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  <front>
    <journal-meta>
      <journal-id journal-id-type="nlm-ta">International Journal of Cognitive Research in Science, Engineering and Education (IJCRSEE)</journal-id>
      <journal-id journal-id-type="publisher-id">IJCRSEE-2022</journal-id>
      <journal-title>International Journal of Cognitive Research in Science, Engineering and Education (IJCRSEE)</journal-title><issn pub-type="ppub">2334-847X</issn><issn pub-type="epub">2334-8496</issn><publisher>
      	<publisher-name>International Journal of Cognitive Research in Science, Engineering and Education (IJCRSEE)</publisher-name>
      </publisher>
    </journal-meta>
    <article-meta>
      <article-id pub-id-type="doi">10.23947/2334-8496-2022-10-2-133-143</article-id>
      <article-categories>
        <subj-group subj-group-type="heading">
          <subject>Research Article</subject>
        </subj-group>
        <subj-group><subject>university ranking</subject><subject>higher school</subject><subject>education</subject><subject>expert assessments</subject><subject>scientometrics</subject><subject>institutional environment</subject></subj-group>
      </article-categories>
      <title-group>
        <article-title>Comprehensive Analysis of The Activities of Russian Federal Universities</article-title><subtitle>Comprehensive Analysis of The Activities of Russian Federal Universities</subtitle></title-group>
      <contrib-group><contrib contrib-type="author">
	<name name-style="western">
	<surname>Petrosyants</surname>
		<given-names>Daniel V. </given-names>
	</name>
	<aff>Department of Political Science, Faculty of Social Sciences and Mass Communications, Financial University under the Government of the Russian Federation, Moscow, Russian Federation</aff>
	</contrib><contrib contrib-type="author">
	<name name-style="western">
	<surname>Simonov</surname>
		<given-names>Konstantin V. </given-names>
	</name>
	<aff>Department of the Political Science, Faculty of Social Sciences and Mass Communications, Financial University under the Government of the Russian Federation, Moscow, Russian Federation</aff>
	</contrib><contrib contrib-type="author">
	<name name-style="western">
	<surname>Seleznev</surname>
		<given-names>Pavel S. </given-names>
	</name>
	<aff>Faculty of Social Sciences and Mass Communications, Financial University under the Government of the Russian Federation, Moscow, Russian Federation</aff>
	</contrib><contrib contrib-type="author">
	<name name-style="western">
	<surname>Mitrakhovich</surname>
		<given-names>Stanislav P. </given-names>
	</name>
	<aff>Department of Political Science, Faculty of Social Sciences and Mass Communications, Financial University under the Government of the Russian Federation, Moscow, Russian Federation</aff>
	</contrib></contrib-group>		
      <pub-date pub-type="ppub">
        <month>08</month>
        <year>2022</year>
      </pub-date>
      <pub-date pub-type="epub">
        <day>31</day>
        <month>08</month>
        <year>2022</year>
      </pub-date>
      <volume>10</volume>
      <issue>2</issue>
      <permissions>
        <copyright-statement>© 2022 © 2022 By the authors, http://creativecommons.org/licenses/by/4.0/</copyright-statement>
        <copyright-year>2022</copyright-year>
        <license license-type="open-access" xlink:href="http://creativecommons.org/licenses/by/2.5/"><p>This is an open-access article distributed under the terms of the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.</p></license>
      </permissions>
      <related-article related-article-type="companion" vol="2" page="e235" id="RA1" ext-link-type="pmc">
			<article-title>Comprehensive Analysis of The Activities of Russian Federal Universities</article-title>
      </related-article>
	  <abstract abstract-type="toc">
		<p>
			This article aims to fully investigate the activities of the Federal Universities of Russia in the context of various aspects of development and to find appropriate comprehensive assessment methods that can be applied to modern universities that meet the best global standards. The main methods of research are comparative analysis and the formation of qualimetric models based on synthetically selected evaluation criteria. Structural changes in the activities of Russian federal universities have been analyzed. Authors analyze scientific, educational and social activities and other parameters. Particular attention is paid to the development of the ecosystem of innovations in Russian federal universities, its constituent elements and the peculiarities of their functioning. The study provides an opportunity to combine various aspects in the model of university activities. The article presents a comparative analysis of the development of federal universities and their ranking by integrated assessment. The development of communication channels between the academic community and mass audiences was analyzed, also the publication activity of federal universities was evaluated. The authors propose the main methods and sources of collection, processing and verification of disparate information on the state of innovation ecosystems in Russian federal universities. The proposed methodology, unlike existing approaches, allows a comprehensive assessment of the successful and underdeveloped activities of modern universities in both statistics and dynamics. The conclusion of the work is the need for a comprehensive analysis of federal universities by building a qualification parametric model on a regular basis.
		</p>
		</abstract>
    </article-meta>
  </front>
  <body><sec>
			<title>Introduction</title>
				<p >The concept of high-profile universities in Russia emerged in 2006, when the legal framework was established and the first two federal universities (FU) – the Northern Federal University (NFU) and the Southern Federal University (SFU) – were created. Thirteen years have passed since then, and the ideas about the system under development and the related tasks have changed. Various ways and mechanisms of cooperation between the federal universities and outside world have been entering into force at different times, with special importance attributed to federal districts, where the universities function as development drivers and flagships in all senses and areas, including social, economic, political, scientific, explorative, cultural and educational aspects (Ivanov and Sokol-Nomokonov, 2018). Scattered talent pools located throughout the country and the ambition to create educational centers for new regional and federal elite resulted in the network of federal universities established in the Russian Federation. At the moment, there are ten national universities of this kind (one in each federal district, with three more universities in the Far Eastern Federal District, Southern Federal District and Northwestern Federal District; in the Central Federal District there is no federal university due to high number of top-quality higher educational institutions in Moscow).</p><p >Federal universities were mainly created in Russian regions through the merger of several universities into a single academic organization. The original purpose was to establish a leading university in each region. D. Salmi, a specialist in education policy, points out that “creation of leading universities exclusively by means of merger, especially in case of poor-quality educational institutions, is the most expensive, the slowest and highly risky way to achieve academic excellence” (Salmi, 2009).</p><p >It is important to make it clear what the “leading regional university” is understood to be. One more question is whether federal universities succeed in obtaining the status of leading educational institutions in their regions. First of all, they are not only educational, but also powerful scientific and research entities on a local level. Secondly, the background for their increasing prominence with regard to innovative processes in regions was predetermined historically. In more recent times, due to reorganization of higher education system carried out in the Russian Federation in the 21st century, these universities have taken part in transformation programs, obtained the status of federal scientific research entities, joined 5-100 competitiveness improvement program (five out of ten federal universities, namely Immanuel Kant Baltic Federal University, Far East Federal University, Ural Federal University, Kazan Federal University, Siberian Federal University), innovative universities contest, Digital University 2019 Competition (Ural Federal University) etc. Thirdly, these universities have already entered the regional innovative technological chain, established scientific and production ties with research centers and manufacturing enterprises, and, above all things, facilitated promotion and mass production of innovative products at these enterprises.</p><p >Summing up what has been said, Russian federal universities now face a wide array of tasks, which are aimed at the development of human potential and innovative ecosystems in local economies (Salmi and Frumin, 2013).</p><p ><bold>Literature review</bold></p><p ></p><p ><bold>Russian scientific literature review</bold></p><p >Various problems related to the development of high-profile federal universities have been continuously discussed in Russian scientific discourse since 2006, when this concept first emerged (Altbach, 2018; Arzhanova and Knyazev, 2013; Verkhovets, Kirko and Keush, 2010).</p><p >E. Smolnikova from Kazan Federal University highlights the importance of cooperation between federal universities and the respective regions. She points to the growing collaboration of the aforementioned university with real economy and business sector. The accumulated experience shows that the synthesis of science and production is mutually beneficial for both parties, because the university in this case has financial sources for the development and introduction of new technologies, which is supported by the legislative package of Russian Government (Smolnikova, 2014).</p><p >Both Russian and foreign scientists put emphasis on scientific efficiency issues through the analysis of scientometric indicators of Russian universities (Balatsky and Ekimova, 2020; Petrosyants et al., 2020).</p><p >Quite a lot of articles focus on overall development problems experienced by the leading high-profile universities in Russia, with special attention paid to harmonious innovation eco-systems in the regions (Slobodchikova, Bojaeva and Goldenova, 2014).</p><p ><bold>Analysis of foreign researches</bold></p><p >International scientific discourse analyzes the development of national high-profile universities from the point of view of their competitiveness improvement in the uncertain economic environment and today’s circumstances that create new challenges for the academic community (digitalization, massive open online course development, disalignment with labor market etc.). In this regard, the analysis of higher education system reforms in Russia and foreign countries in Europe, Asia and America is of great interest (Guironnet and Peypoch, 2018).</p><p >After the Bologna Declaration and Lisbon Program were signed, reformation of European university systems has been dominating the global agenda, because regulations applied to European universities have created serious obstacles for their development in comparison with American peers. Moreover, the booming economies of China and India promote the creation of excellent universities in their countries. Europeans now face the challenge of using universities as drivers for cooperation between authorities, business and societies in order to make European economy more innovative and competitive (van der Ploeg and Veugelers, 2008).</p><p >During the last thirty years both Spain and Russia have been experiencing social and economic difficulties inherent to the transition period, with massive impact produced upon the financing, management and quality of education. The year of 2007 marked the beginning of higher education system reforms in Spain, which gave the highest priority to research activities and knowledge transfer mechanisms used by universities. It is interesting to note that neither the availability and development of special infrastructure aimed at higher knowledge transfer rate (business incubators), nor the region’s good financial standing affect the efficiency of research and studies carried out by universities, and the historically formed scholarly traditions are more important in this sense (Berbegal-Mirabent, 2018). Similar problems in Italian higher education system were illustrated through an example of national universities in the period from 2000 to 2010 (Guccio, Martorana, and Mazza, 2016).</p><p >In evaluating the consequences and effects of the recent global economic crisis upon cuts in public higher education expenditures in European countries, some analysts came to conclusion that higher education system was to a smaller extent subject to harsh austerity measures as compared with education sector in general. These findings are valuable for understanding how national governments control public financing of higher education amid economic crisis (Skrbinjek, Šanlesjak and Šušteršiè, 2018).</p><p >Some researchers pay attention to labor productivity in European universities. The general analysis shows great difference in production volume per researcher in various countries, diverse efficiency figures within each branch of knowledge and unequal distribution of resources per researcher. It is interesting to mention that all EU countries have significant capacities enabling them to increase the research volume without the need to spend more resources (Pastor and Serrano, 2016).</p>
			</sec><sec>
			<title>Materials and Methods</title>
				<p >1. Primary information sources for this study comprise publicly available data from the official websites of Russian universities, websites of Russian state authorities, magazine articles (including those indexed in WoS and Scopus), and Russian scientific e-library used in accordance with Open Science paradigm.</p><p >2. The authors of the present article used information from the following websites:</p><p >- information analysis findings based on efficiency monitoring of higher education institutions / official website of the Ministry of Science and Higher Education of the Russian Federation. Main information computer center (http://indicators.miccedu.ru/monitoring/?m=vpo):</p><p >- official website of the Ministry of Science and Higher Education of the Russian Federation. National Education Project (https://edu.gov.ru/national-project);</p><p >- official website of the Russian Academic Excellence Project (https://5top100.ru/en);</p><p >- official website of the State Statistics Committee of the Russian Federation (http://www.gks.ru);</p><p >- abstract database of scientific publications Scopus (http://www.scopus.com);</p><p >- official website of Alexa Internet, Inc. (https://www.alexa.com/login)</p><p >- Russian science citation index (http://www.elibrary.ru);</p><p >- SCAN-Interfax. Russian mass media monitoring and social media analysis (http://scan-interfax.ru);</p><p >- official website of the Academy Interfax Project / National universities ranking (NUR-Interfax) (http://academia.interfax.ru). Abbreviated names of Russian universities used herein are available on this website.</p><p >3. The present study uses traditional investigation methods, including classification, comparative analysis, generalization, comparison and forecasting.</p><p >4. Study validity is ensured by the comparison of data coming from different sources together with various data validation methods, such as variability index, mean absolute deviation, variability range, skewness and kurtosis.</p><p >The procedure for collecting and processing identical and comparable data for synthetic qualimetric studies is a complex task in itself. The linear ranking technique consists of four stages: selection of calculated (initial) data, transition to dimensionless values, construction of the resulting indicator, ordering of the examined objects into a linear list. The difficulty of selecting indicators is that it is necessary not only to focus on the defining meaning and autocorrelation criteria, but also on their reliability and the possibility of verification.</p><p ><fig><label>Figure</label><graphic xlink:href="data:image/png;base64,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"/></fig><fig><label>Figure</label><graphic xlink:href="data:image/png;base64,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"/></fig>(1)</p><p >Where: M - multipliers of individual indicators of the rating model, - a two-dimensional matrix of calculated indicators of the model, n - the number of rated objects. The value of private indicators is normalized to 100 points:</p><p ><fig><label>Figure</label><graphic xlink:href="data:image/png;base64,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"/></fig>  (2)</p><p >The final value of the rating R is obtained by normalizing to 1000 points the synthetic result values of the model indicators:</p><p ><fig><label>Figure</label><graphic xlink:href="data:image/png;base64,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"/></fig> (3)</p><p >The multifactorial model of the consolidated analysis of university activities implemented in our study consists of six research blocks (units) and is calculated using the formula:</p><p >SR =0,2 ×BE + 0,2 ×BR +0,15 ×BS + 0,15 ×BC + 0,15 × BIE + 0,15 ×BB   (4)</p><p >Where SR – Summary Ranked list of universities, BE – Block of Education, BR – Block of Research, BS – Block of Socialization, BC – Block of Communications development, BIE – Block of Innovation and Entrepreneurship, BB – Block of university Brand development.</p><p >A total of 36 indicators of federal universities were used in six research blocks.</p><p ><fig><label>Figure</label><graphic 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"/></fig><fig><label>Figure</label><graphic 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"/></fig></p><p >Figure 1. Model Research Blocks.</p>
			</sec><sec>
			<title>Results</title>
				<p >Initially, we select the most relevant research criteria for the activities of universities and calculate correlation matrices, which gives information about the possible dependence of series, while assuming that in a number of criteria we consider them acceptable and level them with multipliers introduced into the task to each calculated criterion.</p><p >In addition, we calculate the model for a larger research sample than only federal universities (10), taking 317 Russian universities selected for the basic model. In this regard, the result obtained for the most successful federal university in block intermediate results will not be equal to 1000 points. To 1000 points, we will give only the final calculation for federal universities.</p><p >The first research block, - education (E), is calculated according to 6 criteria.</p><p >E1. The range of implemented educational programs of the first level of mass training of highly qualified personnel (bachelors and specialists) in 2020.</p><p >E2. Quality of applicants (input average examination score).</p><p >E3. Academic staff with degrees (number).</p><p >E4. Cost of educational services of the university in 2020.</p><p >E5. Organization of student practice. Composite assessment based on: the number of enterprises and organizations with which agreements on targeted training and organization of practice were concluded and operated in 2020, external participants (“practitioners”) in the teaching staff of the university.</p><p >E6. Work with schools and schoolchildren. Composite assessment based on work with schoolchildren and schools.</p><p ><bold>Table 1</bold></p><p >Correlation matrix for the Block of Education</p>

<table-wrap><label>Table</label><table>
 <tr>
  
  <td>
  E1
  </td>
  <td>
  E2
  </td>
  <td>
  E3
  </td>
  <td>
  E4
  </td>
  <td>
  E5
  </td>
  <td>
  E6
  </td>
 </tr>
 <tr>
  <td>
  E1
  </td>
  <td>
  1,000
  </td>
  
  
  
  
  
 </tr>
 <tr>
  <td>
  E2
  </td>
  <td>
  0,364
  </td>
  <td>
  1,000
  </td>
  
  
  
  
 </tr>
 <tr>
  <td>
  E3
  </td>
  <td>
  0,048
  </td>
  <td>
  0,186
  </td>
  <td>
  1,000
  </td>
  
  
  
 </tr>
 <tr>
  <td>
  E4
  </td>
  <td>
  -0,123
  </td>
  <td>
  -0,042
  </td>
  <td>
  0,370
  </td>
  <td>
  1,000
  </td>
  
  
 </tr>
 <tr>
  <td>
  E5
  </td>
  <td>
  0,309
  </td>
  <td>
  0,145
  </td>
  <td>
  0,052
  </td>
  <td>
  -0,037
  </td>
  <td>
  1,000
  </td>
  
 </tr>
 <tr>
  <td>
  E6
  </td>
  <td>
  0,407
  </td>
  <td>
  0,133
  </td>
  <td>
  -0,001
  </td>
  <td>
  -0,144
  </td>
  <td>
  0,179
  </td>
  <td>
  1,000
  </td>
 </tr>
</table></table-wrap>

<p >The second research block, - studies (R), is calculated according to 8 criteria.</p><p >R1. The range of educational programs (EP) implemented by the university on the second and third levels of training of research personnel of higher qualifications (masters, graduate students, doctoral students).</p><p >R2. The contribution of the university to the formation of the scientific and educational elite of the country. Regular measurements made by our research group are based on independent methodology. Graduates of universities who have become world-class scientists, have become members of national and foreign academies of sciences, rectors of universities, etc. are taken into account.</p><p >R3. Supercomputers. Performance of computing systems and the level of development of mathematical modeling. Evaluation of distributed computer networks of the university and efficient use of the resource.</p><p >R4. Scientific productivity of the authors of the University according to Scopus at the end of 2020. The number of articles published in the five-year period 2016-2020, normalized by the average number of academic staff over 5 years.</p><p >R5. Citation of University authors’ articles according to Scopus at the end of 2020.</p><p >R6. Scientific productivity of University authors according to RSCI (Russian Science Citation Index) at the end of 2020.</p><p >R7. Citation of University authors’ articles according to RSCI at the end of 2020.</p><p >R8. R&amp;D funding at the University in 2020.</p><p ><bold>Table 2</bold></p><p >Correlation matrix for the Block of Research</p>

<table-wrap><label>Table</label><table>
 <tr>
  
  <td>
  R1
  </td>
  <td>
  R2
  </td>
  <td>
  R3
  </td>
  <td>
  R4
  </td>
  <td>
  R5
  </td>
  <td>
  R6
  </td>
  <td>
  R7
  </td>
  <td>
  R8
  </td>
 </tr>
 <tr>
  <td>
  R1
  </td>
  <td>
  1,000
  </td>
  
  
  
  
  
  
  
 </tr>
 <tr>
  <td>
  R2
  </td>
  <td>
  0,291
  </td>
  <td>
  1,000
  </td>
  
  
  
  
  
  
 </tr>
 <tr>
  <td>
  R3
  </td>
  <td>
  0,286
  </td>
  <td>
  0,335
  </td>
  <td>
  1,000
  </td>
  
  
  
  
  
 </tr>
 <tr>
  <td>
  R4
  </td>
  <td>
  0,440
  </td>
  <td>
  0,447
  </td>
  <td>
  0,457
  </td>
  <td>
  1,000
  </td>
  
  
  
  
 </tr>
 <tr>
  <td>
  R5
  </td>
  <td>
  0,396
  </td>
  <td>
  0,490
  </td>
  <td>
  0,341
  </td>
  <td>
  0,831
  </td>
  <td>
  1,000
  </td>
  
  
  
 </tr>
 <tr>
  <td>
  R6
  </td>
  <td>
  -0,046
  </td>
  <td>
  -0,029
  </td>
  <td>
  -0,090
  </td>
  <td>
  0,104
  </td>
  <td>
  0,031
  </td>
  <td>
  1,000
  </td>
  
  
 </tr>
 <tr>
  <td>
  R7
  </td>
  <td>
  0,032
  </td>
  <td>
  0,071
  </td>
  <td>
  -0,033
  </td>
  <td>
  0,184
  </td>
  <td>
  0,236
  </td>
  <td>
  0,491
  </td>
  <td>
  1,000
  </td>
  
 </tr>
 <tr>
  <td>
  R8
  </td>
  <td>
  0,370
  </td>
  <td>
  0,294
  </td>
  <td>
  0,344
  </td>
  <td>
  0,640
  </td>
  <td>
  0,536
  </td>
  <td>
  0,010
  </td>
  <td>
  0,098
  </td>
  <td>
  1,000
  </td>
 </tr>
</table></table-wrap>

<p >The third research block, - socialization (S), is calculated according to 5 criteria</p><p >S1. Average salary of academic staff of the University in 2020.</p><p >S2. Continuing education. Composite assessment, which includes: income from additional education services in the general budget of the university in 2020, Supplementary Vocational Education (SVE) programs implemented by the university, customers of the SVE EP, the number of students who received additional education in 2020.</p><p >S3. Campus quality and convenience. Evaluation by experts.</p><p >S4. Participation of the University in the development and implementation of programs of socio-economic development of the country, region, city. Evaluation by experts.</p><p >S5. Development of the social sphere of the University (social programs). Qualitative parameter: participation of university representatives in the development of programs; joining expert councils and public councils of government bodies (federal, regional, city) (for the period 2016-2020).</p><p ><bold>Table 3</bold></p><p >Correlation matrix for the Block of Socialization</p>

<table-wrap><label>Table</label><table>
 <tr>
  
  <td>
  S1
  </td>
  <td>
  S2
  </td>
  <td>
  S3
  </td>
  <td>
  S4
  </td>
  <td>
  S5
  </td>
 </tr>
 <tr>
  <td>
  S1
  </td>
  <td>
  1,000
  </td>
  
  
  
  
 </tr>
 <tr>
  <td>
  S2
  </td>
  <td>
  0,135
  </td>
  <td>
  1,000
  </td>
  
  
  
 </tr>
 <tr>
  <td>
  S3
  </td>
  <td>
  0,134
  </td>
  <td>
  0,373
  </td>
  <td>
  1,000
  </td>
  
  
 </tr>
 <tr>
  <td>
  S4
  </td>
  <td>
  0,134
  </td>
  <td>
  0,341
  </td>
  <td>
  0,458
  </td>
  <td>
  1,000
  </td>
  
 </tr>
 <tr>
  <td>
  S5
  </td>
  <td>
  -0,030
  </td>
  <td>
  -0,074
  </td>
  <td>
  0,011
  </td>
  <td>
  0,020
  </td>
  <td>
  1,000
  </td>
 </tr>
</table></table-wrap>

<p >The fourth research block, - Block of Communications development (BC) -, is calculated according to 6 criteria.</p><p >D1. Foreign citizens in the contingent of students at the university (2020/21 academic year).</p><p >D2. International cooperation of the University in 2020 (joint publications).</p><p >D3. Global Communications of the University. The Alexa Sites Linking In indicator of the university’s website at the end of 2020.</p><p >D4. University’s research cooperation with foreign universities and research organizations.</p><p >D5. Educational programs (courses) of double diplomas.</p><p >D6. International Academic staff (academic mobility).</p><p ><bold>Table 4</bold></p><p >Correlation matrix for the Block of Communications development</p>

<table-wrap><label>Table</label><table>
 <tr>
  
  <td>
  D1
  </td>
  <td>
  D2
  </td>
  <td>
  D3
  </td>
  <td>
  D4
  </td>
  <td>
  D5
  </td>
  <td>
  D6
  </td>
 </tr>
 <tr>
  <td>
  D1
  </td>
  <td>
  1,000
  </td>
  
  
  
  
  
 </tr>
 <tr>
  <td>
  D2
  </td>
  <td>
  0,154
  </td>
  <td>
  1,000
  </td>
  
  
  
  
 </tr>
 <tr>
  <td>
  D3
  </td>
  <td>
  0,123
  </td>
  <td>
  0,371
  </td>
  <td>
  1,000
  </td>
  
  
  
 </tr>
 <tr>
  <td>
  D4
  </td>
  <td>
  0,168
  </td>
  <td>
  0,513
  </td>
  <td>
  0,422
  </td>
  <td>
  1,000
  </td>
  
  
 </tr>
 <tr>
  <td>
  D5
  </td>
  <td>
  0,164
  </td>
  <td>
  0,332
  </td>
  <td>
  0,515
  </td>
  <td>
  0,353
  </td>
  <td>
  1,000
  </td>
  
 </tr>
 <tr>
  <td>
  D6
  </td>
  <td>
  0,231
  </td>
  <td>
  0,491
  </td>
  <td>
  0,384
  </td>
  <td>
  0,465
  </td>
  <td>
  0,384
  </td>
  <td>
  1,000
  </td>
 </tr>
</table></table-wrap>

<p >The fifth research block, the Block of university Brand development (BB), is calculated according to 5 criteria.</p><p >B1. “Selection of elites” - graduates of the university, who have become prominent state, political, business figures and other citizens, meritocratically considered to be among the elites of society.</p><p >B2. University communications with target audiences. Linear combination: the ranking of the university site Alexa Glob Rank, the ranking of the university site in the global section Science &amp; Education Similar Web.</p><p >B3. Media activity of the University in 2020. Using the SCAN-Interfax database.</p><p >B4. The perception of the University’s research by the international academic community. Hirsch index of the university in foreign scientometrical bases.</p><p >B5. The perception of the University’s research by the Russian-speaking academic community. Hirsch index of the university in Russian scientometrical bases.</p><p ><bold>Table 5</bold></p><p >Correlation matrix for the Block of university Brand development</p>

<table-wrap><label>Table</label><table>
 <tr>
  
  <td>
  B1
  </td>
  <td>
  B2
  </td>
  <td>
  B3
  </td>
  <td>
  B4
  </td>
  <td>
  B5
  </td>
 </tr>
 <tr>
  <td>
  B1
  </td>
  <td>
  1,000
  </td>
  
  
  
  
 </tr>
 <tr>
  <td>
  B2
  </td>
  <td>
  0,587
  </td>
  <td>
  1,000
  </td>
  
  
  
 </tr>
 <tr>
  <td>
  B3
  </td>
  <td>
  0,484
  </td>
  <td>
  0,623
  </td>
  <td>
  1,000
  </td>
  
  
 </tr>
 <tr>
  <td>
  B4
  </td>
  <td>
  0,468
  </td>
  <td>
  0,427
  </td>
  <td>
  0,596
  </td>
  <td>
  1,000
  </td>
  
 </tr>
 <tr>
  <td>
  B5
  </td>
  <td>
  0,395
  </td>
  <td>
  0,320
  </td>
  <td>
  0,584
  </td>
  <td>
  0,564
  </td>
  <td>
  1,000
  </td>
 </tr>
</table></table-wrap>

<p >The sixth research block, Block of Innovation and Entrepreneurship (BIE), is calculated according to 7 criteria.</p><p >IE1. Technological (innovative) entrepreneurship at the University.</p><p >IE2. University Patent Portfolio.</p><p >IE3. Cooperation of the University with high-tech companies.</p><p >IE4. Academic spin-off companies of the University (Small Innovative Enterprises), University’s Innovation Infrastructure</p><p >IE5. University R&amp;D</p><p >IE6. Basic departments of the university. The share of R&amp;D financing without attracting budget funds in the total budget of the university in 2020, normalized by the number of academic staff.</p><p ><bold>Table 6</bold></p><p >Correlation matrix for the Block of Innovation and Entrepreneurship</p>

<table-wrap><label>Table</label><table>
 <tr>
  
  <td>
  IE1
  </td>
  <td>
  IE2
  </td>
  <td>
  IE3
  </td>
  <td>
  IE4
  </td>
  <td>
  IE5
  </td>
  <td>
  IE6
  </td>
 </tr>
 <tr>
  <td>
  IE1
  </td>
  <td>
  1,000
  </td>
  
  
  
  
  
 </tr>
 <tr>
  <td>
  IE2
  </td>
  <td>
  0,514
  </td>
  <td>
  1,000
  </td>
  
  
  
  
 </tr>
 <tr>
  <td>
  IE3
  </td>
  <td>
  0,599
  </td>
  <td>
  0,468
  </td>
  <td>
  1,000
  </td>
  
  
  
 </tr>
 <tr>
  <td>
  IE4
  </td>
  <td>
  0,295
  </td>
  <td>
  0,424
  </td>
  <td>
  0,319
  </td>
  <td>
  1,000
  </td>
  
  
 </tr>
 <tr>
  <td>
  IE5
  </td>
  <td>
  0,400
  </td>
  <td>
  0,366
  </td>
  <td>
  0,492
  </td>
  <td>
  0,248
  </td>
  <td>
  1,000
  </td>
  
 </tr>
 <tr>
  <td>
  IE6
  </td>
  <td>
  0,189
  </td>
  <td>
  0,287
  </td>
  <td>
  0,234
  </td>
  <td>
  0,319
  </td>
  <td>
  0,274
  </td>
  <td>
  1,000
  </td>
 </tr>
</table></table-wrap>

<p >Table 7 presents the data for calculating the qualimetric model according to the criteria selected for calculating the activities of Russian federal universities.</p><p ><bold>Table 7</bold></p><p >Ranking of federal universities of Russia according to the results of calculating the research model</p><table-wrap><label>Table</label><table>
 
  <tr>
   <td>
   Rank
   </td>
   <td>
   University
   </td>
   <td>
   Research
   </td>
   <td>
   Socialization
   </td>
   <td>
   Development
   of communications
   </td>
   <td>
   Brand
   </td>
   <td>
   Innovation
   and entrepreneurship
   </td>
   <td>
   Education
   </td>
   <td>
   Total - without recalculation to 1000 points to the entire
   sample 
   </td>
   <td>
   Final
   total of 1000 points 
   </td>
  </tr>
 
