYGR7wqqWnppW9JQ8ejG/PiwwODw17lNGApExXQ1N6EGh0drqRRcT2tTS2f/yJaSSiag22pLUmNDA0Mi4zOKatv7MIwB31G5I+EGuurep8WGw8nJKK5u6cGRKcTBrtbm9l4czYpLW5/a1drUjIL3w6SEbmCboXsqL/fti2dBoa9zajvRyKZWVHJ/Z1PLx/tWUSkEdHtdafqr0KCQiNfpRTXtvfC+7RQipquxPOdNVPCToOcJWR9a0PAuUSRcf0dtYeqr8MAnz2JSimo7MfQEENAdLR1DqSHj+joqMmJCg4KikosbUAPIB0aog6imJtQgIl/gN9XU3M3YmHFUrqfyJfzumsoyX4cFPotOfl/fg0MyCOVdWy0rb37xNfype/pBxvW3f0h/FR4YHJVS0oDCjNw8nzjQ3ZD/JjI4MDQup2boLcHFpaWxobGxoX7oqGuAX9tQoEjgv/R/KrEfVZefEBEcGBaXV9fZjxRifF/xaW0m3vVBQxIdopAGO+rev4sKDgqPy6zoHIQ/pgwfFBKur626JCvxRWhQyPM3ueVt6KF3RcT0oZrKC1JfRQQFhsZmlNbDZfn3IvxLFx+QuQkJAAExIZpJfEClkEnksdMS4J0CySQyMg0BiZBCJpHIw5oBuf2v/6kUMpn8OR4nTM6YKOhzIK534IhkOAdjno9/Y/yEUBm3P65Y6QQojJkY44cHwYPUnx37BGFM6ds0NB8XkGK/jRr6Dv7p9AXDw6kft8gwHv/ynIYxfM3ZGDxEdMV1Y3bJAykj5TgcMlxWSfRdJkdFRKXSfmTjllcqhUIij+trVCDgEhD4RQgAAfGLvMjvlI1na5n+Xna1HZme951iAcGOIdCf98zvdnByzThT9Ma4BTe+jgCFiC56eszrWc3XeQe+JiAwWJN819lKU4qHZcYMYSufd7XIcqAJ3H/2bdJgfdxZmyWiC1iZ2bml9bZcfFE1WUF/dhom1yGuPOqcnZbofFbWBWLa226mtY+wNo+OqTXxrM0SMXgMU0zL5mwiY4Yuldj/IcRto76KlMB8Nrb5wuprXZ8WINvVwuvfch8eXCHPy87MwimkaunxOLP94x7c6Fi+8BoIiC8E9ps5J2LQfYN4YI79z187lUwkEj/+wu9/noZfP0IqhYgf+hLNr5/d/yKHXRk3N6nwCqpv8AyIiI0Oi3xT2DQ5S4cpmPZ3zqrsnEp2l4JiY8PvuK1dxMWrsf/5mNni/0UuJyeOzhhXPTGhJZvPBr56/fSYuSi7mP39ItS4mohadH4pJ7uCvU9IbGyIj70CO6fOhWJYCpD6W4Mc5NVtjt0Oi41/+eT8ZrWF8+VsHjbAKSS15tyykeQUNTx4OzIu+snZLUv5uRQdfDOQOXqTkAsgICYBIggCEAAEAAFAAOpOumglL25wNKICBw/Qwgd13OEeCBpIf3IzNLMBM3r4aAKKFExL3G5pJqEd8JcL4Zaz60PMXlVOOcewcaaLTxDGFLtd5W8jJ2Hg+aqcPqO36e5aES7DU1lNjEnTI1NLiNspMFPmUEovgUyhkAm9KYdkZgrsjIO1BpVKwAxiCUQybUoUuvqt22I2fsvb8F50jSnXVogLLj+PfNulLvbkchkZK++MEVvMjYzlK86BgPgKaMALIAAIAAKAwGgCDVGeenKq2/xzP2OZMDHllLEwMxO/ps3JZ/md//rlaiq2LfWI7D/sBhdK6HOxuj+83KG8UN3l3aSa5Efn6Dted0bsUhNesj+sBBlwKPM25BJc7f++fawNouCY4kxu+xdo+hRrKqnvpT33zEWe8A6pHx/YpqyzOmy8K67DH+hrzfS3FGBWcnzaTHdUG33MeJHqFv/Sj/18yxUQEN9CD/gFBAABQAAQoBPofXdlg7KU6qpNO2wNFESFROW0158Mm3A9KxWi9lcl3DxsLss5i03cwMknpqJvaA3SOEiJ6MrAbVKz/mFXWOsZEPHy/lF9GTXHUMandMZxP9Vvld5cIymsdzy2BlFbqCc2giyaxzIaxkx8okTZz58udSgdWXhFxuQ6y0+fZ/d89Lx2THPKqaUc8zW9Mmm5H6x7fdaMa/psIb2dvmGR945v0FiyzjsV2al9MgABATEZFEEYgAAgAAj87gQaok6u4P2TbZH5vvN3ngY9vHZgpTQzk4zj/Wzk62TjAKJCEBVdHn1tn6kk+yxOOfPDt5MbJ1hkTB6sjTlpKsYrv0SFZ+b/TuOQtbme89OOX0BQ/hUzUVGjc/H1yCBOf+hmESaVI0l1iEliCBcpeC3zNEX3Qhxj+xYytuSY8jRmq0BEe9BcUgcbErw0OVgVd4QhE0PwLam3ti+TEJJVkpr39x+zRVa4h1dP3vgFBL7GOfSKwAkgAAgAAoDANxCoDXXRlVbYcr9wqEmMd1vGI2TmnYR8XWT8wOFVzBRiW4KXIc+Mv/+RPpI2zlpYKr4z64Iet8C6R/Ae5JimtJu7tLhYBExPpk9qgzh+Ar/L3WJfCwkxozNxdQit7iA7obnqHun1Yy0QETYc0xa55tO2KIbgHWbz3RSmsW+MGLZAULFtmTfMBZiFzM7lIFv/o/IfO6qJ6zq/7ocgcldJmKe5KOvCpfueVEzeNnLAAvFdygYIFBAABACB34xA+6vTK+UUrH3Th7rQVf528kLazi8Z8wRH84C32yDi2grCzm03EGVl4lVff/xpTue44xhYVKar8iwe+xdI40dqe3/bgnee0r44pAEeHfoUv24O2qokpuv8nLZTPZzW6htmPDzLr+W3fmRXoOUi44jUTCGnBMY+elRSf/x2wRkSh9IZWaRgWtOvWwixiKy6kD2sPtozA9bL8OqcykBA4Iuf7FHmlrW7PXbuBOLkS/8DAfGlxIB7QAAQAAQAgXEIVAQf1pJR23mvkDENkJjsZSwss/pKCmMW30deqITOoqgru0xlOJg45cwO3Hrb8Kn14riuDHfVmZxm/vDXfeGD3JZ/d604p9qRt8PdcMajn+Rfgbe5hJzF5STGXrP9YVuk5qkffFODpudvsL2xtq4VTZteig5ZP2+W5rkP9E2RyQPFp9VmcqwLog3gEAfqXp/U42aVXHfjPSw9qPABB9GRfW+jJKfKwRf0ACGIWPxkn7qogkMA8vW+bwcFBMS3MwQhAAKAACAACEBQW8JZS1leZftr72rR/Y2JF6yl+VScHuaM3k4VRoWL2aPEtUB42ZbzLz4wVhd8iiAV15l+QoN5jrild1J9L7qjMv7GFgUeoeWn037eT5aV+TsoCC3adC2+tg9dF+uuy82lf+JdE8OEUOSlyvw/820jW2iiYSB2u/hcIYvrGfVdXfWpVy0E50psj4ENPYTurDOLZ/w5f+nhkLSc9JTk5OTkpKTU7MK6AQjqLHi0SXIuz9I9Tws6BtHN2Q8P6wkL6ex/WjF5kgsIiE8VWvAMEAAEAAFA4PMJoEsiPFZJsc+aOWvGjDlcylt8k+lf4R0TAq4sKam8+3O3gYC9EwfKQg7oCDHPnDl7LjMTM5fi+rPRP+8iDDhH1IaXp9bJLZg7Z/aM6TM5FR1u53Ug8xdqr+qxz118PKMHx1im2pt20UKaY84cZubZczikLS6m0swPFFz7633SzMysrMxMtK/lzZkza8b0eVJ6brRv0g/Uv7myXmHB7BmzZs+ZM4ddzPjwo9zJXIQBAQExpmCDG4AAIAAIAAJfTwDX3VRRVFKLGhi7o8HXB0r3SSFi2ioKC0uq25Gm9ltD/NH+STCsoqpODPKJNzhBHXdXzecxv13e+zFBTHN50fsP42019YlckDDd9aX5RZUtPZNvrAEC4hPgwSNAABAABAABQOA/JoCL3CqtsjeytR+ZMvofx//Z0QEB8dmogENAABAABAABQOC7E+hIefwwsXros/PfPb6vjgAIiK9GBzwCAoAAIAAIAAK/LwEgIH7fdw9yDggAAoAAIAAIfDUBICC+Gh3wCAgAAoAAIAAI/L4EfgsB0d7eXlhYmJubmwcOQGA8Arm5ucXFxUVFRaCQjIdnEu4VFxdPQiggiH8jQC/JhYWF/+YQPP8mAvn5+WVlZb9ndVFcXEyhMLaS+C0EREREhJWVlbGxsSk4AIHxCBgbG9vZ2VlbW