 <tr>
  <td>
  1
  </td>
  <td>
  KFU1
  </td>
  <td>
  359
  </td>
  <td>
  1000
  </td>
  <td>
  437
  </td>
  <td>
  320
  </td>
  <td>
  612
  </td>
  <td>
  899
  </td>
  <td>
  607
  </td>
  <td>
  1000
  </td>
 </tr>
 <tr>
  <td>
  2
  </td>
  <td>
  UrFU2
  </td>
  <td>
  421
  </td>
  <td>
  753
  </td>
  <td>
  384
  </td>
  <td>
  314
  </td>
  <td>
  535
  </td>
  <td>
  835
  </td>
  <td>
  549
  </td>
  <td>
  904
  </td>
 </tr>
 <tr>
  <td>
  3
  </td>
  <td>
  SouthFU3
  </td>
  <td>
  467
  </td>
  <td>
  725
  </td>
  <td>
  226
  </td>
  <td>
  192
  </td>
  <td>
  430
  </td>
  <td>
  979
  </td>
  <td>
  525
  </td>
  <td>
  865
  </td>
 </tr>
 <tr>
  <td>
  4
  </td>
  <td>
  SibFU4
  </td>
  <td>
  325
  </td>
  <td>
  809
  </td>
  <td>
  194
  </td>
  <td>
  229
  </td>
  <td>
  518
  </td>
  <td>
  786
  </td>
  <td>
  485
  </td>
  <td>
  798
  </td>
 </tr>
 <tr>
  <td>
  5-6
  </td>
  <td>
  FEFU5
  </td>
  <td>
  289
  </td>
  <td>
  688
  </td>
  <td>
  195
  </td>
  <td>
  160
  </td>
  <td>
  513
  </td>
  <td>
  719
  </td>
  <td>
  435
  </td>
  <td>
  717
  </td>
 </tr>
 <tr>
  <td>
  5-6
  </td>
  <td>
  NCFU6
  </td>
  <td>
  329
  </td>
  <td>
  772
  </td>
  <td>
  166
  </td>
  <td>
  80
  </td>
  <td>
  385
  </td>
  <td>
  794
  </td>
  <td>
  435
  </td>
  <td>
  717
  </td>
 </tr>
 <tr>
  <td>
  7
  </td>
  <td>
  NEFUAmosov7
  </td>
  <td>
  306
  </td>
  <td>
  617
  </td>
  <td>
  127
  </td>
  <td>
  100
  </td>
  <td>
  499
  </td>
  <td>
  810
  </td>
  <td>
  425
  </td>
  <td>
  699
  </td>
 </tr>
 <tr>
  <td>
  8
  </td>
  <td>
  BFUImmanuelKant8
  </td>
  <td>
  343
  </td>
  <td>
  644
  </td>
  <td>
  227
  </td>
  <td>
  104
  </td>
  <td>
  358
  </td>
  <td>
  759
  </td>
  <td>
  420
  </td>
  <td>
  693
  </td>
 </tr>
 <tr>
  <td>
  9
  </td>
  <td>
  NArFU9
  </td>
  <td>
  277
  </td>
  <td>
  289
  </td>
  <td>
  187
  </td>
  <td>
  83
  </td>
  <td>
  367
  </td>
  <td>
  878
  </td>
  <td>
  370
  </td>
  <td>
  609
  </td>
 </tr>
 <tr>
  <td>
  10
  </td>
  <td>
  CrimeanFUVernandsky10
  </td>
  <td>
  264
  </td>
  <td>
  514
  </td>
  <td>
  128
  </td>
  <td>
  88
  </td>
  <td>
  337
  </td>
  <td>
  689
  </td>
  <td>
  351
  </td>
  <td>
  578
  </td>
 </tr>
</table></table-wrap><p >Source: compiled by the authors.</p><p >1Kazan (Volga region) Federal University, 2The Ural Federal University named after the first President of Russia B. N. Yeltsin, 3Southern Federal University, 4Siberian Federal University, 5Far Eastern Federal University, 6North-Caucasus Federal University, 7The Ammosov North-Eastern Federal University (NEFU), 8Immanuel Kant Baltic Federal University, 9Northern (Arctic) Federal University named after M. V. Lomonosov, 10 V. I. Vernadsky Crimean Federal University.</p>
			</sec><sec>
			<title>Discussion</title>
				<p ><bold>Federal Universities: Participation in «Priority-2030»</bold></p><p >University activity research implies investigation and model analysis of complicated system development. Comprehensive assessment of university activity is provided by various rating systems, which are not always universally approved, but represent a useful tool that has become quite popular and informative in the last fifteen years (Balatsky and Ekimova, 2019). Information base comprising a whole range of performance indicators of Russian universities (including federal universities) was accumulated within the scope of research carried out by the task force known as National University Ranking Interfax (NUR-Interfax). One of co-authors of the present article (Petrosyants) acts as its expert member. Some of the findings of the aforementioned research are presented herein.</p><p >The diagram in Figure 2 shows the volume and sources of federal universities budgets.</p><fig><label>Figure</label><graphic 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LQo44irtUw/jyFsZHv8/azLd9nYesMDg7S2to6oa85qQTnli1b6Ozs5IorrmDvvfdmZGSEE088kZtuuondd989E4op2/vDaIzBeAdB2HasD8nJP0Jvnix0KtfwTZN+f40xb/g7IQhDNr32Gnf+6Br613fT1NTsQ9J5tfioXpgNxxz1Cml/TNykIB0EBFqjAyc4tdYorTLxWdwfwCgDSeIcTaXA+t9z1mBVgDLGPef1fk8p1w/JWhdCd7t7MTrGrT9xf0zr31ca2neuaLlUYrC/n5/88IeE5TIHLlxIHMeve32nOvJ93n625fssbJ2doWsmleCcNm0aHR0dLFiwACALr69YsYK99tqLwcHBul943d3dlMtlmpubt+l1UqE0f/78NxWKFxxr1qxBKcXcuXN39qlMWlatWkVLSwuzZs3a2acyaRkeHubll19m3rx5b5gmY5KEx355E9UtW+iYNs0JQ6hzM7P7xdtiwU+Ds5muC4IgX3SQOZyp8FT+tVAq66WZ/tEbJwZrLMYaEpM4wWItiTHEXowaa4njeEyH01iLSQUneIdztLOZ31qS1OW0FgMkg4MAlMoVImNIrKFULtPf28vtP/8ZBy+8JPvdLIyNfJ+3n235PgtbZ82aNRP+h8+kSoI48MADWbNmDUuXLgWgVqvxxBNPsN9++3H44YfT29vLsmXLsv1vvvlm5s2b96ZFo/wVun2kf80L24dcw+3DFMLRb8QDt/6aZ+6+m1KplLcaSm/9fdW4zubh5rqf+XR/rQnCMFvCwhJFkbsNI6IwJIwit4QhQRAUtofOGc0W7QSqdreNIX33woWadC8i68Tm1hbq76fvsVjhnrqfSkFTpcLK5c/xs3/5l1FFTMJo5Pu8fWzL91nYOuJwvgGHHXYYBx10EB/60IdYsmQJTzzxBE1NTXz4wx9m/vz5vPOd7+SjH/0oZ599NitWrKCrq4t/+qd/2tmnLQjCJODlZct44Fe3EATefYS66UFZw6BCQVDapih/WO906iAg9CIxFYyhdziz1/Hh9NTxTIPYNhOsCqUMkGCsRqFIULiyINxcdF9M1Fi8lPflTIuRbJYiUJxkVCQ/cmFF+lZtWlzkKtkDC0YrWpqbeOAPf2Dh4Ydz8rvfvV2fgyAIuyaTyuFsamri+uuv59xzz2Xt2rUcfvjh/PrXv2b+/PkAXH755XzqU59i7dq1zJw5k9tuu41Fixbt5LMWBOGtzkBfH7/70bXUBgaIwrCugftWKYhN1Sg8tc6cydA7l5FfgigkjFI3MySKSpSiUrY9iiJKpRKlUsk9L/TrvNsZhoF3S4NM0NY5nA3n4k6ocN9u/Z1tbUt9T9F8XbqEQUhteJibrr+e17q63ujKCYIwBZlUDifAjBkzuPTSS8fc1t7ezle+8pUJPiNBECY7j/3ut6xb+RJNlUrmbNapq3SKT1HMFW8L95XWmaOpgyALo6fFQkHB9cz2U3nRUFYs5N3HJE5QKgYUJAmJAkwCPl3d4lxOk/bNHKuoyffcTBtxpk4l1IvJYl2UIu/PabF1+6lCQ0/ld26qVOha/So//dd/5eIvfUna1giCUMekE5yCIAg7kg1r1/LYHb8jDMOsVyaQi8xGxlhvC2KvrjioICrDMCQMgrowexpW11m1eoPgtIWG8sqF3Eny1m0Wi7bWHcMYtNZZ/02TJP5eoXNHer7Fk69bacfcfyzn07mbeWN5rTVREHLPXXdy2BFHcOp73rP1iy4IwpRD/gQVBGHKYozh3lt+SW93N1FaKMTrJ9Nn+ZW+UjzLtfQ5m0prVOpsRlFd/mZQCLGnS6kQSo8Kj11YPSIqlbLiocCL1qJYDfyiC0v6uJjPaSmG2r2wdEmpblWe+FkQk+lq90j7expV2J7njUZRhIkT/uP22+jv79/uz0cQhF0HEZyCIExZXnjiCZ69/34qzc0NldiQKbBUUPq1mRz14i2dxtNYLZ61Okr7bqZiMC0e8uIzKIjPouhsFKJ5Tmhexa6LwlIptHJiM3/sEgRceDwrR6p/l2MmbubeZuM1qXc9C62f/LHK5RIvLlvOfffc8yd8AoIgTBVEcAqCMCWp1Wo8eufvSEZGXA5lXcW2GnW/ril6oZpcoercRe2FIIVJQrrB5WxskRQV2iHVicyo4HAW2iUFjSH51NUMfHjei880XO8EKP59pI5sKjZtnrNZcDWz5AKlsvnxOt1PpXvkQtNNYlKEQUBtZIRbb/4lW7ZsGY+PThCESYgITkEQpiSvLF/GS089Ralcfp2K9NFbRjud+f1s5GXaH1Nr0pGVqRitE4yFEHvJi8uiyCxFhf6cRVc0ba1UELqq4Hamr1n0I117pVwgjvUW8/D5GEVF2baiKM3FJ+QitlIp8/yy5fz+jjte9zMQBGHqIIJTEIQpyRN/+ANxtVrfLN023BYeFhslF8PqqqEaOxOf/rboeqZOZOgLh1IROabD6VsjlUql0WH1IBzlcKZuJt5pzIuNnEM5Skim/UKtqpORdaFyRb24zNYVUwdyoZnOmg+CgFAp7vjtb+nr69umz0UQhF0TEZyCIEw5NnV38+JTS4miaIytY1Wm5zdFN1P50HkxxJ5NHSocTafV6zoYlcsZeMcy9IVCxZB6ui0Ig6zvplt8+Lyhyp2CGHTn68Llrll9Oku9vhjo9cgEZmND+cIOdUJUQeBFa7lcYvXLL7P0ySdf9zUEQZgaiOAUBGHK8ehddzHY0+OqyqG+b2XRybS5yEzFpLH1I1sV5KLTr68TpVmyZCGfsyA6w0JFe+pipm2PTJKQJAkmMf7WzVE3fra69ZXymUvrOzZZC9ZY0i6aWJO1bkpd0MbmR5nHWXAsiwXsqnF/lRe5F11PlCtTCnXA0OAgd0pYXRAERHAKgjDF6Nuyhecff8zlWkImMFNxmZGKzfrR6IX9nYtpC6KyzgFNe3NmVeO5W5g7lXkxkca1aUqShDhJiOOYOElIjCExXnQa4/YxiVvnHxtjcrHrBXFWKNQojguPigVC9Ts09uOs37PY876xKEmRFhkpSlHEsmefYdXLL//Jn48gCLsmIjgFQZhSrHnpJbpffYWoVCqszaXY6MZB9amdjW2Rir04i9U4BjI3NHM6C2ilCPx6Ywy1Wo1arZaJzcS7m9nSIDC3tlhjU4vTLf4c8/Mbq8/oGO2Sxri3NQqlSf5lnAAtRyHd69bx7DPPvOExBEHYtRHBKQjClCAdtfjCk09gTeJWpi5l487WYvxt4aZ+xyxPMncVs8fezsxFoPFPKeRCekc0jmMnNNNbfz9dkkx8mkKIvRBeN8a7oEW30+S5pP49qkYHtuH9FCvYs/zOhgujsv+N5ZbW17G7nqABCss9d9/NSLU69gcjCMKUQASnIAhTAy8Q17y0AqWDUZuLAeQ6R3NUyF2NqloffYz0SD7vsyg80xnpScJItZqJzKLoTMPqqbvpnr8VhzMVlUV3E+v/azzBtHNoUTyOUZJfbIZUTDVQBaE5Rn5nscY9PX5Tuczy/3qWDevXj7pegiBMHWSWuiAIUwKtFJvWraNnw4ZCkY3ForAqFYdQV3mjRvt4oLKiHINFKZsXDHnxZxKD1RZCJ06TBnEYJwnG5jPIVTEp0juSmXOZCc/UxRw7vG4b3M2swIn0rXq5nEbc6wRzQwLrWBqUYkslcmGazWBXYE3m3qaN4AOt6e/r4+lnnmHevHnb+rEJgrCLIA6nIAhTAqUUyx99hN7NmwmCIAs1pzQOftxKS870aHlIPRVwdQeyvgDICUFrvei01rmYI1VGRkao1mpuqVZdCL1Wo+Zvs8KhNKRu6sPooxfvbBYq6VMRXEdjDsHWUjTtG++iGu6nwlml4z4BrTQ2Tnh++fKtHEUQhKnATnU4H374YR544AEOPvhg3vWud41KqhcEQdgRKK1JkoS1q1YR12qUS6U8P5PU7VMuCK2Ucx9T11IVxadKvbxCFbsTeMpYDAat3N/xyrc1MoHG2lxsWmPcvPO0f2YQuMp1d6Kkr2aszavSk7xKPUlGC01jXJGQMYakKDb90bLiJZufN9lW/Duqdzltavmq7B27PVN3c2wlXn/d/YhNrGXVypVUq1VKdcVagiBMFSbE4Vy2bBm33HJL3bqf/exnnHXWWVx77bVccMEFfOUrXxkzJ0oQBGF7CYKAgb4+tmxYTxhFTkOR6iZbf5sJtUI4Gic2qdu/gM01mLGG2LuZAMZYJxLjhFotplqrMeJzNmve3azWalR9gVAcx5nLmdS5nLErGvLh9CR1MhvC6Knlmjm2tpBTWVTLDd3s697PqL/9R/9urnM3bV3WJxQcTgWEQUDXmtWsXbt2K5+QIAi7OhMiOAcHB7nooov47//9v1P1lYo33ngj++67L/fccw/nn38+V111Ff39/RNxOoIgTDGU1gz19zPQ04v2BUPFIqEU27ioVHQ6p88q6yvQ0/2t6z5UrAg3YExCnMR5rmVinJCsVqlVa1T9Uqs5cVnzxUPV2IfU06WhYr2WitJipXrqbBqbiVBD2hmpEO+3KislsqrwhguXwKZKPL0CBVVZbNGZ71YvvfMcT5eLmo66jMKQ9d3reUX6cQrClGVCBOfixYu59dZbeeCBB3jXu97FU089xSmnnMJzzz3H3//933PjjTeycOFCyuXyRJyOIAhTDK0Dhvr76d28GR34CnU7hsAsuJ2MWocXW2mrIS/mlCHNnSRb70PicdrA3VWf16q1uqr0atoGKUmc8+ndztT9TIVoza+P4xq1uJY3hU8SVyyEc1aLXeptMbE0K+wpvHHYSqP3sSNNW81lHWtNQ7RKBQFxHDMwMDDmUQRB2PWZsKKho446igcffJATTzyRD3zgAwwMDPCtb32LIAj40Ic+xPe//33J7REEYYejlMKahK5Vq6gODbkiFnJRCU4f5WagLTRtT3fA67RUyLmm6tnjsYLzXnwak3h3Mi0IinNBWfNO50juZBbD7EXRGRfdz0LlelyYNJRVpxub60rr8jFzCU2Wl9p4HQpvtWGFathQbH9U3yI+202pbApTqBQmSeiSkLogTFkmtGiou7ubj3zkIxxyyCF861vf4phjjuEb3/gG7e3tE3kagiBMMZIkYcvGjXXN2rPbtF0QPk/TNnRDqq+ZGfVckyRYpVxuqFKYOHb5m6H79WrimETVsvZHWgeEYYTWLuwchCE6CAkSDQqSJCadj24bCofixOVr5v05LXHiQu/WgtIKY/KTNCbBxAnWGtAKfHV+IxZ8fqhvGK+1W/yFsfkFqhOdY4lVcCkMFHqOKqUIg4BNGza88YclCMIuyYQ5nP/3//5fTj75ZJYsWcJPf/pTvvrVr9LV1cXJJ5/MHXfcMVGnIQjCVMMLt4HeHlcFXhSPlizf0RQLZwpx9rRYKK3wTou3XZtORaW9neZp01FBkInPpmnTKLe3g1JELS1Ebe2U2tqI2tqIWltJAKs0YUsLVgXEvpioVovR5Qq6UqGWxFSr9U3h4zqH0zA0OIBJEpqnTaPS1oaxvo+ngrg6QhBoWmdMp2XmDIJSiaRWa3x7AMS1GkEU0TZjBm0zZxJVKiRxXNjHe6FpHmvDllHXu+H4FgjDkLVr1jA0NLT9n6kgCJOOCXE416xZww9+8APOOeccPv7xj3P22WezcOFCfvGLX3DZZZfxsY99jC996Uv8j//xP7Lxc4IgCDsM70SmoxuLYig17vIa9ELro/TpgFHuL3TfQQkT12jqmMYZf/03NHd28ttvfZPuF17giLOXcOSfnceL993Lsjvv5IS/+Czts2cT+pQhmyTcd9UPaJ7eyaHnnMPyf/93Xr73PlSgKLW2ccSnziesVLjve//M8Pr16CCoa5FkCpOL5rz9QPY7/nj2PGIxW7q6uOOKK+jbuAFrElo6Oznhk+ez9+LFALy8dCl/+Ld/YVNXF0EUZe87jmPaZ87iPRdcyL6HHw7AK8uW8e/XXsuaFS8SlkvZNaDhmowdlB9rP9d4f3h4mCRJtuWTEwRhF2FCBGcQBLS2trJx40ZeeOEFemeAtLIAACAASURBVHt7qfm/tL/4xS9yyCGHcPXVV9PT08P06dMn4pQEQZgiKNzUnuHBwbp2k7Zun0b5SUF4eoWZTh7K+lK6x6XmZsrNzVSHh5nz9rdz+JJzGNyyhWd+91swhqaODkwc8/BNNzDc14fWARtWrWTvObMJy2WsVlTjEXQSoJOYsFImbGoiSQzVapUkrgGKoFzOQuxxrUalo52F73ufC+MbQ6W1FaVcCD9sqnDyBZ9hwaGHcv/PfwbAOz78EU76xCe57TvfdqJPaaxJCIKQd33yU+x7+OHc/fOfY4F3fvjDvPfCC7ju/1xCdWQYFQTZBdua0MzbSI2RHepTBEaGh0nieEd9tIIgTCImRHDOmTOHyy67jCuvvJJrr72W97///Xz605/Otp9xxhm8+93vlsbvgiCMAwprDQO9vb4p++jfM8XQr2pYawsN4V2RkEKpvDwoSRJqIyM0dXRw7Ic/QlQuc9d3/5nulSuZvc++AIwMDPDi/ffTv349UblMWCph/IsmvqBIqQRdq7qcyzimVqtCELD30ceQxDGrn36KeGTEpQAoxXD/AHdecTktnZ2873/+nSsWwuV0ds7ZnQWHHsorzzzNgzfeSKWlhQPecTx7HLyQzrnzeO2llwiiEkktoXPePPZZtIjVy5dzz003EScJ+xx6KHsceCCz99iDVcuWEQbBqOvUeJXSR2NndbrrmiSJ9FsWhCnKhBUNnXnmmbz3ve9lZGSEpqamUduDtFWJIAjCDsX7lAWHrjEDsVhKZLNnqLrnpw6nVXnepysccuMrD3//Wey2z748dOMNvPzk415Uum1BFNK5555U2jsIAk3f+m6sMe7oxhDHCUq7UHmWVzkyQrmjg2M++SmsMfzyy19isL8f7Qt/TBxTHRqmqWM6yvuwxliMNbTNnAHAwObNBGEIWjPY28uMBQsoN7dgEouKXCV+WKm4wqUwRGlNbXDQucFAS1tb3VVsvE2vWL2f6Xt9pjmwhSbwNi1KEgRhyjGhVepa6zHFpiAIwrihFNYYhgcGstE3uahMGbty22V05jmdFteHs1jGniQJlZYWFhx6GLXhYbqWL8ckLlRtLSS1Km2zduOML/5PAIb7+/n1V7+ShZbTxu1FB9AqhVGK4S1bePo3v6FWHWF4aMidU9b+iKz1UPGsrbEo39x+uL8PC9TiGkN9vQBU2loxNiEAdBDQu349G1avZu5++/G+z36WgZ4e5r3tbdnIzuLVGe1wjp5Hn98piHkFgdYM9PdLDqcgTFF26ix1QRCEccfnD5YqFZ+DSZ7LWWyTlIm4MVw8Wyga8o+d+IMgCBkeGGDlY49y8Knv4shzPshvr7ic6uAgxhqCMGKop4eHfvZTBnt6UMBgT6/Li/THiJMErCVMjK9qckJusL+fB35yHeByRZXS2Vz07HzT2ZU459VAJohLza2uF6a1rlURMNTX71suJSit6O/Zwu+uuZp3fuy/sf+RRzLU38dgby/l5mb6e3rchKXsv9zZrb+1eQ9T68/D5nLUVfYbWtvaCEP5Z0cQpiLyzRcEYZdHKUWlpcXfJ29K7tWjM/JU0ZPLqCscoiA40zaTyjmFT/3uDiqtbex79NEcdOq7ePimm7CJAa2Jq1Vefeopetd3E5XLoBTV4WEAmjs7qVarmDimY/fdaepop697PSODg1ggKJXAKj/dKD1fF36vjgxSqw67sL61xMMjJHHMYK9zM5vaWomrw1Ra2+jYbTdGBgbY0r0OpRVJHLv+mKWIl556ihXPPI1JDE0d7Xz665fQt3kzWzasd8VF5CI8VdsFEzMXn+kepnjxyULr0zo6iKJoez5KQRAmKTtdcNZqNZ588kmUUixatEj++hUEYcejFKVy2Tl7Kq9JrwukW9yM8VRMNTidWDA+xK5xBTrusSYIQ2rVER695Wb2OvxwFp99Nq8+/RTVwQGUUiitCStlokqF0PfDXPvccmojw7ztxJNY9+KLbF6zmkVnfYAwKvHKk0/Qv3kz5eZmTjj/zwmikHt+9COG+/tRYYAxBh2EzNhzL6bPm4eOIkILs/beB7Rm46uv0rt+PXsecigHnvhOmqdNY7e99ubFRx5hU9da9li4kJM//gmef+QRHvjVLRx68sn0bdlC/5YtHPne97Lbnntyx4+vo3fTRoJSKc/HZGsOZ34/LYYiLegnna0Ozc3NLqdUEIQpx07/5nd3d3PaaafR29vLmWeeyaWXXspBBx20s09LEIRdDGN8uBoNyrhwekMBS+pmWm/LpRmc6WNVWG+tH+mjFUorwnKJNc8t54nbb+fIJUs48oMf5OEbb3BFM9q5hK7YyKLCkM1r1vDHa67myA+eyykX/aU7x8TwX3fdxdLbb8daS9Tcwh6LDiepVUG79kfKKOJalY7OGZz15b+jbcZMAMrNcNaXvsSKhx/m1m9exh+uvZZTLriA9//1FwB49b+e5T+v/zeSJKG5vYPd992PzevWEddq7HXYYRx28ikAxNUqD952G4/89nc+7F8/nQm2IjptYZ9C9yjl1yvlikOlG4kgTE12uuCcN28eN910Ey+99BI//OEPufjii7n55ptpbW3d2acmCMIugLWWIAiYNmsWLz+3DK0V2mqXA5mpocL+/jnuud71VPk2cI91GDI8OMjtl3+bIAzp3bCBqKmJx277NS89/hhYQ/+WLdx26f/n8jZ7e10Td7zjpzUvPvgg6154gZbprqo8qY6wae1arHFjK6fNnUdUKfPMHb9lYPMmdOjC0TqMGOzt4T++8x10GLnqb9xIyZH+fqJKEyuXLmXjJZfQ3NGBxbJxzRoG+/sIo4h5+x9AUotZ+vvfo5TiP3/8Yx773e+wKEaGhuhe/SrGWIIwckVNvsrfkudmNkyOzyvTGwLwmei00NLaKlEsQZii7JRvfk9PDy0tLSiluOWWW2hra+Ozn/0sf/EXf8Gjjz4qLZIEQdih6CCgc7fdUPiR4toLzjSObtyM8iyEnhUTeXezMNs8LepBuTzI7lWrsNa6kH0UUa2OsPb559BaE0YR61a+hALCchmdHsMThBH9GzbRu269W6FAlyKU1qggYL9jj2XDqlUs/fd/Rynt8yktSmmSWo3ul15yRUTuZLH+vQZRRKg1Pd3dbO7qcusjN7N9+tzdOfCE43nwV7fw0tInCKMyA729bNm40R9L+TZJaYES2TjLOoFpGwUnhcd5G/i0vZRJDDNnzpTf74IwRZlwwfmrX/2Kb3/721x33XXccMMN/O3f/i0Al112GX/7t3/LUUcdNdGnJAjCLoy1Fh0EtHd2khhDoEsomzjxp1zduVUqF5KNz8dPK7IWnc7F9I6nUm4CkCq8ltIBUSXI1oXlcnYsYwsBautntIdhltdolZ/cbi1hFPHEb26jOjjEcH8/QRjVFTUppd2kIr8uc2YLwjgslerEIcYw3D/ITf/4j2x8rYsgKmG1RitFFAQ+B9NmTeRTAQkUJORoV9P6Qqb0euVXUWX/NyZh+owZf/LnJgjCrsWEC84bb7yRSqVCU1MTl156KUuWLCGOY/75n/+Ziy66SELpgiCMC+2dnZSbmpwA9Q6nK3AxWdW6tXlNOqTFQra+fVIqNikKq/QJ9dXsTsParGgmzQd1uzU+O092VEqRWMvG1atR4MWmGmNIUl7hpMDZt9kITpU1l0/PTWnNcH8fvZs2osIwm9Ne71CS55viMlfrXcz8P1MXWndiFZvLzLS6PzEJbW1tLNhjjzf+oARB2CXRE/2CM2fO5JVXXuHLX/4yvb29XH755XzkIx+hv7+fWGbsCoIwDhhjaGlvp6NzBtYkrnJcad+b0iVpqqxB52jxNVZV+6iCmeLS8Lx0ZeYGUtiZRvfQLwqCKEJHpbrzcvhzTd9D9jZcbmjah1Np7cRucdEBYbniRPcYuNcuXgc79nv0J5o7qPk7zqc0qWyWfce0acyYNeuNPyxBEHZJJlxwnn/++fT19XHNNdfwhS98gT322IPrr7+eE088kfb29ok+HUEQpgBxrcbM3Xdn7l57kdQStA7QgUZrtxRFmXM1U/HplkwEWvwEHrJpP/ltLtCMTcc7+m2m4AwWQtauQbqpE5su2p7bqMW+ofg8zrTVktYBSiu0VqhAZe/DiVCd3U+XXHji20OpOtfWete18T2agsg06Tbc+uK2TBj7C6bwbm2SMK2zk7nz5o3r5ywIwluXCQ+pL1q0iBdeeIHe3l522203AL7//e8zf/78rf7FLQiCsD1YYwi0ZtrMWdnEHedw4kLNpugxbmXgpa2rF8rEYV2Y2z9W/n7j8/MwenFOe44iS+3Msx9V6sCSO5eZIHVdQbPj+BMrnlbdKaZKsC4hoDE5wNbdq3deCwVKRcGd5nkWnM/GV58zZw5Nzc0IgjA1mRDB+cwzz/DNb37Th7EUbW1tGGMYGhrCWktLSwvNzc38/d//Pc3yC0kQhHFi5ty5lCoVFK7SGwtWA9oV6yTWumr1PCLs8ALKWIvOMjFdjmL6WDfmV9r8yTYToV6tkvb0xItG92KZBLTWOZSpOE6FZ0FwFvtZpsVGxrrjGuMloB9r6QqJjHtDietDmju3FmtV1iKqmKdp/DHTsLmh3uU0Ptyers+KrlR+zsYYyuUyhy1e/GY+MkEQdhEmRHB2d3dz/fXXkyQJURRRq9UA0Fq7ZszAGWeckd0XBEHY0Rhr2eegg6g0NTM8OODC0FqBVajAVZXbrIgmzUUs+IE2dyCzkZhK5e6efx1lVWFNGqu2BZuxwV/0rYiK/dDTZ+auZh4uBzKXNhevzuXUvn2RVtoVRKUFT8YJTIUCbd1g+OIrFcRm/Qnm72SsJReo9W5oo38aaM1+Bxyw9Q9HEIRdngkRnMcddxyPP/441WqVe++9l8svv5xvfOMbHHTQQWzcuJF//Md/5N3vfvcbVqhbaxkYGGBkZMRN3FCKKIro6OjI9jHGsHnzZsIwrFsvCMLUxvrCoemzZtK1qg+t019/Tsw5AWUxWmF9/yJDpsUA/xhbKDNyTp9SacsjhW/BnmV/OncznVbkBaaqL6tJ67nTcHwxB5Msd1NlzmYxpJ7G+q1N68nduQRYjFE+V1Q70akVKnVeTR5adw6nynJLE2vrq9cLj/PK9ELbpCyin7u0/u2QJAnz996bWbNn76iPUhCESciECM6mpiYOPfRQAK644goOOOAAPvrRj2bbX3zxRS677DI++9nP0tLSstXj9PT0cPbZZ9PV1UWlUiGOY975znfyve99D4AVK1bwuc99jpUrVzI8PMynP/1p/tf/+l+USqXxfYOCILzlSftEvv3Io1izYgW6lFZtq8yRs9aiTAK+kCdNubTge3DavPm7F1x6dK8iRudJQtY8vrDXmHmWBSczE5nZ6kJRULZv4TX9gbQxXuCa3JJVKivsUdmQc/Lt1nmldY6lLQrLehcTCjmdo99t5s4ODw9zxNFH09rWNsZ1EgRhqjDhRUMzZ87kpptu4h/+4R84/fTTWb58Od/5zndG5SSNxeDgINZavva1r7H//vtTq9WY4RsJ9/T0cMEFF9Dc3My1117L2rVrufjii1mwYAEXXnjhRLw1QRDewqSCc5+DDuKxWbMY7OlB+6k31gvBtGo9Mc7tS6vFXX4kmapS1jqtZ1PXM3c8dUFGOi3nRFk6qSj9Pae8+CtWpJPup5QrokzbHPl8SFWoUPc758/z4s/LzDphrJTCaADt3pexvmenO5E0D9MUxKVzRp2zabwQTY/renQWxOao/FW3Mklc/80DDznkTX5qgiDsKky44Lzooou46667+NrXvsbXvva1bP1VV131hgVDxhimTZvGaaedllW4pzz55JM8//zz3HXXXRx44IEA3H///dx+++1vWnC+kQAWBOGtTybw/O2suXPZ84ADeOaB+wmjiNQWTKx1LYaCgMBa1xdYqUJheXFWONQlZRaNTDXGyjGwhXuprE0dTF1oaZQJTVTWV1Nr7c46E57uaOkoSjRgjH+eBW18nVCqTnVu3zZMWCq6mLmr2dgntF5sFmqFsuMrBdU4Zp8DDxTBKewwGr/PwuRhwgXn/vvvz/33388jjzxCV1cX7e3t7L///rztbW97w+dqrVmzZg3/+q//yv7778+BBx7I/vvvD7hw+ty5c9l7772z/Q866CCeeOIJBgYGXjdUvzXiOCYMd8q4+V2C1FFKkmQnn8nkJe3ZKNfwzZNeuziOM0G398EHs/yxR93UIaVdGFq7CURBEGCtwRiXy5kWX2fN2nErlHHOoZd+7laBtamr6DVdGhL356MoOqM2C+m7qLciIP/uZKMq/XOLt8U8zjT/NBODWXi84fzT7dg8Z9MvSboY4x4bk+dyWpXPTvcOadZrND2ngr5W2vqCfMUxJ51EuVKRn2Hk+7wjGPV9Ft4UxWjLRLFT1NQrr7zC5s2b0VozODjIY489xhNPPMGSJUteN9+yo6MjC8M/99xzfP7zn+dDH/oQl156KUmSjHpuU1MTSZJkVfF/Kmno6+WXXyaKouyXv/DmWLFixc4+hUlNT08PPT09O/s0JjVKKV555RUAdBBQC0JiazHDg+ggzNRSEifESUxcq1Gr1ajV4qz4J91H4UPSvgVR2j1YK1WXUpndz3IwVbZfVjFO2vlIoQPXnF17BzNdUsdToVzD+vSxUmNMBHK5p8Z4YWMMpiAgjTUYY0msX5ckbjGGxBhiY0iSpF5wmoLQtFAbGCRhtOBMz8M5tZokSWhqaWH2ggWsWrVqm38P76rI93n7KX6fhTdHkiRMnz59Ql9zwgXn3XffzZIlS9i8eXPd+j333JPTTz/9dQVnS0sL3/jGN7LHv/zlL/nEJz7BOeecQ1tbG0mS1IlDY0z+S3sbSJX/7NmzKZfL2/RcIWfjxo0opejs7NzZpzJp6e7uplwuS8eF7WBkZIQNGzYwZ84cgiBwQm3OHI5517u5/7ZbaWqtuLxMFMYa4jimVnWCs1qtYo3JI9Gp85gYrDXOlfQtjVKBWSc603ZHSnmhSSY0s2IgrbIwOUoRaI1WfgJSoFFKuxZOyq9XXpyqtF4+Dcrnk4xMOs0oE42m7r4TlwnaGAJjiBN3XxfEpzaGAPd71KIYGRlBKShHZSdeR4lNLzeV+307NDTMKWecwdsPPhitlPzhjnyfdwSN32fhzbFhw4YJb0U54YLzu9/9LgDf+c53OPLII2lpaXF/CTc1bfNoyzPOOIPOzk66urpYsGABmzdvZnh4mKamJgCWLl1KU1PTG7Zb2hptbW1S4b4d9PT0oJR609dfcL8USqWSXMPtIAxDNmzYQGtra90/UEecdBLPP/4Yw309RFE58xxrQZAJPh0E1KpVgMzptNaCtlhjctfTFbtn+2WyUnnnM+uzqbLXUTp1OFVWCKSUIkjFptZeWDYITl3I8czC7SoTm5CKRP9Hd+Z0WrQxJNZgkwSdKKxKsEDg34RVyr0vv2hrMT5ftFp1rxWEAcpo0oGcjTJSaUVcS5g1ezbvet/7aJOf3Qz5Pm8/W/s+C9tGT0/PhP8ROOGCc968eRx55JFcfPHF2/zc9evXMzIywvTp0xkeHuaqq66iWq3y9re/nXnz5hGGIddccw0XXnghr776Kj/96U/5q7/6qzc9MlMa0W8f4mjsGOQ6bh/p99gYU/cPVHtnJ4tOPIl7fnULUZQ6jZoQsGG9eEuSxOdwFpy6NJxtTX3+olubOZn4x9qmUtRFUFQ6FcimeZ3W1fr48L1OC4CwGKv886xv6J5KTGen5vmZaa5lmr+ZC9K0r6gxed6mC6/X525mTqgtuKUUCoiMrf+ZTPshZYmqilpc45DFi9mjkFMvOOT7vH1s7fssbBtTIofzYx/7GB/96Ef5/Oc/z/HHH4/WmjiO6ejo4LTTTntdR/Ghhx7ikksuwVrL+vXrqVQq/L//9/84+OCDAfjSl77E3/3d3/GjH/2ILVu2cMYZZ/DXf/3XE/XWBEGYZBxy3HE8+8D9DPRsIQidyxmGYV2DdWstI16IWd/PEoWbKGQNNoG0ebq759BeiKVtk4zyuaBj9u0c3ceysedlUdeRdjQqJozWCWFLOk9T+V6bWS5nmpdZKAIqFg6lQnM0BUczb92Zn5xSaK1I4oRpnTM4/QMfkKIOQRAyJlxw/sd//Afr1q3jyiuv5Morr8x+oe+33348+uijrys43/ve9zJ//ny6uroIgoCFCxcyd+7cbPv555/Pcccdx6pVq2htbeX444+fiLckCMIkpam1lUNPOJG7b/4F5XLFh8bzYp10go+xlmqt5gqFAl9AZJ2oU36Kj8kq2AsiK+25jnc203xP0n6duQBNxZshl6S2oE+tF5mmUIyUvoYF0CqbZ279qEtodDRNns/pF2Mbtjc6mhTeLrmAzebDp2/Vn0+1WuWsM9/P3r6DiCAIAuwEwXnmmWeycOFCyuVy1t4gSRLa29vfMK8lCAIWLVrEokWLtrrPAQccwAEys1cQhD+Rg489lpeefpruV1ZRaXK9gLNQXUGEpVXdWBfSK/bOtFpjjcEam7mYxofMfW8k/2o2syhTMafzLZn+bHQ6U2lavJ86nWm4PD0p63ozYcAVBxUr0XGC1oXQ8yUTpdSLTVN3FrbutVRuombuZrVWZf+DDuLM8859U5+FIAi7LhMuOBcsWDCqajmt0JTwiyAIE02luZmTlizhV9//HkkcE0UllFJEUQT4/Ehf1DNSrWLimltrDRhd6LGpSEgwiRNneZ5m0d1UaAtW5X0qIdeLqS+ZPit1O7Nelz4PUxXyJTOB6t3YrBWScQI5Tt3MQgV6lqtpDEniComMyUPmab9Il06ai1Dli6AsFqVdbilorFK41LqQI49/J319w9Q29hJGLj0hDAPC0HUIKFfKknsnCFOQCRecX/jCF7juuutGrd9nn314/PHHpV2EIAgTzuw99+SQE0/kybt+TxSVs96XpVLJNWb3IyVRUMUJOgygnWNprQ+dW7A6yWaQOzmWu5uZi1lYb/DtlowXtj6GrW06qlJlz2t0OzV+LGUhHzNJ6gVnUgifx+njJMkKhRJj8n6ajbF0f7Jp70/cqVGNNbVYEScaaxWxVcRVQ8eMWTz0wIv84T+fJY5jJy61olwpUa6U0VrRPq2V5pZm5s2fTcf0DubOn8Nuu83IxowKgrBrMuGC87zzzqOtrS2b6NHX18cvfvELPvOZz9DW1jbRpyMIggDAUe9+D+tWruK1lStpaWtzYjEMKGuViU2Xv2io1WokOKGYTuEx1ofHFVjvMlpsqiNdeL0gItPotPJVt1anVeDuuAFe6FmLstqN3fTOqfYVpkrrukpy16Tdi86kkKfZ0Ng9FZ1p+6RUYKa5mqkoVkBsnLAcrpapxZreoQhjFIkJMtfTWkO5VGFa5xwGBkawJkGhGB4YwWLp7Rmom7JjjWvHVK5EtLW30txSYc683TjksIPYe7896ZwxTVxQQdjFmHDBedZZZ3HWWWfVrdtjjz24//77s0btgiAIE00YRRx52mnccf11JLUaQaWMBjeJKJ0i5KvBlVLUajXiJHGPffg57cdp0yUtJkod0KxoyLUXUtqivWqzxoAmC7Wn+Z1ZaN4qtPVheWPyPpxK5Q6nMV7UuZB/UhCddcKzTmzarNgILBpLgqVaUwxVQ0ZqmlocYEziCqT8nPQgUFl4XeuQOfPnu77KxkCQuqHeO00FrVe1TiQbjEno2dTHpvWbeXXVWh65/0k6prex1z4LOOCgt7Hv2/Zkz7332Bk/DoIg7GAmXHB2d3ezadOmbOLH4OAgL7/8Mg899BBDQ0PicgqCsNOYf8ABHPO+M7nv5ptd3mGphFJQiqJMcGqlCcKAIAgZHhnOJpxpHxUHSCcLudxGm7l71lenW+uKi5QhG0+pwYlXDFg3MjPwlfLKWpRRrlm8wk8j8o3aIauQN8b1BE288DRjCc50jrcC/NhK5eL41GIYHA4YHNHERpMY7US3UihNXYP6dKKQNYZZu81hWudMTJK42fT++FmPUuX7/uFEp7LGCWjt2lAZG2WTkfp6Bnnsoad49KGldExr5e0H788p7z6BBXvOo1KpjP8PgSAI48KEC86vf/3r/OAHPyCKokxwAnzmM5+hubl5ok9HEAShjoOOO44t3et59p4/Upo+zedvQqlUIghCAl0lqOksr3O4OkIcu5nrgVUYlQpKhVUapVw+pfWzzBNr8kIjq1DKZk5lFm73BUNpMZDKhKfbarSpm6VuIBNsqdOZ+NdMjMX4+ejGV9gbazLRq7FUY0v/UED/iCaJNda3hwo1fsKRwlgnJIMgcOeCwiSGaZ0z6Jy1GxiLQnvxmhZbBaisQIrsNdMCp7R3qfJpCWkBaRiFmCRhoH+YB+99jCcff4Y99prHoiMO5rgTjqZjmuT6C8JkY8IF5zHHHJONVLLWorXmHe94Bx//+MclZ0cQhLcER7/vvYwM9LH6v56hudVFXQKlCKLIuYs6Hz+JVtSqVaq1GtY4yWitxaC8CFNoZZ04tCp3O734Sx1MnQlVIHU//XZQaO2EGbjbfKxlQXD6JMx0ipDxrZoaq85xZ0k1gYGhgL4hRS12xwwC93rKi8pUXKb5qVr5HqXG0tbezm5z5xEEIaYwcz4zeov9nRp6jrp9dWF9Og7UucXOTVVEUUgcxyx/5kX+6+nl/Oed93HWOadz3AlHy78ZgjCJmBDBuW7dOn7961+zZMkS3v/+9/O+972PGTNmTMRLC4IgbDNhFPGOc87h9319bF79KpXWVi+AIIiibM46ShFoTVWHKF2lFtdQcex6cCqNUSYbbmGUk21pnqWxLm/T+kpza4xvk5TOXvf5n0V3My14Ny7MnfbJLLYyyu7XCc08pI+ymMTSM6DpH9JUa07oBVr50LmuE5rprfUzOLUOsImh3NzM7PnzCUsRJjFZiD2tPnIOb7FZZ7GTaHFssO/rpCza1d371k/eKbWKMFS0tAQkccy6fHGgQAAAIABJREFUteu57pobePLRpzjlPSdx8CEHjuePgiAIO4gJEZwPP/wwf/mXf8nxxx/PFVdcwaZNm/j5z3+e5RKloZQwnHDDVRAEYUzKTc0c98Fzeez229jw8krKzS1gDDrQlKISWgcoFIEOUDpABwHVWkCtWqUWxyTKECiF0coXRHohqL14Mwp8lbn1BTWmUDKubFoWTy46s0brvvBI5Y6hu5O3N3JCNhebqRAcqsGWPs3gUODzQfHpAdq7sXl+Zl5NrzA6r7SvNDcxZ8ECyuUKiUnqeijb1H1NczaVb/tUdDd9q6c0zJ61g8q2pv1J83ZUFiAIaW4KqNaqPHjfYzz15LMcf/KxnPuhD9Da9vqDQwRB2LlMiMLr7OzEWsvZZ5/N+vXrieOYE044wSe4u1+GCxYs4N/+7d8kj1MQhLcM02bN4thzPshjv7mNtcuW0dzenlWll6OQMAio1WpE1Sq1MGQ4DKgGAUGtRrVaIzYxyrhwvEnD6cbmM9kzMZgLRP8Q60PzGTbPhYS8WbzbN9/H3di6ReFC7D0Dis39Aca4gh3Xasm1XEoFZ5pDmgpNFLjSIQPGUmlqYc6C+ZSbm0iSpOBsehqHrNs8Z1Olc94LLe7dkjqerkxfKyfEtXJFR1oFrqupVhhriKIIHQTEtSr/cdtdvPDcCj783z7IIYcdvH0fuCAI48aE9CA69thjufLKK5k7dy7VapUkSRgaGsqW4eFhRkZGXDNlQRCEtxAtHR0ce865zD/oYIZ6elyPSS86S2FAc1OFluYmmporNFcqtDQ3+6VCpVwmDEN06BzQIAj9rVt0ELpbrdE6vXWV8NpXuheXrQ5jyxpoFqYEkUaPLMNVy9pNmg29IdZoAq0JdECg3HlpFWRuYrpoXxQVqMC3g4LmtlZ233MPys3NLoyeCtPC87LWT+kUpcZbf8rZrSqI3OxxntWZbc3OS/k+zoqoFNHa0sqK51dy5beu4uYbf71DP3tBEHYcE+JwBkHA5z73OT73uc/xxS9+kWq1yuWXXw4UEti3+ptUEARh51KqVDhmyTk8pKBr2TIqLS0EQQVM4irXK2XCKCQKQ0ZqNaKqG+UY1mqE1SpxHFOL3Uzz1O3Tyrl51jjXz1iLtTorJrI27WNZT9YzMy3QKQjM+sfO2RwYsmzoCRiJA0JfiOMEbS4w8yIhCvfzbVhDa3sHnbNnU640uZ6cOtt71PUqOrGps5nf5tOS/B4+TxRSh9OSFkUZv2/xtVymp0JnlklrayuDA0P88ue/pmvta3z4v/0ZM2bWj1AWBGHnMuFJk5dcckndL0cRmoIgTAaiSoV3nPdhXnzkYV649x5G+vuptLSASlAqoByGREFAKYqoRhGlWo2RapVyqUStFjNSq1GrxVnDeKOME1c+zKzSXE7renem+Y2ZgMx+V+Zh9zoKBUNuB0PPoGJ9TwAmINSpa6p9qyNwAzbT3NC0SEj7Bvbai0SYvtscKq2tBGHgzjXLq0wr3jN1ibM883NUWVRdZcezNn3OaEGdHi8dDWp90qoqim+VTqfXKFyBVqVSJq7V+P3v7mbtmi4+/umP8vYD99/OT10QhB3FhAvOcrk80S8pCIKwQ9Bas/8xxzJj3nweveVmhjZvormtLfvDOdCasFKhVCpRrdWIwpA4TqjGNcq1mFotphr7/M44dmMm06k/vo8myjl40JCLiU+PVGAK29Nwep6v6dzDTX2ajX0aZRVBoFG4UHoxdJ46i7oYDtc6m+deKpeZNmsm7Z0zGBoazPMwszzSgmHgejg5sZmFwbNIf0FsFk2G9AhOeKuCAE+3kzqiSvtSo7R/p3c9tUZbsIklCENaW9t44bmX+P4/Xc2Fn/0UCw+VvM6djTEGY92AgsSnzmWpIml3BDGfdnmkLFwQBGEbmTF/Pid/+s95+o7f0r38OYIkoVxpyly5MAgIyxVKUURci6nWatTi2PXrjEPiUolqzQnOOI6pJQmJF6DGGIxOe2gajFJgCm6ozR1ASKvWfa/MwP0D3r3ZsKlXESiX66h04LxM30MzzbFMRaZG1/2jr7Sipa2NabNmUWqqkArATKjmReeegvtYcC9NdoaZaiR1SLORl4Vd6mPt9YH3fJ0rYFJKgzXZVXBFT6A1VCpNdK3p5vvfvYYLP3s+iw4/dDs+bWFbGKzW2DQ4TO/wCBv6h1jbP8jASMxIHDNcjdkyNOzygaOAcqAohwGVMKCtHDGvo5XpLU3MaGlmRmsLQSCjrnclJlxw3nHHHZRKJQ477DCmTZs20S8vCIKwQyi3tLD47HNYteBxnr/nj/Rt3EhTaytBU8UPtQgoaU1YLlEqhcS1hGoUUqvWqCUJtTgmjp3gjFPB6UdPJsYQx3E+Ocj6SUV+NrvF1OdJ4loPBYHmtU0xG/ssYeAcTZQmSIVmIS9T+9B5OqbSuZqGqFxh2owZtHZ2Upwdr7VvlVRwOHPyQh/rx2SmTeiLYXffYTObxITP6awLoiuvPG3hecq1iUrbQGV9QQsCFN/nVGmLJqBSLtO1eh3/9J3v81cXf5ZFRxw2Pj8IAoPVGq9u6efp1zbySs8AW0Zq9A5XqRmLDoL85wiFVq5Zf8+wGwlrkmGMiTFxjEoSQg3TKyU6m0rsNWMahyzYnfkzplGOIkDS8CYzEy44b7jhBq6++mrmzJnD+eefzzHHHMPpp59OU1PTRJ+KIAjCdqGUYu/Fi5m5556sePBBup9bztDmHiptrdjQF8NoTaQVYRRSCv5/9t483o6qyvv+7l3DGe6QkSSQGEIIQyRhlEmlmREBoR8RsVGkH0C7bemmaaVBbR/p5/XlFadWRBwamtEwKTMyKDNCQgghgczznJvp3tzpDFW19/vH3ruqzk2CoORC4K77qXtODadOnRr2/u3f+q21POKwQJxY93oUp4BTWRCqXO1zu0wpZWuyK+t6NyUyTdpKA+DAAM717XXa2hVS+PheFmlu3OikLGAaGOSCdbTC8wPKLYMZNGwYYbFkwKMFm1nVob4R6calDaQZjkz5TG3rv7sAKCMZMKmXszRQjvG0h5TtJ/tVO1R5Ovf9tqsdqJaUy01s2dTBz3/2a/7t3/+FiRP3+4uu84Bta/U4YcHGdhZu3sqctna6YkVNmYGWJz2CchMFIR0F76LdTE5W617XlsVHJ6hEoZMYpWI21SPWd3cyb307T81dwqjWMpPHjGLSh/ZgzNBWQt9DDgDPXc76HXBeccUVHHbYYdx555387Gc/4yc/+QkHHXQQkydP5sILL2SfffZh+PDh/X1YAzZgAzZgf7G1DB/OwWecQeeRR7DouefZsnQpJL0ExQJ+oYBOAGG0lNL3CDxJ6AcUwySNXncsZxzHxA5cKmXAqAVuhuG0nbODYlojBazaUGHlxsimDJJIx2Lm3M0u12YuhBzP92lqbaVp8GAKpbLVWVrG0LKZUgqkZ8CrH/hW65kDoWR6zSQxzJXU2ia9N5pLbQOKDGC2mlOVGDCtRar1FPa48p51oRslBBqT7sl56l0lpuynSaQ0gKZULrF5Yzs3/upmvvbv/8Lue+y+0++H97NV6hGvrtnI9DUbWdldJcLcy14oKbsKXLl7LC+1yACnnew9rrUPXgLKR6oEzwvQYQEVRcRRneUdvSxcP4cn31jEh0cOYd9hrYzba6935wQM2F9s/Q44J0yYwIQJE/jHf/xHZs2axQUXXMC0adOYNm0aN9xwAyNGjOC//uu/OO+88/r70AZswAZswP4qa91tBIedfTabV65k7ezZtC1aSHXzZgrlMn4YAH7aAXs2QMcLPbRlNZVlNmPrVlc2kEhZtlNrTaLtvGU5fQnrt1RY1lZBCoFvKyAZsCmtO1wgtHQxOLZ2u6TU2krTkMEUm5qR0tV5zwUDCVPK0vM8Al8hpCAMQoDUxe4AJwDaLE+UOVahBEI0JqF3aY0UKtOk5gDw9vhMcvvfoaVkaSYIFVZOUAiLLJi/iOt+9iu+8a2v09w8UJXo7VoUJ0xb1ca01RtZ2VUBz6dQLBP6vq1UJXKDFNGINN17CzRNHlszqDHbKqTA3A+WRVdSIj1J4Ht4vk8hLFCpV3l+8WpeXFBjSXsXx06ayIQxAwOIXcX6HXB2dnYydepUfvWrXzFz5kyWLVvGmDFjOPPMMxk3bhw//vGPmTFjxgDgHLABG7Bd1oaNHcuwsWMZu6GN9fPms3nJIno3b0bFMX4Y4hcKOS2agXceGilNonVPmnycytZDd252rTRKKxKVkCQxAuit1Fm8phutIfBscJADms69bKPOpZT4fkCxuZlSSyuFcgkhPVP9yNZKd6ymsMfi+yZhvdGlCgI/sEBUWrBpEaeLkk8kIjEVgaSUJEkWge95nmFnhTKlPYUwUffanAMlsldXnrOv6XyBIkh/X6oCdWmUBEgtSJB4UlMuNTFz+kxu/p/b+MpXv4zneTv7Nnjf2MotnTw8fwXz2rvxgpBiuQlhixgIz+iEM3Ut5P5Z5lqn9yA2z6xUBmhqm7lAYzS6ytLlEiz7bZJ3aSEoSHOtuzoTnp63lOmLVvDx/ffirI8eQUvTQJXC97r1O+C8+uqrueaaawA49dRTufzyyzn33HMZOtQk6b3kkkuI47i/D2vAdoKFgT8g8B6wD7QNGjGSQSNGEh99NOsXzKdt/gJqXVvp2bwZHUX4hUKq83QskdIaqXQKnlxwkBQCJU2ieCkkgecTJQlzV7TT0V0zujaEy6yZ1SYXgiAICYpFyi2tFMplpO8jpbRAU+USwJv8m8Yt7zVMWmnDOAUZ4EzBJpkuT8oEITQqzScqSBKV5uEEjVKZDpRcKqd8GqXtWQ7HGNONGk/zHXldaMa4eZ5HU1MTjz/6R8bu+SHOPOuMd+w6v1+tUo/40/L1PLN8HVsTKJebkF6A8DyE9MCWR810s/SJZMvlT01d6WaZyfFvpRDuoiuj2jWb2wGMtMUAPN8MzIKAsFCkEPjUa1UefnUOi1av4+xjjuTACeP79wQN2Nuyfgecvb29nHvuuVx++eUcdthh26wfCB7adS1OErp7KnR09rBlaxcLFi+jfWsPxWKZnkqFOFH09lYpFUN8T1IshJRLBQqFkEEtTey+2xBG7jaEQmiWB/5A1q4Be3+YH4aMmXwgYyYfSK23h+5Nm9iyYgVtC+ZT7+4mSWLiShUVx3iBj5CeDcaxGkoNWpqOWmmFQCOFYOGaDlZu6MaXAhIDUKUn8XwPLywQhEUKpSJhqQkvCPCkRGks46ht6I1IX6V1Y+aBpmM40WbfQRikrvMsYt2ABCMJMMuSJEFKNy9QiWE4HVOqMZHn4NK3G6bTeMVz7O82TKfTcso08VLfgKNsoU3MJMx+fC/AlzF3Trmb/Sfux7777vPOXuj3ka1u7+L+OUtZ0N5DoViiuRQiPB88c28KKQyzKXOudHJyDGvmOltdsAOXWiMUJuhLma0QBoRKl5MV8DCrTf4CDXgI30MGAV7gIwVIAYs2bObae3/PJw6bzOkfPZJyqdiv52rA3pr1e4++Zs0aKpXKdsHmgO1aprVmTdtmVq7dwLLVG9iwsYMV6zayub0LhKC3UkErCAthqj9z7hVh8xVmdZZNw1EMAwYPKjNy2GA+tPsI9hwzkgl7jWbkQJm6AXufWKHcRGFsE8PG7sn4o4+m3luhs209XW1tVDo6qPX0EPX2ElWrRJUKSickUUy107gzhZT4nmR9V5356zopFgsEYUgQFPC8gKBQICyYYCVXVci5m01ieRvhbdlPLUyZSONu93N13qUFnH4KFD3pGZc6OcCZCfRItErBiBDClMAUEpEkJBiG0/M8kiS2btL0o6ZFSDWYaRx6GsguGrbNQGiuIKd5bWBJRbrGwFpFEAZs2dTO3Xf9jm98699N6qgBa7AFbZu547XFbIk15XITnm9YTTwPITzwRG5AlAsgow8BjTv7Rrvr8tQCNtE/9sK6hP+Z/lMIgZbS6D1dyVOtQEqEJ82gzNf4KqSpuZV6pZd7npvG64uXcck5ZzFi6JD+O2ED9pas3wHnueeey5VXXsmNN97IySefbBslRRAEjBo1KhOiD9h70mr1iLZN7bw8axGvzV1KZ2+Fze3dVKp1gsDH9wwbIoQk8E3d6GKxaFJf5Fwl5tWyE8p2H1pRrSesaetgxZqNvDRzAYXAY/jQFvbYbSgHTtybyRP3ZtSIoRQHKlYN2PvAPD+g1BpQam1l5D5ZGcZ6pUJSr5PEsU0dkxBVa0jfQ0qPOI655eb7KAyuUCwWkV6A74dpqhgJuQAcndNa5jp1kfGbjhVtAJl+juW0Gk7f8wmCIEuxlGc4tcbTmlgm1l0OcSwQwuXejFPdpEmTpAwEVDa/Zr7MZ+pYzYGPNF+nAY7Z6lxQikWo7vvBAdVcZSUtKZXKTH3xZZ54/A988pOf2CnXdle1F5es4r65K4i9gHKphPQDw2xKmQ0mpGfm00AhGgCnY6mNtDfNl2Xc60pl65TC3q2k+VeFRIjE3gXm3hBCgtQIbe5/4ZhVPKTno31NWCgi0MxdvZ5r77yXS845i1G7DWS8eS9ZvwPOrq4uNm3axMUXX8yQIUOQUhJFEfvssw9PPvkkgwYN6u9DGrC3YEtWrmPB0jXMnLuURcvXU41iNAJPSgI/ZFBrwUp2Mm1WPTG3l5SeTehM1glqjdImN6DJZmIAp5QKn4BCGKJsNG7b5i7WtbXz6huLKJdCxo8dxWGT9+djRxzIsCEDxQMG7P1nYakEbyIvmjH9dVas2kixXMKTgRm4J0nq2kw76ZzptAvPliBEH2Dp4XkmrZLv+fi+j7TvtdZ4vmfSIgmjIyUFdgZwJlZzZ5aZ5PTSAtt8pLqJiJe5EpUOaKZHllmO4czrO/PVlsCB0h0JQB37aRPh+x61WoW777yHyQdOYszo0Tu+GB8g++P8ZTw8byWiUKJQLFiw6YFnmXIpQdp56aWa2oxHNmYqSdn37r+wgwQp02Aht50rSOBEHul9bD+bDpac3tlqng0+NcukH+CrhOaWZuavWc+Pb7+bL55+MpMGZBPvGet3wBmGIeeffz7FYpHEZAEmSRJGjhxJsTigu3iv2fwlq/njn15j1oIVdHZXQEgKYUihUERK11G4BoN05Eq+w3OuF8e0mLwrSNc5SNusaAFamu20QGrDZhSlhw4Ny1OPY2bNW85rbyzmiWencdRhkzjpmMMZMXyYPZ4BG7D3t23d2sljDz1JXI8oFgtp1R4nUclLVVLopkX6COYBgiddgJCd/HygkAWevo/vB2g0nmM4rd6zseqQwlOaSLiKQkEaMIRI+gBOz4LDLFJcKec31w3Hmf4EnbnY04h0neUCzZ8HY3kwS+qTd5WViqUSa1at5bd3/45L//WfP/ABjk/OX8aD81YQFMsEYWiAppQZkykleG6QYaLI3fuGe86+plpcGxSGlGnFLK0suBSugpbG5YrVQmf9QAMQzfaNsMAXQPoglWFGPd8UMGhuZsmGTVx/z/388+fOZuLeA8FE7wXrd8B5/vnnc/755wNQrVYB01AMBAu9t2z+0tU89eJspr+xhJ6KcZeXSiXrRrMjS2GApM73OdZEDnAad4jKxFj5ng9w7IgWEqsuT11fCGWSPivSEW6T56GShLVt7fzu4Wd46vnpHH7whzn9pI8xdiAn24C9z+2pJ15g5bLVlMtlyEMs9zhtFzc5HinjjKQFm9KWv5RePmAoB0Jt4JDWgXGp+0Gq0ZRCImQmk1Euqljo1L0vSEBDIm1aJJXkBqvS5f9GSIVUkiSlM2lIf2R25mjOrO3Ip0XKtysNrnQbuJKhbdM+hWHIi396iZNOPpFJkw746y7MLmwvLlnFA3OX44Ul/MC40J0bPZ08Cz5z8gQpbTufq0iVajpdlavUfW4LFmht8rQmiWn3FRDboqcahFIWjDoJhOW+hQWhTg5i+yEtlEntJRN7nCaoqNzUzPqtW/nve+7n8gu/wO4jRry7J3nA3p08nJdccgnPPPMMQRBQqVQIgoC99tqLBx98kNbW1v4+pAHL2ZIV63j0uVeZOXcpnT01isUC5XI5a0zIg00wDXrOrdXwLmvc+zIspt1wTEZunV2vXS4YnTUsCG0CDVSC9ATFknEjbu2u8PgzU3l19jz+5qiD+eRJxzB86ICrfcDef7Z+3QamvjCD0NaVbhi3vQni7DvMc7XRU4YzTXFkgaTn5VIjGeCptGdc6lbrSV+W0+baNK5thcvL6SKDEqUsu+mAiEQIbfFDgpQShUIkGXTMLPuOhsai79iVDGg2lM10AAZSVlQIge8HtG9p54nHn+DDH574gYwhWLh+E/e/vgS8gCD0U31myl42RKCTW0bjPZNLpYWdF9i0SZbZTBKjSfaUJMG08wrQ0uk8RZr83fUd2n6Xu5U0Rs9rug7dICERwuhLpfTQviFJFq1t47rb7uTbl/zDgPb/XbZ+f7puvfVWbrvtNkaNGsXy5cvZY4892LJlCy0tLRQGboZ3zXoqVR58chrX/Ppenp0+j1qkaGoq4/uBaTikl6ZqEdJLGYKs43DMpwSyUbBwOi/XyTS82oTB+UYtTbHRuJ1jVIQ0naE5Fh/pBYSFAoViiU0dXdz14JN86+qf8dhTL5DYcoADNmDvF5v5yut0bOkwgXlpr7ytblHnqMG+ax0eS58nYV3rnkxzcGJBp+cZkOmApu/7+EGA7weEYUgQBgRBQBiYVzefvvqBSaskjT40z6qaybhFXTWkjNgyLtvsN+b/54F19t799Z1vdPvnQZSLzA948U9TWbp06V9zaXZJW9fRyW3T59CrJYWCcaObCHCRaiPTc0VWSCBzn4MnJWFg7gc3FcICYWhS3hVCo8k3y0N83yfwffzAb5BvSCmR7tpIB2zJxg52JgW97gDcujwbK5yu06fc3MSsxcu58a7fEQ3k+H5Xrd8B59NPP80pp5zCgw8+yNChQ7nmmmu4+uqr6ezsfBPB94DtTJu/dBU/+PXvuO2BZ+mtxTSVywRhASFccl8vA5Mi17A71waNk0jdHa7L2Hab/LaOORX5bUW+M6Hxc3b/Ig+EPY+wUKDUVGbthi384ubf8r1rb2TZitX9dh4HbMB2pm3t2MrLL76K59mgnG2aS72dt7oh0kakHTe5NGVu8+x5dIBQWFDoyQx8+hYspIAy8HPA04KOICQIAqv/9PHy6Zbyrvz0e63OO02L1IelbZjVuR9DijnSNqWvdyUPUlIdZwZsgyBky5YOHn7okT97Dd5PprTivpkL2FiJKTqwacmE9Lzlzl/q4gbcNfM93ww2cmAzLAQUCh6FgmicQs9uExD45v5x7HnKekuRSSHIs6k77kVSE5h+IdcHCWk0ncVymd8//yJPPPNcf53eAduO9btLfdCgQfT09NDc3ExrayvTpk0jiiJmz55NtVodCBzqR1NKcd8TL/HIM6/QW41NCgzLnKQNj3Oh51xSQOae2o77Du3wpt1GSiPSsmzM9vpJIVwMLXY7ZT1l0uQJ1NbNrjEdqFRGWC4UQnhp4miAUqlMHEW8MO01Fi1exoXn/S/+5qOHv1OnbcAG7F2xBfOW0LZuI2EY7nAblwEi9UHiHlUXhZN5CsyzmKsC40wKq+f0LMtp3ntgoth9P9V2Zu5xYYI/bBaKFFh6El/5KKXN/pIkDVJyBIORbgsb9JMBCQUZmNQizWYBLkWScd+bddrqCDP2S1iXugCbdiljPDO3umU5PY+XXpzK3/6vsxg3btw7c8He4/bM3KXM29BOsVjKBu8pqMxpX1P8rtP2WUojRwgss+15PoEv8TwbxO5lpKO7/ZIEkkQgRUAiJSIy96hzrWtTkcAw3QqUzAYgjYOIrGsiccDUbieEiQUgJxGRHn4Y4oUF7nz4USbtuw97jv1Qf5/uAeNdYDg///nPs3jxYubNm8f555/Pt771La666irOPPPMAf1mP1pHZzc/v+1h7n7kT9QjTalYQkrfMpleymZuCzZzDVKe5UxHoZm2Z5sxaa5RSPeVZztT1pPcd9Gwrch9fwMTKoRxsUsfKT38IKC5qZmN7V1cd+MUbp5yL909PTv7tL7jVigWB5j/ASNJEqb+afo7cy/kHysgPwgUuWfbMZ1GEydTltP3ZcpcOhZTSonGDGKVVihb993VfnfR6fmDSAFn7n328OfzH/U9YNG4KCU6820JkGsjGl3ruXbLbheEIWvXrueFF/70F5zQXc9WbtrCo3OXgGWeM2SYa++dXrbhuhlA6HsegZfJLMJQEoQQBBAGEIZQKJjXsACBex9AWBCpNMOAVTc4yfoOcxxZr5AusG/MIInseub6gpSNTe9jw9QXCgU2d3Yx5f4H0gw5A9a/1u8M54knnsivf/1rxowZw2WXXUZzczNRFPHFL37xAynYfjdsxZo2brz7D8xbsiZjNaXTU7qgILHNw5w++qlbKt8LCNMMpKCStPpEmlLDJQDOZWrZxtJ+xzIw2uwrCxWQWX4UG3mqBVm9XiER0iQYxvMolcpU6zXuvP8xFi1ZxqX/eAEj+jkZ8JN/fIz777+X8ePH86Uvf5Xm5hbiOObXv7oOKSVf+vJX04TYS5cu5s47bmPp0sUMGzqco44+hpNO/gTTp0/lt3dPoVavEdUjKtUKJ5xwCp899/Pc8N/XU6tV+eollxGGRgc945WXuf32mzjrrLM57viT3vT4arUqjz76MH984lH8IOBjHzuGs876DOGbaKqfeeaPPHD/7+jq6uIjhx/JBRdcPJBpYifa4gVLWbZ4Bb6fpREyFYL6RMyQeQrSZ0ZrTGBfBvBwmslcKHgKAPMaPTsvPQ+NLZtp83O6vJdKKVvSMiFJTCRykiQkykwqMfl0tVI2cMhNVmOaBheBy9Orsy8njRCxR593qYucLKDR7DloOBHZbxO28ZHSpF/zpNGvznptFueeew5BsGMWeVe3ehTzyKwFdEUJ5aZSqtNMAzh3aGYAEvie0WD6Hr708D393twSAAAgAElEQVSJ7xmw6ZvKl0gJfkZImsGIhFiCjLHXwkPoAJ2YtEjKlkKVMkFLSaJcXaIMdOaj19N7w2pMjbcrF0DUkKjesPTFUpnnX36FwyY9yyknnLBzT/SAbWP9jvC++93v8vLLL7P77rszaNAgvv71r3PkkUfy/e9/nyiK+vtwPnD2xsIVXPPL37Fw+TrK5bIJwBGpHNxu1afRacCefUTjuPl0gz5TrpFPWQZhGNS+X0LW3r0ZkePGvyKbyR1k7pgwADoMAkrlJqa/No8f/OxG1rdteAtn6p2zRx55kF9c/99c9Z1v8NyzTwEQxzF33/UbfnvPHel2v73nDj556rHcfNOvWL9+HTNefZmf/uQaNm/exPx5c/nxj3/G888/w+rVK1m5cjnt7VuIooi77rqd39x+U8PzM3fuG/zkp79k+vRpf/b4vv+9/4dfXv9TVq5awb2/u5P//fdf4Nprf2jKIG7HfvqTH/C/L/gcs2fNZNWqFbw89UU6t3b8lWdpwHZkWsOc1+fT21u10eE5E9tua15dwNCOA4r6QtXscxnwTL9GkAb5uOpwcRwTRRFxHBPHMUmSpK+JBZcp+LQAVNsSt0plOTnz3+moK+2+dLs/VveZ3465tirnOXH6w1zLlW2KoFgqMmfOPJYtW77j/b4PbMHaNmavaaNYLFqiQTSefsg1wOkNhZDCspGO6TYDD9/DAE4LOkMPCgJCoJCfhGE4/RCC0IBTP/CQfrCNvteTPp70bBARIEQGNhsYTfr0A7kZIaBP4JPn+Qg/4LcPP8qatet2yvkdsB1bvzGcSikWLFjAI488Qr1e5+STTyZJEnzfZ8qUKUyZMoWrrrqKIUMG6p/uLHv1jcX8/NZH6K7WKZaKdhRo3efkmc3cw5x3mfdlOhvcF+QeepuTTUrb7ktAGe9MfrMGttLuIOcmaQSdfRO7ZGmTBCLVaDWA3XTkazrKppZmZs1dxNU//gVfufA8Ju7XPxUopPQ4+OD9aGlp4a67fsNpp59FEAS0tg5K61QvXbKYK6/4V1paWrnltns48MCDAXj4oQcoFkt4vkdLi883v/mfnP2Zz6X77unpobmpBd/zGgBCoVBgcKtMWcckSahWq5RKpW08CZ8689N89ZLLGDpsODff9N/8yz9/hYcfup+LLv4KQ4Y01rCfM+d1fviD/5fPfvY8fvRf16fL43hgsLizrLurm/lzFpm8llmWodxz5BjKjPRpcIk2OCYcyLPvc99jPpKBwfQ5Tjt5szyOY8uaZsuU0hmwTDJW07GfKQtqmVD33i3P1z7Pw8kMi+aYTUT2W+zPz691W4vcR0W6jUg/nw5cbRYM3/Po6urkhRf+xL777sv70rTmybmLoSHLQVbhJ5U32CmtNimyIgGyAcAJPAs4/QACAQEGWHhkjJbGaHIFZoUI3UJz3pX0SHLSDTyrCZYSoVz/0YfdFCCkRCvD4Ou08pXIsZu5yVZHCosllq9ew4yZMxm9x0De5v60fmM4u7q6OP3005k6dSqvvvoqH/nIRzjyyCM57LDDuPHGGzn11FNpbm7ur8P5wNkrry/k57cZsJklcHdg0z68fdjJFGySB5tkADQPTPv8ZdbIbjYkA+7TmeVZ0W0tx75us0nuGLfZHlzqJSkkTeUmFi5dyY+uu5HpM1572+fxLzGtFE3NzVx88T8xc+YrzJs7J3Whu8N85JEHWLduA1+95N9SsAlw+BFH09LSYtghzTZg8c9p+hwIvf3W/+HASeN5+KH7ttnm4EMOY+gwIzMYu+eeFIsFwkIBz9t2PPrEE79Ha82RR32UP/7hUR568D42b9qI7wdv+XwM2Nuzzs4u1q/biOfc6XlpynYvv879dx/p63rORag3sJougEM1sJBgBi31ep0oinJTTL0epUxnCjhVxmqmgDNxANOCWvuagWCN5k1SmfUJghLbrurjes+3AfTdoE/BCpceymPGjBnvW2/bzOWrWdS2mcD3LWtIdj/ZQUomsrCQ3rHbIj9lni3Ps2ylNGDTTSHbYTntFDoXfACeL5GebwGtZ71uWR/U2E+ItAsQurGfEg2ECX3mbXo9z5TAlEHII0/8ga1bt/br+f+gW78xnKVSiauvvpr/+3//L1EUcemllxJFEUmS0NrayhlnnEEQDHRaO8NmvL6I6297hN5qTLFUMA+f3Ja5dKN9547KGEw3m3vwU4BqN0j/m4fcCMuNzsv3fRvBapNBq6yuMlrb5aY6iYlUzFiIlLkhp/nMk53k3tvjy3Q+tjKFsu+FRkhNsVhizbpN/PQXN/Hv//oPHDjpwzvx7JtGO6rXOe6Ek7j7nin88pfX8tNrf5VqXAEWLJgHGsaP37vhs5VKL+VyCSkkYejzs5/9iN/ecwe9vb1c/OWvcuqppzcwmzsypRRxFO/QTe7s/nvvYePmXk488RPbDeLbtHEjcZTw05/8gE2bNrKhrY3DDj+C6667gf0nfnArtexMW7FsFdValUJYsODPPZcZw4eNJnZrHQPp1mth0uAILcgXanDPoAF/2b2hctpMx2pGUZQ+z/l7LnONK5LUha4yptMxm33YTpXqOe0+0DY3hT3mHEBOo+nzlgPcjQyn84D02ZZc0+Y8I3aZFAIlJJ7vs3rVGpYsWcL+++//1i/SLmD1OOaF+UuINATSaHKFY7LtCdfa6t/Ta4q9FsquM/sSFqCnBYg8w2j6ZAynm9xliGm8JMoHlYDvCxJfEsc2YbtIzHWSAqFMW65d295Hn+kSylu601RCsm50LWXqUpfpvPlcWCyxbNUaXp35Gscfd2x/nP4Box8BZxiGfO5znzN1eIXg05/+dH999QfaZs1dwvW3PkRvLTYpp9Loc1ff3A3zs5FhI4DMQGUGKO186nbPGEQ3qpTS1FAWAoLAN+41UyYCnSQoVwpPaUgyRkZIYTIoOddO+q07YPK28aW53yTSEXC6YTrS9SkUC2zY1MEvb/wN37r8nxm9x6i/4Oy+dYuiiCFDhvJ3532R//rR91i4YB7FQoE4NtGSxk315xnL7ZkDF3kQ4JhQF415/gUXcfY5n6OpqWmH+7n99pu45ZYbOe3U47jg7y/e/u+o1+mt1Pjc332R8794IXfccSuXXfqv/PEPjw0Azp1kM17eERMvcpIUl1bI1hgXGehMzQE7nYFEuxiwlWDiBM/zG/SVKlFERNRqNTzPI4rqZOyT9b6SgdYkTlK3udNwKmWChnQasW7egwEz5I5nh4+66AtC/5xltdX7bpu2DCLXRggzSO7s7GTZsuXvO8C5rG0Ti9o2UygUt6vfdW50x3E2cMQae40aA76MtteATo8MdIY0As482OxLzBvuQ6b9iNlx5p3ZPmntCBGd3oeuidd9PHB9C4ogjW5UIXjo949yzMc/hu/3e/z0B9L6/SyfffbZdHV18fOf/5yVK1dywQUXIIRg9OjRA2mR3mFb07aJG+58lO7eOqWmUvbANTCbbMNyIvJg0sFO94DbeSnw7IjSkxnglHbfUkASmNvL930SIZCWQVFCIJLEkpIagWc6I0xdXSGc2sdqd3BdB6nLJ7Oss8hcbqaB0Spjcc16x3Ka9+VyiYVLlvOTn/+aq775dZqayjvlOjir1Wp8+tPncuMNv+Chh+4zrqPE/L7dRoxAAytXNgYsOM2l0oooirnkkq/x6bM/m67v6elBa01vby9xropGd083WmuGDRsGmGvQ2jpoh8f2yMMPcMk/fZmDDz6U666/gVGjtq9tKhSKFAoeRx71UQYPHsIxHz+OwYPLtHe0/6WnZcDexLo6u1m/bmPKWjrm32kwU1qzr7bZuZwtIHUOaIMbFErZbYQy7I8DjVqRxDG+51ltZkItqiETSRwbhrxe9xtcnflo80yrua1+c1t2026vDbPpcjGmEetkzGdmOSlBij6d7tOB7xx4deVz8zBH5z9Dug8BeNKjVq2zbNmyv+7CvQdt9oo1VBNFY6Zrc36MDlJZKtwxhlbHiTutdpCgcmAz17xKGkGnAxcxENnXGEjsFCfZlCiVuva1vYd1rq037GaGOZ08y1hCekCpftOyofRlRb00Yt0vFFi8fAXz589j0qTJ7/TpHrDtWL9Hqc+ZM4fDDjuMSy65hO9///vMnDmTb3/723z7299+W/tZvnw5N910E/Pnz29Y/tJLL3H99ddz4403smFD/0Yjv5esu6fCDXf8nrbNnZTKxUbg5YhMyIFMN597mwedOVwnpYfvZXnUzGuYJgEOQ1N5wiUGDu16zzM1mE2pPFd5xFU0EQ26oD74l229xg3D3WzRdma31ZdmetJSucSMWXO44ebf7HTdVhLHhGHIWWd9hjum3Mr6dWvTqONTTz2D5uYSt95yA+vWrkk/8+qM6XR3dRkhPcbFnrdyuczYsXuyYP5CXnzxecCwkE/+8XGCIOSAAw4EYP36ddx33z2sWrVim+OaPn0ql3/9n5k4cSL/c/Od7LVX5tav1+s89ujDPP/80wB8+IBJ9PbUmDbV5Ct87bVXqVZ62Xvv/gnA+qDZ+nVtVCtVW13IgkYLoHQOdOk8qHJBH9Yytzvptqlu04KNNG+mzkCnShKj06xnms161FfDGTVEqydJQpzEJHFCHOc0nIkFlu67+uTm1OSAps7m86qZ7Of1TZ3kpm0aiTexRg2okwwhTaqktWvWvq90nJVanSXrN5Em1XL3TsN9k7HOOVS/HVq5Udub9g000gR1oGZf476ThiS2U6JRSYyyddYzPW/OdkRTw7YdhLuWOTLFBBJ5xsVutw/CAh1dXcx6Y87bOpcD9pdbvwPOW265hTiOufXWWxk8eDDDhw/ntNNO4/7776e7u/st7UNrzZVXXsmFF17II49k5chuuukmzj77bKZMmcL3vvc9zjjjjA9kfVyAux56hjcWrKRYLKSMpSsflwYH5ZnNPlPKYMhs3pOmukjoB2l5uzAFlL6trZwHnj5haOvmeh5+Lv2F53lmf1LSt9ydKW/mWNPcMeTY1x12LX16kTyjmzZAzg8kJVL6lMpNPPjYH7n73gd2yrXo6emmo6Od2Lq3P/OZvyMMCzzz3CtEUYRSisMPP4rL//0/WLhwPmecdgKfOv1ETjnpY/zg+9+lUq0QRxHtW2NqtWrjzxWCL/3DVxm/9wT+6SsX8qkzTuTEE47mD0/8nsv+7QomTT4IgKeefILPfuazPP7477c5vh/98P9j3oJVdHV38s0rL+NTp5/AWWecxOxZM1FK8fWvXcI3rriMer3OaaedydFHH8kPf3A1Z5x2PN/+j8s55ROncdrpZ+2Uc/dBt61bO6nX6+Z5SFlO3QA6DUhojD53U98QkFzYd6PbPJdHUydmPqrXqdfqRHFEnIJNAy7zwUMOaLp1cd1snyRxQ8qkpCFqXafgwoHdDEw2unUzcNQIcFLmNiUuc4jkzw5Q8x6bzIsjEBQKRebOmcumjZv+qmv3XrJF6zawtr3DaBtzUegOZGqVWGmDSiUO5O6PVOtr7zW0CwQDt8hhwogMaNbtvGM4E3KAMzEaTqf5NWx3khYPADLiwX7JNjRDXgbWB6E29G2YfkS6vkV6JlDJD5j9+pz31eDivWz97lJfsGABkydP5vzzz+eKK64gCAKampro7OykVqu9pUj1O+64gw0bNnDsscemGrXly5dz1VVX8bWvfY2vfe1rdHZ2csopp3D99dfzwx/+cGf/rPeU/Wn6Gzz90msUigUjrAbSRvVNSID0YRaNM1KKNPealKbKiCt553l+mibDRDIKCxQhSUwQmB8EmNREAqWMtlOKBJWA0i6ASKKVSpkGV+rSNSTGNaIzD1nfA6fvCpF2QC44oHGtdbVIEyjgBSF33/cw+++7D4cdctDbOd1/1k46+VTGjRuf6idH7b473736h9x37z0cc8yxqd7y65d/kxNOPJn7fnc3bW3rGDpsOEcc+TGGDRvO/vsfwGX/+hUmTdr22A477Ajue+ARfvObW1i6eDHjxu3FN751FZ/85KfSbdatW8vQocWGCPj0+E46ldGjP4QQUOntRalhSCkoFIt0d3dRr9c46ODD8DyPQYMH8z+33MmtN9/A0qVL+ORpn+ILX7iQQYMHv6PnbMCMbdnUQaVSpVQs5cCjfYi1Jg0canCaQ0O3nPO2u0To2zCLZC7xWMWIxLYXSYJMJMr3ieoRnqeIrN4tX9YSsMAxSwIfxXGq54zTHJ0xWicpg6UcmHmTWLaU3BJ9dd32x+XYL51bbLD3W2U9MyjjS4/2jg62dm5l9/dJ2pxVG7fQU6tRKgdkN0MjI54FDCmwxYJdABFKmaAbyLHqmkRZ4KghttjP6TXzbJZzo0cYyX4SG899kjLerlCANvdETlrRwGZv13IjkPy94Vzq9j22zUdgSA3fo1AsMnfePJYvX84++wx4aXa29TvgPOaYY1JgWKvVuO+++3j88cc55JBDGDRoxxozZxs3buSXv/wlV1xxRcqWAsyaNYswDLngggsAaG1t5cwzz+S5554jSZIsDc3bsL/kM++2LVu5jtvu+wMKQej5IDLdyjZCarL5BteDEOZz1n3ukvwasOltCz5TZjLTcHoCy+hpU75MSGIpiZMIKRUqEShpEkg7nZCybYWHaZyE1XRqpVDCNmHCLFcCcJojq8kyZnWaSqFtA6OtvtRtqmzVFSkkWmrQkmJYoKt7K7fcdgf77bP3O5qi65xzzttm2QknnMwJJ5y8zfJDDz2cQw/N6r6vX7+earXKEUcezRFHHr3D7xgzZk+uuOL/bHddR0c7Dz14Lxd/6Z844oht93Hxl76yw/3+539+k2HDhvONb34nfR7Gjh3Hf/yf7+7wM+81c4B+V3ye16xel3oadJJjeNIEiW5LbZ/jRkCWDiDJbS5IpSt5wJi67G1OTRd0JJVhxeKojtYecRKkbGtOOp2CTTfFcYLK5+ZUbmpkzQQ0VAQS2oAVu8aAhHSJzDGZVtltxX1Ci4YfnA00XT5gbd7bNqQhXZsdWHvaI/YkQgk2b97yDl3FRnsrWSXeSdPA6i3tJqizATTq3BYZ2BRaIGxEeoN32n7OXD+Vnl2lzFSTBmy6QKE8/NNkoDNRhtk0nzP7Uo7ZVtkAiBT86oZ+CpHL1SryfZYjVKxXLBex7iZPemjPQzkdZ1igZ0sXr7322gcOcPb3fQjvAuD80pe+xNSpU/nxj38MwHXXXcfYsWP53ve+95YixX75y18yceJETjvtNH7xi1+kJ62trY1hw4bR0tKSbjt69Gi6u7vp7u5+S2C2r23evJlCoZA9AO9h8zxJrR4z5f4/sG7DFsrlJupRZBO7J/Y1czFnHU2epXDrMQFAnsl1IQQoZVNLKMuqKGXAnFZobdhEqU2nJ7RGYRL6OgYlbVC0EYibMnca5SJak4QkyVcpSWwHltiazK5CiQGoKuf+ySJeNSjrjrMNmVZ2Oxcla0fTZj5BY75bJzG+F/Da63O5867fcc5n/jb7vnfRenp6CMOQLVv+8s5v2bIlfOzjx3HhRf9Ae3v7W76fo6hOGBT49yv/D4MHD/2rjuHdNOcu27Jlyy5TPldKSa1WY+PGTahEUa/VbGfsOlnzO4yr3b4KN59JUoSQJLFCgNVRy4z5STSe7xMWQptw2+RBdAm+NSb5thRmPlYxfmCDiRIAQRD6KXBMEmXOtTb1tuMkNumR0mTv5vk2DJZlQaOIJE6sdjJz92qtiCJbnUhr61ExA9RU36k1kLnl61E9rd3u+eb3p3XdUSmTlrlubb5QlaC0aX/Ma0JUj1m6ZCmTJh2QBji9E+YKMPTXs+RJyZbuHpatbUNrTb1WB08hfQ+hEmSSIDxLSNjE68LzkF6C9AxRI5LEnP8kwVcKL011Zdt17aG0VSl5NmJdmIAiIB2UJBg2NI4hqpupXo+MdMOW7I2jmCSOTH8QxyQqTsui6sSg1CSKQdvnWtkCA0mCTiKjA41jlIrRcYSKI1QUoep1dByRRLH5jigiiWNirYjimFlvvMEpp5zyjl7r97rVajWTuaYfrd8BZ2trK7feeitf//rXaWtrIwxDJk+ezJgxY/7sZ+fOncvTTz/N7bffnoIkd8LSvHO5m8V1Lm/3BnL76ejoIAiCXeIGLBVDps6cz/RZ8wmCAnEcW62KBYHu9S0CTk96phOwrm4D/KQFmTmOIZVVuZx22naGGj/wrdxHpee0QTemte2AXKdkgGaSKGIrIN8e4HSBDe8s4DTfqxHc8dv7GDVqNw456EAq1er2Tne/mVKKarVKrVb7i/cxbNgILvu3K+np6Wbz5s1v+XNCCC66+CskSUJbW9su8RzsyIQQdHTsOuU3fd+nc2sXHe0dJCpGxDZJuiYFjM5DkRZUyAFNKSRokJ7HoMGthGHA1i1d1OoxAkGpVGTQ0FbqUUxvdzUtWylt+UI0FEtFmgeV8TyRsmNaaXq6eyk3lwkLId2dvcSR8WR4nqSppUitWqdrazeJzthOw5jm2c+YaqVG6+AWBg9rodpbo7OzO20b6vU6Q4YNolgqkCSKTRs2U68leL6wkk6VgtMoihFCM2z4EPzAJ0liOtq3ps+usu2D0u4YEgtEXVBTYoBNCjyN+3/BggV0dByTVlZ6J+ydeJ7fjoW+x8oNW2hr70AEIYq6AZraB6UQMrF6Rg88Dyl9hKeQnkZ6isTzEErheT7K1ygNvn3NcrUWiCKBkFkddWnfpxJK45U3UekxxHWIooQoqhs9cN1of5MksgFrcUpEaJ2gEyvXiBU6iUFr4si16YkBmkmMiu2rigzwzE+ReY0t8EzimFgpYq3ZuGkzmzdvzg1k3v8WxzHl8s7NzNLX+h1wXnPNNVQqFa688krCMEzdXLfddhtPP/00J554Ip///Oe3+VwURVx11VUopZg9ezbTpk1j9erVvPzyy8yZM4dSqUStVmtgpLq7uwmCgEKh8LaO0YHXcePG9fsI4C+13kqV1xc/SaFYplAoGneCkCA8XKmvNOF7zpWeBhKl7iWZajN937jSXUS5e2/KMfrbBADltZxCCCqVCqApFArEUUwU1YlsIIFztcV2pJnEMVEcZdVJkswdp1KgqFO2wiT7zeXzU1ngBJZBQauMCU0yYbxZZ3MDagM2lUpQSYQuhHR3beW5P03j+OOOZfSb5K3sD1u+fDnlcpkRI0b81fsaPnzYO3BEu5719vayatUq9txzz12quETHlg6KhSLlUhnP89LBlgOXsH1G07mJtdIUigUu+IdzGLvXaH7+/VtYu3oDUksOOGg/zrv4LN6YuZC7b/m9kb14npXRSOIoYf9J4znjs8c3sMJbNnZw/5Qn+ZtTPsJe+36I393yBGtXbwQFY/fanTPPO5El81fywG/+iBTayv/M8wWKJNHEcUJLazMHHjaRQ444gN3H7MaMl17nd795FI0miiIOPXIyZ55zMkOGGs/U1Bde5YG7H6faW0V6wj7XpqRqS2sznzzrRD5+/JEUCiEAd912H4899CRBGFiwqSzwTBpeExVnbY4Dn0mCRtHS0sqee+75jl7Td/J5fqu2ppIgw4LxcnkSP/AJwgJ4PtLzzT3jeQjPaPOFbwJqDNPpg2eCPj3fZCbxfBNs43s+fhjie76p0uSZAYu2Bew8V8TOAk7nwY2VRssELTRaeiB9gsASPZGp9oT2TaGAJKYexSipCAACTRTVqPT2UiwWjBQrSdDKAM0kiojqNeIY42WTpi9TnofyzZRIQSwEVRWTSA/hB/RWqgwZMpQhQz44WvTVq1enMTD9Zf0OOF9//XWmTJnCr3/9a4Ig4KabbmL8+PFceumldHZ2MmXKFMaMGcOxxzZm/0+ShHK5THd3N1dddRVJkrB06VLWr1/P5MmTOf744+nq6mL9+vWMHz8egMcff5yhQ4em9aTfz/aH56bzxvzllMpNOR2TE9847Ytbbq2v/l6A9ATSpi9y2kxPulRGLlDIw/OlaXDyoNMOHsznBEkSA5owCE3OTgFE5gsTx6qqLOmzVCqNrc2Cap0r3vplrMYr1XxBGgDUED/gtDzaVR7Cuvud/kdk8znGVwtBqVTi1Vdf48Wp0zj5xBPe+Ys1YAP2FiyKE+q1OlKKPmu0Uy+mgUAC525322QPiHtmcdvbCB2n41QqoVoxWvggDCxjab5FSsmyRat58alXiaI6caSo9tZtWyCIY+MSNQEkqmGfUaKoVgxA9EMvTb8URzGj9h7NpEP2pX1LB3t8aIRND2ZcvnvuPYbzLvxbOjZv5Rc/upWDPnIAHz32MDo2d/DIfU/iS9NtaW2Y0tM+eRInnnoMzz31En96dhpDhw+hp6sHbxuJVqZZNCxpY6Cha3u01cFWeit/xdV779j6jk6aCiEjhwwCz2NrpUZnLSYUHlookyoonwXAFeiw7a/QCqUFwnqhNAkagyartTqiHlMOfWScUPY9jh/qIYXghR4TpZ7WUzcKCFq1QkuFCjSx0ERasCVWBBKGlwM6qpruumEvPQ27N5UQWrGpu0KM9WSlUWaZFjVRilgl7NbaQsmX6CRmy9YuOjs7s2ttX6u1OkMGtTJ495FUu3ZDRHU2bNz4gQKc74b1O+CUUjJ69Gi++tWv8uijj/If//Ef/P3f/z2tra089thjXHTRRdx3333bAM5iscjNN98MkCYgPvnkkznuuOO44oorqNfr7L333lx00UVceOGFLFy4kBdeeIHbb7+9v39iv9vyVet49KlpBEGYCqrzsQQ0dEJ509kGwuQpyzRcwqYnylIipeDT8/CllzGg1iXj5RhOKSVBaLQ2QRgghUj1WC7+PAGU5yG1QibSBvEotJa2wVOgsMvtvEWTxoWfSsdzAQI691vzCDS32AVJWLCZDzgSQiA9n0RpHnr49xzzsY/uMiz3gL2/LI5jarV6ShE1uvrcU5T931EIgMt9mf+cy7eYKI1KEj580D4M220Ia1a2MfHACSyet8Lo/YD2zVuZM2sR1WoV3/cZMWo36xFowdUAACAASURBVG3Q1nMRmaAiW8RAJYpavc7wkUOZeNChrF6xjkXzloH9Xs+XLFuyiuuuuYWDjzyAAw7a1+wPI6nZe9+xBIHPn559hanPv0q9HnH03xzKfgdM4OnHX6RaMxKAKIoYsftuHHP8UaxetY67b7ufrR2dpiiF5xEWDLuZTw21nTTyZKe1sUUxrOyubVprWktF/umTx7H/GBNx37a1i/9+ehqrOropOCKgIX4oS0ultNHmOwmUUInZ3mYxOGRYgbLvMbuzTq+CsOCzm1fElwIVJdQUePbOjLVmsFScPsyjxXeV1s1X3rJgPcMLIWeMG85Dyzbw3MpNoBStgcfFB4+nEEj+64U5bOypYykEXDlOgZFmSQ2nHLAvn5i8L60l49V8fs5Cbnj0KVvW1Xi+4jjmEx8/ijOO+zjjRu8BwOo1a/H9XS+ocFezfgectVqNiRMn8o1vfIOxY8fy3e9+l+7ubsIw5IgjjmDUqFF/VlDtgosOOuggxo0bh+d5lEolrrvuOr75zW9y7bXXEoYhN998M6eeemp//Kx31Z6bOpNNHV2UymXysYF5rKnBjGL7spx2bUqESpevTGbAU5jOTFow6XkmWt33vIb8mrKPW13ZKPUwCIgQhFrZwXPW5CvPVBlKPGWiYRMLLpVjYSQIZY/PspCOAbUMpduj0Yk6CtT+IHcS0s+KXDedPxeZxEAIQVgoMnf+Qp599jk+8YlT3qlL9bYtn/B7wD5Ylg9aywZTgvQxhgws9HmuG+/xdIdk0clZJHCSKCZOnsBHPnog3Z29IKCnu8KWjVsBaBnUxISJe1KvR1QrNaq9daMnBaOBSxKj0bPuOYWmWqszdvzuHHvKESycs5Q5sxamHbpG20TwymS1sEejEo0nPQYPMW703u5eSuUi9Vqdei2iWCrghz6qYpjUJNG0tLbQ3NJER3sn//bNrzB46GDWrFzLffc8wvKlK/F8Lwc1s/OQafX6rBWmnRPQ7+7GnWVH7j+e5mKRO5+fzsrNWzhu0n4Ma25i+eatKJVQVwoVC0QS4geaghCEWhInCbU4IfB9ytIA8GqiEFJRDCCJFB8ZMpThRZ9XNnfTGWmahCJSBTSankqV9kjjSwikuW8jH3xRpjtWPLy6g62VOmjF+p4qI0fYSoMu7N1FqQtSl5ZWmt5anWqtTsH3DehUJvDn8LG7c84Rk5m9ci0PvDyLgicpeALPfre57qaf2Gv0Hjw79WV+/NosvviZv+UjB72zqfAGbPvW74Dz+OOP57LLLuOcc85h5syZtLe3c++997J8+XIuvfRSZsyYwUUXXfSW9nXttdc2zE+YMIG77757Zxz2e9Z6eivMmrfUuszybvOss9G60Q0t8qlTNC7bkHmuU6wmMrbSy0Ck52UsZ37yrc4zTeAuhOmABFY3J9AoEp2588A06jJJjAs/kSjtIbUmwX2/IE6JTYmwujADNrEMpf09KVUhslkXYCHcmDh7bwCpAZlaKOual1bH6lHpjfn9Y0/wsY999B1NkwQmeGBrT41N7b10Ver0Vut0V+qEnqQQSppKIU2lkEpnL6M/AJKQAdvWHMMphTDRwPYBbeA105RAbDuOTP2iZk7pVLBi39vlSlGtGjZz8cIV3D/lCWq1iMOOmoTWmn0mjmOfieMAmP/6Eu659TG0NmAssQE3KG1enQnNkoUrePqxl1i9fH0WgU7mynaSAHeo7vl1mtFKj3HH9/ZWqFSqlJtKBAXfZMqwftpyqYjWmhEjh/Hyi6+yoW0TR338I5Sby/zo6p9TrVXStiYLWGz8Xp0DnWZL4y7u6Wms6rUrmhCC5mKROElYuXEzryxZztzVbZRLJXzpkSjFoXuOZr/dh+N5Hht7a7y2fgvttZg9BjVx5IdGsL6nzmsbt1IKJMftMRQpJXPaezloeDMlX5JozYkjm1nUVWNNbz3NrbpnAY5oDagqxRtbq2ysxrQUjYa6nigWtfewqaeGhzIVkHL3h/FuJaBt2VVtBjYFT3Lih/eiu7fCjFUbTJaDRFHyfY6bOJ5aFHPnizNYuq4NX2uSOKYgLGOttdUoC2747X3UenrYsnEDo4YNGQCc/WTvSlqkDRs2cNddd7HffvtRLBaZPXs2J554Itdeey0jR47kC1/4Qn8f1i5rL77yOmvWbTIi8JT560OB9PGvG4bECb5MbjtHogm7D52bsEFU0ka/ptpOqw1zTKfn+1nwkJQESYLIAU6lFb7N7+fYG8/zjFs9SUweT6WMOkfkGEsLPkmj4zMfUL7zbVyV9xPZDscyFzq/jdN65gCoq71bKBSZ/foc5s6dyxFHHPFXX6vuSp0N7T28vnQjS9Z2UqknVGuKepJQj2LqUYJE4QmN74Hvgar3MmpomQkfGsm+e45g7O5DKRffXhDcgO2a5vs+xWKBeq2eaTPzLgsa8ZpzMRq5s06zSZjEFCaKOA2ptDtUVjft9v/6jPn09vSalEIqQQjBgjlLeer3L1Kr16hV6gihcyBOoeLYthnmaFRimMu2dZtZseRJ/DCgUAgtW9uA9BrMsbjuWErNRZTSaf7frR1d1KsRCGzQkLbZOATz5iziFz+9mUGDW9lrwp7sMWYkQ4cPZuWKLnzfz8kRcq51nTGbGf42jYMUgqam/o3g3RmWKM2yto1M2H0EX/7EsewzewQvLlzGpt4qhWKRvz1kIqdMmkA1SqglMYNLRSbvPowbZyykNQw4cdwoFmzuYvq6dpoDwbGjh+BLybKtvYwpBxQ80y+Ma/LZWotY2ZVQTzRDC5JjhhdBQ0vgMbboMWXpZirVhES1EEjBhOaQEaHJgrKis9cMJLD3rkt/l94zkiTRDCoEnHnAeBKleH3dJio1ExQaBh7DW8pU6hF/f+yRjBrUSkdPLw++NINpcxcgtAlaQ5vSSFIIAt+jVCowdvTod/MSfaCs3wCne+B93+c73/kO3/nOd9J1vb29lMtlnnrqKZqbmzloYLTxlqxaq/PCtFkoMsbQmYu0z3CXo0B0TudpHMxSZAEE9tO50SYYbaOZ8vn6TE11Lw0o8nNMpxCCJDZR4GkELS6ZC2kMk+wDZBPrcneH7TpDE9DTKBMwR5r1xH0haAogcZ93nZxzn5v1VktgWE7hGE8T3ViJE574w5McccThfb75rdvmrb28PL+N+avaWbelQoIpqSmFSZrv+VAKNWWBiZ51CbNVQle9xtY1PSxet5Qnpi5g3KhWPvLhsUyaMJrhQ99+btkB23VMCGElFeSkIM5yz3Mua3oKoIR5jSKTfigIfAYPaWXh3GX4QcDw3YYAsHlTR4NW0daHSAEZQE9XLyuXraFSreJ5Hq0tzVQrNaSUDBrUzPyeCp6UDBlm7sctmztMsQ3fo6mlbAeXSUa2ak2cJFQqVaK6yZGaJDHVahWUYmtHFwDlcome7h5aBxu3+dJFK+ju7DbtizTPc6ViUh81N5cJAh+Nol6rk8SKej3CtQsuB3B+EI0DnZY1Ftq59w2D2tyc5XTeVU0Aj82YzSHj9+RjH96H/3X0oRy1/95c++hztDSV+MTkfVjT3sm1z75CV5Rw4dEH8pExI9l/2CC2WNa7GpuyQIlK6I0Tih501ercNHc1/3LwOIYVA349dy2bajG7lUJ8aRjMh1a2M6+jwgUTdmNCa5GhPrTX6kRKM6Tg83f7jASgu57woxlLiC1rrrTJpSpsiUt3p3sSOio17p65kO7eXqr1Op6EKFEU/RBfSlqKBRata2Px2jZOPvjDXPSJv2HV+jZWrl2H71z1yiStr1QqTNpvXz516in0VipsaW9nzB57vDsX6gNi/QI4n332Wc4777zUTVsqldI6vGYUX2TYsGG88MILA3q1t2Gz5y5iyYq1hKFxU6QMQR4YNYauNgK21BOtcSCtAczpDOw5wGjMgEQvV73B9/wGt7rLoZkkCUJkqUdMUneXczObGpM5m6PJu77ylUkya+yCs8U5uQAZBDX4ss+vzEXwixxoNfXWBUFYYPr0GSxbtoy99hr/5hekj3X21Hh1URsvzWtjQ2dEEISEpWaT9kOYFDTaDgacqF1pDykStGdS4BSjCFAEvqRer7J4XReLVs6gKZzB8Yfvy8kfP4SiTQUzYO8v832fsFCgUqlaFUjG8ht3tBs8pjATsFITNEIKqtUqb7w2nwMO2o9TPnUcSaJoaWni2JOPol6PmDt7IdhtgWx/OSeJ50n80CdUAVJKqtU6815fwqRD9uO4TxxFvV6nUAg55sTDiaOYubMWUavVGT92LOdccDpzZy3k0fufNrIfIVBK0zqomT3Hj+FDe5lAlqHDBzP5kP1ZuWwNixcsQ6tjOfKYQ9m0cTNHfvxQAF6fOY9KpcJZn/0kR378UO669X7mzVnIimWr2XvfvTjptGMpl0t8aM/RvPT8y2xs22SKT2RIN51yHnzYzkBSIBk6bOg7fUn73aQUqERxy5Mv8OLcRZx51CHsN2Z3zjpiMkvWm5y889dtZOPWHrxCyJx1m/jImJEMLxfZaoPGHADMl0N16ebSmj82AXucJEigEiuWb+2lt1qjvVqH1qKJdleKQAo66zF3L26jsxqBVvRGEYFtt6XTdmFJCXsMaE0linl03lKqPb0MaykbZYUyGR08KdjY2c2NT77E5o6tDGsuc+R+e7PH0EEsW7kKXP5lrent7eVDe4zka//4JQa1tPA/v5nCiOHDBwDnTrZ+AZytra2MGzeOatVEF77yyiuMGjWKvfbai7Vr17JgwQIuv/xy23ANuAvfqr0yaz71OKHgB32Yj8xtZBaZ2rjQp2mVIgVnrjFJsycZyJc5pYWLWrfJ1XDR616q85RWWO7E9i6bgJQyLW/nkvmqXK5NZQGoyYOncuDSfJV2ydx13nneF2yKLEZI5xghp/HUWCbIAEmhHL+bY0hFdj6wrKvv+2zp6GD69FfeFuCcOmcNz85eQ9vWiLBQpKWlFSmNzlYgTJ5Uq2vVWiNNGD5SK9PpC43WicmHh0L6El8XTInQekB3bzcPPPM6byxYxenHH8qBE98eGB6w9775vkehaKQywubQ1Tb5u26QxLgBmkYKRdpNawgDn1emzqKpuYljTz6aL19qchyvX7uBx+5/hhVLVuF5HnGcpINA48RUxPa5jJMsdZnWpjrR7BnzKTeVOOakwzn/Hz4NwMa2LTzyuydZsnAlQgoGD21lt5FDaR7UhFIazzPtUhRF7DVhX8676G8Bo+OesN849tl/L+6+9UGe/eM07rvrUT551glc/M+fJ6pH/P7+P/Lyi68ShD5Dhw1mtxHDaG5tYmtHJ/fe9TCf/fxZfOH/Z++9oy27qjPf31pr75NurKDKVaqcJJVUygmEJEASEtHCxsaEbpseHoyBx2hj+3nY8Pxs08PDxsZuoJ9xG7ehHxZGBtyWJREFIggkgWKpolRVqqzK4YZzzt57rfX+WGHvc0tqhBuuVKU7NY7q3BP32WGub37zm3P+h7cD8MjDj/Olf/o3N3FIqlipHvSbEwPXSk6kBDrSN88/C2ygr0muCx7ash0pYNWCufTX62R+LHSrXsMYTZHlzGi5jhztIkf7FHcjUWijKXThCk9xsgm0id6zm+d0uxkmlYSRp8pohDaxLZIxrh+ywPXiPDja4Vg7IxGupVbbt+Oa1ayjtaWbZSwcaDLUqLHv1DjtrEBiGailpEXqUu6+sKibF4x3c/oaNepKIbB+tDKMd7oIIE0SCl3QyXOGBvr5zf/wHhYvWMBnv3Ann/mnf+a//MHvTcbheEXbpADO9evXc99996G15tOf/jRFUXDnnXeyaNEiOp3OFNj8d9iBQ0fYun2369FXrQo6jSGucppR6fUCyeEJrVdCRt4aP/PWPVjqt0oG1GhDbtxiFz6jKHTUgYUG7qffbGzbEufqGhtn6sapRj3YMlKDz8NvTgCitjftXjJAVbmB6N0hMecvkF5Y/+BDD/PmN7/5J56jnazgKw9u5/ubDoGq09c/6BooS9+AX7hK3dCA322PLXVLMTZwlVJCKQRBM+sifZVaWn395F3FpmcPsufzX+P1V1/Aba+9aqq1x1lkjWaDwcF+Dh44iPLSE1u59oLFq1qU57o7ta1vH1TwjXu+w48ffIJ6rYYQ0B7vMnJqjCRNEFLw7a8+wA+/8wijo+MkiQQkWzdt52N/8nfk3SJmHLQxpNK1ofnefQ+x4ZHNpPUa4NLbIyfHUInEGsHi5QsoCs2Pv/84RIDs2qRt3bSDP/9/PhXBX+gsOjoyRqNZ53vfepinHt9Kkki0Nhw+dARtNIPDAyxbuZhdO/aw4fHNDAz1s3njNv7yT/9fGs0GWMORI8fIuhlJ8vzsJoRw/HmyIwF+ChgcPjskK2+49EKatZQDR49zw4XnAfDYjt08tXs/I+0uly2Zz44jJxjLC169bAHdQrPt0HEKa+nkmiXD/Vy9YCYrZgxxTl+Do+0MaxybmWtDM5GcP2OAp+UYmTFIQSx0K2ylV4L3c05CBUpYUmlR7im2HR9hLC+4Yv4MDo2O89xImxuXzUUKweP7DnOq06U/VfzaNeux2vDpBx5nrN1BWBjrdNm49zmuW7OMN1xyPnsPH+GqNSvYdfAw2/bsY8n8OfzWO97Kk1uf5r9+9g7ed/svcOGa1Ty7Zy9P79zF9a+6hvlz5rxUh+gVY5Om4Qy9DO+//36Gh4dZsWIFAPV6ndWrV/Oxj32MP/mTP+mZhT5lL2y79jzH4WPHUcofwgA6o+uGqoMtV6ig8RKnobWQWnfTe2Tl9QEQukk9UKbZrSUK9yd8mJuJa+1pDGc1pR6me9g429gDUFsK+3vLSieATdv7MyKraXuBpy2TP4QKd6qPhaKhitJU+HF+zUaLLVu28uyzz7Jq1aoXPCYnRtp8+btbeGLnKZp9/aS1uhsVJx1wDQA27L+4XT5Kj7rVQO5aC0I6ra1UCGkdADUGKxUqqTE4OExnfIwv3PsD9j53kPf98hvjtJUpO7OtUa8zMDQYryFpbTzfjfT3bclwhqIhBBFMWYyb/iIlx4+dAOuAq5CSpKYiGBgZGeXkyRHfV9dlMbrtjPZI2702STBY72LcZwoUJ06MuPSqZ2GTRGG0Znj6EMtWnct3vv4gz2zbTVpLiL5JCjqdjLExN4kssqceICuVIITm2NETsS2UlAqtNedftJZms84//O3nOXVqJMqJRk6NcPz4CcfASkGSqkrBSelDev6rfK/b/tKHSRRDg2f+WmStJVWS26+5jEQpunnO3Q8/zkNbtjOmDXf84FHeePF5vPOKCwDYfewkd2/cwYETp0jTlLs3P8stqxfxzguWsu3oKbYdPcVAPQXjJkZ9d89h3taaz1uWz+Hbuw/znb1H6RYGo1zzf+tBaWEci2mNJtOGTDu2E1+0pgQcGe3wuSef5aZlc3jz6kUAjOcFX9m6m+9s34vE0koTlswYZqTdBj+eWAlLrgu++thGpvc1uGn9WgC27NnPHd/4LidPjbL4nOnMmjbM9MFBlBTMnz2LPM+ZP2c2H/m933mpDs8rzia9Sv1Vr3oVH/zgB7n++uu55ZZb2Lx5M5/73Oe47LLLphjOn8L2HzxCu53R359GHWBJZFbvA6JkECIbYv09YxGqTKtXqzmNCf2I3N+BfdS6nGeeZXns1Rlan4SvLnThqkyFoNAmps9j6lyXAFPrAHQrILNHxAkvpNl0IPN5nzrdQjul6pur761KPD2odnOtj7Nhw4YXBJyj7Q5f+NZGNu0do9XXT5LUYqFVHDEq/YjRyBJ72YIFjMAo/0NtCYhLeiCk+hVIE8fUCZ1QbzSAAb79ww2Mj43x/vfeTv9ZUGH7SjchBY1m3QG6oKMO542tFsFBOG8QQX9ZZjPwVeVJ6thyUTmvQk9bB/TcyR/chwBUqvznVEK2SkpfKdcCzbkf97lSCbqdDp/9my9y6uSI+96QifGmlESqSvA4oYhHSuGKgGxoOm5Iaymbn9zGpie3cvLEKWq1Wny/SlwBnsU6nV4Po1nRbPYEr1Xta2neNTLvLNDzCSF49uBhvvzDR0ikIs9zjpwaxUpFPU350dPPsvXAYZqNBiJRdLRlNNc0ag5Ufm/HPp46eIwkUYxkBUoqmmnCWGGoJ4InDp5g18lxlIROYciM5R+e2gUWxnJNU8DXdx7k27sPM5a7mfSfemwHBhjN8lKLbC2JgK1HTrLnxAh9qXRTqbTm+FjHFy1ZFg0PUFOSb27czomxNnUlsMaQKMnhE6f4b/fcz0A9wRSakdFRRkZHkQLWrVhKlhfc850HMIXmY5/+BxQuk5bnXebOPIf/6wPvZ8b0aS/xETu7bdIB56/92q+xbds2PvvZz3L//fcDsG7dOj72sY85BzJlP9GyPGfztp2kiYrMpvVMWCwk6GE0RexfGRPq7kp3bIlxTlj5BcBpnpzz1kajrPKpdRvZSG0c2BSiOG2GOjiysCgKx4BO1HD6dLqupNZtYDe1IcxHNzbMUDenpdCjFiuCxdOXDht0mVGAbiYk0iqv7gF2opJWd2W7QiVseGojt99++2nHY7yT8YVvbmTTnhFarQFUksbWUO6mfC9TGbV4Tv/q2SYhMLpw85ylxpgCIwS6KJDhuFbSqaGARAoFUmKkRCUpg0PTePDxbehPf57ffv+7z6i54VP2/HbOOTOcX/TXF9YFZ0KUbGcAjeFaEKHoIgadQcfsQerzBGellrlMOUdRdAhWPdtoPDAUwYf43txB6iKEIMtz2keOO213GKspegU9IQC21hctxes4NOgm/qjwjlMnR1wFvJKYynVfdQw9D1dYzB5mM3qCcnscy+m0hrPnzmbuvLk/7eF6WVqzVuP4yJhrQac1aZpivH48UYqRTofRLAeVoNKUNEm89t5leY6Nt31xqCSXhnZRkCjlgl4Mx8fb8fyUQnBsvIOwglS6s2q0m6Gta/MmERxrd7D47iiBYbYuoKklgm5R0M5cUZI1BiXASqgpwfnzZvLUvkN886lnUIm7HkLluRSQZRkHx0cxRYHQGoxhzvRhLl29kn/99vd4+MmnSJXk6PET6CIHY2i320wfGmbaWSKheDnbpAPOoaEhPvWpT/Hxj3+cw4cP09/fz9DQ1IH+aezgoWM8vWMPaZJEh93T+bmy+NDTCqjyZBW5VXRhVcIkpKBcdbkDntZXGhZ5hhYyTh8SFdAJLrLO8wJ6UuomFgj1ajo1Jmg34xIaGE7iwlpu2gT91cQFtOd3VJmO5395fDymuXt2ggOcUrJnzx6yLOsJjPK84J/v28ATO4/T1zfgq/QFQrl9Uk5qcs47UQlJzc2gl0q6KlpjKIocUxQUOkcXAi0E1rjepMKGdk0VjW5YI2WZ+ldpjf6BIR56fAv/9OV7eOfb3xSPx5SdmbZs+RIGBgZoj7f9iFfrFmkNZbq4okcWlYcCVSdsdAH4t5VxmCiBo3XXwERtYxnT9bxxAmCLghACg58kqjxfqX5XhewUvtgv+qEALU2ZuamYShwzauIkmrhxpV7TVoBmBdAEMBqq8HvTQOU2amOYNXs2fX19P/H4nAk2faCfGQP9jGU5KNeoXVs3WtgCiXcrIgQEYbqVEEgrUNJXjlOy3KFPphCCRMo4lAAsifWDh/3zwvrv8IGPiueAJQYTkbl3zL5FgJEg8euDe/zfntzG6Ng4eZHTl9bBBPbaHV8pIBUCIwQGgRIwOjbOf/m7z3LixAlqSoJ1oDuRIhapLjv33ClfOQk26YDzk5/8JPfffz9JksRFNIym/Ku/+quz5iL/edquvc+R57mPML3ZCggTNlYThgUnorCwYPQA1NI5GwOusbMfNSnd49oYtI9sXfW5jr04y/np5WhIIQRF4QGnUh5wFuiieIECIuuZzrKIyBXSlOixOimkTKNXQWnJcjr35fVtFVJHWFuyPBPM+oU67rcK0yml5MTxExw+fJj5lUbB9z+6g0eePkKzb9BVlMsKk1lhNJVUpLWUWq1OrVZDpW72fKJcUVKR5xR5B1UIcr8IG+0ZToH/t0zHlxOTPGMqFUJIVJrSaLa4+2vfY9GCOVx3zZX/zrNsyl4ONmv2TFqtBm3PMknwoMpEjWIVIIpK+ts9arD2+easV5nDqmsoA1DHOpVBmKlcXwHgCVsBkfhRlZVrKLCUEXcK6b7XThD5WOMmwYRrzoQreEJoaN1vQth4jVf9V8iOlPfLlLzr6WiiZnpiMBoCzjwvWLhwAa3W2THhq1WvMdhsMNLNSX2A6zJHDjhG7kGA9CoqifORBosQyvd6ljEoEcL6rh7SBzOVYMGK2BAkDNsAvJwDd+xC3CICu16uRxZACl+B7mso/Rp0qtsly3MHWkPQEX6Pv1WJDGsNnSxjpNNG+ALWMEwE71uTJGHJ4kU/9+MwZS8B4Ny+fTt33XVXBCmdjmvce8stt0z2ppyxdujIMVetHB17BSn5anUrKpdv/MMD0ej9e515BbthratIRRukdACwsBahNcpa3/xd+zSKqjCcJeh0KfUKw+lbIenCpY8d0+mdhA2tVyop9J7tCfrS07nJnkdOYzSrTKjtfarnFaL35ROAp1SKUyMjbN60OQLO/YdP8L0ndpGkNRcdV1Lw1c9WUlGr16jX6tTqder1lDR1VedKgTGKPJdkXUnW7fg2IhZTJK7gozyYVQzcc0cIAUogCkmt3mC8M87/vOPLLJw7h6VLF5+2z6bszLC+/haDQwMcPXI8ptStkPi7SOmv07heV2jOXjgZI69AHAY9aBX6xZdXoKYDo9UZ7oE1rG5pAKeVVmMifEcJOF2wVNnECJCdvMQYXzwnAlUbN6i0iFYC4KbndWXqPLCZlW2doOEs5Tal30tVwqJFC3/ywTlDbKDVZNXCuew9dgqZJihctwthDF6XgD9YWGMQwpS7NzznUChCBqDo/ZxrkumYaiv9S0UZ6Lto2Z8Z1XMkMKoiHs54SkjhOvl5H+f5VgQWJQSJgNyWrLVLqfsemx5k2QulwAAAIABJREFUWmuwpsCaAmE1iW8pZsICEDfA3VYsmfKRk2GTziF/+MMf5rHHHuu53XzzzVx11VVT7OaLtKPHT7hG4UGrGZ2tLZk+35g3OljrK0ypvNa/rgrmelJRFsIMW+0LfYo8Jwu3wjXvz4vMMXRFQZ4XFEVOEZ7zr8vy3D/Xe9O6KEFnmCxhercjNB221YWiugiF1Ez1X9tb5FDVgMZdUuF94qd5rWQA38EvKZVwcmSELVu3AtDtZnzpW09ybDQnTZP4wp4MIqCkpF5LadTrNBp1mvU6zbqk1YRWC1pN6OuDVkvQbNSoNxrUGg3SNHWjQpVjLi0hNR+KkEIqXbienqFvoAf8tXqD546c4K6vfL1nksyUnXk2d95sB8hkyCSEm4q6ubJDReU67vnXxBnXNjB9XtNMeGflmiPqqC2Gcg57hHO2yo5WFnGJPzfD9vZut+jZfveckqX8JOjAhe8R3JPqhThtrASzARmZCb6r9HunM5/V18QPw7VvK5g1exbnnbd2Mg7tpNmyObPob9YB1wUgkb6IEaIGEmPj/eCPwwAP+zwsYpVNtEX5HJ5NFoFJ9p8t4ilikeBbfRFlWeFckEL03BeAtBZhrJMXVY4tXv9vdfh+PeHWu92hJyuAkBJtDAvmzmPOrFkv1aF5RdmkM5zTp09n+vTeCQ4333wzf/3Xf81v/dZvTYHOn2Cdbsbe/Yfo7SNZTUfY6JFtZDUhoM2QZg56JpeaKh1zCVrDIuTYRa0NQhQYGUZQCpSWaC8mF9JVMOJ7RgJkeeZS4gKv3dQURR6Lh4rCpdiNn0BUprtK4Hw6k1K1KnPx/E/jf2P42Bd6yenvD2mXkHpxv+vkqVMAPPH0frbsOkKjbzCsiJX97/alEq7SNkkTkkSRpgn1GjTqUGtAWitHCSaJ00lZ6wp9ijwnSVKSJHUssYByrocDnuWWur6JjkmSru9nklBvtnjgwR9zw3VXs+78819oJ07Zy9wWLprPA/pBlKxh/Wxxl9Y0aO3milvdewI7t+CuPREzHqVOc+K1EdOhgZoK/qVyYVR9R1WR4+nSilaZClisMPDxb1yaX5TXt/TfJCUYI/zzISgM0V/p28L2lGFkzy+nBN2n7ZQKyzkx0+OmIA0MDpxVDCfAvOnD1NKE3Feaq8Qt/ta61kXWGjdv3AgsBViJsIkLdGMQIt0tpNSdY48BsCteJQ61KIl2Ec8boMzSAGGkctkb2cbiSCMEGipez99sSSoEYInVnuV03U/cY1XiRVcWgNJfd7OMSy5Yy/BZ0ALrTLBJB5x33HEH3/rWt+IYxMOHD3Pfffcxb968KdHui7CTJ0c4NTqGCm1G/AUdF5iY96pMHAkZqOADenyti/6FBGndQmA8aSA8yAnvK/BZFK/b1BW2QklBITTKawnBkmUZoZI8RMJFUbiKbG3Q2oPNOGVI92g4QzVsVYPqFhEvWMcvgpH9rC4vbqN7s/MxcVZ5Zcj1VR8pU40x5SYliUo5NTJCp9Phkc17sEJVppH4LzPCK+xd8ZBS0t8EKpGkNag33K3WIAryazXvdK0AkZJnKUlSIJMEUeSOMfLsaxw1Wq1679GOugrSWr3B8UPH+OKX/pW1q1eTJJN+uU/Zz8DOXbKQaTOmMT42jlQBmgE4Jl75UbI9QxvwmWfwbGSZ0HRPeidQipadhYexhEESpR78NEUloeVSAJQT0+gyUJSyTLWXoNNdiwbrJ3/ZWB0dQXDQjnhQEkEqwd2Fnr2e5awytT3g0m9/BXSE/VNxhQghWLVqBWnt7OrwMNjfx6KZ09i475AbISkVVkHQ1BaF9sdJh5kTWLQ7a4R0IM8Y3w9YYaWDgg5s+i+RxgXnEFPVwp8/DlxavyL5ENm7zgA63ZcKrASjtWMzfZjtbv6+B5zCj9O04WY0+Mr0kqm15bUhvG8XDigbYxjs7+f8VSsn92C8gm3SV6Dvfve7/P3f/30sGiqKgnXr1vGnf/qnNJtnh0j752lj7Q7dPI9OO/ZxjCmnikP19ywhSiw9rNaGXOuotxRSopSiLqRrF0FRpuykZ+fqKVpbDHnU4AohHYuXSIx2s3triQIhfbq9ICuc45ICdBHGWpqYpg+pEFMYsrygMG4kZuLTLOFH5LljRAHXLkMJElUNUrzX8lqwPM+dQ/LptFRJwseVe6ayIEUGJSxDovLJgrRW4/ixozz21NPsPHCcmu8SUNWNBhZIhYXXI17h+xwmNSLobDQgTfy3dd3jaQ6ZEiRJipRZhQUQJWsQGaTAdJZV8DHN7nt/Nlr9PPHUZrZt28batWdXmvCVYrPnzOK8dat58Hs/olZPEMoFZa7vbdnBwGmfXeujePX3ZABseUrbkiUsU9OVl1UKh+i5ZiAUJkVPU00G9Nz3oCOmx/1W+f+FQFFai/WN7ANYlVKgdUX72fP9Lvtrq1thAxzuDTxP5z7dbxU9zwUg7K77q6+96gWPxZlqUgjWL13E1gOHnS/CBdEijhbWPmCWvnJIgHHgzUoJVpUIEWIw4g6a8ekZ38LNazrd653oMxz757vJHh2SO7eFZwnK+s7KiSzAtUxy22y1xujCM7XVNLotSRiAyjkdpt/NmzObdWteeJjHlP1sbdIB54c+9CE++MEPYowhyzKUUqxevXqK3XyRluU5utAlSxBcblRd96wwoRe0ZzndFZznmovPW8qtr7mEWprQqKeAYO/BY9xxzw+59uKVrFu1iFajRuJ76G3e+Rxf+uajvPqSlVyydhH1WkrNN4XetPM5fvDks7zxhvMotOGe72+i3clodzpcsmYhV1+4lIc37uKHG3a6lhVB92NDdboDoGBZsmAmr73qPIYHW3zzB0/x8IZnSJSk081ZtWQeb37tpcwcHuDQsZPc9Y2H2LpznwO4lSXEGFct+9pr1nP91RfRbNQ5dvwU/9+Xv8qOZ/eRqupyU/23wqYKn4qJn2xRMuHkyCjf+OGT5MUAQvkiDqx3dj5+lw54y3A8PMMU2EyVQC31BUMWigLy3P3rbja2kLKBYRAumIiLeKhalyB02RpJConB9T6UUpKkKSdPdHj4R49MAc4z2Nact4pHf/QExJQ6uOIOFygGnTOexyzX8EpRjT/tQ5FOWcARyzwisnPupJcNDKkRG15XYTdjy64QwBIwh38ubHMlnRk2KGQ0oFK9DGXBHC4gtkY7eQAhnRoVqxhKjarx120cm9mj/wYmAJwAzrMsZ+HC+SxbvvRncMRefrZ87mzmTRti34kRGmlK8JomUehCUBiDMI65lMIxx8a6AyI9myyCljIWSfqMjvFlZ0JifbpdWguy7BmL75YgAh7Fa32pHCuvARXx5r5T2hDMW7BenykptZq6cINFtKkwnLqsZA/b6ovSpHD1D1esv5DWFNE1aTbpgHPBggU88MADfPWrX+Xo0aO0Wi0uu+wybr/9dpSamgP9kyyMhoyywWpOiPBA9U87wcG6vmYzh/tZu3wBx06Osnn7PoQQHDx6CiHggpULWb1kLlt2HuDYyTGUkhw5MUJRaGZPH2DFolnsO3SCXfuPoqTk8NFTCCwrF86km7tK9CzL6HS6TB9osGzBTLbvOUyeFSAFeVG4pr+4hJoxmm6Wc8MVa3nTDesxxjJtsI8ntuzGGEtmclYsnstvvvsWUqV46undXLRmCYvmzOTP/+5f2LP/kGuC762b5bzjtut4+62vZseu/ezYtY/hwX4G+lpYq4FQ5BN21wQeZAKjEwNkJRgf7/DckVPUhwZDvtL9a6wDhL5ZsTYGaTTGJkT2s3KsshwKLysyBvLM3wooCteXs9BFBOIT43y/Ra63Xcw6VoqJhGs4r5IUZMoTT26k3W5PZRHOUFu2fDEzzpnBkYNHUFJgDCilegpg3PSu3vM3nN5RCy2I50xJXtoys25x55CHaBGIVl4Qiy4iYK2k1MMjgtPAaKnp9CZ8r1mPBapEVCiI7H3cR882XE82Bnxhy2KgbSc8Fi+c6g8lbnvYf1ddcyXTpp2d02b6mg3WnbuAg6e2+uDU7XittWv2njnNvZAhSMYXcAZAKBFWOUBpjZMTKYE1Mu5Dx3Y6/2NN9dv9fpfSnUtWeNWXCOL13huUqfPAdFaLhIz28kzdAzqpDgrxGk5bOcZ4gKsLzayZ07n5umsn9yC8wm3SAeedd97JL/3SLwEwbdo0xsbGyLKMj3zkI/zBH/zBZG/OGWcjo+N0OhlSSZcyiAtJ1alW/g6M3QRGr9DOGzz85DN86vPfQEmFTCTThwaiS/7CVx/iyW37aNZrpKmiliQU2lU83/+jrdz7wFM0ajUQsHDOdLq5ptMNFemucr2b5QAuVV7kDA22aDVanBgZZbydAQarIZGSbc8e4GOfOcCVF67glldd6NsqudZJ11++lulD/Xzif97DXd/6Eb/xyzfxCzddxZUXrWTX/oOR1ci6OUsWzuFNr7uKjU/v4kN//mkOHDrCOdMHGWg1qdXS2LQ4VuZDxUH5+3HfliyJlJKxdodON6MhhEvfkDg5gBQoo12EL43XpkqUH7PnmBcnMep0HaOpVPm1uoAsc4/nvqLfRewuwECWRWBlqa4l6pIClR2ZplLX2Wr18fSO7ezes5tVK6fSR2ei1eo1Vq9dyXf2HaRWq0X9YRKCJyzGJBSmcGCyCrL8i6vTx6ytsOb+/IkyHVuCTc9VeZARwJxn/j3zjv8cNxUrBEAiTtSSrhS5BJ9QXnuRDS1fa8wEwCpFBWfa2MXC/Y6JXS3CNLEy4V65yqN8IBbD+D2itWHatGFedd01P6cj+PKwy1Ys5qFndjGea5RvzJ+mafRReV64/eL7c4blw3jwZywgDMIIV0BqBUIpQhGrFdKxkcIiZdk5xIZzEotLsws3xEAEFhvPbOLbNZV6TaxjJYV3oLZwKXQjrNdwFr0V6WFCne81GvsWIxA4CUpWdLjhqquYNaGAecp+vjbpeezPf/7zLF68mO9///s8++yzbNy4kTe/+c387d/+LWNjY5O9OWecGe9cRQBGMYJ/fmApnvdTSkuUpNlIaTRSGrXEMwruvbVE0UgV9VRRUzI2YwfX0qKmBKkEJSymCHMrQOuCInctj8LiZIyh28246Zrz+b9/441cunYx4+2Om5jiqZZd+w6zZcf+OELPWice72ukzD5nGGMsB4+epFlPOXT0JADThwd80YTbB3lRsHLJfOq1lIOHj3HbjVfxn3/97Vx18fl0ut0I0quFB6UMwe8323vXQgRwo+MZWV6A8FX1phSs90TWxqX4dKHJuwV5lqNzTbcDoyMwPu5u7TZ02tD2ILTINUWe+8IqX70fnGigSHu2NzaMqRxxl9oPwDOp1RkZ7bBv74GfcDZM2cvZVq1ZTq3uplxJPxZVJQqlFCpJSJLEFxVRskRVkOcBmvETX8L5WgVv7m96mP8qg9iTnBbloyW4rQBF6AGOfsMIgVL4iEqMFLc5MKLla6rMaOnzrMVlF54HbBK/cWKxU/nBYdu0LlixYhlLzvJ+jK1GnYsWLyAvCoQHm/V63d8apEkSmURhbTwGGONaD2ntomOjfZ9LjS0C4AsMpOvf7AL7iUU8pmQhK4+HavJyjLFnNwmTtQpMkZdFQoX/3nDzGlT3uSXzLYBSWAxSKQptmDtrFq8/C7W6L3ebdIbz0ksvpdvtcs01LpIcHBzk2muvZf/+/VM6zhdh7W6XvCh8CjkATcdulSnbXtDZS332Aq5rLlnNhaudk314w3a+9PWHyAvHYr7/HTeS5Zq8KPi7f/4OO/Yc8ileeOP1F/Laq9YiBNz93Q089fQ+v8a5eejGVxAaEwCnRheao8dP8dyRk5wabXvJqe/1Zw1KSWqonsXJGEuiJI1ajXanS6ebkyjF6FgbgMH+FokUFNpHwcLSatQBuHL9Wi5au4zhwX6shU/fcRf33vcAaVJdlG1535YLp4WeSUZCuJ5tY+PjrnDJWqy2GDQgkcJgpfX95zw49AC90AXdbpckSSiKFJW4CUPK6zixLr2edd3r8izzPUq9GN4apFRuo0wAyiV/E5PtlW339DZBe6GSGlu2buWGG17zIs+0KXu52ZIli1h93ko2PL6Jvr6Wv95LMGmMQWnlFn4JIentSPGQIgXQGIQrUPYBiptG5BhNGYOYMk1e7V9YFhr5+9YzWNZVEtv4XCguqvTE9R8oyrs9KfPAQDpZYGA8q+zYxOAwVKab09ydiS3DTzevOIy/I62lvP4Nr3tRx+FMtytWLmHzvoOc7ObUlSJN07Kexlg63S7S9u5tg9PaY42bSGQlwrruCEiJtU4/HhjO0G4vHHl3FpQSEGGFe18ILIKv9Uxq8J0YgykKdJ6jixyd5eg8xxYFxirHdGrjzmtjXfARWiWBb9FkcYJPtzXGWq6/8nLOmX52SidezjYpgHPfvn3ce++9AHS7Xb72ta/xrne9i+uuu479+/fziU98gg996ENT+rIXYaEZLkQsQUwRUXGuXq9y2jO2lyE7cuwUm7bvRSDYve9QZBwAnt71HEdPjGKxjLY7PczB3oPH2bX/CEopDh494SJR4RjYAJaKIOLGc27C8LUHNvC1B54EoFZL/Li5n2Rum5WSJEpirSXLXLV6oXWFoXFyoKDn/OEjG/mv/+OfufrS8/m997+Tqy89n28/8CO63cwXJNjo5PxuJIL4Hn2Yc6AOhLoUX6yCFAbrwWY1rWesQVrvoH07qHa7jVJ5bAmWJCkqcTtba02n0yHPMrJu10kSihwdGyg7eZS727vHwqS2MpCoME5h30vJwUNHCPONp+zMMyEFV73qcrZt3h6r1IWSvhDYYJQhrbm+rVrryAyWZGVVA4k7v4WMhGOIVx0Q89AzkOqAgx0ypqJD8/eyM0b1E+JWT/gVE17j75bsZvhXeC1huBQtxmpfHBUGQRC3o9oSKjKu4VopEW2P7wsp/Ha7w7oLz2P9+gt/ugNyhtpQX5ObL17LFx/egAUSX2BojMXWjPeveQXi25gKNVp7d2zAupS8YxUVQrqenNaq6I+ECHPTvMngo6QPXGSZlAnHzffSjCAzzzHhVmToPKPIMkSiojyqPFFMPMY9575wWblu1mXF4nN54/WvnoQ9PWUTbVIA5+bNm/mN3/gNrLXUajWSJOFzn/scd9xxh2t/kyTce++9/Pqv//pU4/efYM16nVotjYqUYMGFWx/FhUVCVEEU7r6tgKyNT+/mbz7/NaRUJIlieLAf5Znmf/3Wj3ls87M06nVazbprb+Jdxw8ef5p/+/Zj1OspSkjmz56GNZZWs4aSgizLKbSmr+XYxtGxNkK4gqHxdpdWo0aaqLiYYG1l/m1g8dziUhQF3TynXktJE0k3yxgacMHJ/oNH3dSjLIuV7+N+XOqho8cYHRtn776DZFnhZpgr2bPo+J1Wgkv/b9hFPUyMMSRpgzStYXUOVmKtdo63B2wKhHHaUyFzh4KFxVo3f14p1wheSeewg6osyzKyTpc878Z59SE95LarbI7v/g0pqMq0KBMOd2gbUjLf4+22Y8GmivPOWFuydBGr1ixn45Nb6OtvgRBImSBSwBfwYHE9cE15nodeh440CueSKDV24b3uxYTG7EBcsN31YGMT+TL0saWfqfbJrBToxPTmBEDak/IkpHA902mYcK77TIlvpxZmZQd2M4LOGJTZgJ57QEj8buk6ZtRrNW6+5Sbq9fr/6eE5Y2zVvNmcv/AIT+x5jloqUErRbDRcGzzlSI1ulmGwbhSmcOeDsG6mubXCAUM/3cyNP5YI6avYhUFYgbAKoVT0cSWE9ayjtJ7l9PPuC58Z80NBijynyDN0nlNEAOpApxJBy1wN9kNsVTnbhHDwttD0NVu84w030d+aIrdeCpsUwLl+/XruuuuuyK709/ejlEJrHeds1+t1Go3GZGzOGW21WkqaJhhdVDNeHlS4lSH+f2LKOKYtiI+nacJAX9O1HQlO239os1FjoK9JvZaCEBhdMgn1NKG/VaPuBedHT4yw99AxLlixkEvWLOKe7z7B4nnTufyCZRhj2b7nMIUuWL1oPhevPZdHNz7LM3sOuj6alW2KAnJvSgpGx9vs3n+INcsWsHLJfLbvPsAlFywHYPvu/VhjufX6yxkcaHHPfQ+yd/9hAC46bwUzpw+xduW51GoJO3fvY3SsTVKtisR/r1+cAmgPc31shYEx1iJlgvLVta4Hou9bF5Ced35OZO/aPmk/Uz6c71IqisL1oa2C31DdH8CmtTZWqUvtRPEmaNU8yDS2HDPntJ6uF134Mda6ljFCCKeZrYLtKTsj7cprL2Xr5mew1vrRpyBS19rMnauOvc/zPE76ClkRYyxCun/xLGFvh0T8Yu1SkQbp2a1Qtw4BoIZrRnifEWQesecvZUK9vKor7FMEgcTtCI+7qnE3kSwEkkEPji0HRYTWYRHkVtjOIPEJXxIa2AvwIEnS6XS4/IpLufLqy39mx+dMsWtWLWbP8VOMdnOaaUrNM51KOtbbhHNIVMIEr6813hchJcJI10dVuBR5aI2FlojEBb5KS2ySYIUbhIGUjucUMgY21hg3eU4brHajj00YlZxl6CJztQG+v7LwQUj0fZXzoCoKloCwho6x3Hrt1Vy8ZqrR+0tlkwI4Z8yYwa233hr/PnbsGM888wzj4+MUvpF3q9WajE05401IgZICqyvsW0wdiQgq45jK2APNLwKegQhp58aEiRrVGckffO+tdLo5Qgoe3biTv/3CfdRSd8rUkrIHpRSCTlbwb99+jJnDA/zyrVfxhusuYqCvgTWWO7/2MM/sfQ4srF99Lrddt552O2PjM3tJWnWczlHzpusv4fXXrGNowJ0L73zTq3nDdZfw5//9X/j6957g/JXn8q63vIZfuPkqWo069z+0gcc2bqdRT7nlNZezYO5MnnjqGR59ahs/eOQprr7kfD7zsd+n2aizfdc+7v7mA2DD1BUIzG/MyFSZYFH1smFHOy2n08JpH6Gb6OZCpB2AXlg0/TdhNChlMSKkPEWZHrS+H2HP1CUX7QthsUbEHnVgK3ODKzOEbbj1zg7GGISUdLLCz8SesjPZFi9dxAUXruGJRzfSP5gAbqKVLHPfMWApiqJkH/FpZAAZigD9cz1xngBCcZFjQsM53VP840dmlmEuPrANTGf1QwMILf8u4y1L+CZj3UAIHcbdxr/DoAjdE3SFIK+8hU8P98urPf46z6hqrenv7+f2X3zbK5L1n9nfx/VrlnHvhqfRFpI0oe4lWwG0d6V0bDmuJ6fr9+58o7HWFfAI4zsLBLDptZlSotEILbFSIrVrgWWkwkjpZVaiZCmDXlM7f6bzHK0905llHoyW+sx4WocMUDg/qyw27tzsdnPOX7mct1z/qsnezVNWsUkvGtq0aROvf/3r2bdvX8/jS5Ys4bHHHmNoaGiyN+mMsoG+Fs16g5G8iDpErcsxj9jKmLAAqKCH7UyUZOvO/fzT3d9l1/4jcRGyQpDnBffc/yhPbt1FLU3jmLl9B4+TKMmPN2zn2MlRtuzY78ZrGoNGkCrFlu37+Nhn7mX92sUMtJp0s4wtO/bz9O6DCCxpIjln+gCF1mzeuc+B3sjAwM69B7n/4Y2uD6XWJMpFyp0s47lDx/mr/3EXl69bTi1NeO7ICX7wyCY63ZzZMwbpbzXYufsAB44cQyD49B138+Sm7cyYNsDo6DgPPvoUzx08QpokVKvJS6jogVxkW50FeUJIV6Z+n2CMd7oeBBoN2k39kX5Bs9ZnxKVzpkI6xxxThv64WIFvYu2Po62CSe3STlY4DZspK+JNBVSaSnqd+JowJ9mdF9OnDUe5xJSduSaE4LW3XMfe3QcYHRml3qi78ylJqFGmLsM5pnVBDJh8KlP6c1xHDbRbqC1ODuJiU3eeGiQysuohKBVYYRBIHzDFyDdeV2XJUFVHPlHTWQZqYeKNjh0aQurcRKZTB9azEqiVGu6Kurm8bON3Bj8o/DWQdTPe9OZbWblq+c/2AJ1BtmbeOZxod3hg535SBGniQKcQAqkUKk2QbUnW7USfZ6VjwKUH7ZHtFKEHsGfLlcQa4YqJlMRoBzKNlGhfzCPx7blCxsan0x277dnMUEBpjJdZEM/FQBhYPBkgKkfbOkCb5znz5szlfW97IwNTqfSX1CYdcH7mM59hdHSUP/zDP+TjH/8473nPe3j44YdZsWIF/f39k705Z5wNDvTRatY5NTriigaMQCrnC6KT9SxDNZFVhoOu5+Wze55jyzN7qNVqNBo1SiZA8OMNz/DDx7a69/lFq5YkNJsNNmzbw6ObdvpJQ6kDSj4lkqSSg0dP8L/u+zECQXu8TZoqhocGyPKCxfNncul5S/jq959g68791BLXFF0ASkme2LKLh598mugyPDBsNZyGdP/BY/zT3d8Da5FS0KglKAE3Xr2egYEWf/Hf7+TkqTEa9ZSR0XH+7ZsPoIsCISz1NCWtJbG/W1VPVF0o487qSbmX6cZmq4+0VgOrfQ1saP1R4Mp+Q0wt4vNCC4xSCFF4kbzvkRl/JwhC8VT4Tq/XpOxFV20dEtiduOAGdFtpPxIZTp9m7e/vn+oEcZbY0PAQr3ntNdz1xa9grfWzqSUy9W2TREhPu3ZbWmugHINprOuvKXGseo/UQgR1ThQvY60sr5qQ2bBBd1lJZ4syod5rlkokHC+tACLDsAQHOP3NFJHtNFZXmE4TtyF8drn5ZUq9+n3+ZyGUG/2aZRkLFy7kta+/4f/gKJz5JoXg6mULGc0KnjhwjFqjjpJOqqHSFJUkrkezEHQ7bTQuOBZCYCQIZJwUpY3B+NSb0xIrl9mREqndfhc4XxQC3+Ax4+CCEFD47hy6KLD+8wMbHrWa1hC49dKvBSZfooSgKDRDw9P4T7e/iQWzZk7uzp2y02zSAeeWLVu46aab+NCHPsQnP/lJ3vrWt3LFFVfw+7//+4yPjzMwMDDZm3RG2dBAP81GHWssUgkXbXrdowkZ9IDwALpkAAAgAElEQVSjwh8OhcbPcHPFFWlfVUcYnDTUa4nTbVKmn/Bpllqq4khL4yPeKiOolKS/WXcgUpi4Zrn2JpZ/vPsBHnziaZQfdec3CLDue9OQ2irTzcHJpLWENJUeHLrUc6OWsvfAYf7q7/6Zbdv3UEsTr22T9LcaXttT6f1GdQdVgOVpNw/oKro2aw2NZpNGo0Gea/ecKTBaOrAp3MhRY9z+ChG8FRLXPSlUZIrIPJfcTzmOz+3zkD7Xfv9Kv73P078ugkzt+3+WgDNUGSMFzVZzqkL9LLJ1F5/HM1t3sHnT0/T1tYipdVn3Tf9LttNiMRqkb8OF1ym7EncqPXZDqtw3yfbBShht6Nh07WO0oL+zEJgqfJNwg2Pmo1OS7jFKwIrFs/am5xZYzPivLippdl0CXyEIbZEIv9JWekcCET1bDzaFY+XqtTq/+u53MHvOrEk5Vi9nE0Jw4+rFnOgW7Dk1zlCjRiJwYNN31JDSZca6nQ55nrt8jw0hs0bg2UuvW8dnYPApeCPKrI4UAi1KOsQljHqD5B6pkb+F7FP42+mRRRz1Wv09Skq0sTT7W7zr1tdx3pJFk7tTp+x5bdIB53nnncfXv/51Dh06xIoVK/iLv/gLgsB9ajH8yVarpQz4Sv4whSNMxekN6ENBQIW1owQ45QuDCMsjk4rWM7y7zP6W7xG+TVAENPEj/UZ4LWlgThMp2PPcUZ7e9ZyrUFe9EWn85KgfCsAr5EvC3coC4kHg9x5+Eq0NrUbNp7h791kvJi6BZjViDovy6cwm8bekSco558yiXm9g9Hhl8Q2zfTXGCqQVWBP2stsXQuEwZGj1EkoxguxOhMknYb865si1SqyAY6iwnfq0mwmN6G2BtdoXL4G1gmnThpmys8eEENxw06vZ/ew+siyn2UwQCKRKqAsi8xhinDzP3dQqgWcnfYAjHdcZinOMLWetW1H1FzZKOcBLNZ2uxAdzKoI/ITVKJqDcc1LKWLRTve5C0Vt5K/WaPWBT+8EK0WwM2tz1VAma/Y8WE/4I2sMiL3jDbTdx+ZWX/qwPyRlriZS8Yc1ivvnMXp492WawnpIoaKapa+MmJYlKSFRCp9Om2+0ijNOhS5SbZS+k03n6QEOHXpgBhBJ8sT8evl7AVDSjIagpmcxSxlEym+Eck+68ojzWQrigq7BQbzV4zxtu5JrzpqarvVxs0gHnb/7mb7Jp0yb27t3Lb//2b/P2t78dgI9+9KNTKfUXacuWzGfjtu2+j5xyF6XQnsysajahBHSVBuEB5FgA41YjI3xKuLQeLSiCku0rQWD5EYEJtVHjVeq33WKQSM9+Bgav8j1ClBsVgGQEleH3hKG6xm1u+DnNRi1WKQbQVi4+FUazqvnyLGaYUFTtyRkAYBwXaV0Ksr+/n6WLz6VrIE1T0IbMNxpGFBgTEkTu/dLiW4WA0RZ8q5AS0FNqjnwxkssM+TSlEK6jkpNDOTLKs5q2wgi45sc6tozRRvu/CwdE/YjLtaumqjPPNps2Y5ib33QjX/nX+9CFJk0di+eaeYc55zJ2R8jyjMLoCBZDDboV3i8Yn7nARuBpEV6t4Ue3GlN6BC8RidMJCWDUaTuFlb6Bu4xyn962Z6eDziIUB2kTmc4q2Cjvl2xpNYv+fMSFEAKhBN1uxuVXXMYv/vLtP98DcwbaQKPGm9Yu4b7t+9h8dJSBRo1UQCNJSdOUTq1GrVYjrdeptdtkXdc3WBcajQOQEsdyWhH8eBnMR58O5WPgRmFCr3/Gp9H951UZTiElUimnMfXHWniZklKK3FpmDE/jF667iqvXvHL1uS9Hm3TAuX//ft773vdy0UUXcfnll7Np0yastaxaNRWFvFhbvGi+b4fi+4tJf/nqEmiF1FIP0PTx5fMxk9aneSOriIjvjQUBxI/wWKxXk1VlWEuitQRWVZlY+CgCg1LdlgnspitcECUrKexpo+MnpvYd5rSVuxVQSa9jqzKbEzaRCKKNodVocPG61Ty58zhjYwZpLBITF2KhC6dhM6WWzW2o8UhSYD34c3G+JYyglH4SjBSVoiNjUNKBBuUXdRPf57fXFFhTYMKYOf936MEphKQoMs5dtIAVS5ec9uum7My3Neev5MihYzxw/8MkSeIZH+lmrkvhe78qpFQuI9LN0EYjPVhEutS0AA8UKDV11kFI4aUawoK2jrkS1rOWFRbUIv0lE/rR+gIUX0xSHZ8Zx95a7SqT8W3EKgVD4TUT2x2d1v5IQJmkdRZnw/s57t1ul5nTp/Mr7/4l6n5E6JT1mpKC161YgJT72XJinL56nZqEeppSazTJOh1q7XGyRpNOu023PU632yHvdr22FrQ/HkYYp0L3vtWEoSP+gMVzIQYrFeAZGfDST7tCJteGSWntRrl6ViOk/jML88+ZyXtf92qWzznnJduPU/b8NumA84//+I85ePAgb33rWwFYvXr1ZG/CGW9zZ89kcKCfkbFx18ICfx3Lsjmyc+peY2VDei1cvKJy89pAqPwd8F/gS4NHLwFgBIbh1TGFTpm+cpSrB6KOrXOVjO5Foe+eA1/CsSy2AnCFjQykA2ESqGjNvPXeC9Wxxr+2Vw9ETNP4z6n+699nfSmkpVzErLXUm02uu/pi9h1/iNHxDmmaOCerPfMjJGjpWw/5RVwqBzCtB5rWIqSNjhJhPNPk9oUSbvqJD+Wd1hVfBGI9wMW4f30q37VRci1Eqi2SHJiQZIVh4YJ5zJw5/Wdy/k3Zy8+uec3ljI6O8/iPn2JoaNBfd5J6WkfJoMOTEWQWee5aJkWAKSIgDICzBJ7uCjPad2YIKfV43ZZjMat9fKUUnl33/RYJ8Z6NzCQ2tEIylZ6yPh3rAQc9164tvVIFiASfAiGrgr/vQEqe5/T39fHOd7+D+QvmTtJROTNNADcsncvwgWNsODbKmFH0p4okFbTSlHqzQbfTod5u02k36XbadNtt8qxL7s8r4wuLJCVoFCGAMcZLhQQ6SqBs2Ru2MklKJokPy0smU2sTAadKElSaYoTASMnq+fP51ddcyZyhqVqQl6NNOuB8//vfz/ve9z5+93d/l1tvvTU2fu/r6+Oiiy5yqcop+99aq9lgoK/JqbFxt4h4xtH6hs5KSLQHmL1Mpi2pxli4EmBVWChO5/gq5OhpVKV7aGKvuwpd2cNgOmAaGLz4UHUxCttVBsLuZmzMcJdb2butHtdWtq9kLt1jYe5yeG9lIYtgvPJ58We4gqe1a9YwbWiQc+fNZO/B4ygVKjS7WKsRVnlmMaSClEsXCYWbMe2meFgEVibud9ty/0kPNl1tkfsvkRLrm9CLwPhicZrNAkwOJne6zchuBkDg3pUkisWLFkxVqJ/FJqXkNa+7mqOHj/Pc3kMMDPa5c0VJakr5YiLfskYKcpWQeYDgijasn3rrR7da67orWIubqRquLRPH0cpQHGeDe5DE4rfwvGfoQ3u1mHWIzJVjNXvaHPlPiGzXBNBZsl4AIl6npwFNn00oioJmo4//+J/exVXXvPIavP97TArBpfNmcO5wH9/be4yj2lKXikaakKQ1knqTRqufbqdDuz1O1u2QtdvkeUY3y8i7HYoix2gb21wZhJcflQcqFJOG+4H0EJGRd0WkoT+0EIKiKLAIan39JLWUHMFwXz+vPm8l161dTjOddFgzZS/SJv3IbNy4kRMnTvDRj36Uv/zLv4xVgytXruShhx5ieHiqsOEnWbPRYOni+ezce4C+vhauLYrEGlAJSC0IBSPEtHhIH1fTTq4StcpsBk1nuTiU4FFEkFoyoIGhDGAxahK98Ft64BRIUHyhU3AtAZA6sBhyK2XKO6bUkFhrovIz8LJxErslSgWsfyaAzHjzTCY9i1tgQ23lBqGax/86kIJ1F6wFYNXSuTy0YYdrFt1wi3M3y93kC1NggjxBGlBuwRa+IbKb3OJ1c1ZgVVJJpVuksCQixPMGKZ1O07W5MUjhl/QwbUUX/ub61ZnCpdOFp5atNZwzcwbXv+rKn+ocm7Izz5rNBm/8hddz95e/wcF9hxkY7AccqylThRBulKpUikQplHTVvHme+z6H3k9YIqAT1s1st9aSKBWZK7CxQC8MxXQFRQH9uWIQjA+dwgUbLld/DQYWNQDNXq1m5blwM+F9vmCyAjghYBmXwg/T7Oq1Ou98zy9Ngc1/h53TanDr0tlsPTHOY8fHGdGGZpqQKkWSpiSNBvVWizzr0u126HY6ZN2uZ9Dd1LQiz8n9BDUbtLra6cxDat0KUNLJxIwxEXCCy3JZ63q+CiVJrEU2ckS9iajVWD3nHG67aC1LZk5hh5e7TTrgvOyyy/izP/sztNZxylCSJMyZM2dqjvqLNCkFS8+dz3cefNyBFRk0gS45W9gCKS1W6xJe2oiePBApJ31EradnMWLBevxGnzCzvTXu1eblpYCz/DdMfYgLggjAswSmIoLUKnANqTffPN2Y3nQ+gW0R5fsowWZVq+k2r1ezWf6yClNbZUzKXwi42cEzp09nuddAnjt3Jovnz2Tn/mM0fNNtbUbRpkDgJr+E0ZbucxRCSaRQTiZQGKx0ThVhsTLBBtxvhf9xgY11YFkgkcKisViro27TTeLIKxXGOu5rgaDQhsvWn8+CeXN+ijNsys5UGxoe4Na3vpZ7vvRNDh44ytCwK8SUQlKv1Z3OTXVjxXGSpGRZ141U9UyUMMLpNYWMKVCL9Sl5SJQiFPtUswLxGutJcPjQ1Jb/2sDUB7BJID6fpyCowm7GYiVR+haYyGzKOJ5Ra4uSCb/4y2/lNTdc+/Pd8Wex1RPFupkDzGgkPHlsjAPdgrZQtGoJSaJIk4Sk0SAt+mh0O2RZlyIvKPKMPO9S5K7LQJ4H2Y9r8K6LIjLWYJ3cAz8lyxMRJgQ/FucvE0WuLd1ul0VzZnHZkgVcu2IRyVT25oywSQechw8fZvbs2bztbW+Ljz3++OM89dRTJMkUFf5ibfWKpcybNYPDx076sWwWK9xNWYmRbqFw6V0ZcWBw8i6ydBWs7i/jLnLf4LlkPCEsBK5ivKrbdIuD8JpDEZCiqAJJvH601OA4EX8AnpWUGKJMd0eQGJyQ9el4D7+Em3RiKtXeYXEStuzTNrHRe9BrRkAa3gOxcCqumJ4tybI2y5ctZd5cB9pqacK1F69i3+GHUUpRr9fJ84xOp4PFYIVyI9gwaGsRuHQ7yiCtwkivf8AghHKbIzwpHLS2URIRAKc7RtgcUzhHrvMuWuc9E4ewuEkq1qCNpdVqcv21U8zOK8mGpw3ypl98PV/5X99m3+6DDE8fIgSA9VqdNE3Js4wsSVBZQpIkpGnqUqF5Rp7nPtgLQabrfSgTibACpZQvICpfA8R0eTQBBhNDuGgRXBLBZ8w2mCrTGf7212iU5/RqNsPfUkhXqSwVRa6pp3Vue+tNvPbm639u+/qVZPP7m8zvb7Ln1DibT3bYlxUYIaklirpKkFJRS1KSRhNjCkyhKXIHPrU2FNqxnTqM79UG6++HYALrfGYIPIwnSAxQWIFKU2Y3UhY0Ja9ffwGDrcZLu1Om7KeySUV47XabT33qU3Q6HV73utehtUYpxRe/+EU+8YlPcNttt02l1F+kTR8eZMXSRRw6+qTXKwWnbtzcWmFQQnjAE1RRESpWNJBlStr908v+ldrO3peKoJWsspfxPSFNHoCljK8JxESYhCJjrt1ziyIsROE7bSykNfROManeD5vTmxkvdWBUgGb87RUWNLK4fhsq5CcgWbF8aU9l68pzZ7N43jnsPHCMvkY9pgi73SzuM201utCOdUFhjcRKr01SEis8s6nLX2SFm84hZPiFbkKMmy2cofMOOu9gigydZdgid6Msfb+62IpECApjuPHVV7DmFTy675VqA4P93Pq2G7n/6z9kx9Y99A/2OQbJ4pjNRkKa1kiSDnme0s0SVJKS5wmdbidmoIwpw89EKbD4nprCBVchAxGzHJVsgSiZzWDx6rO9jwVtdbheA9gMJoL+lEpmJbgcKZBCoaTLImitGRgc4B2/+jauuHqq1+bP2hYOtlg42GTvaJdnxzKOdA1HMzedKPFpcWkTZGJIazVUURY3am3deRVGYmqDDm3drMsmKd8GSVuXZiusYbBW55z+JqtnT2PlcItThw8yWJ+q9zjTbNIA58jICG95y1t44IEHAFi3bp3THkrJzp07ufjii2k0pqKVn8YuXLuCH/54QywGCU7cGKdfigL7mOK2p5EQriJbEHtwWtND8AXC0aXdqwVAoZhFYKvtUXpugeH0nyeclktIx1BKRPkewmtkydhhMcLXpkdQLdxwHeEF5wjPYvZWpQem0/o5v0H7VWU1e9BpSNFXZAdCQFEUzJw5jauvvKxnvwkhuHb9co6cfBJjZRwbefLkSfK8cH0zjcDgtErWaIR0gNMFBIljpLWJQyylKLcnRvt5F2sKNJas2ybrdMi7bYqsi9E5oXUIxgcW0rHU3Szj3IXzecdbbvFFWlP2SrO+/ha3vOV67v/6D9myYQeNZoNazY2jVUrRSOokSpEXOUmSUCtysiwlTWvkeUaW516Ll2OM89VYN03MnXciBoQ25MWtu2YjFkT6IqOQAelNvceei9XUecCrwvklJSpBbtBsRvDpOzn4Cvy8WzBn7mze/b53sGz5VBuwn58JFvQ3WNDfoKsNe0a77OsU7GsXaCnJLGgrEChkIsEmjq5MDCoxCK1d43ejsdpgdYHVhkK7HrGJEDSVYHZfg6XT+jl3qJ+ZfQ0SKei22xwuNLlxE/Om7MyxSQOcSinWrFnDE088gdaadevWxZm5V1xxBR/4wAemAOdPacuWLGTBvHPYd/CYH+mIS9HaMqVtrPFzlIPLL4t+bCUFHsGYr5wO5TilTpOo6/TdP0tOsMp0eotgk5hM732sJ6UuTnuvrS4ucZEhLjYBGPranpgyL28hbc5EOqX8xy+SVR1oz/YLSV5oLr7oAlYuX3ra/l+64Byuv2wV33j4GRppysCAa4o9MjrqFnHX+4PcurnQDiUrUAmF1QhVYKTCJilG5litMFKi/Qg+owvaY6ew1qIEDnD6ZsumyHuLKSqyBWMsjWaTd7z5Zoan2oO8ok1KyQ03X8O8BbP57jcfJs9zWn1NhG/MnSQpSVKCzE7SpZbXyHVOlrn0ep774o/CpT6lkrFdWaAlI1C0AhmoyjjpqLy+A5sJ1iUcqIBP8MV1LriM5YSifE3wOaECXQpXgW8NFIVmzXkrefs73zLV+mgSra4ky4eaLB+C3FiOdXMOdwqOdjUdCyO5pqs1BYJMW3IkvoEBQkpaNYGyloaCppQM1RUzGnUWDDYZbtQmLi3oiazJlJ0xNmmAs9Vq8clPfpLVq1fTbrf5nd/5ncn66rPWWs0GK5aey7N7DtGo16L/D1JYax2TEUT/zv9H1OYZUCqpceEqrUMqzLN+gBdxe1AjHCsaWYtY6e6BbiVdHZaNoL9EhNY/oqeC3W9w/G0BnMai1wg4ReVf4X9TaBlUYTlNL9sZbuXCGEB2SKFXlkVRpqbTNOH6V79wwcFFK+dz8NgYm3Yfpa/eYHhYopKE0dERut02ChCJoihwRRmFdtXkyrEyRiqMzpHC9ZGTSnm5ARhT0Bkbw1pDIiVZ3qbIQ/qJ+DsF+PYhoam25C03X8+Vl5z/7zirpuxstNXnL2do2iDfv+9HHDl0gr7+JkKkTq4ipU+vp6RJjbzIyPKMWlqLgDMvCqwFrTWJStBFOXJSWFdZbAMw9JPHyg4QsrfAyJaXuvQDEWIVuwgNwUR5X+ADKmfOjbgsjhROr9lqNbny6ou56bYbafU1J3fnTlm0VApmN2vMbnr5kbWM5obcGrSFwlgK74OV97M1KVDCAddmMsVYns026VU6K1euZNasWT2P7dixg69+9au8973vpdVqTfYmndF2xfrzeOjRjeRakyYJ1opKit2SJMprZzQRb1KVKFpXPBRTy55e9CBs4nuiVlLguAbPplY1XOVHW+IccCB+irXld8RnRNlDsyKjFNWtDcymB60RLFdEn6KaLre29/l4q6x41e0Kf3nWtd3ucPH687nkogtecP8LIbj2osWMZ5Z9R0Zp9fe70W/1lJPHj9PtdtFFgUgUEksR50O79xslMYVy6XshfUN4fxiMpjM+isBi0tRNY3HZc6ets2Ff+D6mQlIUhltuvIrbb33NC27zlL0ybe78Wdx2+41sfHwbj/94M91ORquvSZK4wE0pSb1eJ63VqBeFT6s7lrPQBViB1gVJ4oqOwkQg7VvcFH7eebUQyDX5rlS0WxF9SAC7MV1hLXbCIIrQszf4JleF7osdjaUoNOcuWcgb33YTK1cve6l27ZS9kAlBf00BU0Byyl4CwPmP//iP3HnnnXzwgx/kXe96F/feey8f+chHyPOcX/mVX/nfAk6tNf/yL//C3/zN39DpdLjooov4oz/6I2bOnAk4neiHP/xhHnnkEay1fOADH/j/2XvvMDmqM/v/c++tqo6TNBpppJnRKCOBSAKRswk2JtgLu9h4HbC9xuza68X2mt39rr38HHbNfg02Xqe1zeIMfG0wOAA2iJwsEEgyQSChHEdhNLG7K9z7++Pe6ukRGYsR8vZ5nno6TXdVV1f3nDrv+57DBRdcMFZvba+gq6OdQ+bN5sFH/0gmCDBOkUyVTZ1IR0StIpaSQm3SchfVkpUARwRFlcyMUD7BiMaZEsyUUKZqhFMZq5yvluVR7fcaUSPlSMk8HSYQ1JToR0r10ikm2k0QmdjUKJhuqS3XpRZB6WuNTCQwMjiU7oERsmz5rFU3lac45ojDXjGMoJjLcNqCadz+6Fq27apQzAf4vofv+QwNDTHU30cYhiRY78NYakceDWjtUlVqpnkFpAlRcRzZgQltp851oqtJL1JIl4xp93+UGE445iDefe4pL+D+ews6DkkGdxD2bibctQld6keHZeKoglE+KlOEoIAIsuQmTCdoaMXPN9ZN6t8g5PJZDj/mINomtfLYg8vY0bMLPwjIF3LuuLInc77v4/k+fhwQx9YuKS1b+54iCoJqS1S6xG4QBJNOnNuePLDT6inhTCsN1p8zbdkxVaI6qj+nplczjcg0GCrlkGJDgaOPO5zjTzmKhobimO7HOuqo47VjzAnnZz/7WcaNG8e3vvUt/v3f/x1jDMceeywf+9jHaGpqetnnPvnkk1xzzTWcdNJJFItFrrrqKvr6+vjJT35CGIZccsklLF26lIsvvpgNGzbw8Y9/nEKhwFlnnTVG727v4MSj5rPkyedItMZT9iMVwqNWGTRAFEWMdFWZkR7N6o+9ARe/mJLOqniJpXOpN19V1az951Arge4+lJP2dKWkbxQjqiG/1VupVVH1LVQvU6uUWjNoq6Ako8hnLdGtvrKpXcloZTNdgRCCKIqYPnUKJxz76gzTG/IZzlgwlUee2crGHWWCXEBrLk9+eJhcLstAXx+V4WHCMERJQSKls/9IS//YzgSjq1nsuMg/CejYXre7TqKkcG0KAi0Eys9yyoJ5nPOWI/D3clnKGAi3ryXe+gzRtufR259HmQSpbRa31NbuKTGGWENsINGGnYkkChoIxnfTPPVgGjpmk2+u5yG/Eeie1kHXlEmsWrGeJY8+Te+Ofqdu+ni2+dgSTy/A9/xq5GQUJ3hKEseJU+ujKuFMKylpBrtxx689r7LDcfYYNzZ+t9qj7dpb0t8h17uZnoza3yk7TJhEmkwuy/zDD+aIYw5l6vSuvbD36qijjteDMSecM2fO5AMf+AC33norvb29tLW1cfnll3Pqqae+4nO7u7u54YYbaGxsBKBcLvOjH/0IgKeffpo777yTG2+8kWOPPRaALVu28NOf/vTPnnB2Tp7AoQfO4cFHl9HU6GN/rFMbkZGhHGOMK61bkiUdqbQ+466JP51SN/a5xpWxqwpntUyeVsIcSbVrsP80hBzp40yXVLF06qgwxg4u1LyPkfL5iLJZjcwUVMll4iw2jLaWQRrXs+nUv3TKXZiqfTrV7OZ0SCF90er7oJqAlN75rvPPpaXl1dt0NeYDTjpoMo+t2MGKzUNIFdDUkiefL5AvNDA8OMjw0ADDg0NEceT+YScYBDqxvqImsVFvdkpfu9g3g8x4BDXbK1zDfawFrU1NvPWE+Zxy5NxXva1vBHQSMfz8o0TrHkMNbkaWe8kHAV7ORxBUzx60tp9Lkth+rkRrYm0Io4RSpZ/SusdY//xjxLlx5DsOoPPQU2iZ1P2C4YE6/jRIJZk5p5vO7nb++PizrHl+AwN9wxgD+XwO5Y30UAqp8JSPkh5BkCHRcfX4TS2UbIrMCPk0GPd9NI54jjgqaJ1UqyqjgxkYdTKahheElYhCQ4H9Dp3BMSceRueUyXtnp9VRRx2vG2NOOL/61a/yyU9+knHjxvGhD32IO+64g3PPPZePf/zjXH755S87qb67R+fatWuZOdN6DD799NO0t7dz6KGHVh9fsGABN954I+Vy+XVNwO9LZb2TjpnPs8+vo1Su4AcBAlsWq06BO8UximyUqHGqZ1WMFAIjnVn6aD42ciO1DXIDSNWJcSwxFDVDQqkimj5VwMhzal4y7VccuSmsrYrbDIlw1k5UI87QifNxM6NLeGmJvaqOiqraKQR2pgZeMBWfrjz1Bh0ulTnu6AUcd/RrN0wPfMUx+0+gY/wwj6/qY6BiyOdbaM030NhcpjQ0xNBAP8PDQ4SVCpWwTBSFI0Q6SYhjR5ilQAuFpzwKhWLV3kkIYcvR0mPujA7ectT+TJs87jVv655EefOzlJYvRPQsJ68MfsZHNjW5UVRGpGpjUNqgjMCT4BlDogWxMSgpUcojyARkwpih4V30P3U3jz2ziKZpBzP3xHfS2DrxNW9b+nnvS9/nsUQ2l2HBsQdx+DEHsmblBp5aspJtW3tRbjDH8yTKl7hODjdF7uELiac8Syp9PZJ2lZLOVOVMrNJZezKokxFl31QHikY6xa5rTP0AACAASURBVLVrIcFA6/gWZsyaysGHzaWre98nmi/6+1PHq0b9+7xnsDeOwzEnnKtWreIv//Iv+dznPse8efNYvXo1X/rSl7jxxhu57LLLXpEYLlq0iPvuu4/777+fJUuWsHDhQgD6+/vJ5/OjDsLGxkbCMHzdhLNUKlX75d7saBvXxFHz9+f2e/6AUp71pUOglERrRaIUMlEo5VTONKPcpArDyDR3Un3PolpiRujq5KgUttHfaJtgZJwpcxqXKYy0jxnjbJliq45KiTQSaVx+rpGW+Nb0T1aVTEYUWe0i93SqqMQRSWwVlpEs8cSmW6TlPDeZb0nqSOk93UYLN9yAbRHQgI4TioUcZ55xMkkSEYav/fMXAjpaFI1zG3hmwxDrdlSI8fH8IsWmHLliE5VyiXJpmDAsU6mUiWO7/TYSLqqWzoPSEBjwM4FVBo3AoOia2MRRB3ZzwIx2CrmASqVSo9yODYTyScoDlJ66HbPmEbJUyObyNpFGCecwkPb4Mrrv150ASYFLx7L+jUoYFAZfCnLZACEVolxmy9KF7NiwiulHn0n3vCNRno9O4le1nZVKBbDf53qa2YsjtVHrnjmZCZNb2bB2M6ueXU/Plp2UhzVRJUYpgZ/xiaLa3w9TQxxxJxbS/Q5Ya7XUnSJFYoyrwMhq36gQoJOEKLInkvlinhlTJzFzv6l0dXcwfkILQoi9cpzvSRhjjc/L5fLe3pR9FvXv855BHMevOJ+wpzHmn9aXvvSlakkcYNq0aXz/+99nw4YNrypLvVwus2vXLmbPns2OHTu46aab+MxnPoPneS9JDl8rk0/J04YNG/B9f5/4gVNKMm3yOCa1NbN28w7y2axV7KSsErVa9SGKIjdHk6qalpQlTjVMzEi/oOULAoT9R2Izb+3wjnBT0um6bGO/vZ5mvJdLw84zzz6upHTWSNI9Z7SYmqoiuqZ8PopwJjY2zeaIW8KZpPFoRlNboqslnqN6OUddOtUGQalc4vgDj6CxmGXNmrV/0gmHkoKJGWgYr9nUJ9g27DFkfKv8iiwyq8j4WbxsQhyFJIkts8dRTBLFhHFCRgXWCkkIlK9ob8zRPSHP7M5GijnDlk0ba04Qxg7Cz6B3bYLlt1Ic3kAxl0UEPmFiyTJJWvff7btXHbM3aVCyO7GAKDHE2pDEhjjWxLEmiROkSShkM/RuWcl9P72K1gOOZ94J56I8jySOXt32CsHGjRv3/I74M4SUEi8rmXVgJ50zxrNzez+92/oZGizRv3OIgb5BZ/4OYJDKfoe1K5Hr2sE9rdGJqaqbSZxYxdO4aEPHVD1fkctnmTi5jebWRto7xjNxUitSSoZK/fQ937tP/A6/EoQQhGFIf3//3t6UfRr17/OfDq01LS0tY7rOMSecjY2NPPHEE/zgBz9g7dq1XHbZZQwPD3PggQcSBMErPv+EE07ghBNOAOC+++7jrLPO4pRTTqG7u5u+PjsNnKqZq1atIpfLvSoiW4t0KKarq4tMJvPa3+ReglKSv8o18P3rf4s2EPh+1TLH9llFVCrW5qRSqVhvPZ2qEyPqZqKNI3AjPVXC9YVakXNE+UwJp9jttpQ2wURKyGYzCKQjpu7SeXGmz6lVTLTWSGEHgZQWJIlNE9FSkNQsKrbDNzoRaK1q+sBqSu2j+sNqe0ZHk00hBGGlwtw5s/nIRe9hUvuEPaZuSynYH8NgxTAYwrb+kLXbK1RiiGJNFFsiHYYxKonxtU3h8KQhLA3SkPfZb0obMzqaacz7FDKKOHElx70A4QUMbXiawRW/psAuCuNbCTyFkcKa60lASncWkcaa1gyPJaMJp+3pM0SJJk4gSjS+1vixxo80XqhRvsbPZMiWKvSs+AMrs1lOfOcHyOUKxK9AOsvlMlu2bKGzs7OuiLwGpN8L5dnv7Zo1axnsGyaXLdK7o48d23rp6x0grMSYxFAJQ6vgpSdNie3vFhh85YEHMivwfIXnewTZgNbWZsZPaKFzajv5Qp58IUsQBGidWKP5PwOSWYtNmzaRzWYZN27vtsDsy6h/n/cMtm7dOuYV3DH/tB544AHOPvtsBgcHieOYCy64gJtuugnP87juuute8blSSo455hjASupDQ0Ps3LmTQw45hCiKWLhwIe985zvp6+vj+uuv5/TTT3/dB2U2m31VJPjNhOndHZx09KHcevcistmsUxMlnufheR5SKncpUZUKUZJADekUWiONQSXW5y7RqX+nsKWxtOlSUEMYq+2YNYtBJzFSKNdj6daBK6drMKlSWu3jAqpl8MQNIbiBIDcli1Mt0XYaXRjtvPlqy3uiejut9YlqKX23QSX3TzVOYpqbm/m7j7yfKV0db8hn0+RDE9AxLstB3YahckJ/KSGMLXmsxKnarMn4kmLWo7dnI5PamhjXOn7Ua3lyL3x5HUpbV1Fa9DMaTD/FhgY8JUBJa3GjnK+i3E3hTBt4DZZoJtoST6Mh0UhHThAaLSCJBZ4SaGNNw7VJSIB8JkNLUbBx6f3cawzHnnUhzePGv9zmVn9Us9msjXyt43UhCALa2rNMnNg+6v6+3gGGh0pUyiFJognDiDiKCcMIpWwSkOfZakY2l6FQyFEo5skXX9qgXUpFEPz5fVY23cnbp4SMNxvq3+c9A6XUmJ/Qjfn/rOuuu46pU6fyjW98g3e84x2MHz+e888/n0svvZS+vr6XtUbaunUrl19+OU1NTRSLRZ599lk+/OEPc+KJJ5LJZPjrv/5rLr74Yr7zne+wadMm2tra+MxnPvO6t3Vf6d/cHScedQhrNm7luVWbaGrIg6H6w58iVXFFGBJHkZuGTkvLWK9LwCCrwzjaDRdVx4RS5yHhxoV2G1CypXCrruKm4Y30MFKQCFBaVnO+tUnSDcMYqiXy6rBBjfWKjt3QkHE56aMWdrvtlM2R8XNSdbN2exNtOO8db+PA/fd7Yz8cBykEDTmPhtzLfwWTQY8kefMch8Pb1tFz9/coJH1kGwo2Mz7dt7WXKelUypJQKS2hNAKSGOLELloDI3ZWIzkz6YmBdTOQUqCkPZHIBh4NOc1zixZSjhLe+cF/eNm8+PRHVWtd/wf1JyDtj94dTS0NNLXUI1RfLf7cVNuxRv37vGdQtTccQ4w54dy4cSPt7e0ccsgh1YbVgYEBwjB8RYJ33nnnMXPmTBYuXEgURXz6058eZad0+eWXM3/+fJ555hkaGxt5z3veM6pf9H8LMoHPBWefzHW33MXajdso5nOAQClFJjPSP6mUQkpJ6HwndaJByhG7EmHcEE86NWpJgXa9nTolran1klNAtXShdi7DPUliMDamUmlr3m4nrYWzZqrxAXXXtZtkTXu/aj3+dJpoMmpgwdTcriGbrv+0lm9asW3ELqocRpx43FGcdcZb9sbH9bJI9OiM972JaHiALff+kGx5J/nGBhvbKYQlk7WKpnBE0/cgCMBTjnAqy/XjGKIIotguQoKOkMa9lAbpLLPSpBkpDKra/6sJfEVTMc/yR+/h4SmzOPa0P2/rszrqqKOOfR1jTjjPPfdcPvKRj3DhhRcyMDDAN7/5Te6++25OP/30VzR+Bzj44IM5+OCDX/Lxc845h3POOWdPbvI+iaZigbeffBQ/+uWdhGFMLmtLOJ7noZTtsbTN/qKa3R2FEcKV13EG70CVuOEGA6jaD7kSqZBVpdNND0AN4dSOcArnTZT2gCojSNyYQXU9abndPT9x5fQkSS1XdFUFHREKRpTMkbzmkbO3WtslMNZvU9je1jCKmTN7Fh95/wVkgrGd2NvX0PPE7Yi+DRSarLIpR5XMa8im50EmY5cgsMRTSpDKHhtxBBUFMrLHThRBZBA6dh+SdgKpVaPTMBo3p4YUVu0MfEUh47Hwlz+mqa2deYccvnd2TB111FFHHa+IMSec73rXu3jyySe5+uqrEUJwyy23cPzxx3PFFVfUfbX2MLomt3H+247npzffRRgn5DIBBoFSPtmMrPZgpv6TUkqnNKek0imczg9PCJDGoLXYTV1MXBXVqZ1SIEyaJpIqkiPemKkhvdEjA0MCavKWRwZ/qvnhendFczclk9rrjETmUTMo7SbRhZuqL5VDOjom87cfupCmxnpJ8OXQu+aP9D1zLy25TM1wmDsLEemlBN+HbA3ZTC+VoppiFTuimfbwagOeRiQa6U5Baqvyu18qV15XUpDPBvQN9XP7TT9j2qy5r3lAsI466qijjrHBmBPOXC7HlVdeyaWXXsq2bdsoFApMmTLldflk1vHK2G96J6cdP5/b730cJRWZwMcAyvPISOuFlxo8KyVRShJG1g9S6wShJFoYhB6xi5KkqSGM+Fym1kNCQAJIjdGJnQ+Jo2pgnWaEmFZL6y7dyIwinLVlcqqk0qLm+m5kc3dVs/a6lMq2EwhJpRIxedIkPvGR9zF9aj0e7+UQlYfZuvg3ZIhQKv/ifySwpXPfBz+AIDOicmYzVvWUCjBQDt3H5xTyOAEvgVgj4tj+TcphqXZqVE9qJI54CvCkoJjPs3bFUzx4z52c/vZz3/gdUkcdddRRx2vGXvMU6OzspLOzc2+t/n8Vjl8wDwzc8eAyEJJcNkBj7U6yUlYn2ZWnyBWKRFFMGFaIoog4iqiEZTw8hFREYYWE2BJPI5CZwPnrRSjlWVuUsDKiRmrAeXAmUWgHQ1ILpWpnpbYMYrdmeuujORJNCekgV839NY9VFTeHWtIpZWrHpKhUQia2T+QfPvo+9pvRPWqdw8PDloy/jDuBNW4ukc3m/lfYcux4fgnlrasoNOSqwUECe7IhhDuVkBI83xJL5VlFMwggl4OMI6CpoqnKIyxSY/s44xh8jYzd5+ROHlL1XbgyunLKau0SeJJ84HHnb2/m0COOoa2tnr9eRx111PFmw5//f8sxxNatW1j82CLK5RIdnV0cdtgRL0lIHl/8KH19uzjq6OPI5V7aHmRP4fgj5jGuuZFf/O5hymFMLmMJlfJ8lOfhZzMMDfSz7vnlDA/12azv0CqTrROnUCoN0btjMy2tkwmyRUsso5Dtm1YipKLYNJ7erWtQXkDjuHbsoIdEKEn/zs2Uhwdobp2MH2StrRFUuaF1K6oph0M1aciM6s+kemleUtXcnXBa0iKVQklJqRIyaVI7n7j4vcyaNlrZ3LhmNe+76F0csN9cPvepf8HEMUiFCnykHyA9j1xjI3fcexefvvRv+cpXv8mZbzt7j3w+S5c+zqrnV5LJZpk//3Da2186wq+nZyt/eOQh4jiis2sKCxYctUe24cWgk5gdyx/Gc64F1mLKDZULak4S0nYYV/v2fUs4gwAyORAZqj83GQ9nRWCtkcLQ9nGGMWCJZazF6GF3bDtElXQi8BwJFVLQUMiyYuNaHrj3bt55/l+9YfujjjrqqKOO14cxIZzr16/nuuuu4/3vfz+lUolyucycOXPGYtVjhhuu/zFXXXUF69autnnQQcDH//5TXPrJf3rB3yZJwic+cTGPLnqCRxYt5pBD5o/JNh4wewpKSW5Z+BjDlYhiPuN6OiXZXI6BXTu4+7c/YteOLeQKDWidkC82cdLbP8COLWt49L5fcsxp72HylHHoJKFSHuKpRbeTyRc56KizWLHsXpIkZsHJ7yJbaERGCmM0K5bey/BgL4efdAHZXJHEjDbqTolMmqdcSyZHK5ujLY9qzeZriWat7ZEdjrLT+JUwZvbsWXzkoguYNqmNcGCAwc2b6V25gqinh3Xr17J25QqKQ8M8+b3vYqLYBuYEAcL3EcqjMG4cy559ik2bN7Jh+XLKRx1H9k9Ia9A64corv8xPf3wtO3Zsp7+vj4MOOpRvf/da5s174XDc4scW8Y+f/hhPPvlHgiBACMnf/d0n+OSn/+UN8YzdvmoZQ1tW0pixPxXWr904SyqBdFTQDou5P6i1Q/I9RzazWFIap2/cXtpRdFIzV+EIpHB/bYfgBUK6Sz3SxymFJZ2elHhKUsgqHn7gHk4940waGop7fF/UUUcdddTx+jEmhPOJJ57gsssu47TTTuOqq65i586d/PznP7f+jFgSoZTaZxv+b7v1V/ztJR9hv/1mccuv72TOfvvz6KOPsH1bz4v+vVKKD3zgbzj99A1M6Zoypts6Z0YnDY2N/O6BJQwMx3i+h9ERBonvBwghmDr7IM5+199hEERhiFIBWzeuwvetEb7ybC+eUgovCJBSUWhsZvzk6ax59lEGerdSbGrF9312btvAUP8OWtunkS82AwbPD8DlJxtj0EmE1hohLTHU2voxap1gkhipPCCpeoAaN5BkjLHlV2UN7QEwBm3cY0oRBDnSxJsjj5jHxe8+i3jLBpbfcCcDq1ajhofxkoQA8AcHyAQBGeVRkBIvn7MxnsaQJJpKZYhyfz9D69aSzRdYe9+93L2jl4kHHMiMo4+mobMT+RpL7HGc0DpuPN/+zg84YN6B/OeXv8AVV1zJrb/9FfPmHfwCn7Srr/4Kzz77DLfdfi+zZu3HRe9/F1dd9WX+4vx3MXv2nj2JM8awa+1T6MowItdYFTMTYxBaIKSxIQFWjnZqZw35V24yHYElmgaIIClBJXS2SJFd4sQ+v7Zv06mltmfTjCjiLoRAuEl5T4ASgmI+x9YNa9m6eSMNDWPjp1pHHXXUUcerw5gQzvb2drLZLKeffjrDw8MkScL8+fNrJo8NU6dO5eabb6ZY3LeUiSiKuOH6n+B5iiuv+iZHHHE0AG859QzAqpn/9fUrKRYLNDQ0cdttv+af/vnfyOcLgKDY0Mijj/6Bn/3kWs459zzuWvh7nn76j5z59nN5xzv+kmu+/20WPfowJ518Kh/60EfJ5ezQxtIlj/Odb3+djZs2cMyxx3PJRz9BU3MzYRjywP338JOfXMuO7duYvd9cLrnkE0yfMZPBgQG+etWX2X///RFDFb771a/R2T2DY99yHpM6p7qkQU0um6dr6n5I5TM81M9gfz++H2CAbDZHoVCkXC5RqXjVPkxP+UzsmMm65xazs2ctk6bORSmP/h2biaMKbZOn4WcyJFHI5rVPsWXdcoyBiV370d41Gyk9tm5cQd/OLbS0dbJ5zdO0TppGsbGVjav+SGv7VAZ29dC3YxPjJkxh8rR5eH6GJI7o2fAcPRufI4ljGlsm0DVzPoXGcZSH+lj+5IOMb59KIjS3r/8DO5b8nmNkwDipyGUyLN/ew8+ffIJSHHFk51SkkHhKkQtsb+otTy/lvtUryQUB7zjgYA7v7CbvWiAyQpAtlfnJD77PU1/7D8486VRW9e+iraOTf/3XzwNw112/56c/vpZ/uPQyEIKvXnUF733vRZx8ymmATW/54Icurh5PRx51LL5/5Useb9Z5SJLJZGhsasIYTeu48RTye/5kLRweoH/Lajw/QGvbyqCNQWvQaLQWaG1Q1eQnRibWjbGKZxIDw65/09i/i6IaL053PXGLNghTq1jbBguBI56MTMindl5SCjwpCJQiDgd5dNEjzJxdJ5x11FFHHW8mjIkP0YIFC7jmmms46aST8H2fTCbD9OnTmTFjBtOnT6e7u5vJkyfvk7ZIvb07Wbz4UaZO6+bAgw59weNaax5+6H7+6bLL+OY3vko2kyWOIm677df86Iffp1Ips2nTBq699rv83d9+kA0b17N9+3b+z798mrPefjJLlz1O365d/Ms/fYrrfvYjAP7wyENc8Fdns3Llc3R0dPLd73yTSy65iDAMefih+/m3z12GUorJHV3cdOMNXPLRDzA4OIAB7rjjdj74wfdz269/wTGHH8DyxXdy68+/Rf/AAAgP5fn07tzKQ3ffwkMLf8HTSx4kV8hbFwFjyGRyFIqNFBoayOcL1cEOpQSt7V0UGlvZvnUtYWUYMAz1byObb2DcxCkIIVj97GM8/fhChFQIKVj+xF2sffYxhJSUBnexYeUSViy9B61jpFQkUUjPhudY/vidlAZ7AVj11ENsXv002Wye7ZufZ/3Kx8lki2TzDWxYtYyVT96PVB5aSLZuWMETD/8af90fiZ97hiuv+W9uePwPtDQ2sa00zBfvvp0lmzZQ9DP88qmlbOzvI1CKjFJct+Qxrl38CE3ZHAK45aklVOKIQCqEgEImy6KNa/nZskfJaENxyzb+8Lvb+a+vX8n9t/0WtOG6n/6QhXf+nkmTOlm5YgXX/uA6nn7qyVHHyPDQML+6+Sau+d63+b//+UWOPHIB55//buCFqSSf+vQ/09nZxXsu/AvOe+dbWb9hHVd97Vt0dO75SftwuJ/Szi0gPdtuqSHWEGtDYlwypTtJsXYEiSOPif3jMITBIRgegtIwlEpQKkO5AlFo/7Z2cS+auIEwXI9ougvSk5s0lt2Sb+HsvcBXgownWPbE44RhuMf3Rx111FFHHa8fY6JwCiG48MILufDCC/nCF75AEARcdtllJEmyz0dTpUk4QsgXjYkSgB8EZLMB//cr/8WRR9kceCEEjY1NCCEIfB/P83n3he/ns5/7IkuXPsEZpx1H15RufvTjX7B9ew9HH3kQDz/8AB/80Ee55prvMDw8zOe/eAWHHrqAL3z+//Df3/kGjz32B+YftoBrf3g9HR1dgOCyf/wEv/jFdTz//Er2338enuczZ+5cvvnta2mbMJGLPvAu7rnnLgZ7ezAyQCqPHds2c8ctPySOKnR2z+agBSeRcapeNl+g0NCA8i0ZFNK+71y+QIOfoX3KLFYse4ihvu3kG8bTt30TbR3TaGhqZXiwjw0rl9LY3MYBC04niWOWPvgrtqx/lq5Zh9qBIpPQMXUeMw8+ASEF2zasAilomzSDg445m7AyzMO/+yG7dm7EmITJ3XMZP2k6uUIDGHj8vpvo3b4JI2HaxDYe9xTzmibyb6ecSS4I+PDPf8JT27YQJTEPrnmeNb07+fypb+fiI4/jtmef4tLf3oQ2Bl8qNvTvYrBS4e1zDmB+RxfbhobIeh4Y8KVi0brVLN28nlNm7sdFC44n62d42yFH8O377+C/r/oPNjz3FMuWPsGBhx7Ak88/wFCykb/71F8yLDbz/379HZTyKOQb2LZlB1+6/PNs69mOFB6HzV/A4PAgAJlMDt8b6c3cb7/9mTFzNr//3W/p7d1Bc8u4NyyJqH/LGqKwTJDNoI0h1qBijfBc8o8RtqezVuWMY1su95Vlo2niUBpvmSYNVcKRYaE4ts9NtO0NRaOrfbzAiB9BtdwuhVU70/ZP5bxVM55Hf+8O+vr66tPqddRRRx1vIoz5lPpnP/tZ7rrrLj7+8Y/z2GOPMXfuXM4//3zOPPPMsd6UPQLP88jlcpRKJYYGB1+0DzWOIzo7J3HAAQdW79udnBpjmDNnLmB7PD3PY9q06e66T6FQJHF54tu391CpVPjrC8+jUikjhDVxL7ttuO5nP+bHP7qGgYEBPM+nWGyw8ZJuW7q6umibMBGAYrGBwFe849TDWN8zwM/KJSZ3z+X8D/0rhULB5lh7GbS2fZN+4FNobMQLfKKwgtEJQSZLvthANluke8Y8Vix9kN5t6zEmIQxLTJ4yh2JjM0MDOzA6ZrBvBw/89hqMsbGXhcZx+H6A5/kI6dHa3o3vByAsWTfa0NAygWwuD0bbHlBj8PwslUqJdc89xqbVTxEnMUJAsXk8hxdhSrSLG8MKkzun0JzLo7WmkMnQVxomShK2DPaT8326W8ZRiSNmjW+jMZuxPYoCPnz40fSXS/zjbTfT3dzChxccS3fLOGu/JGDFtq3sHBqmo6kZmYF1lW0EEyQtzQ0s2biCgTuuZdOmTXTt18K9j96MMIKpc9sY7N/C40+uwU7QK6TyOO+i0zBasPKZddxz6x/4yN9cyKWX/QMNxVb2mzmPlnHNAHzqk3/LkiWL+fkvfsvE9klc8tGL+JsPvYdbfnUnhy84co8e2wPbN2EQJNoQa9urqYxAmZH5oMTg7ndyp9bW2L0sbY+m51l/Ts+lDYHt1yyVLeEsl526qV3/ra4GABjnt+o458h3BYMmdTJIv1AGI6y/7ODQAJs2rq8TzjrqqKOONxHGnHA+9NBDnHXWWZRKJSZMmMCyZcu49tpr+Z//+R8uuuiisd6cPxktLeM48qhj+OEPruX23/2a973vw9XHBgcGyGRsMovW5hXLfJVKBaA6TBVFUfW2VVFtGlAmkyWfz/OVK7/BzJmzCaOILZs3cvAh8/nmN67iP7/8H1z9X9/i8AVH8bWvXsHCO39XXYdwuelJHKM8jyRJMAZamxuY2jWZxmLOJQx5hFqSDTy0EeTyTcRRSM+mtRx23NtobG5l89oV9O/awZQZ82hpaUMbw5QZ8xg3sYttm1axa+dmGppa6Zg2h1w2T7GhGWOgaVw7hxxzJp4XUC4NEUchDU3j2KqsKqY8jyBjoziV77vtBi8I8CJ7WyoPL8iwYul9bFn3DEe85d1M7pzKg3feQNS3jem7NiMSjagOIZmq/RJCkPU8mjJZylFEX6VEYz7Prq2bGA4jpBBEScLkxia+8va/YOX2Hq584C7+/e7fMbO1jazy0NpwxgH78/jG9fx82WKGxpUptvlU8hGd3Y0sX76N1Wt2oTxFoCoM7+ol19DMjq07CTJ+9cQkjhOiMKaxuYEg8En0ZBY/UGTL5s3cdf/N+EHAwnubOHje4bRPmMKdd97O4YcdxUknnwrAO95xPv/nXy5j/fp1e5xwJnEFsCpmrMFLDIkwJBp3AmJItCbRoBKJVMaSSRm59CAJ0rNqp+eShsCSy0rFqpuVECJr+q61izI1BmPsJ2bECMG0BNeV87Vx0/K2BJ/YMCx74jVYYlfvzj26L+qoo4466vjTMOaE88c//jH5fJ6FCxeyYMECenp6uOiii7j66qu58MILyTiisa9AKcXFF/89d97xOz73r5exbu1aWlvHs3Tp43R2TuGf/+Vy4sgahdf241UqFUqlEmBIkoTh4Yg4tiqk1prS8HCVoBpjnJ1UCSEEZ5zxdn7/u99y1113MDw8xNatW3n6yCqwZQAAIABJREFUqT9yzLEn0tDQRC6foadnK0ueWMyyZUuoVCrVdZfLZSqVcnU7wrBCqTRsfTcTzcDgEDPbO3jrcXNZvmYHz6/vIchkmTz9QDqmzuW+311PFIfki00sfuBWPD/DIUefTkNTC+XSMJM6p7PfgUdz/+0/RScJ8454C5M6p5MkCa0TOpnUvR/rV/6Rnk2rKBRb2L5lDcoPmD73MKSSxFFop8szWZuIpDySqOJaE3IkUQUd2xQk6QUY6RPGmoGBXSjdT6nUR1wqIQ0oTxHGMVGiUUIihCZMEipxBAIO7+zGVw9zzaMPs3VwgDtWPMvO4aFqX+pX7r+LxGgOmDiJONGMy+YpBAF9SYkwjNno7WTmweN4Zstmfv/wM5x26ixaWnJ0TWni+RU76Nk6RGdXEy3NGcr9vWxc3cNDd61gwQlzOfyEuehEMzxU4c6bFzGxs5V8IcuG1VsZ2DXMQUfMYnJXO2uf38wvb7yJRXMXseC4Q8jmfB55+EG+8P/9K+2TJvHLm25gxszpzJs3op7vKYRD/WggNqC0cX2cZlTeE1hPTq01Mklsg2VoQGmIJagYIkc4jaEqV8aJVTgrkVVFXWuKATe8NmJ/lYxaUlsmqve5JFY7t2TAJBFRWNnj+6OOOuqoo47XjzEnnD09PRxxxBEcfbSd5p48eTLvfve7+cQnPsHg4OA+RzgBDjr4EH79m4V8/3vf5MZfXE+lUmbW7DlcdNFHUErRNaUbY/QoE/gp3VMpl0pIqWhsbOTAA/enZdw4wMZ/7j/vQDo6bBKT53nMmbM/XV02Feev33sRUgr+55rvcMfvb6Ojs4tLLvl7mpub+eAHL2bLlk384NrvMqV7Gm9721ksW7qETCaLEIKZs2bT2NhYjeHp7JzC3LnzCIIMSilm7zeHqVOncdB+U5g3q5vlqzexZPl6eiScfsGneOKBW1jyyJ1EYUh75wzOvODvmT7nUOIoxAsClOcz95BjWbV8MVEUsv+hJ1JsaKJcKZHN5Tn57A/wxIO/ZfXyxcRxTNukbvaffxKZXIFCsZmWtg5y+QY835bSM7kiLW0d5Bta8PwA6WcJiq3ITIFiochH/vZTPH7/zTx0/13olY+xYNwEerJ5Mp6HEoJp41ppb2hwfX+CrqYWWvI5EmM4YfpMvvy2c/jeoof42ROLefch85k1vo2s55HPZDhh+ky++fB93L9qFZObmnjPcQtY5q3nGb2ZcS0FYhnTOqGZY47q5oknNrFpYx/jWnO0tRWZ1NHIc8u3MXFSA4WCT6wNfTv7GBqsEGR9pJIksaaxKcecQ7pZ+sgKhgZKNDTlOeXsw5k9rxs/sMNJSWzI5/PkixmOOPkQnn78Ob7z3a9RqVSYf9gCvv3la5m1hy2RwEZaxolNE/KEQWtRoz7atCetje231AaTJCNuqMZYRTMRIBOI3H3apIxyZMBIW5UyTjSRNiSJtaFKqtdTJdWS0sQNFumaS7tYdVQKg3ZVgjrqqKOOOt4cEGa3MdhnnnmGrq6uN8ye6POf/zxXX301V199NaeddhqrVq3ik5/8JL29vSxZsuRNkamebsvRRx/9mrcnVWVqJ+6rCTo1fZu732dc32BqB/Nij+/+GuCUpReZ7h99v7GxMOKVX/fF1qO1Zt3mnazd3MvyNVvYur2PTOATZDJksgEmicHo6oAH2DaAUqmEFALf99E6saqklOhEE4UhSZIghEQbiKIyiU6qHpypCbw2KfmwypavFFM725jeNZGD5kyja9J4AJbdcD29i/5AQzZrY72ltEk0QtiseGcoLl2/qxACX0oCz6eSJAgpyAcBkTHEiS3tBkJRiWI2VnaxrLSBtck2hpIyyr0GwiCkndBPCZFS1gT9/ntXs2Z1L6e+dRZt7UUqlYSH719Df1+Z0/9iPpOndoK25WLlKeIoQSemOgCTJJbM3f2bR9m0bjtvPf9YGpuLJLFxZfiEOE6QwmfWtAM45fizmTN73ssfnK8Rj/zsCravew7f88h5kPUgFyhyviDjKQIl8JU1Xfc9e+lJCW5fV7NFhRwZLdeMeHa6958kCYk2RFoTO7IZGWOdkxJNFGvCRBPGmkpsKIeaUpxQjhKGKpqhSsJAKWHXcEhfOaa3f5D3XvwPvPXsdwA2rnT9+vVMnz4d37Vo1PHasWHDBoQQdHR07O1N2WexZs0a8vk8EyZM2Nubss+i/n3eM3ijvs+Dg4OsX7+euXPnvuCxMVc43//+93P99dfz3ve+l5aWFnp7rdXND3/4wzcF2fxTMZJ8M/q+F/u7P+V2ipeykhp9vxhlmv1a1yOlZGrHeKZ2jOeQOZ3s6Bti9cbtrN24g12DJYYrEUIIMr5nE2CkQEgfISOXEOQ8GIXr/UOggoydStYaHccI5eMp++MRxzFxGBPGCUHgkcvnGNdUZN6sLuZM72DShBZ8b8TdYNU997Dj0UXkfb+aPpOWxT2lrPeX2y5PWvKJENZQXimKmQxCShCQk9IS58TQWxniwdJKlg9vYogSSgiyvldNw7GdhY40KolQNrVp08Z+nlu+nUkdDYwfnwcDpeEQnRgOPnwySTjEzm3baJ0wATRoR3iVFBhtCZcQgsGBYYYGyxx18jzGT2ymUg5tbLkS+IFCKUEcJyx96mFWPP8Mxxx5KqeffA5Njc0veky8VmSKzSAk2ghbvtaQJIZYCTztMoOEAaExiR34SaS0E+Q1n4EQI8ffqOEfI1w/pn39dNA9cbNHGm1POKqldFy/pkmH2u1lYoeatCOy+UKhWi2oo4466qjjzYExJ5zd3d385je/4Uc/+hFr166loaGB008/nbPOOmusN6WO14GmYo6mYo7pHeOJE83GrTtZsbaHoXLI9l2D7BooMVSKQUAcRQhAE1vlt8bo3xqIu549nfbg2Un4Yj5LZ3sDXZNamdjaxPiWBrraW/H9Fx6um578Iytv/Q3Z3VRl5YiOMQYtBAoBxuaBCynxnRWV53ko5SGltAqosrZHT+1cyz07nmZDtA2lICu8agSOSWMYUXaG2mW9CyQG8HzFwfMn0TWlCc+XRLGh2JDh+FOmYYAwTujbvoNMLkdjU7N1EEgLDcaABKMNxWKWU845DE95JHHsTmZM1ezcGIlSgkKxQFgZ5rY7/x9PL1/CeWe/l3n7v9AT9rXCisySBOe9KexlnBgi6SyLhLBhpAaMhERqlIueHGXQTmpxZMm+0cYNBEn7uVdJpkAb4URQ+3npVOl2BFUDCZaAxo6QGmMjNY2AbDZDfh9NLaujjjrq+HPFmBNOgOnTp3P55ZfvjVXXsQfhKUn35PF0T7Zl7aFShVIlZHCoQu/AMKvXbaRciQiyBbQ2lMsVBobLKCnIBD5CQMb3yed8Gos5mhvyNDcWKOYzNORzZDMvXy4Z3LGd5Tf/Elmp4OfzVY/G2owaavLWhRB4no8f+ASBj+/5eC4jHSXBC4jikHs2L+WR7c9QNhXyfoAQtrxvhPOCFKOEOktsXSKOMYYJE4tM7mwgijRRlFhFNW1f1NqWzOOYnT095PMFlKdc6tZIIA/SILHlequkjpBNIey2WH4tMEiCTICQio1bVvFf3/sPjjvyVN79lx/EU6//K54f147nedX89NgYogSUNAihQdlsc1Hd626vpO/BgNSM3m6j3TZTbcFIJ9At0bQ9ovY+QaxdL6c21etx4khvbIhj2+OpTZpHZMgEmWoiVx111FFHHW8O7BXCWcefJwq5DIVchvHNDUwF2ps8BNA+afIeX5cBnrvjDoY2baS5obGmdFvTO1gDIQSen5LNgCDI4Pm+MyX3IZOlrzLIr9Y9yNN9q8h5HgWRcTHstnSu3ZC1Ti2Wduu5rbYjGEMYugEWWaPWmQTh6JnyFGGpxPaerbRP7nD3mrTVtqoegrE+q1agda/n+n2lJVjSKYeekYhshkol5M57f0WpPMTZZ/wVkya9vh6d5vZupJJ4QoEWJDoiMgaZWEtNKQCtq3nzJu1JdWqywKCFqQ5sId1+Mnbbq8NHSHsp3GQ6iS23J1SXNOEo0prIDRJFiSZKNGECYWLL78Joig1F2ia2v673XEcdddRRxxuDOuGs4w1DkmhLNN4AbF+zhk2LHyObzVn10t1fXZsQVRVSSonne/iBLaF7vo8X+OAHEPiQLbJpaBu/XHk3G4e3UMjmbJJOqlsKlw1udFVF09XoRbcOt2KdrhOruI0QVFtyl0Jb9dLYfs++nTspNjTS0NhIksQ1RuY1Cm162xHQVNm03qyubxg7wCSlIAgCpFDc//DvWbd+LX/zgU/Q3TXtNe/jbEMzStm+2MRoRwINsbAT5TbXXBJjMMK9y7Q0Lk01BUgAWgKJU6CVfV41d530s9KuRQF0om3ZXAvb45kYouqiiRNNrA1hYggTTWLc+oDx4yfQ1Nzymt9vHXXUUUcdbxz2vfDyOvYpvBGxi0kcs/KuO9GlEp6LRq31hjTUrlcglU3zScmm8j2bfJPxodDI2sEt3PDcHWwq9ZDPZlG+h/IUQimEJ21sopJIOXqpDsUgqpPvthdUuml4CS7ytNrPKJ3CKewkPVo7k3LjiGPaHyrc1pO2PVb5me3htKphldQ5xdH2oQo8T1EoFFi7/jm++o0vsGTZ4te8nwstk2jpmIHE4Hk+Wihi4xTHxBBpYyfIY23bB5z6GCWGME4Ik8SWv10sps1gl2gURiiM8EAqkAqhJEIqhLSPJUCCcItTOBNj15XYqXVbWrfKphSgsL2jcw780/tX66ijjjrq2LPYK4Tz4Ycf5uKLL+bMM8/kwQcf5NZbb2X16tV7Y1Pq2Aex5dnlbF6ylMAPLNsyZmQI2qRRiAYjhCWNjhwaLFOTab53roE1/Zu4fvkdbC/3ks9mkZ6H8KxRuVBqhBCJFxJNKaSbWB9xJ5COWKbSnpS456nRl8paK/lKURocZHho2BFUqqRz98XU3A1UWWiqcqbPFVjiqTxJoZCnZ/smvv29r/DM8idf0372Mxny49oxxkaa+oGPQRAbiI0gTrDk0pHMuHpp1cfIkc3ETZ4nRpBmPhmks0tKSacH0sMISYJAC2mHhLDT8LGBSFviGTqym7hhI4EbUgLy+QIz5xzwpx5iddRRRx117GGMeUn9nnvu4ZxzziEMQyqVCu973/v45S9/idaan//852O9OXXsg1j3+GJMFCKCwguIpgaE1mgpq+RPONURpzwiFGTyrO3bwA3LF9KfDJLLZhGe8+iUaRnb9gQKQBiB0dLFfspq1rcBTNpXCTXkULpasi3JK7BenUmClII40aTF9jiK6e3dSb6Qtz6lWjsXqVqVUyBMmi6e1vLtter0uhQIaRBGjEyyS0GxWGBgcBffueZrfPyjn2HmjNmvel+3TTuQXauWgo7IZDIYY4jDEOV6B7QrtWu3eFJYr3dt931i7JCUNAYlpSXuSDRWOUYqt8Ow0ZYYEqOs9RGGGD2K1Kbl9Ci2t42piWgPK+x/xBF0TZ/1eg+tOuqoo4463iCMucJ5ww03MGvWLO6//37a2tpobW3lvPPO48EHH6Svr2+sN6eOfQzlwUG2Pvcc0vOsiumaHkeX0d3t1MNR6xHrHAEiyNBfGeCW5+5jV9hHNhMgPIlwpu1pR6GoIXXujpGL9Lora0thFUXPU/i+TxBkyPgZMpkMmcAuvm+n4j3Px1PWjsnzPHzlMTQwQLlcQSk14uVq2WR1COplu2Gr5XgxqgSflvFzuRybt67jW9/9KuvWrXnV+7tp0jQa26eD0WQyGbLZLFJ6RFq4Mrmg4krdFVdeT8mhvcQRRatORtrYsrwRJMapmGZENU1VUJ2W07UgTgRhYqiEmkpoiGKqaUNCpMNLhmw+z6FHnYj6Eybz66ijjjrqeGMw5oRzy5YttLW1MWfOHDzPwxhDb28vYRg6k/A66nhprH50EaUdO5FSjvh51np7prdJSadGG109tnzlUQqHufm5+9k0vI1cJjvSC+moDkYjnIm45Xru1YyxRudQoyyCkpZk+oGP72cs2cwEBBl73Q98At8n4wcEXoDv+fi+j1IeStnnYqBcLiFrCKcQwg7mVLXOdM01SPs63U1Zfa5TSJ1iq6T161y7cSXf/t7V9Pe/upM7z/dpmzUfL8iiPEU2m8UPfEsSnVIZaTu4E0aacko8XUKQ7be05LOSGDdRPlIWjzSEGqLEEVBGliih+nqV0JLZJMGV6FOLKusEoOOYCZM6mX3g/Nd/cNVRRx111PGGYcwJ5zvf+U4WLlzIBRdcQF9fH1//+tf59Kc/zamnnkpTU9NYb04d+xCM1mx7fhVJGI2aQgeXmMiIsmlIjcXdcx1h1Nrw2zWLWLr9eXJeMEIota5mfDujo5HJ99TbvQaWaAqrUPrWainjp0pmgB+ki0/gB+4+H993w0vOdF4qZQeUhCAKQ9sX6qaDRC2TZETpfClUt7c6aWS3XQg7GS6lIJ/Ps3zFk/z0uh+86hO88dPn0dI9FxPHBJks+WKRIJt1PZaOdDpyWI4NlchdpkuSkkqIE6jElnim98fa9mgmWIUz0lCJEkphQjnUDIcxpSi2fZvOIUBDlUhjwA8Cjj3jHWSyuVf1nuqoo4466hhbjHnt6X3vex/r16/ni1/8IsYYbr/9dk4++WSuuOKKl4xprKMOgFLfAL0bN+Jl/KpxuHGm5MIRRTswI52LkUFL4/oMrZH6Q1ue5fEdqygE1tBdaD2K4AmZlq9dOd0l21iC69JyJChhiaJUHkq5ISCl3CCMvZ2yXRvhqJGJ1SttUlFS4+sp8H2PoaEhwrCCkgp0YlORkFXbp5qgHtwmpYmhu7kBiKoSi8Q1tjqCpiS5fIY77r6NGdNnc/ppb3vF/S6kpH3e8QxvXY0vwSsWEQj6ByGOQ6SwhDlOYmKdEAmBSozNs9egjEQZjVYSLQxKWBU6EekZr422jBNNGCUMl0NK5YjhSsRQJbJkMxlpjdDO81RhDfCTcokDjjyRA4844XUdV3XUUUcddbzxGHPC+dBDD3HEEUewbt06enp6KBQKdHR02LJiHf9rYQyUyv3ESUgYl4mTkCiuoISH72Xxgyzb169lYNs2siKwCTfS0sKkhnBKIUYrncaSRF9INg3v4q6tT5HIhIxQtmyutSOJ7kk6lQTdbTHaaEkIgfIUSjqrJSVRKiWfdiLeOHsknC8lCEuWZAxCoIX1oTS2gI9nYjxPUQ4jwkpIoVAkIaG2fJ4W8sWo2y9iOlXTZypqeGf1tgRPKYSM+PmNP2PG9JnMmPHKQzaF1g4m7n8sfcsfwAt8TLEBjWBweIgkDJFSYzQkOsQkGiUEsQRlBMokyMSgJARaIBPwPeEM4C0bjhKbyhTGMaVKRKkcUS6HlMOIONY2CtOdRAisBZIRgiiKmNgxhZPOfY8l/HXUUUcddbwpMeaE84orrmDDhg0sXryYtra2sV59HW8SaJ0wMLyT3oFN9A5sZtfwFirRIGFUJqoSzjJohSczeH6WgS3b2Dm+h2yUIR8GFOMMxSRDRkqMsEKeZkTU08ZgXJk8jGMe3vkcfckQBZWxEYva9WGml1U7IuEGp0dq6dr5ZCrl2eGg1NtTKZRSeI5wVlVOKRDGypHaGGSikZ7bTkdCU36rtcEzHjJOiKPI9WHKNG7Ims0LgRSm2jpgMaJt1lTRrVNUtakTpEs6EsIghUBLmze+aesGfvjja/jMP/4rxULxFT+ztgOOwwxuJ+pZicoXUEri+x79/QOEUQjKAAGJSYjiGCFSomkVXyVtLydC4CnPEXRFYiBOEqI4oRLFVKKYciUiihKSRNusdbekfa0IQZwk5HJZjj3jL2geX08WqqOOOup4M2PMCefHPvYxPvjBD3LppZfy9re/HSklSZJQKBRYsGBBXen8M0ccR2zpXcGarYvpG95IYkLCqALS4CkPI0FlBB6SrMmjtSaOY+K4j3Kyg6QtYiAM6Y8MSRmKpRyTomaadY6CCrCqYs3QEAbPSP7Yt5Fl/esJAktHtUmJJhhhENoqkghrLWS5po1bhLRfUKLSS+Xh+coN/lijeM9TeMonHZ1Oi/zGEd/IJQlV78cSzkQbYqPxlGeJm5suT/TujaPuTb1EKb227P7CO2poqrNPKhSyLHtyCQ899CCnn3bGK352QkjaDjmD7X/owwz1km0sEgQ+Skp29Q1QKgNKIYltG0Fsjd8NsfMe1ahIgxRIkaCkwgiBTglnkrjBIEc0je3WNO6yOggl7D7N+HDUW89j7lGnvIYjsI466qijjr2BMSecS5cupa+vj6997WtcffXVCGEj+mbNmsWiRYtobm4e601606C/v4//n73zjpOrqt//+5xz78zszO5md5PdNNIDIZQAoQSC8BUIinRBULAg+BUQsP4soF8sqKAgIiAq1YKKdGkWlCqhB6S3hISQbBJSNtk6M/eec35/nHPvzIYidUG4D69hp9575s7N7jPP5/M8n3K5QmtrC2GYAyCKIrq711Eqlig01AwR1UqFtevWUSoVKf0HdcpaS3f3OqIoSu8TCIa1DMMY91hjYyOFOsPFunVr0VrT0tL6qntr16xZTRzHNDU10+DXmswXj3XEomUPsrTrEdb2L6a3pw+soKFYoLWtCa1d2TSdIgngw73D0I3JHMjn0LkcRlni0BAHmt5cP09V+igM5Bmlm5loh5MXOde/KSxCKlZX+7hn7bNYYRBIjDVgROo0RzgyY41XJGsHzoWtSxfyrtabNOSIZkCgnAHIKZ+BD5qXqdzo+kwNInb7NolHCYuxTqkLTICUEVrHTsVTLp9S+EOfjI20iRlI2JR7Ct/LWBuDWd/P6sdemlpUkvAxTkEQMGD6uf6GPzNru1kMG/af/+3JQonWrfdl4PF/YHtWEDY1EQbOhd/T28e6vgGqlQoiUEipMVpjdexUzMhgRdJQCvjw9+T4GOvK8sYYrHHJAsa4cZdSJu9IIjCESrD1nI+y+S4fflXnZoYMGTJkeHsx5IRzq6224rTTTqNYLKK1BkBrTWtrK42N/7ms927FqlUv8JnDP85dd93Jpw//DD8+1ZHx+++/hyP/95N87evf4lOH/W/6/DPP+gk/OvkHzNx6Jhf//gpGjRr9stvu7enh6CM/xdy5tyOEJIqqNDSUuOLKG+jt7eGwTx3MD0/+CYccehjgSO5nP/MJOjuXcNkVNzBmzNhXXPuiRQs584xTufaaK+jr72ezzWfwzW9+jy233JZqNaZz5ZM88fzt9FSX0LVmHbf/5THuvulx1nX1MmqD4ex50HbM2X9rtHGRRCnhtAK0cUQQF0mkQuXCzYVACac2RiKmX/bzTLmfNdVeJukRjAmHIZEIK3iqdwWr4h4KoUpVT7cPp3S6Qd8G64dxD4ohErjtINJpQ0oqRz79/lWgCMLAl9mVz9KUID1BTIxNMnbTwm2iwropPEoplHYB6VhPrqz0BNxTSuG2JdJ3kKxPeILpGzYT5bMuLintEkgC4v37EgIK+TxPPfMEN99yMx/e/4BXda6GjcNRW+5L9OQ/Ye3zFJoaaSoV6O0r0rC2h9VrexgoVzx5dj2u2jjjljY2Xb1TcLUL1bcWg/vSYYzBaIu17guCUhbh3fuBgGIhz6Y77c3GO+33qtabIUOGDBnefgw54dxtt93YbbfdWLZsGX19fen9zc3NqPdw039vby8vrFxBsVjgr3+5ls985mimbbwJURyxdm0XlUolfe6K5cu54vI/MWbMSB6Ydx+333YzB3/04y+7bWstL6x8gcamZk466cc0NjahlGLy5KnMvfN2utasHrR9gJ6ebtauXfuqonMefuhBojjinF9exGOPPsz3vvt/nH7aKfzo9NNZ2fc466JnsDKmtW0Y8x/rpK97gP/92p4sfGoZl553K5ecezNTNxvLtM03oFKupu5z6y3hjm9KNy9bSRC+U9OCwiIIkFISCc1KulnWv5axUSvbN0wkig1P9HXWiFpqJBIYk9Cx5Dj5DMvkpxSObPpsy1ovpVc5veqZmIZqiqczDyVyosViDEgtMTi1NjYWZS2BsajYqYFSKoTFK8oWobXfdzJSMxnvs17p3JfMhahTOsV6yqdXRWsZn255KpCEoeLP117FTu/bmREjRvzHzxtA5orkNvkAZv7tiDXzKeSLFBvaaCwVaSoVWdfTR0//AP0DZeI4glg7Amks2mh/vA3G4MmoSXtmlZCEoQRhU0VXCkFeaoaP6GD6rgfRseHWr2qdGTJkyJDhnYEhJ5yLFy/mgAMOYN68eQRBQBzHAEybNo177rnnPZvFmZSed9vtgyxevIhLLrmY737vFKSQhGE4qKx9xx23smL5Ur79nVM488zT+MsN16SEc+XKF7jjX7ey7XY78PhjjwCW7babjZSK9vYOPnLQIYP2a4whDHMvKpsn+ZLJl4C/3HAtKlDsttsHCYLBp81ee+/Hvvs5dWyPPfbhhuuvZ/HShdz9+KU0j4RSqUgYltCxZotZU9h252k0txZZs3IK/757Pk8/upTOxauYse0koki7Mqp1IxrxpnG0J6BSuKigwCCsI4TWGpR1pdkiOcpUWdi3kmqfpmhCuuI+glD6UZQGa2Xq8rZW+HzOupJzYhASyu1P1OaxY2tziIRUSKmcU10qn68ZpATUMyVfDrdoo9xs8NigrSupx8aiVIBUMUola5AIHNmsud1rAy3TfM2UaCaKcN1UJP+89c6yVO6skU9LvpBnaedibrn1Zg76yMGv5nR1WwsKyI0/gF06El54mIABmpsbKJUKtJdbWNfdQ29fP/3lCr39A5QrVbQxGK3RWhPFNUMQwiIlBF4RTVRYsATCklcwYsI0Js3en2L7+Fe9xgwZMmTI8M7AkBPOX//61zz88MMcfvjhXHHFFey111488MADbLPNNpRKpaFezjsKlUqFSZOmMHvHnbjwgl/ypS99bVBfZYLrrr2ayVM2ZK+99+O22/7J3XfP5fnFzzFu/AQWLXqWb3z9i4zSecCGAAAgAElEQVTdYByrV61i5sxt2GLLmeTCkHXrunjooQdpaWkhUAGjx4z9j/2ZQRAwMDDA5446jHyhwD33PkZrW9ug5yil6OpaQ/e6ddxy8z95fskitthhIk3tkM/lyOdyCAlKCedWVoKoGtG7boCuVb00NhcYP7kDY5JevaS0DDJwJXalBLkGgTUabcBo59g2njjFOJO0NZJcPqTRCpZ0d7Fi3Toaw5BGG9YppwbjMzGF9P2cvldT2CSPE4S1yKRRMim0e+UyUR2lqiuzK0c6ZZ3KmUQ3GWMRWpLLGapVTWA0WgcESqOUI65SKlQQuMk52hmHXI+zTUvgkJDOJPOorqTu6+lpe6StldGT1yfKbfpTCkf0AsUd/7qdD+6+B83Dml/1OSsAMXYLbOs47NJ7EeVVKBFRbMzRUBpBXKlSLVfoL5fp6x8gjg3VKCKKYirViNi31QjhWmuSvlppDRJNPpA0to+hbdpsWiZviQizYPcMGTJk+G/EkBPOBx54gL333ptzzjmHa6+9lmOOOYZFixZx6qmnUqlUXqSevadgLVFU5cMfPojTTzuZG2/8C9OmbZqqnwBLlj7PvHn3cuBHPsbIkaPYffc9uebPV3LbbTfziU8eTi6XB6Cvt4/LLr+OqRtOo7e3hyAIWTD/GT70wZ2pVCqMHbsBd9z5b3LenFS/j+S2tZY4jikUCnz9+BMJgvBlvxR877sn8LvfXIRAMaytxJbbbURTcxGjtSM1ynqi48riQRDw9yvvY9Ezy9nn0B2YNmMDLIYw70ZWRlVL/zpLuVcSDViiiqJraRPlvhxIjbUaJ3tqEDFSRsggRhqDMpZcXmICQ4UIrSOkdi52a8BK8EFHYFxMkCSRCQ3CqvTzsMZfpMVYn/wjBMIbhxKDkPSh6kop72APUjKvjSG2EdpoYm3QVrtcTqPT3kaBiyyqpTQk5f46H7p0b7nerl6bt+THcBr/6HrudMHg2wl7TUhomAuYv3A+Tzz5OLNmbf/K5+lLQBTbYOoHsT3LEN3PQ+/ziMpawkKOMJ+j1BgyPCoSR5ooioliTaxjytUIHcfEcURUjVBolICg0EiuZSTF0RvSNGkmIv/e7e/OkCFDhncDhpzdTZgwgXnz5tHX18eYMWP4/e9/j9aaFStWpCai9zKq1Qptw0dw6Cc+zeWX/ZFjjv3yoN7Wuf+6jdWrVzFp4mSeXTCf4SNG0NTUzO2ecAZKUS6X2Xuf/dl4+qYASCEpVwYYP2Eip5xyBo1NTeTzeYrFIpVqxRk21uvV1Nqk88qFEBx73Fdecd1f/NLxzN5lW+6491puvOpeLj7nRhqa92SzbSaiAoFSAoTLrywU81z12zu47IJbmb37xhx5wp4okaenS9O93NK11NK3VhD1G6pl0FVXhq70dxBHmmTAISIZdBiDqKDCMkKVUbkyUg7QX60ilXtGV7UfqQTFMHRldJxTXPoIJINF2lrPZULlkvJ+Oi5zkHXH654yUTPdtKEgVJ6wG+JYExvtfsYxcRR7gqV9/I/2JWbnyK7n/Um5OekddftNVExRc6qLutGbiVlovUtqLkp7OG2d4glhoOha183cO+ey7bbbvb6pX0IgmsdA8xiobgpdC2FgFVTWQrUbKSS5wJILgNi46KScItKC2OawViKa2gnbpxK2T0aVWkFlMWkZMmTI8G7AkBPOww8/nH/9618sWLCAz3/+8xx55JEAfOMb36C5+dWX8t6tMJ45HHTwodz4979w001/J18opKTz7rvuoKenl2998/+hjSOFUVTlvvvuZtWqlYRhmKqT9YhjTWNjE7vsujv5fD69v5AvEOuYzs6l6X39fX0sW7aUkSNHveqYqg0mjuD5AcF+03ZkzcoervrNbcx/dAlbzppMmFMoJTDaki/muP1vD3PhaTew0SYTOPLznyZ+YTQP3T7AuhcExBKjE4OORVqLkBaVc4QwDiOMtsTGYH0ouCNueeK+RrSJMSYmppce1mBlgFIGTURXpY9ANlGQNV3QkU6nblpcj6i1de2P1s1wt0a5YypqxiHq9EWZ3udKw9ZqF/VjDLHxxFPH7hJrtCecxmi00T4SyJNZ4whuknuUWptsbd5QnU/d3SdepIf6B/yD1M2GT+6ijnhKSaGhwH333cOaNWtetXnoZZFrhJGb+4OsoW8lRL1gY6j0g6kihCKwlkCE2HwTFFoQjW9wvxkyZMiQ4R2JtyUW6eabb6a1tZVZs2ax3XbbYa1lyy23HOqlvOOQqGkAG220MVvN3IY/XXKx6xEMAtZ1r+Nvf7uBvffel69+/Vup+viXG67ltFN/yHXXXsXs2Tu9pGKZlMd7e3sGEc7NNp/B5Mkb8ptfn89WM7dh4sTJ/OH3v+aJx5/hY4d8kmKxhLWG75x4PGvXreWUH53xorL6+ef9inlP/IXpM0dRrVgevncBzS0lJk8fjVSC3515I8uXdvGFkz7M8mVrOPdH15LLh2y1+ft46l8x3WsWMKx5GK0tbciCl+S8Sz2ZFuRMRAASK13Z3CiDjl0PpDHSK4UCHQcMRF1UYosQeazSSOXik7rK/bTLJgIl0imWxlqkIDUQWWvR1hJYZ2ZJZrVLazHauDK4T+t05M/4EHdLFMcQO6aobRIFVFM6tY5TZdOFnRu09mHnRhMErtfUGONigkjIryebwqmxLznask65tHVKJ7YW9VRnefLKZ6JyWoIgYE3XGhYsWPDGCWc9pIKmV54E9CJ/U4YMGTJkeFfhbWmYfPTRR7n11luJoigNCL/ttts46qijKBQKb8eS3nYkJDEhikIIjj76C9xy8410di6lrW04d/zrVpYsWcIPTzmdrbfervZaY/np6afwj3/8la222saXgAcTzvpt12PkyNGc88sL+cH3/49Pf+pg4jimuXkYJ3zrmxz3+f8HQLVa5cYb/4o2MXFcBQYTzn69lJv+ejvX/tFtf4PJ7Rx1/N5sts0k4tiw4MlOFj6zlHKP4cGbl7N8yRpKjQWuu+4qYh1Tifp537Z7cMCHjnBKn1f3kjUb4d6PCXKYWPtZ5MZRKCUQxnhC5YxACoh0Lwjj4olwZiJQ9JuYdZUybQ0Ntbnp0mKS+B38SHXjDUnO/g0YBAHW4vsvjQ8rt2DdrHRTqdTc7MJvw3+ujmz6srpJyKfBxI6AWq3BWMJcwRXujamjk0kB/yWnp1PTL1/i0Tq1Nq26i7qfqWKLI+VRmXvuvZtZs2a9xJ4yZMiQIUOG14chJ5zXXXcdBxxwAHEcEwQBuVwOYwxTpkzh8MMPf1WE84EHHqBcLjNhwgTGjh0cSr58+XIWLFhALpdj5syZ/zXZnmPGbMDlV95AU1OtrWD6Jpty/Q230N3TzZTJU+np6ebOux9kww2nDXrtFlvOZO5dD5HP5Rg9Zix//8cdtNU5yUuNjVxw4R+w1rzkNJntt9+RSy+/nkXPLiCKY5qbm5k8eWr6+MJnF7B69UqOOvrzNDcPfn3nC8/SMVnytR8exkB/hSBQjBzTSsfYFirVCiuWrmHlii5mzNiSZQ+20tA3g2MOn+zig6RESgUWmkutSHxgetqbaBAYhHAB7UGg0CpA6NjXha1zY+Mc5c6WHWCkJjYDqeM5tdYIBUi6ywZBRFM+IFR+wpB0vZJpb6ZwFNNV24UPbLfO8W0tcWQIQu2zJDWVivGmKJfPmZTmtZ+gYxKVM9LEUZyW2BNCqrVB5XIEuRCjdW0OvDFYP60IqOOU9eM7HQR1M9RTJHah2vQhqHOs15mI3EehmT//mVQ9z5AhQ4YMGd4MvC2xSB0dHZxxxhnMmDEjnTiUz+f/Yw/nc889x7e+9S3uuOOONKPw5z//OR/60IcAp5IeffTRxHHM2rVr2W233fjFL34xiHy9U5HL5Zg2bfqL7h8/YWJ6vaFYpGPki0uTYRiyySabpbfrr4OLLZo6dcNX3H+pWGLTzWa85GN/vvoKNtt8C4486rhBJKRcGeDuh6+nXO2jfWQr+YaAIBcggEo5BmW5/W8PIavD2Gba3vQtL9Da3MzojnEEyQxyoZAorDXoOHIxQr6f0iiNFgZhDPhyswm1q1hbg1B1iq1nZNJK+nQvsa0ghVM8k7JxfffjurKmamBYQVEMVboJYwfNGXKEzjM5Y52y6TVT4tgQaYOtVv0+fEi8NxBZn/NpvCs97eOMY2KtPdHUvg/VkC8UHKmOPeH0ZFWme6xb0yAX+vrqpk35eH1AfBKPNBiirtwOQRiwevUqli5dwgYbjHulUyZDhgwZMmR41Rhywrnzzi6W5+CDX33AdIJVq1Yxffp0TjrpJAqFAp/97Gf56le/ym677UZvby/HHnssu+yyC9/+9rdZuXIlBxxwAOeeey4nnHDCW/BO3js49OOH8dmjjqW5eXAo/zPPPcDKtQspNRaIIo0VlkBbwpwgCAUrnrG06e358B4tNDW2oYREysD3J2rP5Nx8bTe1J/TlaOtHHQqE0sQioYkup1LH2uVjGov1iijSTR5CCgwRhtgHqFtPIvGubketjDVUYsuagZiqNjQ3hKg6MpYqh0kCubd7G+tMQSpwJqJqtUrs8zhBuOxMWU8QhVMxrSHW3rGuNVpHTsnUTiE11gWwCyE82UxCQ91hqrtZt7BBFLTOSPQy5fW6R5MraR+nd8KHQcCq1StZuHDRW0o4X3hhBUueX+z7dA1tbcOZMqX2pahz6RKWLe8EfLuJNowbP4H29g6efOIxGorFQc9ftqyTzqVLmDJ1Q1paWlm4cAE9Pd1svPGmr89x/1+Ap556gi9/8Wj2+NA+fOGLX+X5559j1cqVbLjRxumY4Ccef5RqFLHJJpsS+gi014vW1jYGBvpf9fMXLVrICyuW01BsYNq06Wlk2/p4YcVyFj+/2J+1TvGfNHEK7R0db2i9GTJkeGdhSAjn4sWLueKKKwBYu3Ytt99+OwcffDDbb7+9C+2OY4YPH86hhx76iiX1rbfemq23ro20mzNnDr/61a+w1vLQQw/R09PDCSecwKhRoxg1ahQf/ehHmTt3blYefIOoV1kTVKMK8xc/iJTW/UFPXM/SzSlf8rCi86ECbcV2isUGrBC+jK6cqul/KqGQQnlyWCv/WmFcNiZg63J/pAqQMvK3hZsalJS6/bjJyJbRtkqgFNbouq2CFQbqSKexkp6qIbJVWoohhZzbXlpmr3PfJDzPAjrWCBGjjSuly1TZFJ4016w+SfC7NjHVSDuSGsXOQBQ7xVMqQWNTkyOgtm7UI7jsUGtT0kmyZVt3GYRauT1dgai/TY1sJvBh9kopenp6WLjoWXbaaafXdJ68Flx5xZ844fgvUSg0YIylpaWFj3/icL729W9RLJa44PxfctppJ9PYWAQEfb19fP+HP+bQj3+aQz62H5vP2Io/XnJ1ur3f/OZ8fnDSd/nTZVexzz4f5oTjv8y8++/j5lvvZuzYd6dS29/fz7//PY8ZM7YC4Kwzf8KvLzqXG/5yK7O2n80//vFXDth/X/bdd28uuOiPhG8gYerJJx/nvHPPYfcPfIgPfWjvV3zu2rVdnHXWT7j2z1fy7LMLyOdy7LHn3px62tm0t7+YRF5++SV8/Wtfobm5hLWWgYEBzjr7XA779Gdf/4IzZMjwjsOQEM5nnnmG448/HmudE1YIweWXX87VV1/tY30ipk2bxoEHHviaTEOPPPIIo0aNIp/Ps3DhQkaNGkVH3bfiyZMnc/vtt9Pb20tTU9NrXvd/S//n24EVq5+n84UFNDYln5dABhBXLM8/EtD1bANSKKRyRE1JhfA9mm4OuSecuPsRKiWGwll4nGCJQgFWKox1YyCVUhhtnElIGP9lQiKFwZiYgXhtmk3pPD3pHB43Lx1HOl3gunusHMHqvoh2KWnIhUAy9tK/vaS27uvZ2lqI41T5FFIihfCjMP19IlEnLUZbtDVUqzFx5CbsxHFMFLuopFJTI2GYQyfGLgEYkZLpdIxl8gEkOUgkJf96M1BtVnqdOIsUAhc1WpfHKV0slPHudqUUSgpWrFjxFpw1NQghCMMc5/ziIrbYciZf+sJR/OyMU9lr7/3YZptZCCkoFHKcedZ5bDdrB6yxDB8xgoGBAZQK6gLyHcIwJAxrwfnGWPL5vJ/iJGlqan7Ra/7bEQQBxWIpTZ1w42hzNDY1sXz5Mr78xaPZbLNNOfmUn6bmzNeLpZ1LOONnv2Dy5Cn/8bnl8gBhEHLhRX/AAsccfTh//MNlzJ69M5898tgXv8BaOjqGc+VVf6W9owNjDCNGtL+h9b6TkYkfbwxJxSL7+/zG8Hach0NCOLfeemv++c9/ksvliOMYa50q1tDQ4GJjtJsbnZSBXg3mzp3LNddcw3nnnQdAFEUopQblT4ZhmPbJvRYkOZbLli0jl3tjZah3H5ya9+Cj/6IalalUQFtFTkhireicV6JnSZ5Cg/LTdpQT4Hwt2OVJUiNynsPVhMeaFcbgY5G0I2zWJCqnQhB7IilSgoXvl4zsAALp45QS0mlxdXhfVveEVBtLEDgtNTaGlb0VhpegIR+ANsTETtE0BmUM0ig3VSgwKWnDj4msTe8RdYTQrdmZg1xsUqUauRikOKYaxe7cDULK5TKR7+k02mC1RWsLaLQue+W1FhNl/PEw/n0O+ql9aLwPjzf+GGrt+kWNduH+OrbEkcsFjSOII2dwWvL8YhYvXkyhUHjJdIM3giAI6O7uRilFe/tIpk7diPfttAu33XYrTz35JFOmTqO3txelAjpGjmLixMkA9PX10dnZibWWSqXC8uXLkdJNrert6UEpxZrVa1i1ahVRFAGWlStXUq1GXHjBr5ixxRYEQcgtN93I2A3G85GPfIxFzy3khuv/TEf7SPbaZ38mTJjEokXPcv31f2bmzG14YcUK7r33LqZvsin77nsg995zF7fffjNTpmzInnvtR0tLG8ZoHn/8Uf7+9+vpXreWiROnsO9+BzBy5GjWrFnNtddcyeQpzoT3jxv/ysSJk9l3vwPp6BjFwoULuOrKP7HZZjP44B5709PTw+WX/Z5cLse++32E5uYWurpWc/VVlzH/macYN248Hz7go4wZuwErV67EWktfXx9dXV309/eTy+VYvmwZPz/rdJYvX87Jp5xBa9twVq5cydq1Xfztr9fx1FNP0NDQwJw5e7DNtm6q1Nw7bmPRogXM2n5H/vbX6+np6WaPPfZh1vY7ctdd/+L8837OqI4S11xzJZ1Ll3DY4UeChUv/dDHTpm/Crrt+II11E0LxuWO+hJSKMAyYtf37eOSRR3j88UdZvXq1/2wcwjBkXXc3SgUUS40MG9ZGLhcSRRHLly9/U8+7dwLiOKavry8bcvIGEMcxQoj033+G14eBgYEhHyc+JISzpaWFnXfemXXr1jFsWK0PcO7cuXR2djJz5kymTPnP35wTLF26lE9+8pMcc8wxHHjggYD7xVWtVgcRzmq1ms63fj2oVqsALwpRfy9DCEm1WmbJimecCGcMVkAcWV54Ik/v0jz5glMhpVBIIV3kDiB9bJEzfPkQI+Fnk9erd16uE3hVziqksVg/+UgFISrU2DhGGDcS0kjpKGrifkmzPF+i5VF6d7ZIgvYTt7Yg1pbVfWXayFPKhz6D07iyNsn7EOjIK6xSpCqiG8COy/JMSuq2Vs62FrR2CqczETmymcsXCAsNVKPYR0F5wplMN7IgrHbvpZ5wWl9qN6QENCWc9UTTE1Cta8TTXfy+kn366wjB6tWrU1IYx/GbeP6IupxYwT//8XcWLJjP1Vddxp577s1WM7chqkYuFspa/vGPv9HZ2Ul5oJ9ttt0+/bdojKFarSKlxBhL7L+0JsfUvd7123av6+a6a6/k3F+dxYwZWxBFMZde+gf+dMnFjBgxAq018+bdy33338PZP7+A5cuX84tzzkAi2HSzGXR1reGyS//A735zAS0trfT29XLhBecxf/4zfOe7p3DTTX/npz85mY6RoxDA1Vddzq23/pOzzj6fgf5+Lr74Ip5btJCtZm6N1obf/fZCHnzgfk7/6S/oXLqEn55+Kh/72MfZbc4e9PX1cdFF59JYauSDe+zLss6lfOHzn2XRwgVsNG1jbrzxL1x//bWc84uLaqNTtRsX6uYSCH7+859y/313860TT2KH2TvR29tLd/c6/u9bX2X58k5aWlrpXLqEP11yMaeedjZzdv8Q99x9J2eccTrTN9mIcRtM4OFHHuTqKy/j3At+z9q1XSxdsgQpJatWvsAzzzxFf38/nUuX8J3vncx+++7O7Nk7p58LQKVSQUpFpVLm8cceRgqYscVMoiiiUqmk50Ly3IULV/CBObMpFArs+L73c9TRX2Ds2A3e9C87bzcSgSU5BhleO5JzolqtZmrxG8Db8aVnyExD8+bN47jjjuPMM89ku+2244wzzuArX3HjEkulEjfccAP/8z//8x+3s2zZMj796U/zkY98hO9///vp/RMnTqSrq4vu7u60fDR37lyamppek3IKpD2f48ePzxTOl8BznU8ipaahoeic6XnJqqfy9D1fIp/PEYYhgQoBN2dcycD1XiqJChRSKaSSKSFNxMCkDxKhHLMTBgMYbahWI7SWxDImVjLtW9T+f8r3ZQoJxurUj572LXri6TxGtS8QTnh1c94BpHC/0Lr6y4ShoiFUvgyNWxMGa6Xv6TQII+oq7W5ufNKLmkQpOSJgMcabIqzPGI1dfmjriHYaikV0rB1RTMgjoPv6UFKSy+cHEUmX1ZmU6xPi6QmntimBTJROo91xNKnCadGxu66lIQ4MsdLECrAKIQWjR49m+PDhb8k5NHz4cKw1/PqiX2J9YP7kyVNpaRlGR0c7ra1taB1z8W/ORxtDpTzAHy+9ltmz34dSilKpxPjx49Pttba1obVmRPsIRo8eTb6hASkl48dPQApJEIRMmjSFCy/6IxMmTmbvPXdl3rx7Of2Mc9h11935xKEHcO+9dyMEbLjhhhQbimw8fVN++7vLMMYwZ9cd6Ovr5eI/XMnkyVN5/87b8fBD8ygU8uyyyxw22nAaW2/jsnGPPeYzXHvNlcRxlY2mTaO5qZnx4ydywQV/YMLESXzkwL148N/3E+YUU6ZOpa2tJT3WjY2NjBjRTlNTM1OnTuX3F1/EvffeyRk/+xWHH3Ekf/rTxXzuyE/z+GMPMWv7HZFS0tzcTEdHO8OGNRPHMc8vXkgUVZk8eQrt7a403dHRwTeOP5GJEybR3jGSO+fezr777M7TTz/OIYd+ktFjx5LPB3zmiM9xzHFf4tprruJTn/gITz35GMce92Xa2zs4YP89OPKo4/jcMV8EYMqUKfzpkouZOnUjxo176T7ZX190HnfccRe7f2B3DjrokJf8XfyxQz7BxEmTwMI9d8/l97//HVIKzjv/dyj1tkRFv2VYtGgRpVIp/VwyvHYMDAywePFixo0bl5XV3wCWLl065F/ohuxf8x/+8AeiKGLrrbdm5cqV/PjHP2bEiBH8+Mc/5vzzz+fEE0/kpptuesU+q+XLl3PwwQcTBAGHH344TzzxBNZaxo8fz5ZbbklbWxsnnngixxxzDPPnz+fPf/4zp5122ute87vt2/WbhZWrlzJQ7qPYWMAIw4onc3Q9UyCXc/1ygkS1HGygqcHTQGFxM9EFSkqUCjwZdZKoxStvyoCAatURQxtbyOWcCuiVrERBtFi0reLYofZqIzV1s+YZcmvw04zqLUtCCCKtWd07QLuUhKFz0+N7MoWTEQe9G5syWvd64+VVk+Zo2nRkpvHqZjWKaGweRkOpiI7iQUQzNQkZsNIrm3o997qpEdpE8UwmJb2qC/U/SbcjBMRxFa3fPGVzfSSq6dnnXMD22+/ILbf8g2M/91k6Ok7iZ2edizZugtSZZ5/H9ju8D2stbW3DWb16lVeHo0HbiypO7QyDMPlgwR9rhGu5mbrhhkzw5fliscjIkSPZZLqLEOvoGEUUVSmXXetCFEVsutkMWlvb6O5eRz6fZ+zYDZg0aQpBEDBixAiWL+8kiqo0NDQwb969HHXkp1i7di3GaIrFIgMDA2mSwbRp05gwcRIAI0eO4uGHHkj3BYP7qZJWDWstzz67ACklPznth/zolO8Blr4+wwsrV/hjWBtjG8cx+XyBr3/j25x++imc9N0TmbnVtowbPwEhBDrWfP64I7nvvrvI5fIEQUC5XHbHSWsKhTw7zHZGsfb2DnL5PP39fQBUKxX376KuHN7cPIyPfuwTL/sZX33VZXz9a59n5sytOO0nZ73sF//p0zdl+vRNATjgwI9y111zue/eu+ju7qa19Z0fafdakVXM3hjqqxwZ4Xz9eDvM1ENGOJcvX04+72JfLrvsMlasWMHZZ5/NEUccgTGGb3zjG/T09LxiZuZNN93EvHnzmDRpEoceeqgv20jOPvtsdtllF0477TS+/OUvc9BBBxHHMSeccAJHHHHEUL3F9wSMMaxc3YmxBqRl3dKANfPzBF7BFD70PGV1tdwdHwzpZ+JY50THq55BEPpteMIpBPjAdK2N56yWOAJLCFYQ5nMYHaf9oVaSlrjx/Z/G7zaJWkrgjDjW3e/LyFZSc8MjqVQ1a/vLDG8uIaxw/ZQChDBpD2iCVEv191lfWjfaOGJtE73VxR7FUezUqbY2DG4MZkIWEzJZ70Kvkct6cuj3V8+4139dsk3qCKbfRrLYWo+tAG8oevGXhLcGkydPZdToMey3/0H89PQf8fDDD2KMScvFI0eNZvToMenzS8UihXyB5xYtpLe3h8ZGZwacP/8pCg0NTJw0+SX3M4gsJQqzMVQqjnDFsfs8hA/ZF0JQ9WVPrTXJaNhqtUIYhj4aKyCfL/Czn/2YH538PY4/4TtstvkWXPzbi7jvvrvSX+ZCCKrVavq+Bu/LfR59nthJKalUqjQ1udcVCgWstRx08KFss+0shBCsW7uWLbdy5en1yUu5PMCMLbbixBN/wMEHfZjTTv0BZ/38fObPf5qDD9qLzUZihAQAACAASURBVDffkrPOPo8F8+dzyinfHfQHxznEXexRcqySzyH2E7HWr/iUywNIqV50//333c3Xv/YFNtpoY/502dWDkgLiOKZSKVMoNPiWiBpxGBjop1otO8KbVZcyZHhXYcgI55577slhhx3GzjvvzH333cfUqVP51Kc+BUB3dzf5fP4/9lp++MMfZs6cOekvvwTJ3Of3v//93HnnnaxatYpCoZCVLd4CVKoDdHW/gAwkAz2w+uk81ihELhkq6WRAUZe74/ifuz9R7xDuj1kQKsIgdJFJoY9NUjJphXTB57FGysSlPZjYmbzGmAGE9f2ggDGupJ6M3Rn8J7m+V7TWvVkjpn6t/kk9/VUCqWguFZIXpA/Xxkmmq/LueD9f3TgFNyWGPmPQkUpB2+gOcg0NjtAYTwoHKZBe5U0inQZd/LVBpLPuGXWEEmoEs76ZoP64JC8XQiCVpL+/b5Ca9WbD9WBWuOGGa1i0aCF33nk7Tz/1JN868fsopahWK1SrFSpegUvQ0trGXnvtx6mnnswJx3+F3T/wIR5/7BGuuvJS9tv/I0yeMtX3NEa1nm6BSwaoU0UHPQ6eTFbTY1+tVgf1rkZRddDxiKKIKKoClrgakc/lGTNmLA2FBpYuXTyoR889t/baZF9RFDF69BiGDx/BzTfdyNVXXcZN//w7jz/2BLvs+n6MMewweyfCMMfi5xYxZ84H6e/v57777mbTTTejoViiWq2g/ToTQtzf28ve++zPvvvtw4UXXsCuu32AzWdsiTGW9vaRNA9rYfmKTrq7+zDG/R7VWlOtVtKqTvL5JL9nGxubCMOQ2269iQkTJvE//7MrvX09HPLR/dl+hx354cmnp+/vhRUr+MqXj2H58hUc/NGP8/DD/+bee+6ibfhwdt55V+bOvY1jP/cZvnHCtzn00MP4v29+lakbTaO9vYOrr7qMxYuX8r+fPYZS6bW1QmXIkOGdjSEjnPvvvz8f//jHufTSS2lvb+fss8+mubmZ/v5+brjhBnbZZZf/GF1ULBYpFouv+JyGhoaX7SfK8MahTYw2EQLJ6vkh1d6QfEEirZ+yI6Tvw/RkLKk0AyJpdkxL6AopA6dwhgEqyekMVEo4rTEoIYnTnKM6QQ8Icnl0HGONcUYk4cZlGqudEmlqpNdi035L5xlyfZ7GWKz0q/RqKP45VljW9vYTKEk+F6RE0G8guZb+FCQjMo1TG/39nk8irJsg1DxiBE0trRhtUlWyXn00uANgrEDapIxU9+ZNomZS99q6p7zMhfUVUpNsMpU5sdbQ0NCAep1mu1eDxsYmOjpGccH5v6RarTCspYUTv/MDPnfMlwAolRrp6Bj1kmHh/++rJ9DS2sJvfn0+V195KcVSic8d8yW++tUTUFJhjGHUqNGsWN6JUgqBoKW1jZaW1nQbra1ttLd3pMpac/MwOjrcbSEEHR0d6eQzIQTDh7fT0tKaKoKuEuMMIJ/57DEsXPQs3/j6l5k4aRJbbDHTn9vuC9jw4SMGlYaHDRtGe3sHRhtaWlo56fun8oPv/x9f+uLRHHLIp/jUYZ9i3bp1VCoVdtrp/Zzzyws5+8yf8NGD9qGpeRgHHHgwEyZOZsWKFbR3dNDox+E2NTfT0TEq/aL3zW+dxJNPPM2FF/6Ki39/BaeeeiY/+MG3ufnmG5kzZw923HE2DQ1Ff7xL/ng7VTGXy9MxclRK+rbdbhZHfOZofvubC+hctpTZO+7EunXreOihB5gxY8tBn8/atV309fUyfvx4rrziUv74h9/S19fLdtvtwM4770q5XOaZZ55joL8fpRSbb7ElP/3JKXR2LmHMmA340Y9/wuFHHPmGzq8MGTK88yDsejWZJ554gnHjxr1mo82rRWdnJ6VSKXWrV6tV7r//fjbccMN3jCLZ1dXFv//9b3bYYYfXlAv6XkDXupVceePP6Xy2h3Xzm1wvWBgSKq9SqgAZBAT+j62SkjBRLqVLDMjlcoRhQJjL+es5wrwzGqlA+RnrflqPMRhtUlWoWq1QqVaJ4ohq1alUUbVKub+XqKrpq6zj6VW3U4n7iCJNrCNHAoXXMYX1ZvLEKORKyLnAk2RRU1HdTHeLNpqGQkBbU9GVY+vijhKq5hRW6+mmGPxo+i/MtQmUmlsYPmaMc9evTzR9T6rxjLC/fwApJblc3vWr1oXAm6TMbvBmIvdYzXFusTopHzvTUOpUTwxD2kUhaa29ocj1640bN5EfnXw6rXUk7c1EpVKhXB5wx8i6fN6kPA6uVFupVCiVGl+28tHX10sURd44M3gK1sBAP1EU0dTURH//AE899SSTJ09OSWdfXy9aaxobm5BS0t/fTxxFNPovvb09PYS5kIaGItZaent7EEJQKjUihKC3txdrDaVSY1oWXrduLfl8gWKxSE9PN8WGIipwQfpSypS89ff3EccxpVJjSnj7+/qI4ohhw1rQWjMw0J/uKzke5YGyO05+jXEc09/fRy7MUWhoYGBggGp18DHr7+9jYGCAtrbhCCHo6elGa01LSyvlchljDMVikUqlTLlcTl/r4nt6yecL6e/AJUuW0NPdzfgJEyiVXDj/KSd/h8uvuIGZW2+bHnutNX19vYPK/clnXCo1ctyx/8tD/36QK666gVGjRqefV7lcJpfLD3lUy1Bi0aJFFIvFQXnRGV4b+vv7ef7555k8efK7Llt3KLFkyRKEEIwdO/ZN3W5vby/PP/8806e/eFT3kFsAx4wZM+h2Lpdj9uzZQ72MDK8T2kT09ZTpXpJDWBfiL5JZ374PUKSKHCTlXGNBCZxTXSqUcqRUSekJpnLz1RPCqaTbjrHYwCKVnwDk54tb8O5rjVWKIJfH6LJTOAlq+Zxec0xlVq8OWinconxvqbFJRqj1/ZnWEU7h9tVfrhIqSUM+59bh3e41/dT4NkiBob7HMxmrKbDG0FAq0TpypDMWeYNQfaB8Wqy3Scne1/ANWFMzH7mLSI0+7vqL+ztf+r7a7lLl1CNpNygWi687TuzVIJ/Pp4HlL4VCoYFC4ZXDyl+p5NrQUCTJOhdCMGxYK8OG1cjz+q9dv3LSXBffJoSgyauICdb/Qi6lHKRi1j9//dcWiy8mVMU6kqWUGkS+4aWPRxAEg4h2Q0PDiwLei8XSoP3Vr6X+y3Q+XyCfr90OgoBhw1pe9B6Ht7dTKpUYGBjgrrv+xZe/cvwgspmsf/0vAAmeevJx5j/zFKee9rOUbLq1F1O1NUOGDO9OvLsyJzK89ZCGNUs01Z4Cji/Iut7ApGey1keYZEUK37MpfCinkMkoSFdaD6REKRfirYRAKYGU1pEsQAU1cqWNwVqB0RqtAmKpEUqh8nmCag4lQxDCxy7pmopYW6Jfs00D4x3PrAUpJf2U+PuNNfT2D5BTvmXAl7ONd61bn/2ZXk9K6P4QYSylxiZaR41CBWE67CDp7Xwxal2iyU2b9JfW2GJdld0OuntQKyc14llfcl9/b+kV4QiHFO+eUOU4dj2cmSLy+mGMIfLZxPl8np+dee5rnuA2cdIUrr7mxv/YGpUhQ4Z3HzLCmeE1IR6Q9K8suPxM3/PodDk/ytH6rEhPdYQ37khPMFPS6XMthRRI6VTPQCkCJQgDUMqSjGg31qK1wOgwnTVuLKg4Kb+76UdSKsJCA7mggYFYIJTEGgXG9UQ6wmUG5WomRBMS2idSo0miUiZKZTXW9FeqlAr5miKaxCxZ4bNDay2gaTSUsRSHNdPSMRLlHc4uUB6SHSVTlFJW7JOYsElkjtORkwnrNSJZ14tZN1kpbfE0dX2aL6N61t570v5nKbwKE1+G9y7cuNDXPi74lVTtDBkyvLvxtv1Fuf/++1m+fDmzZs2iubk5+0X0X4Jnn+yk0guBcuwqKVenpEfUMxmx3hQcw3otw26uukyikRRhAGEIQQBpwhIQxWCMwJqcM/pYi45jIhn72ewSISyBzFHINbO22unInlTOdCNAap9VmZbWPcFSAuuJcRoLRGqh8WZ3p0b2V6rkgwApZWKCB0+2EwJqBSg/SF0qSWNrK6XWNpDSmYQ8BvW4+dYDYZOp6TYlmm5Zoqa+pkrnSyijL6twrq9+1jI9U/XTv0+tNaNGjs7+TWbIkCFDhjcNQ044V69ezXHHHcfVV19NpVLhkksu4eabb2bmzJkcffTRQ72cDK8B1lqeePjZdBylu7NONfNjLg3OQOOYjUx7IpPsQxe9Yj3ZVMhAoZRCKUugSEmnClwHZmLklsq6MZn+da4X1IXNS6UQsUYgUTLnx2cqpDRYq5FWYIRE4Emvd70bQPkYJ5EofzIhe56FeXInrCCKNNpYwsCXm5M57vhuTZmIt4KwoUCptYVCU1OqQCaqaVJOr++eFHUmeZEox9IN0wRPRi0Ir2T6D2U9tzp1JNKup3y6+4y/1DI6ndKMSRRfwbhxE96q0yhDhgwZMrwHMeRNWr/5zW+47rrrOPTQQ8nn8zQ2NjJu3DjOPvvsbL7sOxyLF3ay+oXuwVE1CcExrs/ReqkzmYVdL7nVTCqGZCKPg/CldVDKqZtB4PRTrSGOQccQRxDHljjWaK3RRvusS1/a94SuGLYSqgZEIFChG6WZlqkRaTxT8jqR5IbWGY3cE0StD9M9irGW/mqEFN7wJER6kUIQWAilotjSQsvoseRLTb4NoE5JHIS6/fo2BVfyF2nLggtil+lz6zou6z6HujD31BWUfEC1+23dY+la6jandczw4SOYPHnKazw7MmTIkCFDhpfHkBPOO++8kzlz5nDRRRfR1tZGqVRiq622orOzk56enqFeTobXgOee7WSgv0Ihl08d2raOSFrjVE6TKGpm/Qk5xl00brpP0iuZlI094bTWkctKFapViKoQRRBrQawNWsfoWKNjTazdEACttZtKZDT5oAmFI8XSO+Klz1cUNmmNTD3g3tkuU5InPClNeiwdIXWETyApVyKMManLPtEgw0DRMGwYzaPHUBo+AkQSc1TbriOXbiKT6zsVfuqM9BmiMlWQUxLqfw4inWmQfhIKn5DuuuP+shdT6xlNSDiJ6mppbGpkeNuIoTmpMmTIkCHDewJDXlIfO3Ys119/PZdffjnGGB577DFuueUWRo8e/a7OX/tvx0B/macfe5YwCMCG600+TMikN7/4UY6piajOnZI4qrU2xLEm58vr+PurMYg4mcPuyulag9bCZ0XGGE82ncppMFqnKqLRhkAWCGWRyPalbnglFVYFLt9SJ2ux6dzqVBWUIl2PSHo3/btMlFBjDFEcUwxCDNa54wsN5BqbCPJ5EDKdHIT0ZXDctpP9uUlM0guvtYMpEqe7Hbw+V25P3E6DDj21plS8kpoc6Npl8Bz15ItCnXko2YrRNDcNo6Nj5Jt27mTIkCFDhgxDTjiPPfZYrr/+eg4++GAAPv/5zwPw29/+9kUZchneOVi9sotlS14gFxSAvJ+i4giRxY2gTCcJGZGqdFY6EqiFQUqLkU4BxbiA6DiO3UWHVCqSKBKoJIPdkz1HNi1x5Eiq0bVeUKd2mjToXBsNVtKgWhmI1gC4eCUlUbYmoRrrR6MKiRDKucaFrWVz4tTCZN5lMkFICOnfjyLf0oLM5xBhiAoDsC4bVLg5QZ7IepLoy+Xpf55I2pRw1kijU4cNVgg/5tO9Vgrjt+x6UbE1qpoozSBca4NhcAB8EgxvwKznWvf6MtZalFRsOn3zNJA8Q4YMGTJkeDMw5IRz2rRp3HLLLVxyySV0dXURhiFz5szh/e9//1AvJcNrwJLnlqftgKFyE4WM0a6WbF3wuLGeBBmDka5kLZNYHmMxRmOMdBNuPAHSkcXkDNVKlTiWhN4B7qZjOiLmiKXxpXNDbNz12Cub2iQ9kr6cbwyhbHJl7yBw60tq9b7MrbXLM5JSIYLQm4k0aRZn4rb3k4cs0mWJWouRgqqQiFIjMlDgpyEN6v/0imRyDwxWN4WQyLq+0sTEBEnrqKe4SRld1G1J1DcEJMd/cNumK50zqF8zjUuqMx3VWaNAQBCEbD9rx7fwTMqQIUOGDO9FvC2xSMOHD+eQQw5hYGCA0OcSPvroo0yfPj1TVt6h6Fq9rpZWKST5XAP95Z6UTDnjkJshbpXE4BRP4ycDGT8lxxg3fzqKqyilMIGmWq5itEEqSaxi13MpFUpJwA5WM+v6NxMCmmzTaI3VjkzmKCFNAYEbfSgsaGWxGIQMQDtTkxJB6g9CyBrZBJ+r6V7jqtQGhEFoRW9PL+XyAKViyY+hFCTxolb6Xk1q6mFN2UzUSt8TKv0z61z/pHtMVFKnclpnUScxQLnpRbhezkS5NLXJTkl53axHRqlbVwoBcVxl6pSNGTc+c6hnyJAhQ4Y3F0NOOJ9++mkOPvhgHnrooUH3jx49mscff5yWlpaXeWWGtxMrlq3yoxgdY8nl8vSXezHGIGWSx2mwRmGlJz7Cq5pWYaxEW4vyBEhrSxRFVJXCGOtC3IOAQCmkin3ckXLbthatY+LYEEURUVQliuM6pVT7cHiDMc69HsoizcEYeu0ilFQYH5pprEFK45VD4xTKOtg6VmbBqbW495L2pQJxpCkPVCg2lDDaC5QCrExK8AnNlF49TMhmzQQkhEzaOL2CWecc90RboFJy6Z4h08drDnQc2U9JpzNGGRJluc7Yhee2wrcM+NtCCCqVKptvvhWllxi9mCFDhgwZMrwRDDnhPO2003j44Yc5/PDD2WGHHWhqaiKOY4YNG/a6JldkeOuxZmUXa7u603ngRmjCME8+V6BcHXAjKutijmpxSDiSaYzr3dQGLbQLTZeutF6uVAiURsWKIAjQQeBd5TINhbeeTEZRRFStOqIaVYmqMTqOXU9n7Min9v2KWGgQLfSaAJR1iqIAZV02Z6AU+Jnr2KRETRob5Aimr6wn1W4LJgnIBKIocv2o1Iw3xgpEEiifmMoHOdQH93FKkZTJEz3UeNXSeuUT16aQktRk447Ypr2bdaVz4xbiZsbXldNr7iefK5oKnAJtNC0tLWw5Y+ZbcQplyJAhQ4b3OIaccObzefbYYw8uuuiiod51hteJtV09VMpV3AhxCxiktRQKJapRGaxFKomwMqFtGK+eSZyaKYRBiLhuio/xJfYALTVKKXQcE6vAzVP3vZxJk6GxliiqUq1ETu2MIqIoIo6c6UjHLh7JapuaikLVhIwaELl+R9asgCDEaJDCRQoZo/10JJGGoFvfN1qb7FNztSdE1Gjo6x2grc14+uh6O4Vx4fQoUSN4bqN1/ZuJ8ukD3RN1E1c+r+uqdM8R9SV6kZJTg1M0jTdX+QhUbxTym0ld6p6IUmdPEsltgY5jtt1mBzbdZMabc9JkyJAhQ4YMdRgSwtnb28vChQsBmD17Nn//+9/59a9/zTbbbIMQ7o97oVBgypQpWQ/nOxDVauzLu4ka6NzgYVigkC9RjfqRBG4qjmcytbGNtfgdY3AqJ94hbiK0MighUUqiA4WSGh3HSBV45ZRUJYy9whnrmGo1JoqrxFFMFMfOvR77fk+L74FUlORo+vR8wpzEWte/aS0EBBhtqZTL2LSH08uS1tRC6r1L3VpXpLY2aSuwxLFJS+DWG4pS903SN+lbLl2bgfuZPiVRUIGU/fnraX9mXXHe3e+VTwtWJ5maZr1pQn5N6xHe+t0k5fskEirM5Xj/zrvXhfFnyJAhQ4YMbx6GhHDee++97LPPPgAopejp6eGII46gUCgghCCOYzbaaCPmzp3LsGHDhmJJGV4DqtUIrXX65UD6gHBrLQ2FRuK4grGWQHmtz9bGNhrrnd1ak04kMo4YWmMQsR9PaSRKG5SyxMogZZxSLeuaDLFGE8UR1aorqcdR7C7ePJSEv4NOpD8KopWBuAS5MkIohIBCwZ321UqVOFDEsTM4CZmYg4Q34lhv1PH9qel/BqMtJjbpdKPEeOQq4G5kppRObXR9qElfa014FJAw3bSknyLZGImpyM2Kxx/LZJKT9dmj6fvXCfmsldMTt9AgXxI1tbRcLjNzi22ZsdlWb9UplCFDhgwZ3uMYEsI5ceJETjjhhJQQBEGAtZY4jgGXx9jR0ZHlcL5DEVWraG1Q0qnPtdKyIVA5ioVm+is9kBIjENYFtSfM06ZxPCaN7TEalHLkU2qJlo5wShl7g019gLwjSjqOqVQjdBwRx0lUkrtY74h3YzbdviQBBTOScryIIAQhJYV83hmMtCEX5lyPqIlJ8y3rKFka4C6oC0t3ZC42icKZTF3CE0j8e7aegJMegzS+yJIakLA1k7p7fc14RN0EpCTnc3C2ZjIzvda7OigjyeINXetFICFAuveXzxeYs9te5HK5t+YEypAhQ4YM73kMCeGcPHkyG2ywAWvWrOErX/nKUOwyw5uISqWKjmNUKJ3LG5kqdgZDodCEFVCNBgiUcg5wk7iiE3UPV632N4wFZRIF0F+ExSjrjDSpEuhYU6LaJfFIcWww2jvVrXenW2ccstaiE0VSaHKyjYHqC9iwTD4sEIQ5hIzJ2ZznZJZKxWLRXt2USGFBWqdk+pB4R+zcdo0VaB9Cr6SLUxLSqbtJS4E1LvYI49+L8CqnlLVjkpTP6xXOlHRaF4dk3Tp0EnifZI/quouPjqp5g2p6bMIyE6JpLc4dLyTlygBbbbEdM7fcdihOpQwZMmTI8B7FkJmGrr32WlauXJkRzv9CJP2B6W2v9CUZlQDFQrNXGGOUkKCcISZ5nZtEJJOceJ9p6Ro7RTJTXEiMlq6Ebmv7ctvxZM/icz19Nqcnm4my6VPmEZ7ROZVRUjAjie3z5MIcAgjDMNUQwWKsIao6Q5TrY1Su0C0MGOEnGNm0dG6N9T2UdWukTuBMFMU6ZbGmOPrjUl+Kr3fx1L3zZDY9UqNjg46t74W16LpLrYfTbXyQOz3dlaecnmzq2NDS0sqB+x/iAvIzZMiQIUOGtwhD9lemtbWVRx55hPPOO+9FxoQ4jhk7dix77rln9ofvHYhCIUcYBl519C4YBDZR36wmkCGlhhYGyuuwxCiZI5EphRAY7WzSBpuWiDW4MZjuB+k0Hd+z6Xoca4QuKVM7wuvL5zUdzznfk/J3yiUtENFaHI3Jh5T1MkKVRwhBmMvVtmWcihlXqyA8QTYSJVyEk43dhCNsjV4GQYA1Fl1fEhe4Xkvq3OcSF1GUxCsZQLle0WT8pRUiNRAlMVBGG6JIu/etRC3wPtYuBsqH3bt8VNJjlHQBpK77un9v7jArsKBNzF577M9GG05/086VDBkyZMiQ4aUwZOyuWCwyf/58jjrqqJd8vL29naeffjoLfn8HIsyFBKFCx47QpeMfU5u1I2xKBhQLwyhXuzEmQgg3Mcj1YzoC5ZRKnDoqBMK6nyTxkkn/oqyRr5TLCecWr/VROtWzxuKoub+FV/QkNDY00fb/2bvv+CrK7PHjn5m5LTc9pAAhNIHQIfQIUgQBFV0LFiwLuyp217KrrvhVd111Lbvr2rbYdRUsiD/XjiILFgQFRDpICzWQBFJvmZnn98fMvUkEC0JIgufti5fJrc+d3Mk9eZ7nnJOWja2y2FZTjq1q8GhO0On3++N7MjVNJ6wgakbcYRjYmlPmSOk2uu3s9VSasyxtaIYzw6mpeL1Q23KOiW1rOAUXnDE75Y2cSFBHYbuBqa1scO8b2y8aa71pWzbRiLPP2bDBNJ1e8mYs6LRsty96nRlN91g5E6a1m0Tr1tzUdZ1wOEx+566MHD6uId86QgghBHAEA87q6mry8/O55ppriEaj9a5TStGyZUsSE6XDSVPk83udoux2BM12lsMVOrbm9k5XGpptYaNhGE7QWR0ux7ZNNF3H0DU0zUDXdXcPoiJWal3FZjLdpBxn6dddIob4EnQ8cUgpLDdT3o4Hn7Eg0w1O3UBY0yE1sQUpyekoFLqlk+rpTFn0K7xep0SSoekEEgLukr777CGFGY2CcgJJUCjlQddjs4+Wm7Dj9GV39mAqTOUE47quOSWicAJC3Z3F1G2FrtvohkKzbCy32xCaU0cTuzaQjm0ZiEZN5xh4nJWAWNDpZKar+sF33X/UdhSq3TrgjMsynSLv5519Eakp8geeEEKIhnfEAs6Kigpat27NFVdccaSeUhwmqempJAT9TlUBw4jP4tVb3nZnMZVtoesGSYEMasLlRO0QhqG7nX2cPZq2pza72rZiM5QOhVtcXrlFz91FfN2NPm13zVjpygkANbCsWFClo2s2StfQNS/JyakkJqRiu6WEbGyCngxCoTzC0S0kJBiAhtfjiTWgdJe4IYwiElEY7syk0o3YtlQUGrZyerTb7p7JWOCpaU5FJkO3UUZsSV0DZaFpNrqmOwGnrte2t6xTZkrVOS6WXTvDqWwn4IwlDsW7OVF3v2btXtva8qXxHaTx8eq6xpm/mER+5+4N96YRQggh6jhiAWePHj0oKSk5Uk8nDqP0Fin4/D6g2pnpdGc2Ywk8mtLQlO20dXT3bRqaho4fr+YEjZayMHQdw+PBAHfvp41t1nb1UbYTbMbKnMdyrmN9eMCdLXRnFDVNA83Gozn7FhWg6QZ+b5BgQio+T8DpJKRs55/bcz3Zm0c0so+ItwK/N8Hdz+mNzwYqFLqhoekhwmFqy0DpCuWUuEcpRTCYiIbulH8iFkTGCrO7M7+awrZ1p+C75jy6bik03dlDoGtGfPrWmdms3Srg7OF0ZjjxgmXa8YSperetW6geJ6CsT3dnajWUZXLKSWcy6rjxR+S9I4QQQsARDDinTZt2pJ5KHGZej4eEYAANLR7M2O5yLjjzjrYbYNnOBW4AamNofgI+P1ErhGWHQI+iaW6fdHSUobs1OZ1SSbE6nbZSTuNHFQsCbZSmYWixmu6WG5jqzh5KpTAMnWBCGgF/kjPraFm1e01xs8uV0zEpWevEvqq1mMnV+L0JgMLn8zmPaDidj5wgDUIh2xmP2xtdw0b36QSDiRi6xw2UnUL2Njh7PpXuJES5/c9jHYY0bDTDXUoHNL1OSLvzSgAAIABJREFUByd3ptRJsHeX1CPOTKphGPW2EOAe+dotBSqejFc3KU/TQNed2eVQuIbB/Qs59cSJ8dcmhBBCHAlHLOCU7PPmy/AYtOuQy86tu+OBim1bblkkN+BBw3ZrUKJUPOB0ctE1fEYituHHVmFMK4TSnc5Fmm44ZZEMA9t2ShjZbgCHpjlL6QpsdGIJ7LrtJhopZ4na4/Xj9yTg8QQwdI9TKgkbd0W+NpPdtt3sdgtD8xE021FTuQFPWhiPEUBT4Pf78HgNJ+A0dLeEkCIcjmKaUSxbB2XiD/jw+wPouoHHQ506mLWBo+YuZ2uahq0rYp2TNMt29246iUrxckvEirfHjqlyOyfVefw6+zRrl9Zjs5rfDjidBCFN04hGI/TpWcAF507F6/UfuTePEEIIwREMOEXzltM6E1spvG6ve2VogBlPAKr9z0YpzZ2ttJw9mbaJho6uG+haEMPjx1JRbKJgWyjNrq1LiYZmKIx4nx1nRVlHry03pBvomheP4cGj+/C5y+KxckJ6LMEoFoPFs98dzlYAE0Pzo4daUV2+ieS0qNOCEh2v4XHabRpu1yRNx+MNEwqFiUQiKAV+fwJ+n99NztGc/Zm67XY4qg0UY2zLmcnUYsU5sZ2uTLqKZ+I7V9WfwaROiaO6s5m1wWbtrLPmZgk549HcmWSNaDRErx69mXL+VaSmZBzGd4UQQgjx40jAKX6UzOwMkpKDmBELw3CSbZwlXcud2XN7qOPGSLEMbt0tZRSbvXMzpT1aALSAE5RqCts2nfQgLfYIoKna5Bpd19F1D16PH8PwoGseDN3jzAZiuXs/QTdA2ZpTO9NyH69OjUwn+92Z5bSUiUcLYle0psLeTWJGCK/HDygMr4egkYCuaxgeD16vF6/HS02ohnBIJzU1FZ/PSaTSNA1dc2ZVNTcQjGXkx544NhOpuT3S4x2UauNgp8B7rMpnLHCNbTH41uxmbVCp1Qaa8cLuGoYbLJtmhIH9hzBp4lSSElMb7P0hhBBCfB8JOMWPkpaeQm5eDt+sKcLv8wEm4AEFkVgg5GauO8XdbTewc5ff0dB0FV9CtsDNDNfRlYah++IdcDTNTQ5yZ++cpXfdCaR0jzvrGEscwrmdu1VTVxoWCiw3wAPcjaDx/8eWvZ1kGwtdJRDZl01ZZCvJ2RGCgSQUGobHIDExiM/nJewL4/N58Xh1gsEEcnKy42OzLAtbs9Bw92u6j10bdMb6qcfKQcVHVSsegNYPOOuWSFKx7P16gSZuDVDnmDnHyHCDcJPBA4cx8dRfkZiY0pBvDyGEEOJ7ScApfhSP10OHznlsWr8NNGdPrpNpDZbtdL1RSsOOFTZXOEk77vXgLI+jqXgwSZ09jmCjKx1di5VDqqVizYcANDv+ja7r8aQip+aljWW79Tjdf7i1PZ3vAXcvp2U7M7O2srBxlvypyGGfWQqtqkhMSnSW8jUdf8CH1+dx6pF6DQKBAFlZGYTDUcJhZ5ndNE1s28bEcvdeuq8NrbaeqKoNKGNth+KF2lX9INOZia2dzdTdfu265gTe4CZT1Znt1N3yU5YdJTGYyMjjTmLksSfKnk0hhBCNTgJO8aO1P6YNwaQEIqGom1DjBIamZTmzfMpC14x6iTO67hRoB9wpPWdWU9O02jJK7mVuera7F7S2KLoWCzhjM3t67cxnLEnJVnVmMeNP5gaddaoExTsV2W4Pdnf20FYmaDqqMp3SohIi2eWkpPnxeYNOgG0YeLwBPF6DzMwWJCUnEQ6FCYW8RCJRotEo0ahJJBpxOgFZTs1M3dCcZCWnyr1bvyk200ptBn2dskia5iyL65qOx+NBN3S8XrdsU52ZTedoamiGhuGWZDKtCK1zczl1/PnkH9O7od4KQgghxEGRgFP8aGkZqbTvlMvqZRvxeo14gGdEDSewtGqDO+VmiisbLLdPeXw5WXdrbbpFzzU0dA23rqTbpUfHmRtUCl3pzjyl+9jOjCVO+0vbjmXbEN//iKqXMKRptptRbzl1LJWFpSwsO/bPrWupLJRmYVUlUbrRoCajhoxck8TERBROyaSkpASyc1rg8foI+334E/xEIhGi4ShRM0okGiUSdgJQy3JmUq2o+xy27bzGeAtLhRXb26lrKNvdi6nj7JPVnJJThmG4dVDdl+gG4bquuXtbNaJmGK/XQ0G3YZww4gxapGcfgXeEEEII8eNIwCkOSu9+3Vi/cjOaG+gA+HxOuaFwOOrUvYyVSnITeizbdAJNTaGju+WPNKeupTuz6ez71J19kMpGc/ck1pZcstFV7Hs9vicSNys+rrY6UG3QCfFySAr3X6zwvOUEobEMe9udFdUtP9W7DSLVNaTmVJGebWLoBkkpafgTfKAgITGAL+DDjJpEoxHCkQjRSJSoaWJGTCzLwrQsolHTbelp1/7fXTa3Y/s643tK6y+h28oJOJ2M+FjrTyfYNAwNy4qCZnNMXmcKB46hV9dBR+aNIIQQQhwECTjFQclunUm7znlsWltEQjDBLSruJsEoRSRiOvsU3RnI2AZGWymwnRm7eDtHG3TN3YNo4yQVodBsd+ejprsr4xqG09EyttkRlO5ksUM8WFRanTQcrTYJx5nNNDEt013qtrBt01lSj3UhimWMu1+jK3RlYFYmUlJtUbW3msxcH63aKGrCFfi8ASdT3gOG4cHnN/CbbvBpmpimhRmN1i6vm84+V6cHeqxjkHKDXSC2tG/b7hZVZ++nrWx0wyAQ8MUDTg2FZZtYdoSWLVszsO8oenUdTMCfcOTeCEIIIcRBkIBTHBRD1+k3uDs7thRj2wqv10DXnBk/KxZMWbabMY0bZLqBle2WLtJUvPC50t0AFA1dOR2DlB4LNIkXRdeVk4ikxQNPJyPdCb9sNxTDCTq12n2Rtm3Fl7adry1MK4rlBpxO3VCb2q49qs4eSYVugIaXyl0BRg8fR/ferdm49Wsqq0vweDwYhg+P4eyvNDwahuHDpzzusfC5AWdtoGmZlpNMpZSz9zXepjI2A2q5Gf/OS7eUicdj4Pd7Ma0ISjnbE5KCqfTKH0z/3iNISUo/ou8BIYQQ4mBJwCkOWus2OXTtfQzLF6/H59MxPM5Sd6yneDgcjlciimeYa7FC8LEMa3cp2Xb6sGuaDrqbJKRiS95OyXenZaaGrqx4zXQnIHMeuG7R+fh8p21jWs6+StN0ssgty8Kyo/HgU9VGtW7Bdjtesgj3kXRdJxKJ0rJ1NqNGjyQ9I5UOuT3ZtmsdazZ9SSRaSUWoFI/Hi8/rB+UkUjm92HV0A2zbcJ7PUli2jV2nJ7pp29huUOrMvNYupYNzX8uOYgPpqRlktWhNz/zBZGe2ITW5xZH7oQshhBCHQAJO8ZP0KuhC0Yad1FRHCPi9+N2klljry0gkEt9PqevO+rrllg6KlTbS3Sx03e24g62wNbeHuma4uUBabc1MZ8HdLTEUKzoU+95ZonYCzCimabpL2lFMK4oZjRA1o0QtE9sy3VnN2pqZsULsmuamj2tgaE7/cq/Xyy/OPIn0DKdwut+XQMe83rTL7UHZvl1sL15Pdc1edpZsxLRqgFhuTywL321jaYChO8fIshW6raMrhalrYDrL+LZpoZSFoRmgbHx+H21adqNThx60y80nIy3niP6chRBCiMNBAk7xk6RlpNB3UDc+nr0Y5fPh9XowdMMNLp3SPuFQKF7GSLMVuqE7meK27dSg1A00paF0heZ2AHJaVOrxOUvDcGYt0Q0n2LQUmqGjbB2Fjq2p2plCy8ayTEzTdALPqBtsms5lphV1l7OJ18WMLdkDtbOb7h5KTdeIhkyGDh/Mscftn4xj6AaZ6a3JTG8NCiqqyyjbt5PdpVspqygmHKkGFNWhCjdpycY0o0SiYXTNQNN0bMsEdHx+Px7di9frx+Px0TqrA21z8ynbU0Fmi2yysyXQFEII0Xw124Aztu/NcHt711VVVYXH48Hvl4LXDalbrw7s3lnG+pVb8Hm9GF4PAT0QrxcZiYSJhCNoulNA3c2vxsLCshVYlpORrZy+4srtA24rDUPTnfJFto7HtrFsHV1zuujoltt5yF2qt2zbWap2a2s6waZF1Iq4s5xOspBt1W8Pie1+TWxWNTa76ZRgikSjtO/QlomTTv3hg6FBcmI6yYnptG3dDXC2GFTXlFNRXYZS7hJ/NEQoUoPX48PQPdi2hWH4CPgTCQaSSE3OQNdrT0sztBVN2/89LoQQQjQnzTLgnDNnDrfeeiuTJ0/m0ksvjV++detWrr76atasWUMkEmHq1Klcf/31eDzN8mU2eZquM+i4XtRUhSnbXe7sY/T53MLsOqZpous1aIBlK2emEw3dXWJ2ygNZ2Dbo6E6yEJoz6+kWh3faNtpolhOMGobh1uHU3BlT5RZwj/3fJmpGsUwnOShWlF7Zbimiuh193Neh1ymkrtwtAKZlkZSUxMRJp5KckvSTjo9hGCQnpZN8CEk9Vnz5XwghhGi+mlUkZlkW9957L2+++SabNm1i79698esqKyu56KKLCIfDPPDAA2zbto1p06bRqlUrLrzwwkYc9dEtIeincGQf5r79BeGaKP4EL4bfwOvxYpomhmFgWRahUAhitTbrtKrUbCfwtJQFlpOBrSkdpfT4crytnNJLmqZhWO5+SHA7HTmBpNNa05nhNC0Ly7Tc5CAVT0Cy3WDTjgecGujuQrrmZsPrGrat8PsCTDz3VLr26NxYh1YIIYQ4ajSrgLO8vJyamhqeffZZrr76ajcr2rF06VKWLVvGe++9R+/eTku/r776itdff/0nB5x1WwiK75aakcSg4T35fO5ybBN8fi9er5fEpEQ8Hk9860M4HCIajaBpTs90SwPN1tA1rbYTj9sTXdm1bSxt23JLfTrF5uP13N1OPArifdFVPMCsnxDk/D82uwloOnoslR6c5CWPkxHvNQxOOWMsxw4f2DgHVBxWsfNYzmchmj85n5uvZhVwpqenc+eddwI4pXfqWL9+Pa1bt6ZLly7xy3r16sXy5cuprq4mGAwe9PM5ZWpkOfPHaNU2k4Eju/PF/1ZjRsFveAj4A3g9XpSyMQzdDTo1IuEoplJuRruzhxJNR2nOcrrt1s9USgPLLbdUJzAEnD2XdQJGp56m+7W7vzcWaDrL7Xb8Z6nFZzW1+EPqugHKCXJHHF/IiDGFtXs9G1ns9YifJnbsLMuKV1EQBy92Lsh78dDI+Xxo5Hw+POrXnD4ymlXAGXOgICAUCu2XJBQMBjFNk0gkclABp5Mprdi8eTNer7dJBB3NgcdrkNMhkQ1f7yYc8uIPevEYTvKP1+tzi6GbRKM2tooSiYSdZB83mQcVm6l0gkRwwlHs2DwmzqymUt+a5awNDO06j6NUbfee2PWaprk/31h9UCcQRll4vX76DelB555t+eabb5rEh4LTvSlCeXl5Yw+l2Yr9Yt2yZUtjD6VZi51D33zzTSOPpPmS8/nQyfl8eJimSXr6kW0a0iwDzgPRdb3eEjvUvjEP9q+g2P0yMzMl0/1gaJCdnU3r1q1Ys3Q7FXtr8Cf4SEzwkpiYTDQapbq6mlAoRChUQ01NlbvMHnUDQ6dMkV1nhhIFNnVmBDR3/6XbtQiN+J5McLodKaXQdbveHwqxdpF16rqj6waGx4OyIDUlhbGnHEfPgi7YttMV6EjTdZ2kpCQsy6aqqhKAPXv24PP5SElJOeLjOVpEIhFKSkrIyso6YFUL8eOUlpaiadoR/5A6msj5fOjkfD48SkpKjvikSrMMOGOzVHUDyVatWlFWVkYoFCIQCACwfPlygsEgSUk/Lcs4NTUVn893WMb8c5LYMYm09DSWLljNnh3VJAaT8PkMEhIUiYlJhGpChMI1TuBZU00oXEMkEiEajWJaprOX01bxhJ9Y56DY17gBqeZ+bynlzog6Fdvr1dPUNHS3pqaTeISb7e5B13RsG1rn5jDmpGF0zM9rxKMG4XCI999/m8wWWfTr7+wfLS0txe/3ywfUIQiFQpSUlJCSkiIfUIegoqICTdPkvXgI5Hw+dHI+Hx4VFRVHfPW22QWc8SLe7lJ5NBrF6/XSp08fNE1j+vTp/OpXv2Lbtm3MmDGDKVOm/OR9Hk1hSbW5SkkP0qlPDr7gHkJlEK6OEgh68Xp8eJN9JCQECYdChBMSqQnVEAqHiEYihMOheCvKqGk6vdndskBKKSw3gSi27SFWxF3XnKx2r0dH1434LLUWX4rXnZ4/uo7h8aIshdfro0u3Dhx/4hBS0n/aHyU/VllZKY8+8lcWLlxAVlY211zzW/r07cfMmS/x1n//H9ffcBPZOS25/NIpDBw4hBkvvxG/b+yXwtatRTz4t3vZuXMHkXCYcCRMu3btufNP9/PJx//jtdde4fe33M4xxziZ9buLi7nzj9No274D119/8/eeB+FwmDtuv5kVK74m4A+g6RpJicl4vB5+85vf0b1Hr3q3//uD9/HB7HdJSHC2qiQlJaGU4peTL2bU8Scc7sN3SGLn8XfV7RU/jmwtOjzkOB4aOZ8PD9nD+QNs2+aqq65i8eLFLFq0iFWrVvHBBx9wyy23MH78eK699lruuOMOHn/8cUpKShgyZAg33HBDYw/7Z0spRcfuORAJsGl1MZV7w3g8Bl6/B5/Hjy/JR0IgSDAYIRwJEQ6HCIcjThvKaISo+0eF5dbXtGwL0zKdrHUbp1sRbjd0NwnJ0A13n2fdvZ6xQvFOFVBlKVq2z2bQsN7k92zf4MehfN8+Lr90Cp999jGjRp3Azp07eOD+u3j2+VdY+PlnPP3sdE47YyJ5bduRkpIan6EHnLqm7i+FvXvLeHnGf/D5A4wYcTz+SITExCQ0TWPZV0uY/uILXHzJ5fGAs7KygldfnU7fgv5cd91N3ztGTdMIBhNJSUnF7/dj2zbvvvcmoepqLrnkyv1uH0hIcMaakIBhGHw8fy5r1mzlxBNPOYxHTgghxNGiWQWcmqZx1llnMXr0aAKBAJZlEYlE6NSpEwCXX345Q4YMYf369SQnJzNu3DgpndCIlAIzatE6N40WLVMo3raP7d+UUl4axut1A0+vgcfrJRBIIBKNEI1EsEyTcMTZ2+l0CbLc2U4TW9lYpokVa4/pPpdlWfGC8M7Wz1hdTd1pIWkqbEsRCPrp3vcYBgztQTAx8H3DP2xWrlzOO++8yYUXTuGRx54CYNWqFWiaxoW//DV9+xYwbNgIwuEwSil8fj9RM8ru4l3s2VNC27btAKeQvNfnY+y4E3nsH0/Xew5dN0hLS67X5EDXdVJT00hKSgacP9hK9uwmkBAkOTm53v19Ph//d9uf4t/v3LmDTz7+mJEjx9Cnb8F+r+nSS6/m0kuvBpzAfszoY0lLS+f4E8YdhiMmhBDiaNPsAs7Ro0d/720KCgooKNj/A1I0jtjqkWHotGqbTk6bNHZsKmPXlnIqSmvQDQOPV0fXPfi9Bj6PH9tWJJgRotEwlq2w3YDTtKJYysa2LMyo6Waz2yhbxbPS48vs4E59amiaTkbrVHJaZdChWy6t87KO6DFITEwkNSWFzz//lA9mv8uYE8bTrVsPAOb97yOeevIf9OjZm7Zt25OQkMDq1av45QUT+ejD2WTltGTatD9w7qQL4388HWirxw/9YWUYBqtWreCk8SM45dTTeejhx7/39k89+U+2b9/JmRPPxev9/n3MM1+dwYLPFnD7HX8ks8WRPbZCCCGaByliJY4oXdfI7ZhB76F55A9oRUarBGxlEw2ZmCELMwoaOl4jgN+fSII/SEJCIknBZJITU0kOpjhfJ6WRFEwmMSGJhEAiwUAiCYFE/L4ghubHqwdITk6lVZscjhvXjxMnDmXo2L5HPNgE6Na9J5dd8RvWrFnDxDNO4vxJp/PVV0sAqKgsZ9u2IiKRCJqm4fF4Wb1qBYMHFfLE0y9i2xZ//OOt7Ny1A7/fT1JSEnM+nM34sccx/LgB3PS7a9zj+sOnss/nIze3DRkZLb73djt2bGfWrFfo1asbx//AfsxQqIaXX3qBrKx0Tjtt4o88IkIIIX5umtUMpzh6eLwGLdum0bJtGjVVEfbsKKeiNETlvhDhaotw2MRjGE7xd5we607ajwGagabZaLqBZlvouoVpm4BNemYSaZmJBJMCtOmQTUZ2Co29q8Lj8XDLtD/QvXtPnnn6cV577XWKthbx6qtvEQgE8Hi88RnKysoKTjxxAtdefzMAn336MY88/Be+Wb+WvDbtsCyblJQUunXrQSgcpm27DgDxxKq6gafmJlI5ZZ4sjjmmM/+b/+UPBqfvvvMmK5av4pZp00hL+/4SOAs//4wPP3yfU045nY7HSBtQIYQQByYBp2h0CYk+8jplAhAORQlXRwlVR6ncG6K6MoJt2UQiFmbUwoqY6F7dzVDU8Pg8BIIegkk+ktODBJMCJCYfmb2ZB+u0089iwimn89sbruKpJ//F4sWL8Hq89W6jlKrXpCAlJRWA6qoqlFLU1NQwfMQo/vb3f9Z/cAWRSDhevxMgHK6hqqqSrKzseJD5Q1mdoVCI12bOICMjhdNOO+sHX9NrM18iHDY5c+I59faPCiGEEHXJJ4RoUvwBL/6Al5QMyG6TWv9KNxmouSWCrVjxNVVVlQwaVIjH46GiooJAIMAxx3Ri3fo19W7r9/v58stFbNq0kTZ5eXz++ackJSXHZw81zSl8/O2SFl3yu1JVFeH1Wa8ydOgIdF3nv2/MYufOvfTp0w9N0wiFwrw+6yVatmzNyFFjDjjWTz7+Hx9//BlnnHE63br3jF8eCtUw89WXyMjIYPyJp6BpGuvWrubNN/8fAwcOYMTI799bLYQQ4udNAk7RfMS6BTUzq1Ys5/bbbiItPYNIJMz27Vu59rob6dylKy+99AIlJfvi2fhm1CQcCfPrKedStreMb9av48qrrqNjx06sXrWC0tISKir2b4t3wtiTuPjii3nxxWf5eP5cDMNg48YNTDrvHCZNuhCAnTu3c/21lzN85OgDBpw11dU89Pf72VseYuy4k+rNhlZXV/OHO35Pq9a5jDlhPB6Pl3/982G+2biLX/3qkvhMrBBCCHEgEnAK0cBOO30iwcQgCxZ8CkoxdNgIxo0/GYCRI8cQCATIy2tLQkICV1x1LQX9BrBr507mz59LVlYOk877pdNqNSub/7vtLjp0PGa/5wgGg/z94X8x7sSTWbTwcyzLpFfvAk4//Sy8XmfZftfOHVi2zfDhxx9wnFHTZOy4kznxpFM48aT69TT37i3DjEYZNmwEXq8P27bp228A9993VzygFUIIIb6Lpr7V9mDVqlXk5eX95HaQR4OysjKWLl1KYWFhvSLc4uBs3boVTdPIzc1t7KE0W6Wlpdi2TWZm5iE9jmma/ObqqWzY+A0zXvp/pKamHdR9f/fbq1m65EtemfkWmZnNq/RRdXU1RUVFdOzYMR58i4Mn5/Oh27RpE8FgkOzs7MYeSrMl5/Ph0VDnc2VlJUVFRXTr1m2/62SGU4gmrLy8vF4S0U9lWRaFxw7j8iuvPahgM3bfAQMHM3nKxc0u2BRCCNE0SMDZROzcuYMtWzbTokWLeGtCy7JYt24NHo+HTp26UFVVybp1a7AsyylwbisCCQl069YDyzRZu24NkYjTrca2bYLBRLp27cae3bvZsWM7XfK7kZiYCDi9s1evXkliYiKdOnWJjyMSibBq5XI0TaNLflcCgYRGOR6H2969ZWzYsB5lKxQKy7LIbd2GNnltv/M+VZWVrF27mqgZJSenFW3btmt2CUsxfr+fCy789U++7/nnTznMIxJCCPFzIgFnE/Hg3+7jr395kC757Zg5823yu3anurqayy+dQovMFrw68x0+nv8/LrzAKa5tGAbhcIgu+d1497157Nm9m7POPJni4p34/QFqamro0aMXb7w5m+eee4r77v0j7743nwEDBwOwbdtWTjv1BPoPGMjLr7wVL5vzycf/46yJEwiHIzz8yL+Y8qupjXZMDqf58+Yy+ZfOfkZdNygvr+Kmm37PbXfcfcDbf7FoAXfcfjOLF39BVVU1I0eN5ulnZvxg0XQhhBBC7E8CziaiqrKSY47JpbqqijfeeI3fde2Orut4vV48bq3GqqoqTNPk+utv5rzzJ2MrG5/PR0pKCtu3bSUSCTP+xAn86U8PYCsbv89PWloGtmXh9fq+VRRcq/fYMc8/9xR5ee2oqqrk7bff4LzzJ+Pz+X/Sa9J1nYSEQ18OPhyUUvh8fp586kV69uqDZZnfubS8Z89urrjiIgKBAG+9/RHpGS3YXbwLn+/7WzwKIYQQ4sAk4GwiFIpWrXIZPPhYXpv5MlddfQNer9OBJraMq+s6KEWHDh3peEyn+vdXCqUUWVk5+10Xv+8BLqu7RLxp4zcsWPAJ550/mYqKcqa/8Czr1q2lR49eVFdX8/RT/6JNmzxS09J4bebLtGqdy8UXX86O7dt47rknychowaTzJtOhQ0fACWrf/O9rfL1sCdU11QwadCxnnTWJBHdP4qKFC3hpxn+IRCP84rQzOf74sWiaRjgc5rWZL7FgwSfoms7oMWOZcMrpFO/aySOP/JX8/O6cf4GzxPvhh+8z96PZXH75NWzfsZ3XZ73K+RdMplu3ngd8vW3y2tKuXfvv/Vm8/dYbbNq4gWefe4mCfgMBaN++4/feRwghhBDfTQLOJsK2bTRN45xJFzBnzmxefukFJk+5eL/beTweliz5kla5bVC2TX5+t/g+RK/Xy+bNG/lozmxMyyQrM5u+Bf1/cN9h7Pr58+dSXr6PE088heLdxfzzHw8zf95H9OjRi3A4xPQXn2Pt2tUUFPQnEo3w8kv/4fXXXiUrK4tQqIYvv1zI0iVf8tx/XsEwPDz89/t57rkn6dw5H4/H4OUZLzB//kc8/MjjfLFoIVdd+WtSUtJITErkrjtvo1OnLmRmZnHlFRcx96MPyO/ajaqqKv7z/FPc9PvbuPiSy3n77Td4fdZmzsBWAAAgAElEQVSrnHTyqaSlpfPQ3x9g7ZqVXHvtjcx+/x3uuvsB8rt23S/gtCyTkpJKTjv1BAKBAIXHHsdNN/8f+fnd9zseK1cuJykpkZdm/Idpt9xANBrlV7++lEsvu5rExJ9v9QYhhBDip/r+psriiAqFQuTnd+e44aN45ZUX2VtWiqdO2QdN0/D5/Uyf/hznTzqdc84+hXff/W/sShISgiz47GMuOP9MJp5xEnfffYdzla7F71/3sWJ9tmOXfzTnA7p370H/AYMYOXI0nTt34a03/x8AHsNDQjBITk5LHnn0CT6au5Dhw49n3fq1XHb51Xww5zPOPucCPv/8U3bs2M7XX3/Fv//9KGPHncScuZ8z+8PPmPLrqbzy8nRWr17Fhg3rWLlyA5dedhXvvDuPhx99ghYtMpk58yVeeellLr/iN7z3/sd8NHchw4aP5B+PPYRl2UyaNJktWzaz7KullJWVsG7tao49djgtMrM4c+K5/Of5pxl1/Nj9jm3//oN44skn+b/b/sQpp57BrNde5uorL2FvWdl+tw2HQ+zeXYZpWVx51fV0696TO26/hffff+fw/KCFEEKInxmZ4WxClHKCv8suv4ZJ55zKvHkf4Q8EwO2uo5QiVFPDjTf9HxdOvgilFKmpqbE7U1lZydhxJ3PvfX9HKZuA38kwN6MmtlJYthV/Ltu2MU0Tv9/Zn7lj+3Y++3Q+ffsNYPbsd1C2TYvMLFasWMb6dWtp264dZjRKXl47OnfpCkBiYhJZWZn07NkHgOzsHGzbIhwKsWnTBmpqIgwaXBgPaEePHseTT/yTjRvWc/LJp3HeebP57fVX8eCD93PrrX+gW7cerF2zikCCh6HDRgDOrO2oUSfw2acfs3PnDk44YTz33/cnPvnkf0SjEUpL9zBs+EgAunTpShd3bN/Wtl17LvxlbZb28q+X8eWXn7N9xzbS0tP3u31SUpDf/u739O07gK5du/Ph7PdYt3b1T/q5CiGEED93EnA2MZFwmE6dOjNw0BBeeOFZQjXVJNQpTWTbNrm5ubRq1bre/Zw9nDZJSUn7XZeSmkpFeSUbN37DgAFOlvrWos3s2b2bjh2c/Z4ffzyXvXvLWPDZx3zy8VxAw+fzUV5ezpw573PxJVeg6TqmadYbi23bhMMhwCkQrmk6umGQkpKCrkNZSUn89uvWrSESieLz+2mRmckzz73Ep5/O45+PPcyUyefy37c+JDs7B9M0KS3ZE7/f2rWr0XWdgN9Pu/xu9C3oz3/feI1du3aSnp7B6NFj4+MJhUIE/H70Om0ZnbFF4wlSlmVSE6ohJSWVJHeJvLq6Go9h4PP7admyFdXVlezYsZO+fZ3HBUhJSTnIn6YQQgghQALOJsM0TaLRCJbtBHSTzpvMryafQyQSZdhxzmyfZVnYts2nn84nOSUV27ZJSk5h+PBRGIZBJBIhHA7v99gjR51Ay5bZ3HPXHdiWjd/v529/vZfEpBROnnAaSilefWU6LTIzeenl/5LTshUARUWbOXviKbz80guMGTMOTYNoNFpnzFEikQixZlWmaRKJRIhEwhQUDCS/a1eef+4p2nXoiM/r47FHH6T/gAEMHnwszz33JCuWL+Okk04lp2VLlFIYusHo0eO598938re//hk0jZ07dvDKyy9y0smnkte2HR6PhzFjxnH7bbeycuVyJk48l7y8doCT7HPrtBv4091/YcKE0+LjVEpx75/vJCkpiQ4dOjF/3hwWLVzIry+6mDZ5bSkv38fZE0+hTV4ejz/xPCeeeAp/++t9/OsfD2FGIzz6yN/IzMpm1KgTGuaHL4QQQhzlJOBsIlJTU2nRIgtNc7bVDh06nHPOvZBnnn6C9m7Wd1ZWNm3bt+e999/hrbfeIBwO0blLV9747wckJDjt0uJL7HX07NmL/7wwkwceuJsbf3dNvM/2izNeY+CgIRQVbWHz5k2cMPYkevTsHb9fZmYWgwYfy7Jli9m+fRtZWdlEI7UznKmp6WRlZePxOG+j5JQUsrNzsCybFi1acMcf7uGhB+/n5huvxev1csIJ47nx5tvIzMyiW9fuPP3Uv3ju2SdJS0vnD3+4h4J+AwgEEnjo4X/zyMN/4bKpk0lLS2Pq1Cv4zbU3xsszjR8/gZmvvsSePcWcfsbZ8SX7TZs2sGbNBrDrdWtF0zQGDhzC3Xfdxtq1q0nPaMGNN93CZZdfja7rRCJRNm5cRyAhgG0revcp4P4H/s6DD97HxRddQEFBf/79+HPkd90/wUgIIYQQP0x6qR9AY/RSr66uxrJMkpKS4wGUZVlUVJSTkJCA3x/Ati0qKypROD8ypcAwdJKSklFKUVlRgcfrIRhMPOBzWJZFZUUFCkViYlK8D200EqGyqpJgMDG+pzOmpqaGcChEMDGRSCQCKJKSkgGnLqhlmSQmJmEYBjU1NUQiYRITk/B4POzZs4eqqipSU1PQdZ2UlPrBcCQSoaqqCsNdgq8rFAoRqqnB8HhITk7e77VUVVVimRbJKSlomoZpmky+8CxKS0t4debbJB7g/RuJhKmuqt7vMWe++hK/u+FK/vHvZxk37uR6zxGJREhKSm60nr3Se/nQSe/lw0N6qR86OZ8PnZzPh4f0Uv8ZO1C/bMMwSEurTWjRdYOUA8xggjOL913X1X281LT9i517fT7SfRkHvE9CQgIJCc4e0m8XPo+1yTzQbcEJGgOBQL3XUJfP5/vOYuqBQOB7g/1vlydas3ole/eWcdfdfzlgsOk8n3+/IvahUIj33nuTSy69ql6wGXuOxAPH7kIIIYQ4CBJwigZVN8moIXXqnM8rM9/6ztnd7+Lz+fjr3x6Lz9oKIYQQ4vCTgFMcFZytAAffglPXdQk2hRBCiAYmhd+FEEIIIUSDkoBTCCGEEEI0KAk4hRBCCCFEg5KAUwghhBBCNCgJOIUQQgghRIOSgFMIIYQQQjQoCTiFEEIIIUSDkoBTCCGEEEI0KAk4hRBCCCFEg5KAUwghhBBCNCgJOIUQQgghRIOSgFMIIYQQQjQoCTiFEEIIIUSDkoBTCCGEEEI0KAk4hRBCCCFEg5KAUwghhBBCNCgJOIUQQgghRIPyNPYADrevvvqKr7/+Gp/Px7hx40hNTW3sIQkhhBBC/KwdVQHnjBkz+O1vf0vLli3ZvXs3jzzyCC+88AJ5eXmNPTQhhBBCiJ+to2ZJfcuWLdxyyy1cdtllfPbZZ3zxxRdUVVXx2GOPNfbQhBBCCCF+1o6agHPp0qVomsbUqVPxer1kZWVx+umns3TpUmzb/kmP6fEcVRPAR5xhGBiG0djDaNZ0XZdjeIg8Hg+6ruP1eht7KM2anM+HTs7nQyfn8+HRGO/Doyai2rFjB1lZWfX2bLZp04bKykoqKytJSUn50Y+llMI0TbZt2yZv6kNQWlqKpmk/OeAXsHfvXqqrqwmHw409lGYrEolQUVFBUVGRfNgfAjmfD52cz4dOzufDo7S0lLS0tCP6nEdNwKmUQtd1lFLxywzDQCl10L8gk5OTyc3NZePGjej6UTMJfMTFjl1JSUkjj6T5ih3D4uLiRh5J86VpGrqus3HjxsYeSrMm5/Ohk/P50Mn5fOhs28bv99OxY8cj+rxHTcAZCAQIhUL1gsvq6mo8Hg8+n++gHsvr9dK9e3fy8/PRNO1wD1UIIYQQolEd6Qm1oybg7Ny5M3v37mXPnj20bdsWgA8++ID09HSCweBPekyZrhdCCCGEOHRHTcDZp08f2rdvz2WXXcbUqVNZu3YtH374IU8//XRjD00IIYQQ4mftqNmgmJSUxEMPPYRSittuu43p06fz2GOP8Ytf/KKxhyaEEEII8bN21MxwAvTs2ZN33nmHSCQSL50ghBBCCCEa11EVcMYcbJKQEEIIIYRoODIFKIQQQgghGpQEnEIIIYQQokFJwCmEEEIIIRqUBJxCCCGEEKJBScAphBBCCCEalAScQgghhBCiQR2VZZEOVTgcxjRNEhMTG3sozZJpmkSjUSzLiveiDwaD0pf+R4odtwPVka2qqsLn8+H1ehthZM2LaZp4PLW/4pRSRCIRotEoAJqmybH8HqFQCNu2v7M1cFVVFV6vV8rQfY+amhoAEhIS6l0ejUaJRqPYth0/1799G1GrqqoKv99f73yOCYVCWJYln9c/4LvO529/XmuaRkJCQoN8XssMZx22bfPQQw/Ru3dvBg0axIQJE9iwYUNjD6vZufbaa+nbty/HHXcchYWFnHnmmezbt6+xh9UsvPjii/Tv358PP/yw3uVLly5lxIgRDBkyhN69e/PCCy800gibvl27dnHJJZcwceJEbNuOX/7OO+/Qs2dPhg0bxrBhwygsLOSdd95pxJE2TaWlpdx5553079+fPn36cNZZZ1FUVBS//ptvvuGkk05i0KBB9OjRg0cffbTecRawY8cObrzxRvr370/37t256KKL2LNnD+AEoWeffTYDBgyI/4687LLLUEo18qibns8++4xRo0ZRWFhIfn4+M2bMiL/XTNPkvvvuo3fv3gwYMIAzzzyTrVu3NvKIm56qqiruuuuueufz5s2b49dPnTqVgoKC+HvxvPPOi/+hdLjJDGcdL774InfeeSd/+tOfaNu2LQ8++CBTp07lrbfewu/3N/bwmo2dO3dy+umnM378eEzTJBgMkpSU1NjDatIqKiq49dZbWbBgAUVFRVRWVsav27ZtGxdccAF9+vRh2rRpLFq0iOuvv54OHTpw7LHHNuKom54PP/yQ++67j23btpGUlFTvQ3znzp3k5eVx6623omkapmnSq1evRhxt07RkyRK+/vpr7rjjDrxeLzfccANXX301s2bNoqKigilTppCcnMxf/vIX1q1bxx133EFubi6nnXZaYw+9yfj444/Ztm0bd999N6FQiKuvvhqv18s///lPTNOkrKyMSy+9lD59+hCNRmnRooWsAH1LTU0NM2fOZNiwYQwfPpxXX32Viy66iIKCAvLz83nyySd54IEHuP/++8nKyuK+++7jiiuu4LXXXjvgTOjP1VdffcXy5cu5/fbb8fl8XH/99dxyyy288MIL2LZNcXExkyZNYsSIEUSjUVJSUhos3pGfSh1PP/005557LpdeeikAeXl5TJgwgdWrV9OnT59GHl3z4ff7GTNmDCNHjmzsoTQbu3btIj09nf/85z+cc845WJYVv+69996jpqaGRx55hPT0dMaOHcv8+fN54403JOD8lg0bNnDZZZdRUlLC008/jW3bGIYBOEvq3bt35/jjj2/kUTZtQ4cOZfTo0fHvv/jiC2bNmoVlWSxatIiNGzcyb948OnbsyPjx41m4cCGzZs2SgLOOCRMmcNZZZ8W/nz17NsuXL