4NCMh6eSbhnY2MzCaGAIP6NAL0kW1lZmZiY/Jtb8PzrCaxcudLJyek3rC5MTExsbW0JBMaK0N9CQKDR6MbGxnpwAAITE6irq5v4IXgCCAACgAAgABNoampibJYNvsb5+w5egZwDAoAAIAAIAALfQOC3sEB8Ax/gFRAABAABQAAQAATGIQAExDhQwC1AABAABAABQAAQ+DQBICA+zQc8BQQAAUAAEAAEAIFxCAABMQ4UcAsQAAQAAUAAEAAEPk0ACIhP8/n6pwPt5ckR9697Xzh3/uIVv3sh0SmlzX2Er/gQO2XgQ8Kz0DcVjM/ET5AifHf9u9B74ZmtY5/3VWeEh4SlV9E+/zr28QR3ahMCbkbm9xMm5WsuA80lb19Ep1Z0fUX+J0jff3W7vzrz9fPgwJj89sGhD+PhalNfxuY04cmML+2OmxYqhTSAam7t+cKPBlJ7KjNfvUgoaEJ/KvBxY2TcpA6WJz4LTSgfgK+pZHxLRtCNc6dPn/e+GhBXXpcRFZFQ0vMp/1/zDN/b1tKJJlK+Ns1fE+eX+CG358U+8fO5cMHb91F0bitpYr9kbFdZwtObPufPe/s+jsmt6x/tlNhRnpeZ9aEV99EDYkdFasS965fOnb90PSAipRqN+/mK+kcZ+paLgfYPqc8f3rx8/vTp62GZ9b2ThYJKwrfmxTz29T5/7uKVO0FxBQ2Yb0nmVPDbX0/P0Hkfv6cJpSjsJ6pbUltezGM/7wsXfPwex+S1IWWYQuypTI8Oun/zGvzI9+GL9KreETkj9rfkxz68cencBZ9bwYklLZNMDAiIEawn77S/Ku6y03INVbWlBkaGhnpLl6jJSUivcHtWjPriOKikpnt2Kos3Px5HGowIrOt91GZZ1sWH3464xziteHpYRULpwOPysY8+ceeZFdtfaidr0ZPxBVhq07tbjqZmB568H2qDPxHz1HpUectGWXjuP6zaJxIbBhjtY+c9SyGpbeGdn/q5Q6TB9pen7bffyPqy6pNSFuy+xsTOO7H2E3XJJxFRWh9uUlXb9KAZgiAKvunlYdUFvKprtjjt3nPE93XkYQNdu1tfVhQ+GRv9Ycn9fbYeQbVo/Ge4/e+d9OXccFgir6ilZ2ikr6Uop2F3LXNkHTsiQXhUwdO9hvLSyjpGhrrqKip69ufjGhkvkNjfWVucERfgYq6+zM47vmOEt46M+wfNl6iqai4zMNRVl5VSXHE0sKB7asIYkezvcUpGFYWe3rxCV0vXyNhAR9Ps0IPsxsmoQyCIhG2MO2+7RH6Rhq6hwTItVUVFXduzr+p/viplCDu5Kf6Cg76KirqOoZGusrS8wd7H+agJSk1v1jV7TTlFLX0jIz0tRTnNTdezaT1CMqYz9rCWnLKWgclyY/2l6opyqhZuweUMeTvY8M5vi66crOoyIwMtFUU1s323MzomU+UDATH0NifvhFwT4WokJqy1805abWcfuqe9tijlmffuPefCCxqHWwUKBt3T3U8ij9O+4Pu6u/vxjPdMGazNSniTXTfUk6VS8QM9KFQPemQfqKckeocGt5Zn6thsVIe6aKlquT2rhSDyALoPixvnJ0cY6O3uGSSN6FI/37Rgpr5Paz8Rog70dKFHfqueFgWVMNiL6uxCDyVrbMRDd6iYjurc5JTC+p7hzFLxGHRPHxaPCOkhx1Ps5IOPqZCsquK8GYJWN5Ffd4evAfOC9UEdIwUEqb+7q2ekvCf0NF/Rm8a54fmnM0Qm4Pp6egdwSMGgohuK05MzK9oRtQLLACxcVAjEYXojw6QM9HT34alD1QIVU5eVkJhVi4EgKmEw0YlvpsaFRroHEg5VnPQ2sxo9wj+FSBjo6ekfSgD8iErC98NFDIMb9/VQsejePgxxRGlJ2c0/XdXjQ8fnlIYRcf83p3UBJhwsakfCC5u7u1uKn7uos7AZ3akeJ25Kb/Wz3fLsYusDCtrQ6La8p+4mkqIGx5Poxr+eiuQAD1uzJaJM/wisPveqfTiAUj9rWWHlTZdjKzv7etsrE44bLGBWPfS6ZiTmYde/8hm1JeHcWgVJtQ2nw3NrO3p6OtpRvZjx7a74xuLCmh4caajc/gsXAirPR5+VScP51YfW7p7OmrcBB5fwLtA5njH+r+JfQpsKjweTTxiJSxi5PM6BS1vhvQ0SHPK7girHNdjU+huzsSx2jixq6e5uLop0XszCbnK3ltZFQOcH+dyOyqxo7UH3NOUEu+txs8rvew1bzsitWdc2SvGq7QgpQw30NSXfcFQXV7bxyxvZcHwjCCAgvhHgeN7b4k6ZCgqvOvPmo24OtqdvEEs3bGJr3z0+s8tmjflK8/VOngEpDRikTcdUxvkf27lxzWpzi3Wb93kFpLZQqYTisEuXwktIcL2OKQs74WS3brWF+SoLS5vdZx69q6Mr1k8JiDA3XVVF68MX/Y47Wa00s3Q4eudNVQ/SMlDa8iKuHtlsvXql2Wrb/Refl/Tgab/I55sWztZxDr93/vDW9ZYrLWwPXnlVQyt4VAq+Our07k3Wlhbm5harNziduBtXjYMgfE/Fi+unrkZVDf2gMS0FEX7e9942QcTmvIiHAVGFnTRcxM6S17dctllbrFi5ZtOBSxH5rYzhmaZEf+8Hr/KzEiJvnXHZe8ivrePHV8EffIz4NffeOWshvlBpf2RNP5y7jpvGbNw2wQwBQUVlBZ7fa2tpbrHaequr78tyWsuNzr65fTHXP7PFTXbu27PP+dSjrDHGcGxH0ctrhx3Wma80X7N+056zT1KqByAIXRL38GFwSjV9xInYnBN+eb/92lVm5ht2Onu4uVwMLUDBuKqjfM74h8c99XF13GBpZr5h36UXlYP0Jp1UGuF9MayIQMGXBx1ZJjBtuojxrv17d+3avWfP3sPHLt2JKqYLHSqup+L1TTfH9RYrzS2tNx/xCcluIUOdRZE+e2zWWpqvMlu1xmbP6cCM+j5aJd+aFnjjzoOwp3e8D29ea2ZmucXjfkYzLHM63t10UGH5e77yui1Ou3buPBVehf3sZmG8388k32u5ZcTEZOTfQm/HqKSO+6Zz5+j5MjTViMioPVUvHOU4lA4lMW6i8h9uVhTUcXlH60JjUfUFqfGRV/fpS8qvOhM7LCAGYw9pLxC2uJnWwvCXf1yTXXxDUHHn5zaOIxLxU59i8u/YLpY2cous+/dsYBJOWq9as9nt+rO0mn7SUKUxkUfKYPPrrQL/cNtHMqT2QHWmszqr5Jbwkap9It9T8T4hyUNPWMH+Xg69VoSg5KOq82S3RpZ3jy02zX4Gc+YaB7QTaY+oxLa7JnOZDPxgI+PHB7656LIe6wIj7w8QBLWk314jLbj8XC7DTVPcGTM5+fVXcpHK/2O/X3MFBMTXUPsXP5j8O1sUObi1d99MeF/TPoBHOpcMb70pV2wXSyub2h88dsJls4GUkNLGWzk0y1VrrLuprJiahZPzMc+juzeaqBsdS6GQ+27p/fmPvv8gBFFwPXHuRksttzufOHP62EE7Ixkxta1PaX2pTwmIiGP6osyimmt2HnQ9fvzIek1xIfVtATlt8G8W8z5gt4myurHtfo+TXgfWqohIrjj9pgVuoKI288zmVbHc4LDb+fgJt22aC+dKbXvWQoZH1QeSvUx0VjseOX76tNeRrStkheRsAyogqCvb12w+m7JHNqMy6C8J26fOI+8Q3A11J1xaLilqda0AgiB8+YsTlsoyi1dscz15bM8aDSlZA+eg913wLyPVVVtgPq/KYh1DXW1Vccn11TVt/4L6+z/+4GPEo7wjrizFZwUfl+HFrE4CBHWOEBCkysfbVYTEl9kfOubltstSTVjS6FgiCiKh06/YKMz/v5nCurab7Bx2Ot9OGyWGMNXxF9erymqs3ut56rjz9jXLzBwvRtVCUM3dLQoSWm6RNfDrKXiwV09WXsdqp5uXl+vBjaos/8uy8nYJ3HbFbOKfyyq13Mpul/Pxkx5OS7nnito/rqYZKQbvGv71t+6tPiqh5P5uTd5/pvEusdm6ZfPmzXbWq5QXzuA18YOHw8h9VS+Or5ATVzLb7up17NCW1Uart11O6KJUxJzZYmzmcPj42XNe+9eoS0mbHg4uhsVP3nlzKXZOJf11Ow97nPA6sFJyHp/xifhWAtQR771BYe7f8+TM1m6w3WhzNLAcQ6/ovv/b+ZwY3u4Wmi686+0gI01kfMZB8Wm8jnFj2ixcS763ASf3qlv1jGDxNa9PGAhLrbtbNRwPMe/+FnWl5SdjhgUE1BrrtUpGRNli/7UXeU3djYnuxnKaO+8Xo5BuwbDvX/uMmOfvuFhWfdOpu0F3L3kdO3HeLySttmsCmzylOe3pud3rjHW1luhZbD9263l28yfn0JD6a0J3Ki3g1XT0eZZU1tiUF+KsJ7/k0ItPD+1OYeA1921khXTdoysRs11zwBo+Tr1zOU3IjaHEUxN3CkwT2Z3EEOZUEjZ1v/g0Pqf4IReME0pvVdgWcRbRzaF9EIQpiz6iwSPrGITUopiC+9vVJLQPRjSN9vfV10BAfDW6T3jENyTf2qYpwMa2UExR28TS1unIqZvPc1v6aMKv5v46SWHtw4Ef0HANRm157ijFIrkzvB1Pfn9Gk3mhiU9yC91WjW3OTylspZD7762cPWfVQ7hfSyH3Ntd30gUJeaDs+RGNBVyW9+HR2E8JiHB3HUlB85OvOmgWBEyGt5mYmNnp2GYIag/ZqqxodioaNnfDR/mlZQtld4TVYCDoxWauWRLr76c10joH5Bxn+b/YNkZhqHAqepvrOuiJoGDr3hzT4WQ39GuDIHRlhJP8fKV9CbR4egqe7lYX13aHu2/tCVdWq8qvv10GQf1JZ1crSpu6xjbRqte+rAurJERNPRPg9jL7hJ4gl/CKQ34vM4rLivLL8bjJGT39xKv610ewgFDaGlmLRScdkp8nuS24Cgd13jJm57YJ7sRSIXzKQYmZgnZBVTiYDBmVeV6fg0XnahUEEboqLhkxc9uG4iCIRCKPnl9Iro4+uYxf2OIKLKogiIxuqqmobByAoJqHOxcrGx6LaYKgjvAdauIqDtczUfQuQ+klEz4x6zul8AuP3yHMLL762ptausGo2FNlGsvaIBxcdDCPzOfMWhHQD0EkTPt9SzZWs7v0WZP4zvLbVvw85v4dEERoTDu3go93mVdaFxwJOC13AAAgAElEQVQ/Fddd9+H9h8YBKhbdiersp3eCMKV3NiuIaO548h6CoKLLq6VElJ38M3pob6XFf50Aq87x/Aa4ukvcK8ak6Zrd0kcik0eMbPwr3f/AASV0A/s0+aM5GIZVhIIvOa48jdkqcEzZGmzMdF88R2DjE6RLSGl8671cXNjUJ284nbgcf3s1xRWnRgoICGqJddPjZ53HK7nYQF9ZUFDd6fH7jjHhDwfyi561xp61EGXmVjbduMlu47rVJuqykgomB5/ktU2IgtxVkfHi7und1ssNdJYarT9w8XFCcQcyeDuaEmmg4uk2qX/+h01miZamprqSvPHhSMToM9rtT3BdeG2VmKjhmbg6RGf2PXMQZlJzTqmjTX8emQPyM2vWaYtc8pAxUzK2yFNpGsu6YMQr3TGlvz7GecmC+RpH3sD2y+7CcEeFecoHXiDT50llgQfVJZQdH8Pmick5gICYHI6jQ6Ggm4sSnlw7cXj7xlX6GnIC8zl55SzPRNfiIXSYo4yA3vE3lUOWt7id4nOUjzZ3F/ksZVlg9bBl8CMDE5UyLCAgKpnQmvnkwiGHtWbGBno6SxbxL+BfcbXyXwREqIuWmrZbKDxiBh+kFC8jUWXb+0U4XPR+dV6hxRt2OR8/5u7mdvzksfXSM/9Q88rvhqCXDgtmGl5p62cU0cHH5rOmmwb0wg0LlYzKCfE5utV6pYmB3jIdZSGOBdpnyyAIGqiPddXgltr8HA1B3fl3typLmZ7Lh320xsMCYoN/JQTl39ygrGB+Lo7WbMHJKbxiJSq38mlSBwTlHVvCreoYWdJNT+iU+EsXEOFlvRDUfG81P6fmicy+Bj9TDlhA4CCo7ITCdJ5tr2BhBR9kQrOv4WzmFQ97IUpfrY8xM7dd+CgDFJKrrpz72xVY2eVWHzp340H4m+KmHrrDqgc0AfGqHSK8PqIhqrEnpACxXTTeNBeWWs8QENsFmPTOlqMY45mkECuWaYbXsfCqmWEBQcZ1P1jDxmoWQK9CCF1Vd9by85jfRUFQe85NcxGeFVfH1CWUvvqsZxcPb7EyMzY21lMRYmVX3XY/GwdBxd4rxdRtH2YhzWvSESU29b3ZtLGWt/vEmTTd8zuHCjWSyx//n/JsPds0Bdf8jwXE3DXjCIiGTLfFcwRtg5BFKgwBYeL9LwKiJ+veEWtLx5M3HwfePb/XcrGEtMa6ky+r+z6u3n88iu+dgtowd31hLu29t5PKahsaG2oKnjkv41+wePfTYqQJmygFfQ3FSY9cl4tzsPPJWt8qHa22YW9kbGuSt4PpSkfvkMgnV1zsjVQk5Yz23klGutcTBT1l7xdcXSkqZnw+vh6pIGgCQnVcARGyjmWaovt7ZKISXUAwrx0pIKi47qyrNvKcAkZn3tCtY90FYdsU5qkcjEEECU1AiCtvezTmR//VkICA+Gp0n+ORSsT0ttdXlmSFu68QmSNsFfW+r+2RrbjEqiupDUO1S46HIpOUU3N7orsCs/jO2C7sR7bVkQIC3/H21Ao5UXmDjbtdzvhcuXh82xIhXlO4u/tJC0Soi5aK5pGQITtszoWVokpW/oXotieblQRFVE2t7DdvsoePTfYbraw8w+FO5YtNC2bqXazrZ3QecIFrZs8wDeihUsl9aZdWLxKV1bfecfTUpSs+53bpCszXogkICNuQdEGfX8Q2sKG36M5GBZm1N+mRMgTE3SoIl+ptrqxiez19qKmpub9ZWtrgcVwjTUDwaDhFliEV+Ocg/t5uEAEBCx5C1jE1dkHbp+8u6bPz2gR34iFKyn6RmTKu2bD9AT4ohL7g9WyztK7UQ5S+am/YAhE29KJHJRXXWfLCZ99aQ00VRVlJSVktm1ORxQMQVEu3QLzugLrDdilJLHOLKmOIBKjeb5WQ5AgBoXOiEMUwd1LD1rPOGEdAoGgCgmGBIHRVwBYIi4AuiNqYesaAX8z2yQhLPJy+gfKYc9Yq0gq6a3e5nr52+8qBVXJCGlvuIQJCbb1/JuIj1UWZQ2NvNm1G5tu94kwabnlTUUBA8U780yX3pw8yLBBkfNYRqWlcW2I/+pnBecc1553Xm8e3JgCxihNq404aiUha3a4YfnXjWCCqH29aJKHnFkGf+o7vqQ7bq8zGoXsq+edfZTic7885a4z0MJBT2Xq/cAht8bV14nxL3WMqJxjHoIeKrcuI9HPfslxdTn7J6l1X3zQPzwgeipbYV3prNTeHrg+tH0QlY6rife3lOITMrhQNufm5TirvrpcRNfCKrUbsM60P1vFz6JzJbhw7hPHakXe61MFMLN26RyVh0w9JTuPZ+hrJMQXXk33DXpVf2MDzeQVStaJLXh5U51HYGYZ01rCFD5zUJLT2hzUg/r75PxAQ34xwTAAUIolC+MiKAEHQ+yvrBPi0ApNbKa/2y/FqO7+mL9OHDQJRDsJMiz2aeyqv67OwLb/TNPBRizMkILAQEfVqh+A/Ag7B1b20MtdbG79r0ULDy58hIFS1XJ7BgwTw0RdzSEtCc3dwJZUUu1dFQN3paXpNZ2drc1NTU3NbR1d3P22mZ9T4AoJCHkzZJ/o39/qH5Sgs3GpiOtOPKLBrnIEtEBBEaM25biktYXT4znV7JUX7QEZjg1ggKiCoyN9eWd70RPRQxyHrgrmInGVQahcE5R5bwqO+PbJ0SgoImkRAhdmJcS7evFZ+BpdtCGyBqDmvNm2eTUQ/o8oj42u8tWeyrQ4ehMi91ZcMmXnsIodqUxqhj/8QBrtri7JSEoLP2KvzSSz3SuiHmp/SLBCxbRCUemKZsJxtQBrS52/xWyUiiQxhbBdg+loBAVsgOvICVossNDgLD04MH4OF953UheRtbuah6SU487Ktho7dnUyGBWIiAfFmjziTpmfBlBQQ9Vd0ZrFZPOliTKIk9wRasE7XvIj8HIYzT+kuD98kxaHhmc2411MYtF1FQOPAK6RKhqfw5ARsUlMyOx07tIyT9M5rGbfEmttJQ0WaGrtLao6wfUTpVDKlDefzu53hMm/YK0gbnYoeGlgou7FOUnjZ8dfVo+tDehpwDVmhVw+v01NT0zJa43T8TmRySfPgOOoBgqiYzpR9Uv9w2b4cSn1XWbi9GLPs9pcf1ZdDj6f8CTb+iLawmmNgAVLdZXlqcojbhJSiRtYYdBp1Ptoz2SyDeukimErserKKdYaWN92oTMa2vj1nrSwsY3EuvhbpbMA2m8aUG6skhS2ulDBYtCVeNJeTsbyQ/kk590XggID4Ilyf57j27cNzR13839b0MN4msSXppIkgt/aBV5VkqPeFowKfjPWVjHb4NWILfVdysai6J6BIUNU1fZa5igfCKunTLgcrEkLiKyhkNH0OBCwgYrfw/CO8KxEuYBR8e8pNB/mFvMuv/ZuACHPVll3k9IDeLxh8f9deVkhz7+NCDAT1vtynJiRjeSqmaZBeaAeqk6LelMOTNSYUEJiUHQJ/8W2OhjUMhdiV+8hJZT4nfQgDLrSowieO0v/M5FdU1TsYjSw8oAuI9bdLIYiYd8NOVVh1y8Mi2KxJbYg+pMkvZXUpFa5zsqe8gIDIpd76PJws0/5g3xDSiaVA5KKzarPZ9M6m98BzIIh1EbvkZy2wfNoBT1Ksv2vBwax7AVkwyDBSMMrQYGNh7MPbL4pps0chTFaArbSI7tEXvVALXUBEN0IQIfPMCikBpTXH77+Miw29dcxWhfOvhWsDPtDmQHy9gKDNgSC3ZV+z5GddtCOiGq6AqQOtxdnp+ZmvH+9SFVDbE0KbRo9rSb5gJblQ+dMWCPg95nsqzRbcENrcRzPHfpzTz/vRfD9X1HJvjdmseheyBihUiIrJuaTPMlP1XAktpRRCX56fg/naw09hPUHqKn1oJ8K2aE80TJjYknbFUpJPY/8Leg1PIRMJJBIq+YaNioKpR3gNGb6Gs9r8zEmVm1v7YFhlH/wrIteH71JgWrjyRnYL0rf8fpmbWiFj8m7bqQgtsrmRh4LBoFLOGQvy67lGDM0THJFcUv6dHSZqi1R1Vm52vxGWkF/X+8nJM6T+ykfr5v3FY+mbQxvRw3dm+K2XnCdmfW/scpoRsUzl096YQ1qCUqsvpzTDv8CO6L2L2IQ3BBQzJjy1v/C0Xbn+TDIKtkhTyi6qz2LVv5QzSIWolIGsC3rMsxZfKKNAEHmwLtrDTF5cef2lmFIUnoQbRPf3DwzS1s4SG96dWynEp++VDK8HxFU+d9YRkbQ4l4QMaUwCHCAgJgHi6CCaU27t0uHl5heXU9UxWm5qpKsqKyatZXPhZVkvXGsRqiLcVsiLSChqGxvrKghxSZh6vKzshyV6b66f/WIBfsnFy0xMDZYoycganUqjkPtu6v75z7I7gxCEb3t3wpCPjVdJ33S5sb6+gam+GNtC7QvwtkDd76McZFgXHxpvI6lgd50F/zdfVMN0uamxjpIwn5TJkSeFKFoFSmx8fd5WQ1JUWnWpkanxMnV5SQkd19gmHASFWbH9pTK8kRT2vtHff2r5dVOp5J70i2YC7NyKeqbLjZbpGa4ykWZmX3SsGKHQUx65R+iP/xXUPZlJiwK+3xRz0VRc1OpqPtxUtWfe3aUvLSSuvMzIQF2KX1jd/voburE35Ygah/SmsCLE5IYE+SP/l5zR4BBd/2x4Sd5A/B4ppj//+HPlk3Z4ThO1PemihQyP0CJtY1M4O4Kajo9KaMtSiX2l9zfyTWeW0DZeaWXr9fLjTcTgRRhWYgsFZDX1TEwNNGQl5E323ctGQ1CV/9ZFYlpuEbDuoKLyAj1sjbU0lyzVN9/qdsRShk3M5l4ZbJGItuGapuha0MHoHFOems38X/VLWFh7Dvrr//X3Uj80BJFxHbeN/pyl40snSkCVXTdm5tS/AdvoqZimZL9NagLcYsp6JsbLFsvLG2z1fVPbEn92lTQ3v6y2kaGhibn5UkluZrlNt9KxEFRw2oRfwuJWKmLgf7tXbo6MY1YFXDkR8y7o83LwKeoY6i9dfyWvf8y2IT/yFUKot6dWiHIJK+sYm+gqCy8UNjme0EEXzPi+vJPKf86SOZRC40jFtqT52Szi4pLWMjDSURAXljU9ElbJkAGtGU8OGIsJ8cxn/vOPWRzz+cW0Ha/F1cDhYErDPFbI8PGJqywzMV2mKsknor7lxrsmDD2OH5r1/zhySlfO/QMG0vwiClpGBlrywiKq1qdelo+7swEm2df99I0nr7MrUZ/e0pWRBQq+I+fmFlUudj75pcamRtoKEmKLlh8KKpnE1vA/hgURqyOdV8gJiy9aamy4RJqba9GG6ylNNLsuBA1GbuSezmLoV9JLM7BQO9+cMBVZKKyiY2yioyy8UMT0RCJcDVCwrTFbmP/4489/5ksrKy+Sk5WVlZGSVDGy8c6Ec9Nf8fK0uTQ3n7yOoYGmtJCI2obzCSP2Ivr2DAMB8e0Mx4RAwqDqilNjn929cvaYm6ur55mr98LeFTcPbQ0FEburc2Lu+5z0dPfyufc8vbp3aKsVXGtpcsTdSyc83D3O+gXGZtWiqVRSU+6rV7nNcGtMIXVXpIT4nfH0PH314YvkvPc5yW+y6+DmitjfUZyemF6BmMNGJArTXpmdFBsdGezvfcLd8+zNkHflKMxQ205FNxWnRNz1OX3M49iZy3eCotMqu+CJ/R3vE2IzazDIAm1KS35sbHYjLHOo5L6a9PDbZ495nvIJiHyXV5yblJAB72BAPyg4dF3O69fJ71uH+184VF1uWnJBA90iQRlsL09+duuCl5vH2RtP4t43IxMteivTE9OK2z4ew0HC/UH/B2qzE1OL2gaGM0NqyUuMeRlX0EpgdJkGG3Ljnlw76eFx/MLt8OTSDsSkSiGia1JCfE+6up28fD+h+mO7IRXf1/Q+4VnA5dOeLu4nLt1+llTWOgC/lcHmkrTUrIqhPZkG2uuLczLSc8q7MFknl/It3hNVCTfZqOI3rzIq0UNbjbcVvI7NqqMt9iA3576KzWmCNw6hEJry4l7nNNKTRCEMNuS/ScxtpCeFSsS0FiWG3L543M39xHm/4DeFTWgKhO8uT37me/bYsdNXH8ekZWekJGcWNcFNQH9tzru0goZeJB895alxaSW99D1MKD0VSSHXTnp6HDv7KK11KFU/6KWNjpaKrs2Oue994pjH8YsBLzNr6BtbQBChv+KqIcs8Y9+hQWEKcbAxN/bR1ZPuHicu+UdkVqOGXjymvSo9OjDoWfjzqKioyNDgwOdJxciG44Tu2vzXT26cO+7u6nXpTuibonbsVFrJOprHd7ymDnZWpIbfuXjCzf30tUfReY19EyyqoAz09OLJQ/XQZySJSsa1l7yNuOvt5eZ+/Mz1R7G51T/7SlkCqjrr+V3vkx5uJy8/jMlpHEBaAlLCbpG5MnteNQypUGpfTVb0fe8Tnh5el+5FZ9XQt7qnknFthXHPo6KeR4SGPqMdISHB4dFv3tOH2Ci43pr05wHeXm6ep64+jClopOuRz6D9eU6AgPg8Tl/likom4jGDGNy4u01CEAmPxRIo4004JuEwE+wBCKeDSiXisMh83C9JGJmIx+FH7h84wjOcGPwn12GPcExLBRH3iTSOcjzeJZmIx+KJjJlt4zn4ue5RCVgMdpyRXiqViMXgkHphTJ4oZCIOg51wk8mm/LcJie/e17Wh2mvTbtmJccjtCimFR0sm76BSyPR3PyJIKomIx0+UqBHuRp2ScVgsjjTuGPYolz/kkozHYj763ZD6a+6acfDaRyHLXJBkUShEHG7il4Y4G/2fTMBhsYQxK3ZHO/sNrslEAg5HRHofk5phKpVCwGBwU02jfkMeKUQ8Fkv8eEvi5H0SC5adyYGnWX10jCnDHz2d4IJKIRNwOPz3kLRAQEzAHNwGBKYAgeInzqtVBfj4+QWFxSRlNDeeel7WPdQlngLp+6mTQCWgC/33br+ah9hUfurcgMT/QgQ6nntsPxlVjSyin7o5AwJi6r4bkDJAAItqKMvPSE1JTk5Jyy6sbBv4hTpeP/7tUsmY7rbO/i8xo//4RIMU/AYECL3tHX2fNTXkB8MAAuIHvwAQPSAACAACgAAg8DMSAALiZ3xrIM2AACAACAACgMAPJgAExA9+ASB6QAAQAAQAAUDgZyTwWwiI4uLiR48e3blzxx8cgMB4BO7cufPo0aMHDx6AQjIenkm49+jRo0kIBQTxbwToJfn+/fv/5hA8/yYCd+/effr06e9ZXQQGBpKR9be/hYBITEw8fPjwjh07doEDEBiPwM6dO52dnQ8fPrxz587xnoN730rg6NGj3xoE8P8ZBHbu3Oni4nLw4EFQkj+D1tc72bNnj6en528IeefOne7u7kQiY7Ob30JA4PH4/v5+NDgAgYkJgBIyMZtJeALwTgLEzwsCoP48Tt/qamBg4FuD+Dn9DwwM7RoI/RYC4mccWwJpBgQAAUAAEAAEpjIBICCm8tsBaQMEAAFAABAABKYoASAgpuiLAckCBAABQAAQAASmMgEgIKby2wFpAwQAAUAAEAAEpigBICCm6IsByQIEAAFAABAABKYyASAgpvLbAWkDBAABQOAnJEBBDurkfZyVSkUCHfF/EsP/EZipIzL1b6RGOKWMdvupZ3C+4Hi+ByogIH5EqQFxAgKAACDwaxKgdBW/9HEyXiTANv1//uBadT6xZjK+H0vGtL1201NQVFEdOpQVF2mu3HYt+yf+GFpf3mNXcwUuphkzmbkU1p59VdtHmqhQEKrDj5rJ87DMnMnCs8jsaPgwVQq2M9PXQVOAffaM2ZySeo43UjqHAqGLBlRB+Mk9287FtA7dn6wTICAmiyQIBxAABACB351AS/z51dILhHQcfcKTsrOSknIq2tDjNopUColEoVA/lxeFOFD95oHfzVu3aYe//52rJ5x0JPgXH3rz2WF8blz/lbvm0D2LBYX19t58nZ376oqNFAuP5Y2c9nE/Lk/MclOYy6G++15CVlbCvd3qHHMV3bNpmzmRBhuDHQRm8604FZmR8y7Yy1J6odhq/xp6HrAdFfG3jm5dqTJ/+gLNA8H1k54zICAmHSkIEBAABACB35JA++vjK6QlV55O/Pe+7kCy/8W7rwpb+7BE8ldIAFJ74YP1Etzarm/HbXB/BvqlN6wkJZefS6qjC6zeIDtxzqXuaQ3D2zQN5QIX5bBgusKxQjwFvkXBF3gqzFjo8AIHQSR0la8JG5vpLTpxCqo82EaSc4lXFs3vYPP78IsH9mxatVhQVGNvIBAQQ0TBCSAACAACgMBUIlAT5rxUVnW7fzaagu9H96EHMHjSREYGYuZFC2l2Jm4l88O3Eio60BjCl+gIdNWLg2pc4huftEyl/H9RWtqebVcR1j4cUYYIhsqrpjx8K/0K28YO+eS4ys7k2/JqgESTWlRS/+utfDNlXHIgCNcSvol/ruLxAkbc+JZ8n+U8gma+dcOJIZXHHDeQVdrxBAiIYSjgDBAABAABQGDqEOhOvLROQUxx+cYt63TlhAUExJWXH/BPqu2f0MBAacsOPGmnwc/CJqxt6/k4vbbr83QEviXz2nI+Lv3TOVMn81+ckhI/S0lhPa9XNYgJpeuprRCLhkd6/eDosCiRtvOmSx/OwDA0FhmT57JoGodNJAXC1l03ms2qe40xZgGRUaUP14vPV3PPHA6EWP7CU19WaScQEMNMwBkgAAgAAoDAFCJQ/9xrOe9f8xdvcL8Z/CIm8uEJGxW2mSIbb6S00SzvE6aU3Jr26PgGNe45LMK6m888L5tYcdCCIPdUBG+T5ZR1jOydMMif4EH+FTNRUaNz8fXIFJH+0M0iTCpHkur6R6eeFLyWeZqieyGOMV+UjC05pjyN2SqIAGFqLupOYzO+g4wZUbs+BNlKzlM4nDQcCBAQwyzAGSAACAACgMAUJFAX5qoro+z4sAhJGzHJy5hPwPjcm/pPKggqEYfp766IctXnY5rNrOKZSf6Uc2xj8int+dxm1z4g0fyc/0t8LSXEjE7H1TI+bAmhntoIMmt4Zo5rgeCcJu+Shx0SELku8tPm2TyHaBaIOawGfk0MCGRU2YP1YvPV3OmTIGh3gYD4OUsISDUgAAgAAr8NAVT8OQv5RVbXUvqQLFf528kLabu8LMchdz76TyEM9nY2FsTedN64VHTBQjnT3VejywcnmjVB80rsKrm3TpBD6UAC9qOgfr6L9tDtKqJLj0SUISMW5VdMuPjMbo47B8JNdib/1tf9yBwIdOwWvhkyzrnwHIgIB35mRa9CBgBcS94lUx4Bsxsj5kAQy18cA0MYP18JASkGBAABQOD3IVAX6bZMVtH+ehpjXmDfq6M6Qous/TLbxmGA6SiJu+NupyfFtUBMx84rKK+L9CnDAy0EykDtq8OKbPxr7zWOE+JPdqvUd620tMmp14wdHdoebhCdv9QthbEKg9DxITcts6ydNmyBidrCPVPRLbsHNkFQSd0ZLvIzuB2eYyCI1Ffpu5yD3fQGfYIkqT3/gbUEp9bxDDoM2vQTfNlzTz1ZpR2Pa2lbSk0mJrCMczJpgrAAAUAAEPh9CXRl3Ni0WEDewv1JcnFx6qNDy6XElh0NLx6ySIwgg4vepyEmobLmyO2kRvxnLsDAtWZd1J/HpnE861+lxoiYpuxpXfC+JeIyqz0eJBUVJ93dpsojvPpyZhvDspJ9VIbpj4VbolsxcF5xyS6qnHx67qEpBQUpIW7L+DjVnJNpLkkD9U82ic+TWnstIb8oI/KSg5KgtNXNUnqm8T2NubHB9y4ctJDi4tN1uvwsKiGrsmvCSa1fTgoIiC9nBnwAAoAAIAAIjEcAW5VwZYu2OPd8Ts75fHImRwPz28euSoQ94qtz85qxyLTA8YIafY+K68y9tk5Db394x+hHP+t1xzvfXXrS/NwL583nkTI+EvKhG1mSUX5ek4Vt2aX8PoQe5v1dR11JXi4enoW8krrb7xYODeGQMc0JJ1cr8i2Yz8XNI6puffrl0HLN7pJod735C/nFpGRkZaVEeRfKmrk8KkBmbU4CNSAgJgHibx0ElUoi4PDEX6JH8Fu/SJB5QGCyCJD7US019R1oHKgWPgPpIKq5trZ1ADeyXW+8ajBPcOPT2lG7eFJ6GmtqGrrH2bybQsJ31lfXt6I/I8JJdAIExCTC/N5BUSk4VF1pXkby28SEN+9SMnLff2joQBMn0SD15Tkg43pzQq/deY0sQ/7yEH5zHyRMd31xVtKbhMR36YXVHf3IlOzxsOA664qzkt8kJr5Ly6/sxNJnVNEdUvubP+SmvktMfJuSXdLQx6hhqKTeusKc7JwRR27e+9KKFvQPLTTj5e373qOgG8tyUt/CeHJKG9HjVMBI/BTiYFtF7pDTrvFm/5EHO+s/lFW3oendRUJPY8X7nOwRmHPz8vLLm/sJn4gHiQ/8BwTGEhgMd1TW94xDDU51BQYExNiXNzXvUHGtBeHnt63QVlOQkRQXEZOUlVdQWWLq4Pkkt+cHphjXXXFS/W9O67DfrEWaJOSEtsxHR1cpiQgKCwsLiiwy3uGXWDdekwVH15N9b5+ZmrSIkLCIiJCE1jbf1BYso37BN8aeXKsuLSEqIiIqLqFo5hJWDU/tphLRqafNNBZraNKPJUs01VWkJWS0jrxCDKOTlI+pHQyu7oWXhSoDj6TyKs/nNRNAJvfXvLlkrykuKCIiLCQio2Hl+uT96D4dtSvv4V5dAfm15+PoM907313dZ6mposbAvER7qZrkQnZN18Tq8cb+pzYqkLopQQCVGxWV1Tz4YzuHn0MCCIjPofTD3VDJ/WX3t8mwsCvanQlKKalva2upLngT5L1n+RI1Q7d3w+mjkkk4DAZHGFe4kvB4LH68jefJeOwghkD+5PIpWhwUAnZwYAA7opeM7646p8fE4/B8OA3g7LMJtCZfs5bhVtp0M72hoykvcP8yUQlj56ihEcyR4ZCyT+gJ8WvvCkiubG0pjXTVYmNdej69jdYQ9trod3wAABQWSURBVD53EJwtvPZKfGljc3Wq/2bxmfPXBcF7/FKIqNLk+Lh42pGQmBAXddfVQIBj0dGUkUH/6ueoiI08s0U2XHv7oampItnPVmwW1/qwcYfRBxpeuWuyLdQ7EVve1loef22LqqDE6ssFI39NmJqY0zbKzH/8wWXk/ryKhg7fUZGXGv+agflN6rsQF735TIvd39QgmxT/6oRB/n5XAkBA/AxvnkJsCrXh+pvL6t6okQJCX/eH5HR4cQ4EkQY7SuKDfM+4HnH2PH87MrO2m9bOD7aWpr5NSMlIf/vM97TrUbezd18WtAwgtlUquuF93KMrp9yPHvG4GPAyt4khettyXz5Pr+qsL0x9FfksODy9gYQqjnl045yXu/PRo66nrgUlFNLbLiAgvqEANcVfMpeVWn01jxFG2eN9i6WXHA4qHxsm+Z2LKtei7WHF3fRnhBf2gsyqbqntWAjqD7LkmK11sRzLGERtv2kwh8nodvuYUPCoohsrBXgNLxb9Tvai7kfmLLOWXq2jf4iISmry1Z01d8W94U8eD3Hqq4nfq8Qut+sVQzG0Z/tvkBMy8MpAcJE7snydlhuus7QwUlbTd46gC4gh/4yTMp9VYiJm51Kbhqa5jXYBrgGBX4MAEBA/wXukEDsfW7D+I3loxOZio5ONbc26u0tPWlRee7m5mZ6ypISK9elYeHeymjC3Zbws4srG6yzMVqwwVOTj4NdzflZC2y2V0hh/0VZLTk512QqLlcvk+fiUN93N6YQHdsPXz5shaOi41niJvAgPB9eGwMEUzyVisov1zCzXrDZdKsfLq+QUDBtwgYAY/SY+/7ov/5GTmojWgSikLUMnXV4tK2t5IQE1JpAq39VC/MaX0uuRWdo1Pss4OVfdqkZDUPZRiVn822J6ELsTOf2QxHRex4QRhiI4PBK6LHizOLvs3rgxW+WOie5XupG6X2yGoFMiYg8m41L3ik4X3PV2pF2Bll98a8FV44XcZr50RQ5BuKpXx/SFZTfcp98YqArzsNTU2fbwfUawm66i9pHw8QRE81MHaS6VA+EVfYjs+O9hUigUMji+MwESifSdY5iiwVMowz8dICD++1/3F8dIxuY7y/0f65pAeuNBJRNRNYX5+QUFBYXvSytqO/AQpTPbf4u8qMHZVPp8iPaUKxtUFM288yCoNcbTUJhD3elhcSfcQW0J37eYV2lLQO4ABA3EH9KR03S8/R5Fa2owKUdVORX3R8EdpxhHXiZW/mUOZx5FJ6e9fZ1ZR2ovzi6j936ppJ7cMzrMM7WvNEMQoQcMYXzxC2V4aE+/ZS3Lr++RiDTohJzbtjKSBp6RYwcxsk4t4xZZdTOnBZmq3XVvNddMrVNlvRAUvXn+DKlDyb0ERotFLjulNm2OReBHHWAqpjXJQ5Odb9UdpHn82mT/ZP4o4Rs5psseycIw5pxS8MWeytNY1gaP0lcQNNiY6anOxL/+MWK7ITe88TYVF1l+Gd7mrz3F11FPc6UHPMJUH7hPU3Hp0fDqMSwGk9y0+EWtruW0/rBZJt3d3Y8fPz579uwFcHw3At7e3gEBAefPn/9uMUzdgG/evEkiMeohICDGVAFT7wYZm7Zf4h+2DWF04UfCoOLPbjBfvWaNhZmhyeqdd0shdGnABjE2WdsrUS9DAwNDwkN9XTfIisk7PmiAOmNcdNV0DgchO5sWXbOWVjK/nNINURKOaghKrzhy+WFYWNDTwLCoUBcdtv/T9KpAQVDstgUzl5yp7BlRCxKa8+OCbvuccD24Z5fTWtX5TPKu+RBEBALiqwtMa6qvlSyf0fF3SEtPzLtjJyup5x4+to1P91q6UNzibm4rMvjU/WAN1wxNr5JeKvTcnn26/NHMXmTKFbn8rPq0WSsfI1vkwgkkot/7r+ZlU/VIH/FKvzrlP5NHcog16zQF1/xhAVHqpTJtruVTxJYzlJnBhgxXtdmCdkHIrGRK41ufFeLCy68WUjsSz1trLXW4nkozDn14uFtDQftwaMWQX8ZJud9aMT4tt+iqHzj7ob29/fz581u3bnUCx3cjsHv37rNnzzo6On63GKZowNu3b3dxcSESGfIbCIjRVcAUvKbgq89rTp+pdZHeMaUQ+ktj/H1v+vmc2LmYi1XuUDLUnXfOiPWfhYqGy40N4cPIcJmW+srtV1+3QW0xLroqmvueINbWUr8NcqrmPqm9UHvgNiVBLnEVbSNjI7ovAx011a13m9EQFLN1wSy9SzW9SGtDrInyMFeWklPRMjJft3GTg4XS/LmL3AqAgPiW4oLKvmunJKznFo9YIDCZN9bJSq84FQ1PgPz4KLxkwie60i+7GbFANN9avoDZ0KeyD4Le7OKbKbk/adgCke+5aBr7xijk5UEQZbAxdo8ss9DGYKRz/XHov/RV7Dae6dKHMgeHLBC5zrLT5296OWyHZWQf25x7Rpedb90DBBKxLv6MsaiU9YOihpgT2uysYqaORw7v37t/v62B3MJ5XHJ6G8+GZFYPawXUy92qvNL2dwo6EJn3S4MFmQMEgID4CcoAlYxN95CbMUfrTBHSfNBSjW5I3afEsuhoGtT3/sZqYS5dz/i6xsrS4uLi4pKyDxV1rT14CKp/Pq6ASOmBsC92Kwot3nbrVX5VZVkJzVN5ZXVzLxzHyy0LZi27WIUICOqHM8r/zNHyiC1Fwa0SCVdxUnmOrCsQEN9Uegjl4a56ksrbniDWoZYXXgbSiptvZiEmCVrwtIGJ7pAtUjxLPd5UIWaFHGcFFpHNEY2DEFTno8k0z+ppO57RbGGjbBdMk/csQVoxKqE365IeB8fSi+/HNJrflIGfw3PlOfVZnOtCGfqKSkZHWHNOVz5ZNib1ZFRZ4AZRzqWnkA8T9RWH7lEXWLwvthtTk+B7aJO9va3NRhu7TZtWaUrMY50nrrbC5V5SObLME599foWwgMHJuBrMmKDBDUDglyQABMRP8VopuA/3rAVnci7ziChoQZawk1AFD9cIzZHa9w6C2t9eWCUkaHwhs5M+Dk7FdjVUltWgIKghalwB8a4DgtqCNimJazrdyu5i9FVJnR/ySppxVAiK/lhAULL2Cf3NszmWNspOJTSkXlrByyQPLBDfWHgGCgP3aQkt2vqwAhZt5IaII/pii9ZcTaGb0PFViQ/Oelx5WdwKG9sbHqwTE1hyOLSKtgdUX5KLAjPvhgflNLlX6KU0m9vCv3QQlgzEupANPP9IHkpCygl5sDp4o+AcqR0xv+e2BKQcT7kZPGsffoCXYVAJlY+tuaZLudCHcqhETNWLC+7H/eKaIQgitBfeWMM3f6lXNm0Xje6CB9uUBRS3BsLPPjrqAw8vVdX7eK5K3RMHeV7F7Q+RdTIfeQAXgMAvSQAIiJ/jtVIpuMoIz9VKouKqRuudDrq6ux7Zu816+VJFFT2n+x8gCOqtjvYyXyQhp79xt7O76yGnjSuMNxwKyMRBTRGHNSSVd91HlgYWXbYSlzS+kAB/zW6w4ME+40WyGqZ2e4/CnqxNtUzdXrRhIOj5Bra/VU9VDM2B6E300OHlVbbe6+zuvHf7JhtT8RkzhA/mQBCxu+KE2t+ca8FGUl9TkAhNqVc3qYvLLLU96HZ4s4mSpKKl1/Mqhv2hxHed7Ix5FpeTmml2g56ki+sUJZSX2+1zdd6xQo5PbPnJxGbGTnX1z3YvFhRdunG3s+sB+2VivIvsH3xgDPGTsQ2Ru8T/YTO9M2oJ8Nek9+f0Q619ul2VX1THdq+Lyz47HVE+pa2Pqui2PEJ/sbfm/07jsQ+nzW0go2teehiICSha7HZx2WOtryClYeebOVZ3fbi3U0lE7UDw8ByItud7Vefxm1582zA8cPRz0gKpBgQ+nwAQEJ/P6ge7pFJI7bnPb505st12reWaNVYbNh/wuvY0LreO1gmFIHxP9bt7pw9uXr/G0mq9ndOhsw/iSlAQ1F/19vG9B3ElyMQwVN7zO/eeZdXTx93JHYWvAk7sdVi/do3VevsdR8/cf1cL92Oroi+fe5LRPfypGyoqL/j8flurNevtd3pcD30VduvCnXftEETB9aQ/uXD15XBV+oMx/WTRE7uqkwKO77JdY265wdHVN6akDZnbV/vYQVlEY9/TkqEx9v6KhPsnd9qus1y9bovzlRelvfSdDeAcUzuzgr0POlivXWNlt/v0w5QmZPgCIuPbkvzPXHiSg0y0+MkATUpyKe2ZTy8csF9ntWat3b5zj9NbGUM5xIE6/5XszJqnipEll2QsqjDc+9DmtRaW6zbtPf00mbal5+hEdBfHPbj7KLEc+VFB5Makx1euBqY39v2Og0Sj8YDr34YAEBA/3aumUomDfT29/dihNmJkFshEfH8fenC4aRn5cMJz/AC6tx9H+tetKPHonj7EMj5hYODBlxKgEnEDff2Yj15a01MnTRWzE9E1H017gSAypr8XjR1/11DiQG9PP+gBT4Sf2D8KD3mgIWjtQk7zB6MmrVLJJCy6rx/ZmGui8MB9QOB3JwAExO9eAkD+pyQBXJa/8/6TD7PapmTqfo1EUQl9hb6bzN2G9uH4NbIFcvETEeguiQ84fdDRYfP2Q2cepzd96lt6hNq4u6cOOm3e7HTw9N24WqSjQCF0l76673P86F6nLQ5bd7tcevSmDJnXi4AgtFekvAx782H0feT51/8HAuLr2QGfgMB3I4Dvaqiub+nGIqb17xbRbxwwlULsri0u7xizo9RvzARk/T8kQPgQcmSlmtJSs41bHTcaKkooW19NacGM/5PveOVmLCOlaWG/dau9haa0rIn7a9oGthQMKsnTQFHbzNp287YtdpYGylKKyw+HVtOH0ogDnRXpLwMv71+loGhwKKRh0jMHBMSkIwUBAgKAACAACAACnybQE3t0qZj82osvK3pxeHT9iz1KCyQ2BZR1jRq0pAVS4r1k7nxj75S67oGB7rpkb2NO5iWXS2hf3MU2pr+MzfjQ0N4zgEE3ZgTuV5m3wMgbfgZBA435gcfsVhso8czh1tgbiKwX/3S6vuQpEBBfQgu4BQQAAUAAEAAEvp0AJuHoUmHlrY/yuxhhZXpocErahZR1jZ2IW3t56WzWVU9Q9M1mqcTOx6tYZ2tfHrtjLaGl6IY+x3wjb/qsdtJgT8OHwvQwn22LpVR3PR27Rf63ZgMIiG8lCPwDAoAAIAAIAAJfRqAqYL2s8DKPmCpkWnrb/XUCHLpnsho/2kcODpQSt513utjeZCyZNr5BJWEzDkpO5972emi4g0wYqMl8GfrA+5CNiemmi29bh57AG/9VxJwwlFXa8QQIiC97RcA1IAAIAAKAACAw9QgUXF0pKmJ4Nq4OGbJAP3MQmat6NLluaOE2kmhSyDqWaYtc85GVd2RssafSNJa1QchMSgjfV/doh5qMGA8bp+LWm1nIfrX0AIjlLzz1ZZV2AgGBAAX/AQFAABAABACBn5ZA4bVVYmJG5+LrEQHR+2yTMJOqc+pYAUF+Zs06TdGtENmXh4x976k4jWVdCOIVohAxTUWpKe9iAy9tX7bY8GjEyN1TgYD4aQsJSDggAAgAAoAAIDCaQPV9G1lR/WMxVcjWcc0Ba/g59c7nNI0ZwqAm7BSYLrE/DYMMYWDS9ktM53OKHx0mBKFr4/cqsyraPBnxCAiIETDAKSAACAACgAAg8HMTIL5z1xVSdniUR9tFHYKgFGdVdmmHiPLu4fkLVDJdMrTc0J/FvOLB0CTK9gBTpll610eaGRgwBhty3DWYZdf8f3v3G9JEGMcBfBBUpJZFNlRMVrjV0ILbWmhB0moGRxt7k2T4pkCC8EUv+oNREEFvIogoFB1SltqLDAUjaujEN0LezXODzAId2h9Lp9Q2z+12Z0y32mizc11I7ntvdrvnzz3PhzF+8PyzROEE3j6/btirq27BMs4oFdxCAAIQgAAE/k+BWds1w86CYzdejYamUY62nt69RV3VOuReXIQx/visnjh04eWEL7TlsKvuaGZG8dXuaV4Q+KmumuL0zCO1oUUYAc9w+73aF28Wjknm2c+2O+WqrYoTde8XTATO7/N8/9TXfOlwkeZMPeOb9XrY8Ln2kqBhFYYkjKgEAhCAAAQgsByBiZ5bp3T52bkF6l2KbZm5B6tbmK/heZHTT8pz1uWdbBn5tjjPwWOvqyySZ+UpCwuVeVnyPZW1AwtHxvpn6NukQp6VvX2HSq1S5Mhz1cdrnr4LD4tMDXZcPJCRlr5pg0y2Zv3atI0FhvON1M+ZE8tpa/y8CCDiu+ApBCAAAQhA4F8KBL1uF21ta2qof9TR6xid8S+OWMzPs51Vis37r/R+ZCPjGQI76XLY2h5aGh60dTtcU+HFnwLPuseGmD5re3Njg6XpWZd95MuvDbG52ZnxIdrODDqcTqdjcMDuGB6bTLDXZVL9RACRFBsKQQACEIAABP5eQAhyAS72eDzBek6Zb7rrdEcmWEbewnMBP/f7RlOhLSmDXCDw5/MQIxVJ9IkAQiJIVAMBCEAAAhCQQGCi8+bl+z0fvBIONkjQqjhVIICIg4JHEIAABCAAgRUSCLJeL8sJkeGLFWqFiNcigBCBhCwQgAAEIAABCMQKIICI9cA3CEAAAhCAAARECCCAEIGELBCAAAQgAAEIxArI9q32iyAIs9lcWlqq1WpXe1/RvyQFCIIwGo1lZWUajSbJKlAssYBOpyNJMnE6UiQTIAjCZDLp9Xr8kiUzjVdRSUlJRUVFCiJrtVqSJOfmwstDZK9T4KIoqr+/PwU6ii4mL0DTNEVRyZdHySUFYLskj5SJ+LuTUjNxXTRNJ05czSkMw/B8eCmpTMAFAQhAAAIQgAAERAhED2JgDkS0Bu4hAAEIQAACEBAlgABCFBMyQQACEIAABCAQLfADej4fXNqYZOAAAAAASUVORK5CYII="/></fig><p>216-0116 ISSN: 0120-4327 DOI: https://doi.org/10.31948/rev.unimar
Rev. Unimar Vol. 43 No. 1 pp. 56-74
Group Stereotype p Effect size Comparison
subgroup p
Grade
Social behavior Not significant 0,023
6 &gt; 7 0,048
6 &gt; 8 0,021
Competencies and
abilities 0,001 0,071
6 &gt; 7 0,001
6 &gt; 8 0,008
Affective expression 0,002 0,053
6 &gt; 7 0,001
6 &gt; 8 0,028
Social behavior Not significant 0,018 6 &gt; 8 0,020
General 0,007 0,047
6 &gt; 7 0,001
0,031
Table 5, shows that there were significant differences in the internalization of gender stereotypes,
mainly in the dimensions of ‘Competencies and Abilities’, ‘Affective Expressions’, and ‘Social
Responsibility’, with a tendency to be greater for men than for women, and with an effect size
between small and medium (Domínguez-Lara, 2018).</p><p>With respect to age, there were significant differences in the Body dimension and in certain
subgroups. For Social Behavior, Competencies and Abilities, and Social Responsibility, the overall
score did not differ significantly, but it did in certain groups. Similarly, in some dimensions, such
as Behavior and Social Responsibility, there were no significant overall differences, but there were
differences in subgroups. Competencies and Abilities, Affective Expressions, and General Score
showed significant differences, although the effect size was small. A tendency towards greater
internalization of gender stereotypes with age was observed.</p><p>On the other hand, sixth graders showed a greater internalization of gender stereotypes.
Regarding preferences, there were significant differences in the preference for reading (p &lt;
0.001), which was more pronounced in females, and the preference for video games (p &lt; 0.001),
which was more pronounced in males.</p><p>Correlations between variables</p><p>The correlation between the socio-demographic and taste variables of the students with gender
stereotypes and their dimensions is presented in Table 6, with the most significant results (p &gt;
0.05).</p><p>Table 6
</p><p>Correlations between the different study variables</p><fig><label>Figure</label><graphic 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"/></fig><p>As can be seen in Table 6, there were significant, weak and negative correlations between
school grade and the internalization of gender stereotypes in dimensions such as social behavior,
competencies and abilities, affective expression, social responsibility and in the total score of
the questionnaire. This suggests that as school grade increases, the internalization of gender
stereotypes decreases in these dimensions and in general.</p><p>As for gender, a negative correlation was found, indicating that in these dimensions and in the total
score, the internalization of stereotypes was lower in women than in men, although the strength
of the correlation was weak. On the other hand, the correlation with age shows a higher level than
the previous ones, indicating that the internalization of body stereotypes increases with age.</p><p>In addition, the activities preferred by the students and their relationship with gender roles were
studied, finding weak correlations that suggest that those people who like sports have higher
levels of internalization of emotion stereotypes, and those who like video games have the same
levels, but in the dimension of social responsibility.</p>
			</sec><sec>
			<title>Discussion</title>
				<p>The results of the research show that the participating students have a high level of internalization
of gender stereotypes. This characteristic is similar to that found in other research, such as Colás
and Villaciervos (2007), García and Carbonell (2023), Villanueva-Blasco and Grau-Alberola (2019),
Villarreal-Fernández and Durán-Quiceno (2023), where internalized beliefs above this percentage
were evident. Despite the temporal differences between the oldest and most recent studies, the
persistence of these levels is worrying, although the location of each study must be considered.
These high levels of internalization of stereotypes can lead to difficulties in identifying their interests
and respecting the rights of students.</p><p>The greatest internalization of stereotypes is found in the dimensions of Affective Expression and
Social Behavior. This shows that it is still believed that women are the ones who should express
love and affection more, while differences persist in the way men and women behave socially.
These results are in line with the work of Villarreal-Fernández and Durán-Quiceno (2023), who
conducted their research in an educational institution in the same department, but in a different
municipality; that is, the culture, in terms of beliefs regarding the role of men and women, is
common. The same happens with the less internalized stereotypes, such as the body and social
responsibility, obtaining similar results in both studies.</p><p>Seeing the tastes of adolescents, such as some of
the activities they do, allows us to introduce new
variables that are consistent with what has been
found in other research. At the same time, it allows
us to identify possible causes or consequences
of the internalization of stereotypes. In this
case, it is observed that masculine preferences
prevail in sports, Internet use, mathematics and
video games, and feminine preferences prevail
in reading, thus confirming socially internalized
gender stereotypes. The results allow us to
observe that emotional stereotypes are more
internalized with the taste for sports, and social
responsibility with the taste for video games.</p><p>There were significant differences in the
internalization of stereotypes in the general
result regarding the gender of the participants.
These results are different from those obtained
by Villarreal-Fernández and Durán-Quiceno
(2023), but they are similar to other works in
which these differences were significant (Colás
&amp; Villaciervos, 2007; Villanueva-Blasco &amp; GrauAlberola, 2019). In addition, it was observed
that the significance of the differences was
presented between gender and the dimensions of
competencies and abilities, affective expression
and social responsibility.</p><p>The correlational study became a contribution to
the understanding of the subject, since it allowed
to identify how the internalization of stereotypes
increases or decreases in relation to other
variables. This leads to educational activities
that, in some way, influence these beliefs. On
the other hand, there was a negative correlation
between stereotypes and school grade; the
higher the grade, the fewer stereotypes in
general and greater internalization in men. The
grade in which the student is found negatively
correlates social behavior, skills and abilities,
affective expression, social responsibility and
stereotypes in general, corroborating what was
outlined by Zhao (2022), in the approach to the
effect that the educational environment can
have, in this case, the peers with whom he or
she studies.</p><p>In terms of specific dimensions, it is evident
that school-aged adolescents show a significant
tendency to internalize gender stereotypes
related to physical appearance, social
interactions, occupational skills and abilities, and
gender roles in the family environment. These
findings are consistent with previous research
highlighting the powerful influence of media,
family, and society in the construction of gender
stereotypes during adolescence (Kågesten et
al., 2016; Tenenbaum &amp; Leaper, 2002; Ward &amp;
Grower, 2020; Zhao, 2022).</p>
			</sec><sec>
			<title>Conclusions</title>
				<p>The research shows that gender stereotypes
are deeply internalized by the adolescents in
the sample, consistent with previous studies
that highlight the influence of these stereotypes
on individual perceptions and behaviors.</p><p>In particular, the Affective Expression and Social
Behavior dimensions showed the highest levels
of internalization, suggesting that specific roles
and behaviors are assigned to each gender
in terms of emotion and social behavior. This
reinforces the idea that men are expected to
be emotionally strong and women, to be more
empathetic and sociable.</p><p>Although the Body dimension showed lower
levels of internalization, it is concerning that
nearly 50% of participants believe that women
should take more care of their appearance than
men. This reflects the persistence of beauty
and body image stereotypes, which may have
implications for self-esteem and mental health.</p><p>On the other hand, there are significant
differences between men and women in the
internalization of gender stereotypes. Men
showed higher levels in general as well as in
specific dimensions such as competence,
affective expression, and social responsibility.
These findings are consistent with the theory of
gender socialization, which postulates that men
are raised to be independent and achievementoriented, while women are educated to be
emotional and relationship-oriented.</p><p>Furthermore, the internalization of body
stereotypes increases with age, possibly due
to the greater influence of media and social
pressures during adolescence. However, noclear trend was observed in other dimensions,
suggesting that stereotype internalization may
occur at different stages of development.</p><p>In terms of grade level, sixth graders showed
greater internalization of stereotypes than eighth
graders, suggesting a greater vulnerability in the
early years of adolescence when young people
are constructing their gender identity.</p><p>These findings highlight the importance of
implementing educational policies that promote
gender equality and reduce the perpetuation
of stereotypes in the school environment. In
order to make progress towards achieving the
UN Sustainable Development Goals, particularly
SDG 5 on gender equality, it is recommended
that educational institutions in the region adopt
awareness-raising and training programs for
both students and teachers. These programs
should address the impact of gender stereotypes
on identity construction and their long-term
effects on academic and career choices.</p><p>Educational institutions are encouraged to
promote spaces for reflection and analysis of
gender roles in order to reduce discriminatory
attitudes and provide an inclusive environment.
In addition, the commitment of institutions is
crucial in designing intervention strategies that
strengthen a just and equitable vision in future
generations, contributing to a society that values
the diversity of skills and talents, regardless of
gender.</p><p>For future research, it is suggested to increase
the sample size to obtain more representative
and generalizable results; to examine the
impact of educational interventions designed
to challenge gender stereotypes and promote
equality; to explore the influence of cultural,
religious and socio-economic factors on
gender stereotypes; to conduct longitudinal
studies to assess the long-term effects of
attitudes and perceptions related to gender
stereotypes; to examine the relationship
between gender stereotypes and academic
achievement, including career choices and
performance, compare gender attitudes in
different educational contexts, such as public
and private schools, rural and urban schools,
and across countries; and complement
quantitative research with qualitative
approaches, for instance in-depth interviews
and focus groups, in order to gain a more
detailed and contextualized understanding
of experiences and beliefs related to gender
stereotypes, as these qualitative approaches
would enrich the understanding of gender
stereotypes and provide more comprehensive
perspectives to inform future educational
interventions and policies.</p>
			</sec><sec>
			<title>Conflict of interest</title>
				<p>The authors declare that no personal interests
or interests beyond their control, including
misconduct or values other than those usual
and ethical in research, were involved in the
conduct of the work or the writing of the article.</p>
			</sec><sec>
			<title>Ethical Responsibilities</title>
				<p>This study respected the ethical standards
established by the Declaration of Helsinki and
Law 1581 of 2012, which establishes general
provisions for the protection of personal data
in Colombia, including the voluntary nature of
participation, the free and informed consent for
the use of data collected for research purposes,
and the indication that participants could
stop participating at any time. Therefore, the
confidentiality of the participants was respected
in the processing of the data, and the guardians
were asked to sign the informed consent and
assent of each participating student.</p>
			</sec><sec>
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			</sec><sec>
			<title>Contribution</title>
				<p>Jorge Eliécer Villarreal-Fernández: Principal investigator. Statistical data processing, writing
of the materials and methods and acquisition of the results.
</p><p>Paola Andrea Durán-Quiceno: analysis and interpretation of results, search for background
information, drafting of the introduction, methods, discussion and conclusions.
</p><p>Luís Vega Jaime: analysis and interpretation of the results, drafting of the introduction, methods,
discussion and conclusions, editing.
</p><p>All authors participated in the drafting of the manuscript, read and approved it.</p>
			</sec></body>
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    <ack>
      <p>No aplica</p>
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</article>