4/PzqWmpjJhwgSOOeaYxhpik+fz+fjjH/8YXwLu27cvs2bNYu3ateTn5/PMM89w0UUXMXnyZABatGjBOeecw8aNG+ncuXNjDr1JKSgoYPr06fHvv/zyS95++20sy0LXdYLBIOPGjWPIkCENPhZZUneVl5dTUlJS7wO8ZcuWZGdns2bNmkYcWfNTUVHBu+++y/vvv8/q1asbezjNQqdOnbjjjjvIyckhHA7Xu27t2rV069aN9PT0+GW9evWqtywiHJdccgmnn346pmnWC9rB2TKzdOlS3n77bT799FOqq6sbaZRNWyAQqPd9cXEx2dnZeDweVq1aRbt27ejQoUP8+t69e7Nz504ikciRHmqT9e39mLt27aJNmzbouo5Sij179jBr1ixmz57Npk2bGmmUTZthGPX2G86dO5eMjAy6detGRUUF+/btq/d5nZubS0ZGBuvWrWuM4TZZdd+LoVCIZcuWMWjQoPh7cd++fbz11lu8//77DX7sZIbTFfuQr5tAENsQLx9MB2fEiBF88cUXPP/88yxfvpzOnTvzxBNPkJKS0thDa/JiCS11RSKR/ZY4gsHgfoGpqHWgPYU9e/YkNzeXF198kX379rF27VqefPJJhg0b1ggjbB7Wr1/PG2+8we233w44y5wHei9GIhFM05QEogP4/PPP+fTTT3niiScAZwXouOOOY/HixSxbtowFCxZw8sknc++998rx+5bt27fz+OOPs3LlSl599VUeffRROnXqxNatW9F1vd7Sudfrxev1yuf1Abz99tu8//77zJ07l6qqKp5++ul4gtDw4cNZvnw5mzdvZsmSJfTr14/HHnusQZKwJOB0xZbdDvRBFbtO/Dg33HBD/OvFixczduxYHnvsMW6++eZGHFXzpWnafu9LpdQBs9jFdyssLKSwsBBwAqfzzz+fa665hvnz50uG6wFUV1dz4YUXMmbMmPg2I13XsSwLpVR8z2HsvSjvx/0VFxczefJkpkyZwhlnnAE4Aeef//zn+G3eeOMNJk2axLBhwzjzzDMba6hNUiAQoGPHjuTm5pKTk8PLL79MYWEhbdq0QSl1wEQr+bzeX1ZWFj169CA/P5/XX3+de+65h7vvvhuv18u0adPit/vkk084+eSTGTRoEFdeeeVhH4cEnK7YRtni4uL4Zbt376aoqIh27do14siat379+lFQUMD69esbeyjNgsfjQdO0er80W7ZsyYIFC+rdbtmyZbRq1epID6/ZMAwDTdO+s+RRQkICZ599Ntdddx01NTUScH5LOBxm6tSptGjRgscffzweTLZs2ZLS0lKi0Wh8pvPrr79u0ESD5mrv3r386le/YvDgwfz1r3/9ztudeuqp5ObmsnHjxiM4uuYhIyODCy+8MP79iBEjuOeee5g+fTper7fe5/WOHTvYsWMHbdu2bYyhNmkDBw5k4MCBgLMFZsyYMUyYMIERI0bUu93QoUPp1q1bgy2ty5+kLo/Hw9ChQ3nllVcoKSmhpqaGf//734CzFCd+nOrqaoqLi4lEIoRCIT744AOWLFkSn1kS3800TaqqqjBNk1AohGmaAAwbNoyioiLee+89wuEwCxYs4MMPP+S4445r5BE3PbZtx997lmVRWVkZnwkpLi6mqqqKaDTKrl27ePLJJ+ndu7ds9fiWUCjE5Zdfzvbt23nqqafw+/1EIhGUUgwYMICqqipeeeUVQqEQK1eu5LXXXmPo0KGSZV1HWVkZU6ZMIRAI8PDDD8drHYKTL7Bnzx6i0SjV1dU888wz7Nmzh759+zbyqJuWoqIiHnroIYqKiohGo2zYsIEtW7YQCATQNI3Bgwczffp0ysvLqa6u5l//+hcJCQnk5+c39tCblFmzZvH6669TWVlJTU0NS5YswbIsPB4PVVVV7N69O/4787///S9r1qxh8ODBDTMY9S0rV65UFRUV3774Z2HDhg1q8ODBKi8vT/Xu3Vvl5+ert99+u7GH1aysWLFCjR8/XhUWFqr+/furnJwcdf3116twONzYQ2vSSkpK1BlnnKH69u2rANWuXTt1/PHHq2XLlimllLrppptUZmamGjBggGrVqpW67rrrlG3bjTzqpmfGjBnq2GOPVTk5OQpQ/fv3VzfddJMyTVPdfPPNasCAAWr48OEqNzdXDRs2TC1ZsqSxh9zk/Pvf/1aA6t69uxo1apQaPHiwOu6449SXX36plFLqvvvuU5mZmapfv34qNzdXTZkyRVVXVzfyqJuWP/7xjwpQffv2VSNHjlSDBw9WY8eOVTt27FCffvqpGj58uBo2bJjq0aOHat++vXrggQcae8hNTnFxsZo0aZJq06aNGjp0qMrLy1Pjx49X33zzjVJKqVWrVqmCggLVvn171bNnT9WjRw81Z86cRh510/PGG2+oPn36qO7du6s+ffqozp07q7/85S/Ktm21ePFiNWbMGHXssceqgoIC1bp1azVt2jRlWdZPfr6Kigq1cuXKA16nKVV/E8SqVavIy8v72dZNLCsrY+7cuViWxYABA2jfvn1jD6nZ+frrr+PZ6ccccwz9+vVr5BE1faFQiNmzZxMOhwkEAvFOJCNGjCAnJwdwavvt2LGDnJwchg8f3sgjbprWrFnDsmXL8Hq9eDweampqyMzMZNSoUezevZsFCxZQU1NDSkoKI0eO3C8jWziJQqtXr46/B2PJBcOGDaNly5YALFq0iE2bNpGens6YMWMaecRNz4oVK9i4cWO9Y+j1ehk1ahSpqaksXLiQTZs2oes6PXv2pGvXro095CbJsiw++eQTdu7cSXZ2NsOHD6+3V3j37t3MmzcPpRRDhgyhTZs2jTjapquoqIgvvvgCy7Lo06dPvGyUbdssW7YsvoTepUuXQy4BWVlZSVFREd26ddvvOgk4hRBCCCHEIfu+gFP2cAohhBBCiAYlAacQQgghhGhQEnAKIYQQQogGJQGnEEIIIYRoUBJwCiGEEEKIBiUBpxBCCCGEaFAScAohhBBCiAYlAacQQgghhGhQEnAKIYQQQogGJQGnEOKgfKs52WF/7IZ8fCEO9P5SShGNRhthNEL8fEjAKcTPnFKKlStXMm/ePObMmcOcOXP46quv6t0mGo3ywgsv0KVLF1q0aEGfPn2YMWNGvQ/vSCTCl19+yf/+9z/mzJnDvHnzKCoq+tHjsG2bKVOmMHLkSEpLSw/b6/shixcvpkePHkybNu2IPF9FRQUnnngi48aNIxQKNehzlZWVMWbMGCZMmHBIAVXsGN1yyy2HcXRH1hdffMGgQYNo1aoVzz//PLZtA7Bu3TpGjRrFp59+2sgjFOLoJgGnED9ztm3zu9/9jhEjRjB69GhGjx5NYWEh1113HTU1NQDMnTuXX/7yl+Tl5XHLLbdg2zYXXXQRq1atij/ON998w7hx4xg5ciSjR49mxIgRDB06lAcffPBHz1quX7+eFStWoOtH7ldTTU0NxcXFlJWVHZHnsyyL4uJiiouLG/x1mqbJrl272L17Nx6Ph3Xr1nHNNdewfv36g3qcUChEcXExe/fubaCRNqxoNMrvf/970tLSGDt2LHfddVf8533ZZZeRl5fHwIEDG3mUQhzdPI09ACFE47Msi4yMDGbPnk1ycjJXXnklDz74IKNHj2bChAmsWrUK27aZOnUq55xzDvPnz2f58uWEw+H4Y4RCIcrLy/nFL37B3/72N8rLy7nxxhu57rrrsCyLG264od5zVldXM2/ePDweD4WFhQSDQQKBACkpKRQXF7Nw4UJSUlIYMmRI/D5btmxhxYoVGIZBnz59yMnJIRwO8+WXX9K+fXu2b99OVVUVI0aMAJyZuZ07d5KamsrQoUMP+Nq7du3K/fffT48ePVBKsWDBAnJycggGgyxZsoRWrVrRt2/f/e63bds2Vq5cSY8ePWjdujVbtmxhzZo1FBQUEAwGWbRoET169KC0tJQNGzbQtWtX2rdvT1JSErfffjuGYVBeXs7ixYtp3749Xbp0AWDVqlXs2rWLQYMGEQwGKSoq4uuvv0bXdQoLC0lNTUUpxaJFi8jMzCQSibB582bGjRtHaWkpCxcuJDExkcLCQjIyMrjzzjsJBAKUlZXx1FNP8fDDD+P3+zn11FMxDAPbtiksLMQwDEKhUPz1d+vWLf5a8/Pzv/cYtWzZkoKCgno/208++QTTNOnXrx85OTkA7Nu3j88++wylFB06dKBr164AbN68mV27dtG9e3eWLl1KTU0No0aNwjAMPvroI5RSDBs2DL/fH3+OpUuXsn37dpKTkxk2bBiapn3n+zsSiVBSUsItt9xCQUEBI0aMoKqqimeeeYbt27czc+ZMgsHgd95fCHEYqG9ZuXKlqqio+PbFQoijlGmaauzYsaply5bxy+655x4FqOnTpyullFq1apXKy8tTPXv2VGeffbby+/3qD3/4Q73HWbJkifJ4PGry5Mnxy0pKSlReXp7Kz89X4XA4fvmuXbvUmWeeqQClaZq68sorlW3b6qSTTlJJSUmqb9++8eueffZZpZRS06dPV507d1aAAlT//v3VypUrVWlpqcrLy1Ndu3ZVycnJqmfPnsqyLPX/27nzoKrq/4/jz7uwKRmbqCAqIkqKmuK+IIbooJLpqGFNueSeCzYuaZNZ32Yy/UPNDNE0TSe33JiRUGK7rqiN4Z77msoiXi5wkcu9n+8fzj2/CPOX375U33w//oF7Luec9+dzYHjdz/l8zoIFC5Snp6cClNFoVDNmzKhSg5PJZFKAmjlzprLb7SosLEwFBQVpNdSqVUulpKRU2y8xMVEBKikpSSml1OLFixWgdu3apX766Sfl5uamWrdurZo1a6YAFRYWpi5fvqysVqtq3ry56tGjhzp69KgC1PDhw7Vr0b59e9WoUSNlsVhUamqqCgkJ0drcvXt3dfXqVeVwOFSXLl1UkyZNVIMGDZS/v78ymUyqd+/eClDu7u5qyZIlqrS0VDVp0kTFxMSo9PR0rT8AFR4eroYMGaIAlZaWppRSKi0tTQFqwYIFT91He/bsUUopdenSJRUVFaWdJzY2VtlsNnX69GnVoUMHbXvdunXVmjVrlFJKLV++XLm6uqpu3bppNcbHx6thw4YpFxeXKudWSql//etfqk6dOgpQer1eTZo0SVmt1t/8HbfZbKpfv36qefPmqnPnzmrgwIEqOTlZ+fv7q+zs7N/cTwjxdCwWizp79uxj35Nb6kIIjEYjVquVjRs3snXrVtauXUubNm3o2bMnAHXr1qVp06acPn2arVu3smzZMubPn8/hw4c5cOAAADqdDp1Oh91u147r4+ND+/btycvLo7CwUNt+7Ngxtm/fzrx587h9+zadOnXCZrOhlKKiooIRI0Zw+vRpAgMDWb58OTabjbKyMubOnUtpaSnr16/nhx9+YM+ePXh4eODm5sb58+dZuXIlGRkZ7N69mwULFjBv3jzKyspYtmwZS5YsYe/evdXa7qzbOULm4eHBvXv3mDp1KkeOHAHgiy++qDYtwMXFpcpXV1dXrS8NBgMGg4H8/HxWrVrFV199xfnz59mxYwdubm4YDAZsNhvh4eH06NGD48ePU1ZWxvnz58nNzWXIkCHY7XbGjx9PYGAgxcXF5ObmcjQP+xYAAAuqSURBVOrUKRYvXoxOp8PT05Nr164xdepUTp48SU5ODpmZmXz55Zfk5ubSsGFDHj58qF1b5/QGgNWrV5Oens706dMxGAx88803AOzduxedTkf//v1/Vx9NmTKFI0eOoNPpWLlyJQDLli0jKyuLDRs2cOnSJfr27UtRURGzZs3i5MmTZGVlcfHiRerVq8fkyZPJy8ujTp06VFRUUL9+fU6cOEFcXBybN2/Gw8ODc+fOERkZSWJiIgUFBWRlZfH+++8zbdo0ysrKWL16NYmJiSQnJz/x93vhwoUEBwfj6elJQkICCxcuZMaMGQQEBLB7925u3Ljxm/sLIf44uaUuhMDNzQ2z2cwbb7wBQOPGjdm5cyeBgYEUFhYSHx/PhQsXmDx5MklJSezcuZMuXbowfPhwAgICyMnJ+c35iDqdDofDUSWwhYSEEBISwpo1a7DZbMyePRtXV1fKy8tp0KABCQkJuLq60qlTJ06cOIHNZmPMmDFs3LiRcePGkZeXh8FgANBCat++fXnttdcA2L9/PwCZmZn8+OOP3Lt3D4CDBw8SFxf32BqdYaqiooK2bdsyZswYANq2bUteXh5KqSfetv0lh8OB3W5n2LBh9O7dm8uXL+Pl5cXdu3dxOBxaMPfw8GDo0KEkJCSQm5vLuXPnsNvtDB48mIsXL3Ljxg28vb0ZO3YslZWVWCwWTCYT5eXl2O12QkNDmTlzJi4uLkRERODr68snn3xCfn4+77zzDuXl5drKfzc3N+3Wdv369fH398fX15fu3buTlpbG9evXSUlJoWPHjrRu3fr/7aM2bdrw1ltvaX1UWFhIeXk5WVlZhIeHM3ToUNzd3UlISODGjRtkZGQwZMgQbbrDm2++yezZs7l8+TJKKfR6PTNmzKBZs2Z07dqVPXv2kJCQQEhICK1bt+bQoUPaLXmAw4cPM2rUKAoKCgA4cOAAw4cP/81r8uKLL5KamgrA22+/Td26denYsSMxMTFcu3aNDh06sGPHDoKCgn7XNRZCPB0Z4RRCYLVaqVu3LhcvXiQpKYmCggK2b98OwJkzZ/j+++8ZOXIkK1asYOXKlWRmZhIVFcXdu3eJj48H0EY2fxk8S0pKtJFKX19fbXtYWBgmk4m4uDg+//xzBg0axP3793Fzc8PhcFBaWgo8WvTiHDmcMWMGY8eO5c6dO9rqbue5dDodfn5+1dpVVlZGUVERtWvXZuTIkVrYeRJnGFRK8fDhQ+x2O0Zj9c/mzvY663N3d6/2MxUVFQBa8HOG5F+KiYnB3d2dr7/+mn379tGoUSM6d+6sLdiqqKjgwYMHlJSUMGLECEaNGoXRaNTm3Tr17t2bjIwMwsPDee+99xg3bpw2wvnrepwMBgP9+/fn1q1bfPrpp1y9epUBAwY8ti2P6yOHw1GljyoqKnj48OFjP3w4Q6WT83tnAAe0Nru6uqLX67XXNpsNg8FQZX/ntXV3d2fkyJFER0c/sWanDRs2sGfPHj777DNSUlIICwvj1KlT5OfnYzKZftcxhBBPTwKnEEL7p9+gQQPGjx9P27ZtWbhwIbdv36ZevXoYDAbS09O5ceMGr776KrGxsTx48IDKyko8PT2rPN7HarVy//59rl27xqhRo7h06RJTpkypsuDj+PHjHDx4kMTERPr168exY8coKCh4bCAzGAyUlJSQnJxMgwYNSElJYcKECVoodKqsrNS+b9myJQADBgwgNTWVLVu20KVLFwIDA/9rfeYMuOfPn+fq1ats2rQJ4KlWniulaNGiBVFRUaxfv57k5GReeeUV3NzcCAwMpFatWtSvX5/Nmzfz3XffMWLECIKDg9Hr9djt9ip9kJaWRl5eHps2bSIsLIycnByKi4ur9KmztrNnz1JUVITD4SAuLg5vb2/WrVuHr68vQ4cO/Y/6w+FwUKtWLVq1aqXdOr979y6JiYnY7Xa6d+9OcnIyx48f59atW6xduxY/Pz9atWpV5do5j/W44+v1em0xU3R0NKmpqXz77bd069aN4OBgAObMmcOiRYseW+PJkyeZNWsWCxYsoFGjRpjNZlxcXHBxcUGv1/+pT0cQ4lkjf11CCEpLSzGbzRQXFwMwevRorFYrH330Ec2bN2fp0qVcuXKFxo0b4+3tzYkTJxg5ciSDBg1i/PjxbNu2DR8fH9zd3dm2bRu+vr40bdqUnJwcPvjgA8aNG1flfA6HgwkTJuDq6kpKSgrTpk0jNDSUwsJCzGazFqJKS0u5f/8+Xl5eTJo0idu3b1OrVi3effdd4P9GDouLi7VRUYD4+HhGjx7N/PnzMRqN+Pn5sW7duirzS50qKytxOBzaaFpxcTEWi0V732KxVHnt1LNnT6Kiovj4449p166dNtJZXl6ujfyVlZUBj0ZDzWZztXM4R+769OmD1WrFarUycOBAAIKDg1myZAmnT5/Gx8cHo9HItGnTsFgs6PV6SkpKsFgsWl+ZzWZefvllPD09uXnzJtOnT6devXoUFBRo17VDhw6EhIQwZ84cYmJisFgstGzZksGDB2O1WomIiNDC+tP2kdlsxmg0MnfuXF544QViY2Np2LAhW7Zs4fnnn+fDDz/E39+fjh07EhQUxIMHD1ixYgVeXl6UlJTgcDi04FleXk5lZaX2uqysDJvNhtlsJi4ujgkTJrBo0SKMRiNeXl4kJSVht9spKSlh5cqVbN26tVobzGYzU6dOJTo6mlGjRgEQGxtLeno6YWFhBAUFERMTU20/IcR/h079aib8uXPnCAoKwtPT86+qSQjxJ1JKcejQIR48eECfPn1wc3OjrKyMffv24enpSZ8+fQA4deoUZ86cQafTERISQocOHaisrGT37t106tSJgIAAMjMztZFPo9FIRESENvL0a0ePHuXKlSv4+PjQp08f9Ho9+/fvp7S0lOjoaFxcXDh8+DAWi0V7PyMjg7y8PFq0aEFRUREBAQGEhoaSlpaGj48PnTp1qnKO7Oxs7ty5g7u7O7169cLb27taHYWFhZhMJkJDQ2nVqhXp6eno9XpeeuklHA4HJpMJnU5HZGRktTmc+fn5ZGVlUadOHbp27cqhQ4do06YNderUIT09nUaNGtGuXTuKi4vJzs4mODhYO4fBYKBXr17o9Xry8vI4cOAArq6uREdH4+HhoZ3j7NmznDx5Eng0D9H5KCGTyYTdbteO4XA4yM7O5t69ezRs2JAePXpQWVlJenq61n54NCJ76tQp/Pz8iIyMxGAwkJSUxMSJE1m1alW1DwdP6qPevXujlNJuRUdFRQFw584d9u/fj16vp1u3bgQEBACPHmvlfCxSREQEoaGhAFy5coXc3Fy6d++Ov78/Fy9e5MyZM/Ts2RNfX19OnDjB9evXiYqKwsvLC3g0T/f27du4uroSGRmJn58fOTk5REZGsnTpUiZNmlSlDc5rEBUVxXPPPadtN5lM3Llzh27dusn8TSH+oJKSEm7evFnlsWpOEjiFEOIZppRiyJAh7Nq1i+PHjxMREfFXl/Qfe/311/n5559JTU2tMoVDCPHneFLglFXqQgjxDMvPz+fChQsMGjSI8PDwv7qcP2TixIkEBwdL2BTib0gCpxBCPMN8fX05evQoHh4e//OLZpzPjRVC/P1I4BRCiGeYwWCgdu3af3UZQoh/uP/tj7NCCCGEEOJvTwKnEEIIIYSoURI4hRBCCCFEjZLAKYQQQgghapQETiGEEEIIUaMkcAohhBBCiBolgVMIIYQQQtQoCZxCCCGEEKJGSeAUQgghhBA1SgKnEEIIIYSoURI4hRBCCCFEjZLAKYQQQgghapQETiGEEEIIUaMkcAohhBBCiBr12MCp10sOFUIIIYQQv9+T8qPx1xsMBgOlpaU4HI4aLUoIIYQQQvxzlJeX/2borBY4XVxcKCoqoqCgoMYLE0IIIYQQ/wwGgwGjsVq0BECnlFJ/cj1CCCGEEOIZIpM1hRBCCCFEjZLAKYQQQgghapQETiGEEEIIUaMkcAohhBBCiBr1b5eznNM3XEs5AAAAAElFTkSuQmCC"/></fig><p >Figure 2. Budgets of federal universities (RUR bln) with the percentage share (%) of extrabudgetary funds and R&amp;D in 2020.</p><p >Source: compiled by the authors according to the Ministry of Science and Higher Education of the Russian Federation</p><p >Figure 3 shows the overall R&amp;D volume and its share per each member of academic, research and teaching staff in federal universities. The figures for ten federal universities are significantly different. For instance, in SouthFU and UrFU the amount of research and development revenues per person accounts for more than 400 kRUB, while in FeFU (129 kRUB), NeFUAmmosov (130 kRUB) и CrimeanFUVernadsky (14 kRUB) this figure is low.</p><p ><fig><label>Figure</label><graphic 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"/></fig><fig><label>Figure</label><graphic 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"/></fig></p><p >Figure 3. R&amp;D revenues in the structure of federal universities’ budgets in 2020.</p><p >Source: Ministry of Science and Higher Education of the Russian Federation</p><p >The dynamics of publications in mass media helps to keep track of university prominence in information and communication environment, while the index of prominence (earlier known as SPI) follows the quality of publications. Apart from the number of references, it takes notice of the source (publication in a leading newspaper is obviously more prominent than in regional mass media), object’s role in publication, its key note and many other linguistic and semantic parameters. Figure 4 shows the number of publications in mass media mentioning federal universities and the aggregate value of prominence index in 2020 (Brodovskaya et al., 2020).</p><fig><label>Figure</label><graphic 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Dw8OCee+6hX79+/PDDDwwYMIDmzZtz7do1Tp06xfz5851VjZUZk8nE6dOnAViwYAFLly4lLS0NVVWZPXs2ZrOZtLQ0EhMTqVOnjjOpvjIel9Fo5PTp0wQGBnLkyBECAgLo3LkzVatWZf/+/YDDrq1mzZpcuXKFuXPnVnDEOjo6OpWLkmv+9ddfRVEICQn53Z0W8/Pz+eKLL2jSpAlt27Z1Pi5JEsHBwfj4+LjML7l2SpKEj49PKbvGEi1Uopfc3d1LtWEXQjgdAUrsON3d3UvtBxx3H2VZvmkssizfMpbyptzE6w8//MDevXv55ptvMBqN+Pr6ltlFqUaNGtSoUcP5/0aNGhEfH8+8efPo2rUrhYWFpVqglty6NRqNyLKMxWIhMzPTZU7JC1Vi33D16tVSK2ElY39EdCYmJrJ27VoCAwPLrVJekiQ6dOhAzZo1sdlsGAwGjEYj0dHRGAwGsrKyyM7O5pFHHqFu3brON0tlxWq14uXlRc+ePenQoQPbtm1j06ZNmEwmfHx8nLFXRpH3a0JCQhg0aBBFRUXY7XZMJhMBAQEYDAZMJhMXL14kNjaWnj17YjAYnB8IlQ1N06hfvz5jxoxh3bp1/Pjjj6xdu5Ynn3wSi8WCLMsYjUbn38avbVx0dHR0/te5cuUKQggXkVYi7n4vx48fZ//+/UycONGlKl+SJLKzsykoKHCZX7IvNzc3rFYrGRkZLuMlWshgMGAwGFAUpVSq5PV6yWg0kp6eXqpd+/W6C7hpLCaT6ZaxlDflIl6tViszZswgNTWVDRs2sHHjRgoKCkhJSWHr1q1UqVKFHj16uORclFC1alVq165NYmIiXbt2xWazUVRU5DKn5FtO9erV8fPzw2azUVhY6DJHVVUURSE6OpoLFy6QkpJSShxZLBYCAwP/kLG83W6nqKiIBx54wCWn9k4zbNiwP21f5c2LL77I7t27OXXqFLGxsbRq1aqiQyo3nnrqqYoO4TczdOhQli5dytSpU1m6dClmsxkhBL179y6V96Sjo6Oj42D+/PkoisLzzz9fLtvTNI2ZM2cSFhZG7969XcbMZjOFhYWlRKXNZsNkMhETE4MQopSgLNFCoaGh+Pn5oWmas515CaLYdissLIyQkBDy8vJKdYssSVmIiIjg6NGjZcZitVoxmUzUqlULIUSptMaSWMLDw8t9wa1ctqZpGk888QQvvPACSUlJXLhwgV9++QWLxUJWVha//PJLqYMuITc3l5SUFGJiYoiNjcXPz49jx465zDl16hSSJBEbG0tISIjzZF7PpUuXyMjI4P777+eee+4hKSmJtLQ0lxiPHj1Ko0aNSi2P/xZKvq2U96qhpmlkZGQ4UxsuX77M5MmTeeONN3jzzTdZv359ue7vz6ZNmzakpKSQlJRU0aGUCydPnuTll192phXcbfTt25c1a9bw0ksvERoaSrNmzUrlK+no6Ojo3DnOnj3L+vXreeCBB0qlQsbGxmIwGEoVaR8+fBg/Pz/uu+8+IiMjb6iFmjRpgtFopG7duiQmJroIy+zsbBITE2ndujXNmzcnOzvb6QFbwsGDB6lZsyZBQUHUq1cPWZY5efJkqVgCAgJo164d1atXv2EszZo1+93n6IaUZUHwR31eS2jZsqWLtcKBAwfEvHnzRHp6ulAURVgsFjFq1CgRGRkpDhw4IFRVFaNHjxahoaFi7969QlEUcerUKdGkSRMxbNgwpx3E/PnzRUBAgFi+fLlQFEVcu3ZNdO3aVfTv31/k5+eLM2fOiOjoaPHiiy8KRVGEoiji/fffF/Xr13exz/o9HDt2TIwYMUKcOnXqD23n13zxxReia9euIjExUaSlpYm+ffu6eIn6+fmJuXPnlus+7wSapokFCxaIkSNHihEjRogRI0aIkSNHimeffVYAIiQkRLz++uvizTffvCu8US9duiTee++9UsfTsWNHAYi4uDjx2muviY8//riiQ/3dHD16VBw9erTSewjr6OjoVCQff/yxmD17drlsS9M0MXLkSBEaGlqmLikqKhIDBgwQ9evXF2fPnhWKoogdO3aImJgYMXPmTKGqqvjyyy9FQECA+O6774SiKCIjI0P06NFD9O7dW2RnZwshhNi8ebOoWrWq+OCDD5x66IUXXhBt27YVV69eFbm5ueK+++4TXbp0ERkZGUJRFPHdd9+JqKgosXLlSmcsjz32mGjQoIE4f/68UBRFbN++XcTExIjZs2cLVVXF559/Lvz9/UVCQoIzlu7du4s+ffo4Y7kdKszntYSMjAzRpUsXp7m7EEJcu3ZNPPbYY6Jdu3YiLi5OdOjQQfTt29fpayaEw7x32LBhonHjxiIuLk60bNlSjBw5UuTl5TnnWK1WMWvWLFG3bl0RFxcn2rVrJ5566ilx7do155x9+/aJe++9V8TFxYm4uDjRsWNHsXv37j90TELcOfH66KOPCjc3N5Geni7WrFkjANG6dWuxZMkS8c0334iYmBhRvXp1cezYsXLdb3mjKIrT+9TPz094enoKs9ksjEajS8MFX19fsX///ooO95bs2rVLGAwGYTKZhJ+fn3B3dxfu7u5ClmUBCFmWhclkEp06dar04q+goEBs27ZNnD9/XgghxC+//CKeeOIJ0aBBAxEbGyt69+4tDh8+XMFR6ujo6FROylO8Xrp0SbRs2VIMHjz4ht7z6enpYtCgQaJFixYiLi5OtGjRQkybNs25kGe1WsVHH33kooWefPJJcfXqVec2NE0Tq1atEg0aNHDqoZ49e4rExESXWLp06eLUZq1btxYJCQmlYhk4cKBo2bKlM5bp06c7fV2tVquYM2eOqFOnjosuuz6W2+F2xesd8/UJCAhg2bJlLgVTJa3CcnNznbfd/f39XayxfHx8mDx5MleuXEFVVWRZplq1ai5FMG5ubrzyyiv069fP2YY0ODjYpRDr3nvvZdOmTc6lch8fH3x9fe/U4f5hjEYjnp6ezvxDcPhu9u3bF3Dkv/Tu3ZsDBw7QoEGDigz1pkiShNFoxGAwMGTIEDp27IiXlxdJSUk888wztGjRgjfffBMhhLM1XWXGzc0NVVWJjY3lhRdeoHHjxoCj//KUKVMYNWoUHTt2xM/P744kpZcnO3bs4PHHH2fSpEkMHDiQ4cOHk5CQgJ+fH35+fixfvpxz586xfPlyatasWdHh6ujo6PxlCQkJYf369Xh6et4wHzQoKIhPP/3U2frVZDK52Hy6ubkxZMgQ+vTp46wNCg4OdvF9lSSJBx98kDZt2jidjAICAlwsuMLDw/n+++/JysoCwN3dvZSlZVBQEAsWLLhpLC+++CJ9+/ZFUZQydVl5csdK1kssrX6dX+rt7U1YWBjh4eGEh4eX8nQteW61atUIDw8nNDT0htXbISEhhIeHExYWVuYJ8vPzc+6nMgtXcIjt/Px8PvzwQyIiIqhVq5bTCzc7O5vDhw8D3LE3QnlhMBgYPnw4sbGxfPDBB2zevJmIiAj+/ve/O1/7+Ph4/va3v90VOZa1atXi3Xff5dKlS0ydOpXz58/Ttm1bOnToAECzZs2Ij4+nRYsWFRzprUlJSSEjI4OwsDDy8/NZu3YtjRo1YuPGjRw5coQJEyZw5MgRFi5cWNGh6ujo6PylMRqNBAQElPJX/TUmk4nQ0FDCw8Nv6E9ftWpVp9a5XrheT1BQkHPOr71jATw9PZ3jN/Ji/y2x3EiXlReV11H9f4w+ffrw+eefM2bMGA4cOIDNZmPWrFmcOXOGS5cusX79eurUqXNnEp/LmYcffph69eoxa9YsJk2axKpVq3jhhRewWCx3hT3W9fj5+TF27FiaNWvGrFmzGDRoEJs3b3b+4f66QrMy4+vriyRJXL58GaPRSGBgIK1atXIK79dff51JkyZx/PjxCo709rFarXz99ddcuHCBoqIiioqK8PPzw9fXl759+/6pjiA6Ojo6On8OunitJFSvXp2vv/6auXPnMnfuXKfI+/TTTwFHi9yJEyfeFbfawdER7KOPPqJ3796MGzeO119/vdJ6oN4ODz74IG3btuXrr7/mgw8+qJQthm9Fo0aNqFu3Lu+88w6hoaHExcVx+PBhTp06hdFoZP78+eTk5BAREVHRod4WSUlJvPrqq6xYsaLM8a+++ooxY8YwcODAPzkyHR0dHZ07iS5eKxENGzZkxowZvPrqq1y7do3s7GxMJhMhISEEBwcTFhZW0SH+ZuLj42natCmffvophw4dolOnThUd0u8mMDCQf/7zn9x33318+eWXpKenU6tWrYoO67aJiYnh1Vdf5Y033mDAgAFYrVYKCwtp164dAJmZmdSsWZN+/fpVcKS3x1dffcWKFSuoWbMmzz//PFWrVnU2V9i9ezeffvop48aNo02bNnfV66Sjo6Ojc3N08VrJMJlM1KlThzp16lR0KOVGUFAQI0eOdHYPu9tp1qwZTZo0KdXBrbIjyzLPP/88zZs3Z9q0aRw7dgxFUbBarZjNZtq3b88///nPu6aJxH//+18CAgJYu3ZtqTsSTz/9NHXr1mX48OEcPXpUF686Ojo6fyHu2JX3559/5vTp0zRr1qzUheXChQusXbsWVVUxm8306dPHxaDXarWydOlSMjIykGWZFi1alHlBXbFihdP0vk6dOnTr1q1UDDt27AAchWIDBw6s9AVPf2VulEh+N/JHWwJWFJIk0aJFC7755hsAZzu/GyXoV2Y8PT3RNI20tLQy02lsNhtQ+YscdXR0dHR+G3dEvCYmJtKzZ09SU1P54IMPGDlypHPshx9+4P333yc2NpaAgAAOHDjAypUrmTZtGvXq1ePcuXOMGDGCwsJC6tWrR2ZmJrNnz+bf//43PXv2BBwX3BEjRnD27FmaNWuGzWZjxowZ/Otf/+If//gHAPPmzeOTTz6hTZs2mEwmNm7cyK5duxg/fnyZbWorArsmOJuey7WCIgyyDJKEKL7tKUkyRpMJg9GIEAK7YkO1qwihEerrRc0gH+6m7FEhxF2b73ojVFW961eSrxetFouF5cuXExkZyX333VeBUd0evXr1IiEhgQEDBvDII4+4OJckJyezevVqIiIi9KItHR0dnb8Y5S5eNU1jzpw5hIWFERQU5MxBA0hNTeWtt96iVatWzJ8/H3Dk2d13331MnDiRefPmMWfOHBITE/nxxx8JDg4GYMiQIbz66qs0bNiQ6OhoFi1axNq1a1m/fr3Td3Pq1KkMHz6cRo0aERgYyPvvv8/rr7/O0KFDAThy5Ajx8fFERkYyduzY8j7s30W+VWHdqWRyrTaMsgEkCU1TkWUDmt3O6f27OXdoHx7ePjSO60pwRA0Uu51wX09igip34dbZs2eZMWMGSUlJWCwWFEXB29ubqlWr8s9//tP5ut2tbNu2jffff5+xY8dy//33V3Q45UJOTg4vv/wyvXr1uivEa+/evRk7dizvvfceM2bMKDVevXp1ZsyYoXvW6ujo6PzFKHfx+uOPP/LTTz8xduxY5s6d67x1B7B161YsFgv//Oc/nY8FBgbSr18/Fi5cyM6dO9m+fTvPPPOMU7gCDBw4kMWLF7Njxw7Cw8NZvXo1/fv3dxFAffv2ZebMmaxbtw5vb2/Cw8N5+umnneONGjWic+fOrFq1imHDhpXpc3YnKLDZUcqoshcIrhVYsKoqgb4+/DB7MucOH+Af42cRULUaaxd8yI+LP8NS4GiycHD1Enq9NIKmXXpisStcK7DgZih921oTAk+TEbOx4lYEt2/fzlNPPcX58+fLHF+9ejUffPABgwcP/pMj++2cP3+e999/n5ycHFRVBRy33k+dOsWpU6dITk4mOjqa5s2bM27cuEq9upySksKhQ4fKHDOZTKSmppKdne00u67suLu78+6779KvXz8uXrxIRkYGJpMJWZapWbMm1atXJzQ0tKLD1NHR0dEpZ8pVvObl5TFv3jx69OhBly5dmDRpksvFfN++fQgh8Pf3d3leVFQUmqaxceNGkpOTCQ8PdxkPCgoiODiYpKQkzp8/z6lTp4iPj3eZ4+3tTWRkJEt8NWwAACAASURBVCdPniQ3Nxc/P79SAjU6OpqDBw9y9epVoqKifvdxCiFuO39z1q6jbDh1AR+z63y7JgjwcKdFRBiyJJN+KYnkU8eQZZmUs6fYs3oZNouF6nXqo6kaaRfP8uOiT4is3xDf8EieXbIZRdOQf6WVsousDI27l4dja/zu4/ujfDxvHufPn6df77/zj388jY+PL0JoaJpg06ZNzPzwQ6ZOncqD3bsRXK1yi4vs7Gw+//xzfHx8qF69urNzSHZ2NgBZWVnY7XYCAgIqtXAF2LlzJ0888QSqqrrcEfk1f9YXu/KiQYMGzq5zx48fJzMzEw8PD3x8fCo4Mh0dnb8SsizfdV7lf1XKVbwuWbKEY8eOMW3aNIQQpV5ku92Ov79/mcJPlmXsdjuenp6lLjrX50va7XZMJhN+fn6l5pS8sTRNIzAwsJSYkCQJWZZveuG+HQwGA+fOnaOwsPCm82QEqVevkWdT0YTNZUzRNEzXFfwY3dxw8/DE7OHBhRPJZFxOIa7/IPq+9i9ko4kVH37Af76az+VzZ/CrHkVGoQWL3Y5BlpCKs18lCfJsKmcvXuSUlosmSYDkGHBBlPXPH0YymdE8vNl78BC16zdg9Kz5+Pl4I7T/38OzbTqSWmDlkxlT2XTgGM1beqLmZKBZCsuIs2KRZZnz589jMpmIjIzkiSeeoH79+ri7u7Nq1SrmzJnD448/TocOHTCZTJXa3F+WZS5fvoyiKAQGBhIWFubyNyrLMlarlfPnz5Oens7JkyfL/BuuDEiShCRJnDhxgmPHjtGlSxc8PT1JSEhg8uTJzsYRcXFxjBo1iho1aqBpWqU8Fh0dnbuHgoKCci88vr6wHBye7u3bt3fql8zMTJYvX05hYSFGo5HOnTuXKlD94YcfuHjxIgC1a9eme/fupfazdetWjhw5Aji6YD366KMu4xcvXmTNmjXOQvq///3vpbpoZWZmsmzZMoqKijAajcTHx5dyRro+lrIK6cuLchOvycnJfPbZZzz77LPUqFGDnJwc50WmhJK+96VuoRdfJIUQGAyGGxbBlFx8bjTn+ovtrfbze5EkCTc3N7Zu3XrL26tGzU5qaAO8fKpi1Ep3YjL+qlpdtStkXrlMfobDAD8qthFuZg9ko4GoBk0AyMvOwmiQaRoWgqKp2FUNq6YhNIFVtWPFIbiWHvgJRUgIxQqaCkIgKBaqwpG24DgnJeJV8OvT8pvOkmLDPaYhpjpNUD18uHLhLNMXJtCow98wGE3F51yQfTWN/x4+jsFkYuelLC75p5F/Yh+WUwfAWLncCGRZRlVVunfvzvr16xk9ejRt27alc+fOZGZmAvDLL79w7NgxLBYLP/30UwVHfGNKnBEaN25Mfn4+vXv3xsfHx5kKYTQauXr1KpMnT+bYsWN8/fXXqKpaKQWfJEkYDAYSEhI4e/Ys165d48qVKyxduhSz2Uz9+vVRFIWtW7dy5swZZzHX3dQNTUdHp/JhNpupUaN87moKIfjwww9ZuXIljRs3duqVyMhI54Ld3r17GTVqFIGBgdSoUYOLFy+yYMECZsyYwf333092djbDhg3jzJkztGjRAkVRmDlzJsOGDeO5557DYDBgt9t57733WL9+vbM+Y/bs2Rw7doxRo0bh7e3NDz/8wLhx42jYsCGBgYH8/PPPLF++nOnTpxMbGwvAnj17GD16NFWqVCEyMtIZy8yZM7nvvvvIyspi2LBhJCYmusQyYsQInnnmmXIvbi438Tpz5kzy8vIYNGgQiqJgsVjQNA1VVbHb7RgMBiRJ4tq1ay55sOC4GJlMJqpUqUJubq7zlmwJJRfewMBAzGYzBQUFTvFw/TYA/P39URSFtLS0UiuskiTh7u5OQEDA7z5OIQQ2m40uXbrcsmmAhGDusRRS0rIx3iQHVcLhLmAtLOTzt16nKD8PAFVREEJDsdrJuJyM2cODwLBwDJJE7SoBSJIj/cBevKqkqBoqAlOwH0YlBjOAXUFoKm4GAz5mEwZZwsvNkRNrkmXnYx4mA55uJmc8pWK80aJoifjVNE4WSZzM12jd9SEWT/wXCe+P5L/fL8ZoMjmEsdDIvnaF1HNnqNu8NWHVqwOCBk2a0/j+5iBVPuspWZYxGo0kJSXxzTff8PHHH7ukndx///08+OCDf3g1/8/AaDQSFxfHwoULadGiBXXr1nXGLcsymZmZnD59mnvuuYeBAwdWSuFagiRJ7Nq1i5ycHF555RVWrFjB0qVLeeedd+jTpw+aprFgwQKmTJlC/fr16dSp013xGuno6FReNmzYUEq//F6+++47Zs6cyfTp03nooYdKjefn5zNhwgQkSWLx4sW4ubkhhOCBBx5gxIgRrF27lu+//57Vq1ezZs0amjdvDjia0YwePZr69esTFxfHpk2bmDt3LvPmzaNPnz4AdO7cmccee4zY2Fh69OjB22+/TbNmzViwYAHgSJe7//77ef/991m8eDFFRUVMmDABg8HA4sWLMZlMaJpGjx49GDVqFKtXr2bp0qWsWbOGdevW0bRpU8CRqjlq1Cjq1atHhw4dyuW8lVAu4jUvL4/Tp0+Tn5/PY489hqZpKIrCqVOnuHr1KsePH2fatGmEhYWRm5tLfn6+y/NTUlKoWrUqjRo1QtM0p/dkCZmZmWiaRkxMDCEhIZhMJq5du+Yyp7CwkJycHJo2bcrRo0c5f/6803y9hNTUVCIiIkrl3P5WNE0jKiqK6OjoW871S87HfikdbiRehUDTVOrd2waBQLFaMRgM1GpyL4Gh4SBJZKRe4si2TTSLf4Dohk0dtlnFK2YAsuRIDTDKMhKgubkhpGIrrWLVKSSJIllGksAiyxhkCVlyrP5KkoRRk5BtEiZZxtfdDZMsYTYZ8HEzIUvg5+GGyWDA3WjAp/hd82s9ezXpGvbMVFp07Ul+VgYbv/6E03t3uswxGIzUb9mOv788Er8qVcjKKySgagh1a1fu3Nfo6Gjatm3LQw89xHvvvceePXuQJImYmJi7yoopJiaGNm3a4OvrW+b4F198gbu7O+7u7n9yZL+dZs2asW/fPvLy8oiLiyMgIIAGDRo4X4/Y2FiEEISFhd1Vr5GOjk7lZPv27Vit1j+8nczMTObMmUOfPn3KFK7gcEg6duwYU6ZMcaYqSJLEk08+yZAhQ/jpp59YvXo1ffv2dQpXcLiwTJ8+nTVr1tC+fXuWL19Oq1atnMIVoFOnTjRs2JA1a9ZgMpkoKiri1VdfdY77+/vTr18/5s6dy5UrV0hOTubEiRNMmzbN6ZstyzJPPvkkL730kjOWRx55xClcAfr06cOMGTNYvXp15RSvXl5eLF68GLvdTlFREeAoZBk4cCCdO3dm2LBhBAUFERcXx9SpU1m5ciUjRowAID09nZUrV9KtWzfatGlDkyZNWLJkCc8884xzxXXx4sWEh4fTuHFjfH196dy5M2vXrmXkyJHO5gbLli1DCEGnTp0ICwtj8eLFbNmyhV69egFw+PBhdu/ezdChQ8vFXP52v32pZTgN/Bq7otC864M0+1sPSiShQCDLBlS7Hf/gEJ58dxrunp4YzO6odjsGWcYgSYhf3e4XOMS1pqlIUsmqroQGWIRwzikrfaAEWZKKnys5C8Jk2ZFZKyEhFf/u7+6Gm0HGzWgg0NONpKwCjBIY3d3pOngIbXr2JfNKKtaiIowmN2RZJiQyCg9vX4ctmN3uiOUuWREzmUz06NGDxo0b8/3335OTk0P9+vUrOqzfzI2EK/CHv9j9mfTq1Yu5c+fSp08fhg4dSrVq1fjoo49QVZVjx44xe/ZsAgMDSxWA6ujo6PweNE0rl8LcEydOcPHiRQYPHsxPP/1EUVERBoOBmJgY56LY4cOHyc7Oplq1ai7PDQ0NxcfHhx07dnD48GEX4QqO4vXq1auTlpZGZmYmhw8fLnWdMplMxMTEkJyczPr165EkqdRnf2RkJJIkkZSUxKFDh8jJySnlkR8WFoa3tzfbt2/n2LFjtG7dusxYUlJS0DStXBv7lIt4lWXZWWRVckvey8uLoqIi3NzcnAfcqlUrRo0axYcffojVasXHx4dNmzYRHh7OSy+9RFBQEKNHj+bFF1/k6aefpkmTJly4cIGffvqJ6dOnO1/E119/neeee45BgwbRpUsXsrOzWbp0KWPGjKFOnTpEREQwcOBARo0axYULFwBISEjgb3/7GwMHDiyPQy5XhBB4eHljKl4lFsIhOFXVzu5VS9FUlft7P44sS+Tn5GC1qSRl5yJLEgZZwiQbnKuosizhY3bD02zCpmooqkqRYneK2OISLucfYIlQRSpeweW6XFfhsN4SgKr+v7oVxYu+hTbXHEJZApNRRlUUFLuCT2AVgsKqk56STOLBvVgLCsi4fIka9e+hamQUmup4jsVuJ8diw91oqFCLr9slPDyc/v37k5CQoFe0VyDt27dn6tSpzJkzx7lqcPLkSdavXw84Pjjffvtt7rnnnooMU0dH5y+CLMtYLBaX4lxVVfH09PxNLagLCgqw2+2sXbsWs9mMoihkZWWRk5PD22+/zQMPPICmafj4+ODh4VFmHCXF679OgywpXof/F9uBgYGl5pRoAEVRblpIX5L+6evre8NYVFW9ZSzlzR1rD+vm5sbIkSOJiYlxefyNN96gWrVq/Pzzz2RnZ9OhQweGDBmCt7c34FjO/vbbb/n2229JTk7Gw8ODr776ikaNGjm30bBhQxISEvjoo49ITk5GlmVmzZpFp06dAPDw8GDWrFl8+OGHzqq3p556iueee+5OHe4fwmgycWrvTi6fT0QqfqElWUJVFH74eAZCVcnLvIabuyd1mrfGMyScI5evYVXtGGWH4DNIYJQNWO0qjzWtQ6eY6lhUFcWuUqDYQUCeVUHVHLmxeTYFCYl8m4KiaiiqRr5NcRG2gHPltcTRAAnk636/Hql48q6VCaT9co4HnnmVrCuXSZjyLkd3bHbOq14nln7D36Zmw2aYjXYuZRew+kQSnm5GPE2OHw+TEW+zEU83Ix5GI15mx+N/NrlZWaxcvRqLxeIi+Ddv2cKiRYvYvXs37dq1JToqim7de/zp8f2vM2TIEOLj41m7di1paWnk5+djNBoJCgqiSZMm9OjR465s46ujo1P5MBqNZGdn8+WXXzofs9lsREZG8sYbb9z2drKyssjKyiIyMpJp06YBDielRx99lJdeeon27dtjNBqdvtXXU1KLUCIMb1a8XjLHaCx97fytBe4Gg+EPxVLe3DE14OHhwVNPPVXm2OOPP87jjz9+w+c2adKEJk2a3HT71atXZ8KECTed88orr9w60IpGkjAYjexZs5w9a5YjGwyIMmx9ls+aBMDAsZNpHBGNyWhwpBZIEnZVxeF7oJJZaMHDJBMV6F3m7jQhsGsCi2IHJCx2FbumoWoCi92xpJprsWFTNeyaRnaRDQnIt9mxawJNE+RYrGhlvBeFJKMoVnatTMBSmE+fV0ezd+1yju7YTFSDxtzbpSeZaSls+fZz1n46i8HvTcfd25cCm5Vcq+KwOQM0TeBmlHE3GjEbZdwMBtxNBszF//qYTXi5GfExm/Axm/A2m/B2M5Wr01ZyTgEn0vM5sncPb78wBKulqHg1XEXi/1enFy1axKJFi6jXtAUiqiGtoqoR6FG5XBOuR9M09u3bx4oVKzh58iSyLFOlShXatWtHt27dKk3r5N9C7dq1XfK1dHR0dO4EJZ7ePXr8/0KFpmllrkjeDH9/fwICAujbt6/zMaPRSK9evdi5cydnzpxxFtEWFBS4PFeWZefnts1mIz093WW8RIT6+vri7e2N1Wrl6tWrZc7x9vbG19eXq1evlkqFLBG9QUFBN4ylxH70VrH4+fmVuw/6n7+UpeOChCNNwG53yM+W3XoR1bAJRrMZpaiQ/3w5H01odBn0PLIsE9WgEapic0lSLUkHAEfqwM2+5MiShJtBws3gEFi+mG4an0115KPaNY2cIhuKpmFXNQSOldwiRUUVGnlWhSt5VtIsRWhCxcPbB3cvb4qKO4Q9+NxrNOnYpfh2Bfy4+HOu/nKeyHuaYpAkjEa5OA/3/y29bKqKxa4ihM2RyysEEmAyyBhlGaMsYTTImIp/9y4Wsz5mN3zdHb/7uZswG43FBWoSBonb+iM6mJLB8YxCfknPoaiwgJDoWtzbtRe+QcFIskzi/l3sW7eC1j0fITK2Ee4+vvz3UjrV/LwI9Ai65fYrArvdzrvvvsvs2bNLOXokJCQQEBDAuHHjeOKJJyoowvJl586dTJ8+nTFjxtCsWbOKDkdHR+cuR9M0zGZzKZ/V34qPjw+yLJOYmEjbtm1L7QMgJCQEq9Va6rP6ypUrmM1mmjdvznfffVdm8Xpubi61atXCy8sLb2/vUnNUVeXKlSs0adKEkJAQsrOzSxXSp6amEhQURHh4OFWrVi0zlqtXr+Lu7k6zZs1YvHhxKZFcEkvt2rV18fpXQ5ZAFoJ7O/cg9dQxDm1cjV9wCPf1GUBASDX+u24lisVCu4f64mb2QGh28suh2vF2KWlB62aQGbV2F2euZTsttbTrbgdY7Cr1qwYTE+hHeK16HN+1leM7txFRJxYf/0CQHHrbUpDv9NvUNA0JUIXArqqYZBmDLBf73zoK0WyqigYYJAlJkv9f7GsaigZCUZ1zpXyL43xKkjOXVwZMRgN+7m7FK7RG/D3MeJmM+HmYMBkclmEmg+QUxQCqJpA0OzVq1qJNz778/ONaTuz4kQdfeJ3GHf6Gp4cH+9atoF6LNrTt2RdLUSFZBYXY1cpbfLZlyxZmzpyJ2WzmlVdeISgoiJUrVzp9X7/88kuGDx9OdHQ07dq1q+hwb8nNbkfJsszJkydZtmwZjz/+uC5edXR0yoXyuAXeoEEDatWqxbfffsugQYOcwm7p0qXExMRQr149qlWrRmRkJN99953T6F9RFBYtWkTjxo1p3bo1HTt2ZN26dYwaNcpZE7R8+XIURXGmUT744INMmTKFAwcOOIu7Nm7cyLlz5xgzZgyBgYFMnjyZFStWOAu7MjIyWLFiBfHx8Xh6etK8eXMiIiJISEiga9euLrE0bdqU1q1bExcXx9q1axk1apTzDt6yZctQVZXOnTv/4XP2a3TxWkHIkkSR3c6Za1mYjQZ8GrWg44jxbP7qYzYs/IQjWzfQ8elXKCoqRAi4kJ6Fyd2C0FQKbTbnKuSfSVaRlfQCC55KabN3RdWw2u0YTSZaduvFoc0b+PLd4TTr3B3JYGDDF/NIPn2CpJNHObh5PRF1GxAQEoYsSWQVWTiTnomP2Yy7wYC7mxGTJGMyyIT6euFhMpJntWNR7MUtcYvFKSUFZxJycb6tEI4PF/t1zgoWu0aepXRDCYFwpCCYTHi7G/FyM+HjZsLf040Cq4KkqvgEVaH/8HeIqBvL9mWL+fDlJ+n29Iu4mYtvEwmB0ASiWIhX5haxycnJ5OXl8fHHH/PYY48BjmrRl19+mZ49e9K9e3c6depEQkLCXSFeFy1axMGDB5EkqdQFxd3dnX379gHoOa86OjqVCn9/f0aOHMno0aN5/vnniY2N5cSJE2RlZfHvf/8bLy8vvLy8GDt2LKNGjeL111+nRo0aHDx4kCtXrvDxxx8TEBDAkCFDOHjwIIMGDaJHjx7k5uayZMkSRo8e7Uy9fPLJJ9m3bx8vvPACAwYMAOCrr77imWeecdpXjRo1ihkzZqAoCr6+vmzatImQkBBee+01ACIiIhg7diyjR49m6NChRERE8PPPP3Pt2jXGjx9PQEAAL730EocPH2bQoEF07969zFjKE128VhCy5Mg3PXz5KgKBhITR7Ev9Z4YR1KQ1v/xnBYvfHgZCxbt6NPsupWJwMzurB03F/qx/JkZZdlmdvJ4SMa2qKnWat+axUePYvnwxW779AoDcjGsk/vxfAKpF1aTn868SUC0UYbdTaLOTkpOPyVDo3JZJNiCEYHSne2kSVoVsi40Cm50im51CxU6BTaFQsVNoU4t/VxE4Vlodp6XYWeFGaQLFcwpsdvKtdtLyHau3Je4KJoOMm0FGtduRDQbiBzxL/Zbt2PzdV85jAorzk++O1qMleUe//PKL87GCggJnrlJ8fLwz/+luYNGiRU5ngZuhi1cdHZ3KRo8ePQgNDeW7774jOTmZgIAAPvnkE5eUhP79+xMcHMz69etJTk4mKiqKcePGERkZCUD9+vVJSEhg9uzZJCcnI0kS06dPJz4+3rmNqlWr8tVXXzFt2jSSk5MBh1jt16+fc85rr71GtWrV2L9/Pzk5ObRv354hQ4a4uOk8+uijBAcHs2HDBpKTk4mOjmb8+PFEREQADl/tX8cyc+ZM5wpweVNu4lUI4XQJKLmQt2nThqFDhzotGDRN49///je7d+926XYTHBzMO++84zwJR44cYerUqWRlZQHQrl07Ro4c6bK/lJQUJk6cSFJSEuAwX58yZYqz2q2k9dqmTZsAh4CZPHnyH85VKU9K8jed2BWQZULbdsa/Vn2SN68m59wpvMJr4ObmhsHNDc1u56ZJrRWM0DSQZdr16kfde9uQej6RvMx0bJZCDCYz3n7+VAmPILRmbcd7oDgH1iBLLqJYAAU2hQBPN0J8PAjxcU2It9pVx4+qYVVUrKpKrkWhwGYnz2oj36qQr6jkFtmK83aFy7YpeftJOD1tHZZhTi+F6yzDBEUFeVSLrsVjI9+lQZv27F23gsK8XILCI+4K4QrQqFEjGjZsyMSJE9m2bRsGg4H9+/dTpUoVoqKiSE1NxWKxlPIVrKw88MAD7NmzhxdffJEWLVqUGt+0aRNz5sxxaeiho6OjU1lo2rSpi6l/WXTq1OmmAjA0NJTx48ffdBvu7u6MGTPmpnMeffRRHn300ZvO6dy5801TAMLCwm5ZSF9elJt4PXDgAGvWrGHw4MEEBQWRlJTEhAkTyM7OZvz48RiNRjRNY8OGDUiSxFtvveUUmmazmaAgR5HL+vXrGTJkCE899RSdOnUiLS2NMWPGkJmZycSJE5FlmaNHj9K7d286d+7M8OHDsVgsjB49mkGDBjF//nw8PT3p378/Fy9eZMKECZjNZj7//HP69u3LZ599VuaFrrIgNA17UQHmoGBq9hqAkp+LZDSCENjycjG4uSHJRq4XY5UFCYcItQuB1WbFMyCQmk3uRbFZEZqGm7sHXv4BSEhYC/IQqorJYHD6y/56W7IkoZZlawCYb+IJqxQ7JdiLbcGsdpVsi0K+VSHPaiPXopBvU8gpUhA4HBRUIdBE8b+awCBLxXm2ErLBgKZp2CwWTGZ3Ylu3JyAkFMVqIaBaGHbFdles7sXExDBr1iyGDBniXLH08fFh+PDhNGzYkG3bthEdHX3HvimXN4MHD2bz5s0oisLDDz9catxmszFnzpwKiExHR0dH505SbuL1nnvuYe7cuS7LzKdPn2bevHk8//zz1KxZE3A0L4iMjCQuLq7UNgoLC/nkk09o1aoVY8eOdd7uTUtL4+2336Z37960atWKL774gpCQECZPnuzsFqQoCo899hgbN24kODiY/fv3s2DBAjp27Ag4EqQ7dOjA7NmzXTzaKguSLIN03cqjqiGb3HCvEoLBzcy1n3eTuOQzYh5+giqNW6La/ryirdtBliSyLBbS8guRhODSob0c376Jk7u2YS0qwmA2Uy0iivptOlCrTXv8IqIRmoaMINtiKVPA/l5MBtl1RRsILW4qVZIaoBWL1rwSIWuxkW9TybXYyLMqpOUVogiwWYs4vmsbXr4B1GvZjqvJF1g+8wNO7tmOalfwD65G16eH0Kr735Gkyi1gZVkmLi6OQ4cOOdsnR0dH4+fnB0CHDh3Yu3cvnp6eFRzp7eHl5cWIESM4fvw4NputlMl2vXr1eOedd2jQoEEFRaijo6OjcycoN/FqNpsxF3eIKsFgMJTqsCCEKNPIFhzdcQ4dOsRbb73lkqd4//33YzQa2b9/P3Xq1OGnn36ie/fuLm0umzVrRnh4OFu2bMFgMBAZGemywhoYGMh9993H9u3bycjIcK70VhZUmxWhqpRy/geMHp4UXUsj75ezWHOyShI5K1X6gFGWuZxXwOWCIq7u28GJBVNB0zB4eqMqCliKuCQlc37BbExLFtLgmaEE1GuEptiREGXm0d4JJMnhXGBwdFvA7G2gCu6l5n1/7CJnc6xkJCeyaMK/aNOzL3VbtmX9Zx9x5KdNVAmPoGpkNMmnT/Dd5Hfw9AmgVruOf3oR3e9BVVUyMzNJTU0lMTHR2R2mbt26zmYhdwutW7cu1ZKwhEaNGrk0N9HR0dHR+Wtwxwq29uzZw9dff03//v1dcuisViurVq3CZnPcag0NDeXVV1/F19eXS5cukZmZWar3uqenJ/7+/mRlZXHp0iVSU1NLzTGZTAQHB3P58mWysrIwm82YTK4epkFBQaiqSnZ29h8Wr7/e9o2QZfnmOZHFt6VTtq4l8+Rhx2O/mi4ZDFgyrxZPv7nIE0KU2U2jPLhVgZgsyWh2O6nb1mE0uxPZrQ/+tWMpuprG+ZVfE9SwOb7RdTn3/VdcWPE1Xi+MwuwXhFBLOwGUcLvnubyRJEdBnKUwH1tREf5VqiIbDFw8fpiAqtX4x/iZ1IhtzOl9u/jszdfYufI7olq0u+EXs8rCqlWr+Pjjj9m6dauL4XRsbCzt27fnpZdeomHDhhUYoY6Ojk7l5G5ID/tfoVxVzrZt25g1axaKonD48GGaN2/O+PHjcXd3rGwZDAbGjx/P+fPnycvLQ1VVPvnkEzZs2MDChQsxm80EBASU6o+rFXeckopzEL29vQkODnaZI4RA0zRkWcZkMhESElLqjVZSqf9HqvQlScJkMrF161anFc+NMKCRXFB6RbrUNg1GshNPkH547+0EcNNhd3d3fj74M8YT/0WhfP7QSjpK5eS53VwYF5uwKvl5eARXo2bPxzB6+aDk53Lpx1UUXE6mwdNvUHg5maSNK7CkX8U9oAriCdkM0gAAIABJREFUBvU0JpOJzZs384vJjr2cjuW20FTSg6IxBVTDw8sHd29vrvxyAaWoiOCIGuRnZ1EjthFGk4m6LdriXzWErKuXkYXG4eSrnD+4Fy0/G+3/2Dvv8CjK7Y9/Zral94Q0QkhIINRQlCpNBASkiYCNYgXuBQQJV71eRFAuTUUIREAQsdARRBLgIqEpSC9KJwkEQnpPNtky8/tj3bnEUHUhm/vL53l8fNh5s3venZ13zpz3nO/BfoLjGo2G69evM3v2bK5du4a3tzd+fn7cuHEDnU5HQUEBn332GYcOHWL06NF4eHhU+0Ina4cYk8lUoUC0hgePSqWqsFaYzWbMZrOyjqvVaouknamy7J49YV3vrVjvM9ZdReuY6vIbs87Heg+0ngOr7SqVCpVKVW3m87DJzs7Gy8urqs2oARs7r1FRUUyYMAFZljEajSxbtoyXXnqJuLg4/Pz8EASBRx99lEcffVT5m65du9KzZ0/i4uLo0KEDBoPhli3IwHIzEgQBg8FAUVHRLcdY/19QUFAp4nnz+/wVRFEkMzPzrk6wWjajdwlB1LpzWw9NlpElM7Ue7UjBpTMEdXoS35btfk8hsKBycCTr6M9c2rACpDs7FCqViry8LK7oszAItokCWp1Xg2sootoR5NssarIlSuzkH0Te2RNkHN6HV8NoilKT0Odk4OBjES7WOP8eNb/LXERRJCMjA7WxEKON5nJPmE2onPzRuEt4BwbTsHUHfonfhE9QbfxD63Fk+/ccit+Ed1BtDm/bwrULZ4nu3AMHnY6M0nKuloqQmo6DSY+MYBeldQ4ODuzdu5dr167Rp08f2re3RIl3797N7t276devH5mZmaxfv55Vq1bRu3dvjMbbR8SrA0ajEb1ej5OT0wPbjaihMqIoYjabuXTpEoWFhXh6ehISEoKTkxNGoxGDwcD333+Po6MjPXv2rOAI2huiKHLlyhV++uknBEGgU6dOhISEsH37dnbv3o1Op6Nnz57VpgmGRqMhPT2dq1evotFoCAwMpFatWkpg59SpU/z888/07NmTOnXqVPsHWFtTXl5eE321E2y6ovv5+eHn56f828fHh969e/PZZ58xZcqUW/5NZGQk0dHRHDt2jDZt2lBWVoZer68wxvoEGBAQoPTq/WMrM1mWMZvNBAUFIUkSmZmZlRZEk8mEm5tbBRvvF1mWKS8vZ8iQIURERNx1/Ps/HuXSxVQ0utv3u5dNJnyiW5N37iT67HRcgkMRVRrk351EtaMTpWmpiFotgurOp0yv19OhfQeGNA2/v4ndA2e/20t2Vj6OmlvbICMjqFT4t+lM/vlTnI77N/91fcE3ug2SZKboWjIaZxc0bh53/Lzy8nL69+9P69p//nz9WTafucbFnEI83T3pPGQkOTfSSPhikSV/F1gxdZIy1ss/kA4DhyKqVKhkCUe/ANwCg+gSXou6Xm6WTlAPfQaV8fDwYOPGjTz99NOMGDECsKTSxMfH061bNzp06MCOHTvw9fXl73//exVbe3dUKtVtbySyLBMfH88///lPPvnkEzp06PCQrfv/i8lkYuHChaxYsQKz2YxarebFF19k/PjxNGvWjLy8PJYvX05QUBBvvvlmVZt7Ry5evMgLL7zAiRMnlOBJnz592L17N1qtlvLychITExk+fHgFbU17JTU1laeeeoqzZ88C0LhxY8aNG8ewYcNQqVTMnz+flStX0qNHD7p3717F1tofX3zxBeUPscNlDbfngYYjwsLClFzW21FeXk5OTg61a9cmIiICBwcHLl++XGHM1atXkSRJaZnm4+PDpUuXKozJzs4mJyeHdu3acfz4cY4fP05eXl6FfNvz58/ToEEDHB0raob+GbRabaXq5ltxLzmQsiwjiCK1H3+K4rRUTKWlqLRaxfmWTCacg0KIfHYUrnUjkEzG2+5HW3Ne78W2++Wu6RayDJKEb/M2IMCNff/BUJiPqNXhHt6AoMe6IxnKcQuth1vdeug8vJHNd942vNfv2dZoNCrKTGayCwrwiWzECzNiObJ9Cym/nsBQpsdsMqLROeDhW4vorj0JaNySMoMBrWgppMs3SiSm5CCoddTzto8iqEaNGuHl5cXChQuVrdtVq1ah0Wjw8fFRxrm6ulbJd36/mEwm9Hr9LX+XWq2W1NRUTp06RWFhYbWYz/8Kly9fZvHixZjNZry8vCgpKeGLL77g1KlTrFmzhvDwcDQazQNbp2zJr7/+ypkzZ3j22Wdp06YNsbGxTJs2jQYNGvDJJ59w6dIlxo4dyy+//EKvXr2q2ty7snjxYs6ePYtOp8PV1ZVff/2V1157jfz8fGJiYhSlEZ1OZ/fnpiqoibraDzZzXr/++mtcXV3p16+f8tpnn31GXl6eInz722+/kZSUxFNPPaWMWbRoEWfPnmXq1Kk0aNCAPn36sHTpUp577jlCQkLIy8tjxowZdOzYkSZNmqDT6Xj++eeZM2cOL7/8Mm3btgVg+vTp1KlThy5duhAWFsaSJUtYsmSJEvFdvnw5p0+fZvny5TbpTHWv+UD3uh0mSxKOtYJxCghBMhor/J1sNuHgXYvgzsFIJmOFlIK/8pkPAlmWwWymVqvH8I1uS3l+DiqtDq27B7LRiGQ2E9pnCAJgKi+zNDW4A1WVd9UpLIAIbzf4vXmBqAphZNc2iKKK0uICZLOEzskZjU6HoawMk6Gc1PxizmbmY5ZkVMjkluiJP3OFx8L9aR5Y9eoWjRo14p133mHSpElK5BXg6aefplmzZhw+fBi9Xl9ttkA//fRT9u3bB1T+zWu1Wi5evAjYd8ve/0VSU1O5fPkyPXr0YOLEiRQVFbF582a++uorBg0axOLFi9FqtdXivKSnp2MwGJgwYQKPPPIIBoOBmJgY3nrrLXr27ElWVhYxMTGkp6dXtan3xKFDh3B2dubf//43UVFRnDp1isWLFzN58mRcXV2VHOSafNdbY6/pLf8fsZnz6unpyfvvv8+yZcuUXuN6vZ4lS5YooucuLi4sXbqU2NhYHBwckGWZsrIylixZouixTpkyhYKCAgYMGEBwcDC5ubnUqVOHGTNm4OzsDMCoUaPIzs5mxIgRNGjQAL1ej0qlIjY2Vin4Wrx4Mf/4xz84evQoAGlpacyaNUvp5WuPyGbT7VNjJTPm8uqTf2QuL0MQRBw8vS0pHWVl/z1Wpr/DXz4cruYXE/fzadSqWz9Ja1Xif4/dvF4J1qdvwdIWVpLhd9Wy7JIyQCTYzQVBsOjN6k0m9idlcPhqBsUGA+M6NH1osmB/xNHRkQkTJtCsWTOOHj1KSUkJ4eHh9OjRAzc3Nxo1asSWLVto1apVldh3v+zatYv4+Pi7jqsOTtL/Eh4eHjg7O9O9e3dl6/mpp54iKiqKd955hyFDhpCTk0NgYGAVW3p3/P39EUWRLVu2UFZWxurVqwE4cOAAQ4YM4ezZs5SXl9u9yoiVwMBAAgMDee2119DpdHTr1o2uXbvy8ssvM3bsWOrWrQvUXDMPGlmW+eijj9i/f38Fh9jb25v33nuPOnXqKK/t3r2bRYsWUV5ejizLDBw4sELwIS0tjZkzZyptv0NDQ5k7d26FQsPi4mLmzJnDiRMnAMvu2ieffFKh8H3NmjV8++23gOXhZfz48ZVSYRITE1m0aBEGgwFZlhk0aBDDhg1Tjl+/fp1Zs2YpttStW5e5c+c+kJoDm71j7969iYyMVHJNBUGgTp06BAcHK2Pq1KlDbGws165dUxLEa9eurfTpBcvFtWzZMk6fPo3RaESj0dCkSZMKwunu7u7MmjWLIUOGUFZWhiiK1K9fv4L8Vf/+/YmKiiIrKwuwLEL16tWz1XQfEsJ/ZV+r4ROfLEvIJvt8gs8vLeeHcynoVKq7CTjcgj/+geXciIKIm06L0Wwm1NMdUbC0vC0zmUgvNlBuMqI3mnHVVd3WkyiKdOvWrcKiZDabKSwsxN/fv9q0hgV48cUXOXr0KDExMfTq1atSVGTDhg1MmTLF7ivay8vLmTp1KhcuXKBnz54MGDCgQhpHdSMiIoI2bdqwe/duXnnlFdzc3NBqtbz11luoVCreeustJbhh77Rq1YqWLVsyffp0Zs+ejaOjI0OGDCEhIYGtW7cqxcU3FyHbM7169WLPnj0kJibSs2dPAKKjo1m5ciUjR45UFHRqIq8PFkmS2LFjBwaDgffff79Ct9Gbr/2lS5cybdo03n77bZo2bcrZs2d57733yM3NZeLEiZw/f56nnnqKTp06ERMTg8Fg4O233+b5559nyZIleHh4kJ2dzYABA3B1dVVaxM6ePZunn36alStXEhoayltvvcXatWuZPXs2/v7+JCYm8sorrzB37lwGDRoEWFJOPvjgA/75z3/SuHFjzpw5w7vvvktubi5vvPEGZ8+epW/fvnTp0oWYmBjKy8sVWxYvXoyHx51rXO4Xm7rDERERdy1iCgkJqeCs3gonJydat259xzGiKN41QlS/fn3q169/xzH2giAIIIqWbXTZUvgkqjUWp/X3SLZkNFQPJ9bqDSpSMiKCWo3w+/xks+mu6QIPGpUo4KbTor0X5/UPDSEEUYWoVgMCsmRGMpuU40bJzG8Z2ZSbzER4eyqdvrwcdYCOxEtpdIsMwuk2RW8PkpycHJKSkqhXrx6enp6Ul5ezYsUK1q5dS3FxMU8//TSDBw8mNDT0odv2Zxg0aBA7d+4kKSmJqKioSsd/++03HB0dq0wr+F6RJIlt27Zx4sQJNm7cyPTp04mJieGJJ56gQYMGVW3efePp6cmkSZP47LPPuHr1qqIbLAgCkydPJjAwkLlz51aLzmfh4eHMmjWLf/3rXxQVFTF+/HhefPFFZs2axeLFi3F0dKRv3763bE9sjwwYMID9+/dz8uRJxXkFS0rR2rVr+ec//8mZM2cqyVXWYHucnZ0JDQ297W5weno6K1asYMiQIYwZMwaADh06cO7cORYsWMCAAQNYvXo13t7ezJkzR3EOp02bxuDBg/n+++8ZNmwYGzduJCsri2XLlhEZGQmAr68vXbp0YfXq1QwZMoRNmzYxefJkxVHt0KEDR44c4eOPP6Z///4UFBSwYsUKhg4dyqhRo5QxZ8+eZcGCBfTv359Vq1bh4+PDnDlzlK6N06ZNY8iQIWzZsoUXX3zRpt9fjX6MnSBJElKZHlGtQaXTUZ6fR965k5Tn5aBycMC1djhuYZEWR9bOn4pFjRZ+d7YFQURGpvhqEmU5GWhd3XCpHY5Kq0Wy84gYWNr2ihotssmEZDYhqFSYy/QUXErGWFKMU0AwTrUCf5c8kxAFAUmWuZCdS7nZRJSvD44aNSZJQpbhbGY+ZSYzT0QG4el4Z/1fW7NlyxZGjhzJunXrGDRoEJ9//nkFVYFDhw6xbds21qxZU0lH2R5Rq9VMnjyZixcvKrs0N9OqVSvi4uJo3rx5FVl478iyjL+/P82bN2fHjh2MGzcOLy8vXnrpJR577DF69OhxV71oe6Jnz54VnKObeeGFF3jmmWeqzXy6dOnC/v37K7z27rvvMnLkSMrKyggPt72yy4PC2dmZzz777JbHQkND+eqrrzCbzXb/wPe/wJ26jYJlPU5NTeX999+v8Prjjz/OV199xbZt2/jxxx/p0qVLhahm8+bNqV27Nj///DODBw8mISGBZs2aKY4rWIrpo6Oj+fnnn1Gr1YiiyOOPP17pc2bMmEFKSgoXL14kLS2NJ598stKYr7/+moSEBBITE+nataviuFptCQ4OZv/+/bzwwgs2TUepcV6rmt+bJmQdP0DemRPUfrwvWjcPUrau4VriVmWYo48fYQOH49eqg921hrUiCAJmg4Hre7YBMoHtuiFotNzYv4Pre7ZRmpGG1t0D7yYtqd2tH05+AXbtwAoqFfqMNG4c2IVHvYZ4N2lJeV4uKfFryT55CGNJIc6BdfBv24WA9t1QqbXI8n8d2JS8Agwmicb+PrhoNZgkGZUgcjmniPIzqXSLDCTA1enuhtgIa6WsVqtFr9ezdOlSXF1dGTlyJAEBAezdu5ft27ezbt065Unf3omMjKywKN9M3bp1lRw+e8aa+9+4cWO2bNnCd999x44dO1i1ahVz585Vtu769+/PwIEDbaKW8iBJS0sjISFB0XG9lah7dXFc70RQUBDl5eWsXLmSyMjI27Yptid27NhBUlIS0dHRt7RXFMWaivq7YAsHzKpXHx8fz6hRoxBFEX9/f8aOHatEvVNSUigpKcHV1bXC37q6uuLi4sK5c+e4evXqLbuNent7U1xcTGFhIVevXqVZs2YVxoiiSK1atUhOTub48ePIsqw0k7Li4eGBRqMhOzub5ORkSkpKKrUPd3NzU2xJTU2t4LjebEthYaGSTmorapzXKkYAkCH72EGyTx0m5In+FCRd4PrebTjWCiKwXVckk4lru+NJ/mE1zoEhuNaui2SPAvKCiGQyci1xKwIQ2K4bhamXSYlfR1luFqJagz4rnWu7tiKo1IT1fR6VTme3kWRBVFGalU7K1rXU6TEQn2aPknFkv/JQIao1FCZfoOTGNXRunvi2aIe1eksUBGRZIK2wCIPJRNNAP9wddJglGa1K5FpBCfFnU+laL5C6Xq53NsRW8/l94dBoNBgMBi5dusTjjz/Op59+CljyxJs3b37XznH2xPHjx9m4cSPR0dE8/fTTAHz44Yf89NNP1K9fn3/84x/VIo9XEASl8HTQoEEMGjSIl156ifj4eBYsWMD69etJSEigZcuWdp9KcO7cOcaMGYPZbKZZs2b069ePMWPGVOs83ttx48YNRo0axcsvv1wtnNfY2Fi2bNmCv78/HTp0YMyYMUqxdA13R61Wk5OToxTugUWyz8fH57Y7DbdCFEWmT5/O5cuXKSoqQpIkli5dSkJCAsuWLaNhw4aIooifn18l59XacVQUxTt2G7Wu9w4ODgQEBFQaYzabEQQBlUqFv79/JefVmvcsCMJdbVGpVPdkiy2pcV7tAkuXLVGrReXgiNlYjmw2E9z5Seo8OQhBFNG6unP+288oSrqAa+0wu46+qhwcLE/wOgcKLp2lLDeLwA7dCOrSB2NRIUmbvyLr6E/4t+2KW0i43TqvAKJKhaBSoXJ0QjKbyT51CLWDI+EDh+HZoCm5Z09x+buvyDz6E15NWqLS/FefVxAsRVzZpXqOXc+gib8vHr8vEFqVSFZxGdvOXaNjmD+N/B98jpl1Mdq3bx9ZWVmUlJRUyG3z9vZGp9NVm85a1qKCpKQknJycOHPmDGq1mnfffReAhIQErl+/zsKFC+06DUKWZUpLS3F2dlZaXAO0adOGNm3a8OKLL7Jp0ya+/PJLDAZDFVt7d6wdFnU6HceOHePYsWMsWbKE/v37M2bMGOrUqaMox9g7V65c4dSpU7c8ptVqSU5ORq/X231RoBXrtZ2fn8/69ev54YcfaN26NaNHj6Zbt24Vip5rqIw1YmqtpgcwGAx/6rps2bIlLVu2VP5t7TYaGxvLokWLUKlUFBcXU3aTUo/VBrA4wEaj8Y7dRkVRxGQykZ+ff8u5WN+nsLCw0rr/x46kf9UWW2NT5zUzM5Njx44pvZ8jIiIICwurNC43N5fDhw9jNpvR6XS0a9eu0lbYTz/9REFBAaIo0qBBg1sWkRw9epSMjAxFtcBaGGAlNTWV06dPA5ZcH3uUyZKxRPicA0PIOnWIrGMHcA4Oxck/CGsUz1ymx2ywdPWQJTPYRb+m22PJcwWzoQxjUSGCqKLWIx3xiLAUaORfOsOVrWsxFuZZ/wL7nZMlrUMymzHpSzAWF+JUK4harTvh4OWHztOHGz/tpDQjDam8HJVG94e/BpUokltaxrmsXAY3jSA1vwRJltGoRArKDey8lEaJ0UyrYG/EByhR4+DggLOzMwsXLkQURXQ6XYWn7e3bt2M2m6tNZ53vv/+epKQkhg8fjl6vZ9asWZSUlNC6dWsmTZrE8uXL2bRpE2PHjrVr51WlUtG8efPbVuNGREQQExPDmDFjKkVH7BVZlnn//fd55JFHmDlzJr/88gsLFy5k0aJFdO/enUmTJhEdHW330dgffviB8ePH37VNanUR9DcajURGRrJhwwa+/vprNmzYwJ49e9izZw8BAQFMmDCBvn37EhYWVpP3eguMRiPe3t689tprFV63hXMWHh5OdHS0so2v0+koLi6u1NFLkiTUajV16tRBkqRKDqM12unn54ebmxsmk6nSGLBEjGvVqoWvry/5+fmVHsDMZjMODg4EBgZy6tSpW9pi7aBnbSV8O1usknO2xGbO65UrV/jXv/5FTk4Ozs7O5ObmUlhYyCeffEL79u2VcYcOHWLq1KlIkoSbmxvnz5+nVatWfPDBBwQEBJCZmcmMGTM4evQoAQEBFBYWkpOTQ1xcnKIuUFJSwscff0xCQgLBwcEYjUbOnDnD/Pnz6dGjBwBbt25l9uzZeHt7o1arOXLkCMOGDePNN9+sFPquUmSLTqhP00e5cTCRi+u+oNajj4Esc2P/DkxFBZQV5JB55CccvH1xDg6lslSTnSFDSdpVLq5dRsHlcyBLIFpSCgRkZLMRtYMjKp195+4BvxdiyWQfP4ihIJfS9Ou4/H4OzIZyiwIEMhpnVwS1mts54TIyKhF61g/myLVsjl7LxizJaESRMqOZfUk30BtNtAv1Q/OAcs5at25NXFyc8oQtSVIFNY709HTGjBnDgAEDHsjn25oLFy4QFBTEihUrAOjWrRv79u3js88+Izo6GrPZTEJCApmZmVVs6Z1xcHDg22+/RavV3nGBry7RSis6nY4uXbrQpUsX9u3bxzfffEN8fDzbt29n+/btjB07lvnz51e1mXfE398fQRBo0qQJTZs2rSQhVVRURHx8fLWSlpIkifDwcGbOnMnkyZNZsWIFW7ZsYffu3UyePJl58+axdetWoqOjq9pUu0QQhAfysGIymcjNzcXX1xdBEAgPD0eSJJKTk5VmTGBZ95ydnWnXrh2rV6++bbfRxo0bo9VqCQkJITk5GYPBoNit1+tJSkpi4MCB1KpVi+XLl3Pjxo0KSlBnz54lKCgIPz8/wsPDMZvNpKSkVEiPuXDhAq6urrRt25ZvvvlGaQzzR1uaNGli8+/LZs6rwWCgV69eSjcto9HIc889x7hx49i+fTs+Pj7k5uYyfvx4/Pz82Lx5MwDJycl07twZFxcX5s6dy6JFi9i0aRM7duxQCjEGDx7MSy+9xI4dO/D392fdunV89NFHbNiwQamQe/vttxk5ciQ7d+7E09OTMWPGMHjwYObMmQNYthiffvppvLy8GDdunK2mbRNksxmX4FAih77GtcSt3Phpp3Ks+Lple8LB25fQ3kNwrVPPUuRkhykDYHFSXUPrYS4vJf/8aRBE3MOjUGkdEASBwitJ5J45hXfTVjgH1rY4tvYadZVl1M7OeEY2oiwvh/zzv+Lg7YdLYB2LxbJM9qnDGEuKCOr0JGoHp98j47dGkmRcdBo6hQWgUYkcupqFSZJQiyKSLPPLlUzKjCY6hQfgoLa96HloaOgdZbAmTZpk8898kPj6+lJcXMwvv/yi5PBKksS1a9eIjo4mLS0NqB6C605OTmRnZ/PFF18oKR1GoxF3d3f8/PwYPnw4fn5+VW3mPWFNm7k5kvPYY4/x2GOPceTIEb7//ntWr17NgQMHbF7EYWuefPJJnnvuOUpLS/n6668rHc/IyMDf37/a9LuXJAmz2YzBYMDR0REvLy8mTpzI66+/zrp169i+fTurV68mOTm5WjivpaWl7N69m4MHD1JeXo5Wq6V+/fp07NjxrpKcVcmZM2e4cOECffv2VR5YFy1axMmTJ5XfWYsWLWjfvj2ffvopffr0wc3NjUuXLjF//nwGDRpEs2bNGDp0KFOnTmXv3r107NgRgA8++IDAwEBFGWD48OGMHDmSVatWMXz4cAA++ugjSkpKeOaZZ3B2dmbOnDnMmzePVatWAZbUsvXr1zN16lQ0Gg0tW7akbdu2fPrpp/Tu3RtXV1cuXrzIggULGDJkiGLLtGnT2L9/Px06dFBsCQ4OrqRSYAts5rz+UeNVo9HQtm1b/vOf/5Cbm4uPjw979+4lJyeH2NhYZVzdunUZOnQomzZt4tlnn+U///kPo0ePrlBBPHr0aPr27cu+fft4+umn2bhxI0OHDq0g7fDyyy+zYsUKtm7dioeHBz4+PkyePFk53qVLFzp16sSaNWt4/fXX7avaVYm+PoJbSBiFKZcwFORhLtcjiwJaZzccff1xCQlDVKnv6CBVJbIkI2q0hHQfQNBjlq1nGQFRJaLz9EEyGVHrHAjp3h/XkDDUji5Id9mOq0okswmnWkFEPPs6sskSrZQBlYMjokZrOe5fm4jBr+BZv8k9tQ40miV0ahXtQ2vhpFHzU0o6eqMZtWiRFDt+PYcyk5nH6wXioqvZtrsTTzzxBKtXr2bw4MHo9XoEQaBFixaMGzeOhQsXcuLECXx9fe36JmblyJEjjB49miNHjtzy+Jo1a5g5c2aljjfVjVatWtGqVSuGDh1KQUGBXTuuYHmoGD9+PIsWLeLixYuVdMzNZjN9+/atFo7enXB2dmbEiBEMHjyYV199lYYNG1a1SXflzJkzjBs3jsOHD1NYWKi87uDgQHh4OEOGDCEmJsYuU23c3NxYsWIFsbGxODo6Issy5eXlLF26VNk9dnV1Zf78+YwZM4ZevXrh6elJRkYG3bt3Z+LEiWg0GkaMGEF6ejovv/wyDRo0ULq9LVq0iFq1agGWBlL//ve/mTZtGuvXrwcgLy+PuLg4JZixcuVKXnnlFbp3745OpyMtLY1x48bx3HPPKbYsWLBAscXDw4OMjAyefPJJJkyYgEaj4aWXXiIjI4MRI0YQFRVFWVkZGo2mgi225IEVbJnNZn755RdCQ0OVvKaffvoJoNJE6tevT3l5OfHx8aSkpFTSzQsICMDHx4dLly6RlJTE6dOnK6QigEXMFPO3AAAgAElEQVQYOzQ0lJMnT1JSUoKXl1el9ID69etz9uxZMjIy/vIN7V7bnd1rnocsy8hGA1p3T3xbtLWI+UuWakBBpbYcNxnv6rjeTTvur3AvNxpBEHD09Uf4w7wlkwnZbMbByxdHv4Dfu2/dvcjhQeVd3dP7yjIqrQ6XoDr/bbwAIEtK9Ns9vAGCSkQ23b3xgiAIaH+PqIqCQMtgH9ydndiddIP8kjIEJNQinMnIp8xoomu9IHxd7G/htReee+45zp8/T1xcHN7e3nz66ac0adKEIUOGsGPHDlxdXRk3bly1aHe7YMECjhw5QufOnXnxxRdxdnZW8sXi4+P55ptv+PDDD2nbtq3dpw+0b9+e/fv337GjYXVwjqy0aNGCBQsW3FKiLDAwkPXr11eb/NBFixZRWlpaSdLIipOTk9LO3Z6RJIkPP/yQH3/8UYkKXr58mQMHDtCzZ09SUlKYNm0a7u7uNt1ptdXDVnBwMAsWLCA1NVUJegQHB1doCwtQr149Vq9ezYULF5Qc1OjoaOUe7+bmxocffsjAgQMpLy9HEAQiIyMr5JJrNBpGjRpF+/btFSc/JCSE2rVrK2OaN2/O5s2buXr1KrIs4+bmVmmrPyIigtWrV3Px4sXb2jJjxgyefvppxZY/dj61JTZ1XtPS0jh16hSSJLF27VpOnDjBF198oej8lZWV4eLiUsnxE0VRqaxTq9WVFmdBENBoNEiSpFS7/VFvDCwnyWg0UlpaipubWyXHUaVSKdV3fwVRFMnMzLyr3qKApYr4fhKVJZMJTCaL/isCMpIlOnmPaQIqlYq8vDxupF1HtnFurNFovKeLVzabkG/jY1ucVuM9zUcURTIyMrhBmU3nIgA3covvbS6/PzTc9rjZhCzdXflBEARMJhNXUq+h/b3rliCAM9BAa+Rwnh6z1gkBMxoRknKKKTddo22wJ85mvcVqGy2c1t+jNU9PpVKhUqkU+ZTqkr+nUqkYNWoUr7zyChqNBicnJwRB4KuvvuLkyZM4OjoSFRVFenq6Xc9Jr9ezb98+GjZsyIIFC/Dz86vw2+zSpQtGo5G1a9dy8OBBGjZseE9R/qpCrVbTvHlzJYcPLL+59PR0zp8/T+PGjfH29sZoNFYLZQvr/aegoKDC70gQBMxmMyUlJWi1WhwcHOz6vIDF2VapVMp5sa5LJ06cQKfTKUXPBoPBbq8ZQRDIz89XHNcvv/wSd3d3UlJSGDx4MG5ubixYsIAXX3yRjz76iE6dOuHn52eTc2MwGGxWeFS7du0KDuTt8PLyuqMMmyAI9/SAfre80+DgYIKDg+84xtvb+47O6L3aYgts6rxevnyZlStXYjKZMBgMtGnThoKCAuW4IAi3dF5lWVb+c3BwqBTmv/k4WCo7/+jg3nxcFEVcXV0rOSd/fJ8/gzVZOyEh4a4Lr0Y2k1wrCp2LL0j36TDLMvKfyAV1dHTkwMEDpCekUi7YJgJr1QLIDWqKVucCfzVt4R6/f61Wy5YtWzhUmoPBRnMB0MgSuQ5uqIKaItgiBeMe5qNSqSgtLSXus89QSSbFGRcEEAGVuw+q8KZovfzQqES0aoGMkjI2HL+AlPwbhvQrGIymv5QdLAgCTk6WpghmsxmVSoUkSRQXF5Oeno5arSY4OBhZlquF9I/VYUhKSqKoqIjS0lLKy8txc3PDwcGBunXrcuLECfLy8u7+ZlWEKIoYDAby8/MpKipi2bJlhISEIIqislbp9XouXLgAwKpVqwgMDLRbp08URcrLy8nJyang/Gi1Wk6ePMnhw4fp2LEjYWFh6HQ6JbBhr06fSqW67S6bWq0mOzublStX0rBhQx5//HGMRqNdzsV6L8zLy6O0tFR53boubdiwATc3N3r37o0oivj4+KDT6ezSgbXaXFpaSlZWFps3b8bLy4vr169TUFBAfHw8oaGhuLm5ce7cOWJjYwkICLDJNaPRaCpFR2uoGmzqvFqT8q38+9//Zvjw4Xz99dd0794dQRDIyMiolNxujbx6eHhQUFBQ6WZjfdJxdXVFo9FQUlJCVlbWLcc4OztTVlZGWlpapQtPFEW0Wu1fUhuwahi2adPmrvI7oiyRe6WQ63l61KqH07XEYDAQ1SCKrr4tMAu2/czkCzkUlBrRig8nT81oNNK6dWsaumqQbDgXUZZJKTVx8mIOoiDYKqB5RyRJQqfT0btXLzQiVFKMkMyIrp5ckRxJyS9BQEYUQHBxQ45oRkBIHaK8nbHE8/8coigSHx9PQkICJpOJxx9/nKioKJYuXcrRo0fRarU8+eSTvPbaa7fc2bA3cnNzmTNnDnv37r2lwxAWFsbIkSMZMGDAXaWOqgpBEJAkCZPJxLx581i5ciX169dXtuJkWSYrK4sLFy7wyCOP8Oyzz+Li4mKXTgVYHIsjR46waNEiysrKbnle9u7dy969e2nVqhULFiywS2fPSklJSYUo5c3odDqSk5PJy8vD19eXXr162e15AYv9b731Fvv377/l9ZCbm8tXX30FwLx582jbtq1dXjfWiHdaWhpr1qzhm2++wc/Pj4yMDEpLS+nTpw/dunUjMTERT09PevfuTUBAgE3OzYEDB+z2wfH/Gw+0ScEbb7zBN998w7p16+jevTseHh63FLrNysrCx8eHhg0bYjKZKiRfg0WORJZlwsLCFBmJP4ru6vV6SkpKaNKkCWfOnOHEiROKULaV7OxsAgIC/nIOhslkomnTpnes3LaSUHoEY+ZlHFUPp0DMYDAQHh7Oo41t3xbz8+uJmItyQHw4vS1MJhPNmjWjxQMQ8PfJL0U6nwAPKD/4j1icVyc6tm93x3GNDCYSL93gbEYekiwjIoHOEaOnF86h/jTx+fP5jmlpaezevVvpoFVQUEDDhg05ffo0kiRRUlLCnj17ePnllytIs9grS5cuZc+ePXh5efH888/j6+ur3KAOHz7M1q1bSUhIYMyYMbdsUWpPNGnSRIm8HjhwoNLxRx99lPnz59O6desqsO7+MBgM6PV6WrRoQZ8+fRQJsH379pGQkMCzzz5L/fr1iYiIsPuuVD/88AOffvqp8oBxM6IoKlHMunXrVotzo9PpkGWZV199lTp16iDLMoWFhcTFxeHn58cLL7yAJEkMHjy4Ulcme6N27doUFhaSkJDAmTNnAGjatClvv/020dHRyLJMhw4d6N+/v80+87fffqvkv9RQNdjMC8nMzMTZ2bnCdv758+fJz89XCrA6duxIbGwsu3fvVl4rKytj+/btPProo7Rv356IiAgSEhIYMWKE8j7x8fF4eHjQtGlTvLy8aN26Nbt27aK4uFiJEO3Zs4fS0lK6du2Kn58fmzZt4ujRo0pjgqtXr3Lw4EGef/75v1zQJAjCPUujWFuwPSwEQXhgT4YPO6pwP9/z/VIVC5Asy5SbzOjuIIPlolXTPTIQJ42KY9dzMMsyKiCvqITtvyaRW9uHdnVr/Skt2F27drFv3z6aN2/OwIED2bp1Kz/88ANt27Zl+vTp/Pbbb8TExJCYmHhfrQ6riq1bt+Lq6sp3331Hu3btKmzvFhUVMXPmTGbMmMH+/fvp27dvFVp6d1xdXYmNjWX8+PFcuXKFnJwcZFnG3d2d0NBQRW+xOhAUFETXrl05duwYSUlJTJs2jbp16xIQEEBCQgLPP/88vXv3rmoz74lr167x888/I4oiTk5OFaLE1rQOaySwOtCzZ08OHDjAzp07mTFjBgMHDgRg3bp1hIeH8/7771exhfdOSEgIa9eu5fz58yQnJ+Ph4UGLFi2UB9Vly5bZXGngQbU6reH+sZnz+vnnn3Ps2DGGDx+OSqXCbDYTGxtLmzZtlG4UnTt3ZtiwYcyaNQtnZ2fc3NzYuHEjJSUljB07lsDAQCZMmMDEiROV7iwXL17k66+/Ztq0aUquyRtvvMFLL73Em2++Sb9+/cjLy2PGjBm8+uqrNGvWjNDQUDZs2MA//vEPpkyZAsDChQsJCwvjlVdesdWUa6jhgaBTq+gU7o+jRsWBK5mKFqxZljl4NYvS37VgnTT3d/laiw3eeOMNhg0bRr169Th48CCtW7fm8ccfp2HDhnz44YdcvXr1Ac3MtlgLaXx9fSvlJbq6uiqRI3veyr0ZBwcHmjRpUqGwYufOnXh5eVUbxxUsUcg1a9Ywffp01qxZw+bNm1myZIlS/1Cdbv69e/embdu21KtXj3nz5lUSp7948SItWrRAr9dXkYX3x/jx4wkPD2fKlCkMGzZMuU/CvSvj2BMuLi64uLhQt25dCgsLOX78OK6urjg7O9OoUaOqNq+GB4jNnNc33niDDz/8kG+++UZ5rVevXowdO1a5KFQqFZ988gm1atVi06ZNAPj4+LB27Vqlys1aLfjll19y9uxZRFFkwYIFFVpWdujQgbVr1zJr1ixWrlwJWJoUvPDCCwC4u7uzatUq3nnnHeV48+bNeeedd5SClRpqsGfUoki70Fo4adXsTUpHbzRZmhkAJ9Ny0RvMdI0IxMPx3ju9BAcH4+XlpaTlWJ076+5Feno6BoPB7rfYrfTo0YNNmzYxdOhQXn311Qq57ElJSXz55Zd4eXndskW1PSFJEkePHiU3NxdRFC3yeIJAamoqI0eOpEuXLsTExODo6Mijjz5aLdYwHx8fPv30UwYMGKAEFqy/s+oSpQTL1vSbb77J4sWLKSoqqlSs4+Pjo6SzVQdEUaRv37507tyZjz/+mGXLlvHkk0+SnZ1dScPW3rlx4wazZ89m4cKFlXYbnZ2dmTBhAqNHjyYwMLCKLKzhQWIz59XJyYkPP/zwnsa+9dZbdzzes2fPu25bRkdHK90gboVOp+Ojjz66J3tqqMFeiQ70xkmj5sdLaRSUGdCIIoIocj6rgDKzma71AvF3vbc2u82bN6dbt25s2bKFZ555hsjISObMmUOHDh0wm82sWbMGFxcXm+aIPUieffZZjh49yueff87YsWMrHXd2dmb27NkVGp7YIwaDgZiYGH755RdMJpPi3Fm3qBMTE0lMTMTd3Z0DBw4QFRVVlebeF507d6Zt27YsWrSIVatW4e3tXW0ejqz06tWLkJAQ3NzcKh3z9fVl5cqVD0SE/UHi5ubG1KlTFQH7M2fO0KBBg6o2654xmUx88sknzJs3Dy8vL5544gkln9dkMrF3714++OADioqKmDt37j3rstdQfag5ozXUYOdE+rqjU6v48VIaWcV6VKKIRi1yJa+YhHOpdKkXSKjn3dUBfH19mTlzJufOnUOj0eDl5aW0hDWZTHTs2JGuXbvSuXPnBz0lm+Du7s68efMYOHAgV65cITMzU5EACwkJoUGDBnZfEASWyKtVquzVV19VNCkzMjKIi4ujWbNm9OvXD5VKVW0ifDej0+mYMGECgwYNorS09J60Le0JR0dHHnnkkVsec3BwqNQwpzrxyCOPsHLlSlJTU2/buMAeKSkp4bvvviMqKoolS5bQokULNBqN0tjj0qVLjB49mpUrVzJhwoQaeav/QWqc1xpqqAbU8XShV4Pa7LqUxtW8YtSigFYlklGkZ9u5a3QJD6C+391vPiEhIbfsLqdWq+nVq9eDMP2B4uzs/ED6Zj9MHBwcGDhwoFLMOmfOHJ544gkyMzP54osvaNmyJe+9915Vm/mXqW5O6/8XXFxcqlU0H1DUURo2bEiHDh0qHW/cuDENGjTgwIEDD6zo15YYjUZyc3NxcnK6pZRnSkoKRqMRlUpFUFBQpfb2mZmZSk65l5fXLRWV8vPzFYlRFxeXSmoSJpOJK1euIEmSomd7q/z0m20JDg6ulAeekZGhpKbdzhZbUOO81lBDNcHf1ZGe9WuTeDmNi1kFqETQqEQKysr5z8Xr6I0mmgV6VauCmBoseYjTp0+nfv36fPjhh/Tq1YvXXnuN5557DlEUq2UhTQ01PEicnJzo1KkTq1evZtSoUbzwwguKipAkSRw+fJhNmzbRoEGDB+Y82Qqz2czEiRNZvHgxY8eOZebMmUq74ezsbD799FN27dqFk5MT+fn5NGrUiNmzZ+Pn54fZbGbdunUsXrwYtVqNJEkUFRWxZMkSoqOjlc9ITExk9uzZitzb9evX+fjjj+nRoweCIHDlyhVmzJjBb7/9hqOjIzdu3GDgwIHExMQoznR2djbz5s0jMTFRsaVJkybMmjULX19fTCYT69atY8mSJajVaqX73NKlS2natKnNv7ca57WGGqoRXk5aetYPwlGt4vSNXBAtxV2lBhO7LqWhN5l5pLYP6hqHp1qhUqkYPnw4PXr0YObMmXz11Vd89913FBcXV4tuZ7eitLSUI0eOkJycDFgcjsjISJo1a1bFlt0/J06c4OTJkxiNRvLy8nB1dcXJyYnmzZvfte2mPXHixAlu3LhBZGSkIldZHdHpdMTExHDs2DEWL17M4sWLK43x9PRk0qRJeHraXifclvz444+sX78eHx+fCvr1JpOJ6dOn8/3335OQkECDBg1ITk6mT58+TJw4keXLl7Nnzx5effVV5s+fz8iRIzGbzYwaNYpnnnmGrVu3EhkZya+//sqzzz7Lyy+/rNQlzZw5k+HDh7N+/XratGnD6NGjycnJIT4+Hm9vbw4ePMjAgQMRBIH3338fs9nM1KlT2bp1K9u2baN+/fokJSXRp08fJk2axOeff86uXbt49dVXiY2NZcSIEZhMJl5//XWeeeYZfvjhB5sXBNrUeT116hRLly5VQsp9+vSpsKUnSRLffvstx44dQ6/XKwUJXl5ejBs3Dn9/f8BSRbhw4UKys7MRRZHHHnuMZ599tsJn6fV6FixYQFJSEoIg0KBBA8aPH19hzHfffceOHTuQZRlHR0feeeedapkzVkMNN+Os1dAtIghnrZpfrmYhIaMSBcyyzP7kDPRGE+1Ca+FwBz3ZGuwTf39/5s2bR58+ffjoo49ITk6ulk7Gvn37+Pjjj9m1a1eFpjMhISF06NCBMWPGVItcUUmSWL58OTNnzuTy5cuVjkdERDBhwgReeeUVJVpmz8yYMYPvv/+eRo0a8eSTT/L8889Xu5QBKy1atGDdunVs3ryZGzduUFRUhCAIODg4EBQURLt27XjiiSeq2sw7kpuby7x58xg2bBiZmZkV9McvXbrErl27+Oc//6kU09WtW5e//e1vvPfeexw/fpz169fTp08fRo4cCVgegidMmMDmzZvZuHEjb731FmvWrCEyMpJ3331Xee/XX3+dr7/+mrVr16JWq7l8+TKLFy9WotRt2rThmWee4dtvvyUmJoaMjAx2797Nu+++S/369QFLB8PRo0czffp0jh8/zrp16+jbt6+i0a9Wq5k4cSJbtmxh48aNiiSbrbCZ83r8+HHmzZtHdHQ0Hh4enD59mr///e+8+eabjB49WmmD+Pnnn1NUVMSYMWMqtHS1ign/8ssvjB49mpYtW9KuXTsyMjJ45513yMzMVJzT5ORkXnzxRfz8/HjqqacoKytj3rx5pKWl8cEHH6DRaJgwYQK7du1i9OjR6HQ6Vq1axZAhQ4iLi1O+/BpqqK5o1SKPhfnjoFHzU0o6RvN/tWAPX81CbzTRKSwAF53931D/CiUlJVy/fh0nJyeCg4MxGAysXr2aY8eOER0dzZAhQ3B0vDc1BnuiW7dutGzZkvT0dHx8fKranPsiJSWFSZMmcejQIRo2bEidOnU4efIkkiTRqFEjvv32Ww4dOsR3331H48aNq9rcO3LgwAFiYmLIz89n6NChNGzYEEmSEEWR1NRUli9fzvjx4wkLC6NHjx5Vbe5dKS4upry8nGPHjnHs2DG+/fZbOnfuzMiRIyu0dq8uNG3aVNmSNpvNlJWVYTKZHmjxmS3TstasWYNer2fcuHHExMQoMnlg8YWysrIqPVxERUWh1WrZtm0bP//8M4MHD65w3N/fn9DQUM6dO0dBQQH79u0jNDS0wjro5uZGo0aNOHfuHOvWrUOlUlXqGNqkSRPWrl3L5cuX+fXXX8nJyalkS8OGDVGr1SQkJHDw4EGGDh1ayZY6derw22+/KQ09bIXNnNe6devy3nvvVdBUTE1NJTY2lsGDBysLsKurK02aNOHll1+u9B7l5eUsXLgQb29vFixYoDi05eXlzJgxg65du9KkSRO+/PJL8vPzWbNmDUFBQYDlZIwePZonnngCHx8fNmzYwNy5c5UT+8QTT9CxY0cWLlzI/PnzbTXtGmqoMkRBoHWIL45qFXuSb1BSbkKjEpFEOJ2eh95okdLycno4rYkfNsnJybz55pscOHAAd3d3xo8fT0FBAR988AElJSVoNBquXbvG5MmTKxUVVAc8PT3tfsvzVly+fJlDhw4xevRopkyZgk6nY82aNcTExPDSSy8xYsQInnvuORYuXEhcXFxVm3tHTpw4QX5+Ph999BGjR4+u4AAYDAb69OlDv379+OGHH6qF82o0GgkLCyMuLo4vv/ySjRs38sUXX7BmzRoaN27MxIkT6dGjB+7u7nafO//rr7+Sl5fHY489hizLxMXFsXDhQqXz5tixY3n99df/ckfNP2I2mykuLq7wmrUD2/1w+fJl4uLiePPNNwkKCsJoNFZYpwoKCpRI8s2o1Wp0Oh15eXmUlpZW6GoKFufa0dFRceZLSkoqjbHuRhuNRjIzM9FqtZV2DrRaLWq1Gr1ef1tbNBqNYoter1e0nP9oi9FotLnzarPEOA8Pj0pi4I0bNyY3N5eioqIKr99uAhcvXuTQoUM888wzFb6k3r17YzKZOHjwIMXFxezcuZM+ffoojitY9ARr1arFf/7zHzZu3EhISEiFlIXg4GA6d+7Mnj17lKq8Gmr4X6BpoBc9IoPxdNRhNEuIgoBaELmcXUj8uavcKKoe3X/ulw0bNvDdd9+RmZlJWloaU6ZM4aOPPsLV1ZW2bdui0+lYsWIF58+fr2pT/19hXd+Dg4Px9/fH09OT+vXrU1xcTEZGBoMHDyYsLIzTp09XsaV3xzoXDw+PShF8rVZLnTp1UKlU1aaLmyzLqFQqOnfuzMqVKzlx4gRjx46lVq1aHDp0iKFDh/L444/b/TVTWlrK3/72N6ZMmYLJZOKbb75h8uTJXLx4EScnJzIyMvjb3/7GkiVLbPq5Go2GnJwcPvnkE+W/WbNm8dVXX93X+5jNZuLi4vDz81N0tW9uPQyW356np2clp1iSJGWsk5NTpQdcq1yYdYxWq71l0Zq11a0gCHh7e1dSMLj5PURR/Eu2PAgeaMHWr7/+SlhYWIVtr+LiYn788Udmz56NKIoEBgYydOhQRFEkKSmJjIyMSl+0m5sb3t7eZGRkcOXKFVJSUir1KndwcCAgIICUlBTy8vJwcnKqFG0JDAzkwIED5OTk/KVtBVmWK53o26FSqSr9KB8ksiw/sNyrh131fD/f8/1i657X94IgCOgeUB5qpK87nu6uJF5M42puIYJkRq0SuVZQytYzV+kWEUioV2UJlurMoUOHcHZ2Zu7cuURFRTFx4kSOHTvGkiVLePXVV5k+fTrTp0/nxo0b1aao5o/RiaNHj5Kenk50dHSFh3V7JioqisaNG7N8+XLc3d1xcXHh+++/R61WK3UNQLWIKnfq1EnpspWSklIh/zgvL49NmzYhCALt2rWrQivvHVEUld+YSqWifv36zJ8/n6lTp/LZZ5+xc+dOEhMTuXr1ql03LRAEgQsXLtCyZUvUajUHDhxAr9ezfPlyRowYwalTpxg2bBjz58/nhRdeuKX81J9Fp9NVaD1rMpnu+7e8e/dutm7dypdffqn4IjqdDp1OV6GhQnZ2dqXgn7ULn5OTE2VlZWRkZFQ4bl0/rO9nMBhIT0+vNEYQBNRqNY6OjqSnp1dqcWxVOrE6rH/FFgcHB5tH8h+Y83r06FH27dvHlClTlB+OSqXijTfe4PTp0+Tl5WE2m1m8eDGbN28mNjYWrVaLu7s7Hh4eFd7L6t0LgoAsyzg5OVXKA5NlWRmjVqvx8fGp5Gzd/KTxZ7H2Uz98+PAtE/hvRpQl0tPL0Wge3palTqfj7Lmz7E6/hFmwrbNZVFRi8y2YO6HRaDh06BCFTqJN5yLKMlfLJESVioe1MyaKImVlZWzb+SMaQQZs98EClhQClShAoR5BcELw8EOWzKhFkZySMhLOpxHpaEbIvg6SxD1NXBAQxNufb+khPpT9EVmWyc7OxsPDg4CAABwcHKhduzbHjh2jsLCQn3/+Gb1ej9FoZNeuXWg0GruNjomiSFFREfv27eP69ev4+fnRrl07kpKSiIuLIzU1lXbt2jFq1CiCgoLsdh5WJEniscceY8mSJfz9739XXo+IiKCsrIyVK1eSnp5O8+bN2b17t123ixUEgW7durFy5UqmT59+yzHt27dHFEV+/PHHh2zd/SEIAmlpaeTm5hIfH4+rq2uFe2aPHj0IDQ3Fz8+P5ORku52PIAgUFxejVqu5evUqO3fuJC8vD2dnZzw8PDh48CCOjo40aNCAtWvXsm7dOurWrWuT6yYnJwdvb+9KwbP7QZIkVq1axYULF4iNjcXR0RFJkjhw4AAqlYpRo0YxduxYPD09KSsrq+RUFhcXo9VqadiwIaIoVkphMBqNlJeXU7t2bdzc3BBFsULRpNWG4uJiwsLCCAwMpKioqFKL3aKiIlxdXalduzaurq53tKVRo0asX7++knNrteV2mrF/hQfivN64cYNJkybRrFkznn/+eeV1QRDo168f/fr1U17r378//fv3Z8mSJTRr1gxJkip9iTdPWhAEzGYzBoPhtmMAysrKbhmGt0UUVK1W89tvv9110dXIZnJ8ItE4+4D0cORuNBoNycnJiAXXKRds42gKgAyU1GqISusM8sO5earVak6fPk2WPheDjeYCoJElcnSuiLUaPrS5iKKIwWBg3759qCQTsg2d15vRiCJad09UdRuh8g5EkCUElUhRuZGfcwqQCstAlu/uOwsiFOdhunYZzKZ7c3YfEoIgIIoiarWa/Px8vv32W5o2bUp+fpUZY3IAACAASURBVD7Ozs5cuHCBoqIitm3bhk6nIyMjg3379mEymR7qLsi9YH2Y3r17N3v37lVeX7VqFfn5+co699NPP3Hjxg0GDx6MTqeza4fPKqT++uuvk5qaSmlpKW5ubkRERJCamkphYSGDBw/Gy8uLxMREu3bGVSoVERERvPbaa2RlZVFUVKREm1xcXPD09CQwMJDLly9z5syZqjb3tlh/Zy1btsRgMHDkyBFEUVS+e41Go1xTbdq0ISsri2vXrlWx1bfGGj0OCwtj7969vPPOO9SpUwe1Ws2SJUuIiooiKSmJnTt34ubmxqlTp0hNTbWJ5Jx1+/yvIAgCo0eP5qmnnqKgoACz2YwkSRw/fhyNRsOjjz6Kh4cHTZs2xcXFhZ9//plOnTopf7937178/f3p0KEDjRo14uDBg5SXlyu7lNbgYJs2bRBFkUceeYRdu3aRnp6u7HykpKRw/vx5Bg4ciK+vL/Pnz+fYsWMVUj/37dtHkyZN8PDwoEmTJjg5OXHgwAE6duyojNmzZw+BgYG0b9+eqKgoDh48iMFgUHa9T58+TX5+/gPpdGhz57WkpIS3/o+9846Polzb8DUz23fTIZUWakAEFAREPIIUUUC62MBPwBBQ6agoYg0YUJQiAiIIqARQpKOCFFFAKQooJVICEgghvWy2znx/LNnDGkoim8Jxr9/P4zHzZvZ5d2cz97zv89zPSy+RlpbGypUrb7g936ZNG9q0acOOHTto0KABZrO52JNEEWFhYej1encC8d9RFIXQ0FAcDgcZGRnFblSyLGMymW7KtFhRFKxWK/369SM6OvpGg0nYdYQzyamYNOVT9V1YWMg9be6hd0x1rwuOUd/uIyszD6mcLJisVis9evSgRUSwd+eiKBzPyGP/lgOXb0TeO/W1cDqdGI1Gnnv2WbQqEW+uvG4/eY6ZPx7GT6sGXDlGYloedaRsagYGXH4lBYN/IEJQCa99QUS2W/kZEwVWK9IVuxhmu4M7IqvwcocWXpvDP+GRRx4hPj6eqKgot6l/Tk4OkZGRnDlzhm3bthEbG8uECRPKLP3EGxQWFvL111+jVqsZPnw4arWaDz74AIDp06fTsWNHhg8fzp9//smjjz5a6TtVKYqCTqfDYDBgtVrdf4eLWt4KgkBkZCRWqxWbzVapC4NEUUSSJHdeq6IopKWlkZGRgV6vJyQkhMDAQA+Lo8qMRqPBYDBQWFiIKIo4HA4EQSA3Nxez2Yyfnx9Go7HY4lBlpF+/fgwfPpxffvmF/fv3I8sy33zzDZs3b8bpdCIIAm+++SZxcXFeS3lLTEy86Y5dRQ8RzZs39/j5unXr0Ol0DBo0CHBV6g8cOJCPPvqIO+64g+joaH766SeWL1/OtGnTqFWrFrGxsQwaNIipU6fyyCOPkJOTw4QJE3jooYfo0KEDALGxsWzZsoVJkyYxduxYAMaOHUuDBg3o06cPkiTRuXNn4uPjqVGjBgEBAaxcuZJDhw7x6aefIggCjRs3ZsCAAcyZM4dmzZpRq1YtfvrpJ7788kveffddatWqxdChQxk8eDBTp06lX79+5OTk8PLLL9O1a1d3LN7Eq+LV6XQyatQo1q9fz7Jly2jUqNENf0eWZfeXpij5/fz58x5jUlNTcTqd1KtXj/DwcEwmU7GnwpycHDIzM2nZsiW//fYbR44coaCgwOOmdfr0aWrXrn3T+S+KohAQEEBwcPANx+p0unJd7ZFlGT8/P4LLoKuISqUq9/zdoKCgMplLsKIu97lIkkRYaFXvVUleRp9uJkvUoKj+e60rsswfqenYHU5qhwQhAAIKUglXmmXZiQzkq3TkOUVXSsJlCmQ7dr2pRNd/WRIcHMy8efNwOp0EBAR4eDgHBASwcOFCwsPDi1XaVjaKBESrVq344IMPsNvt7NmzhyNHjtCzZ0+io6Np27YtP/74IyqVqsLf95KQnZ3Nli1byM7OpkWLFkRHR7NixQrmzJmD0+lk9OjR9O7du6LDvCFFea133XUXMTEx7N27l+eee479+/fjdDpp2bIl06ZN81iNquwcOnSI48ePExQUxH/+8x8yMzOZNGkS+/fv57777mPixIm3hD1bcHAwa9euZcmSJaxYsQKz2YzNZkMURQIDA+nbty9xcXFefXBVq9VlIuxlWaZRo0ZoNBocDgcqlQpJkoiPj8dkMpGQkIAkSYiiyMyZM+nWrRsAXbp0YfHixbzxxhvs2LEDRVHo3r07L7/8sjvFr0mTJnz55ZeMGTOGZ599FnBZXE2ePNld+7FkyRJGjhzJhAkTEAQBo9HI0qVL3QJbFEWmTJmCyWTinXfe8Yila9euADz00EMsXryYN998k+3bt6MoCg8//DATJkwok3RDr4lXWZaZNm0a3333HStWrLiq0j516hTp6em0bNnS/bNly5Zx4MABPv74Yxo3bky7du3cSdf+/v44nU5mzJhBkyZNaNq0KQaDgd69e7N06VJGjBjh7towe/ZsAgICuP/++6lZsyaffPIJK1asIC4uDoCNGzfyyy+/8P7773vlSb+k23YVsSVWVluKFbHlWlbdhSqia5GiKNgdTq8XbclOB6q/C1MB7LLC0bQM7LJMg6ohpV/rVVzndP3z39+WFBlBrhzb1n+3ZilCq9XeMub+oigSHR1NSkqKe/tPkiQKCwvd+f9FOX2VeQW5CIvFwssvv+y2wapTpw6PPfYYc+bMITMzE4ADBw5gMBjo0qVLRYZ6QzZu3MjAgQNZtmwZkZGRDB8+nH379tGyZUtCQ0PZtm0bTz31FBs2bCjRYk1F8+OPP9K1a1d3DuSwYcNISUlh7dq1gMsaLCsrizlz5lT6hz5wFf2NHDmSkSNHYjabsVgsGAyGMivILat7oCiKTJ48udjPJUli4sSJHg0G/k6nTp1u2IyhcePGfPfdd9c8rlarmTNnznXPIUkSkyZNYtKkSdcc07lzZzp37nzd83gLr4nX7du38/LLLxMaGsr69etZsWIFiqIgiiL9+vWjQ4cO2Gw2Xn/9dYKCgjAajciyTFJSEpMmTaJ79+6oVCpee+01hg8fTo8ePahXrx4XLlzAYrEwc+ZM9x/yESNGcObMGfr27UurVq3Iz8/n5MmTTJ8+ncjISMLCwnjrrbeYOnUqBw4cAGDv3r2MGDHiphKtffi4lRAFcCpwJjuPuiHBSKrSr/lWrgzR/01EUeTJJ59k1KhRLF26lCFDhjBixAjS0tIwGo0cPHiQr776ikcffZSaNWtWdLg35Pfff2flypWoVCo6d+7M77//TkJCAsHBwbzwwguYzWY+/PBD1q1bV+nFa3p6OuDqDJaXl8eBAwd48MEH3av6n376KYMGDSIxMZE333yzgqO9MYsWLSI3N5fbbruNsLAwt5VUly5daN++PZ999hnr16/nhRde8KiovxUwGAyl9lr1cevi1SYFa9euxWazeeSjCoJAREQEADExMbz++uscPXrUvSIZGxvrsRLbqFEjEhMT+f7777HZbKjVajp16kRYWJh7TGRkJAsWLGDt2rVYLBZEUaRNmzbuVVhJknjuueeIiYnhr7/+AuDxxx+nXbt23pquDx+3DNJN7jQoioJ8WcUWFe/58C59+/YlLCzMnRJw5Za60Whk1qxZdOrU6ZZoQZqZmUl6ejojRoxg0qRJbN68mccee4wWLVqQkJCALMusW7eOP//8s6JDvSHh4eGIoshvv/1G/fr1iY6OpkGDBu7ClwceeAC1Wl0s1a2ycvLkSSIiIvjiiy8ICwujf//+7Nixg3HjxtGhQwdEUWT8+PGkpqbecuLVx78Lr4rXGxYwAS1btvQQq1cjPDzcw6XgahiNRh577LHrjunYseMN4/Hhw8dVuGyhE1M1mExzIdkWKwU2OwoK2HH924dXuVZ7zrp161K3bl0sFgtOp7Nc7er+CVWqVMHPz4/atWsTEhLC3XffDeAW5k6nE7VafdOFL+XBXXfdRePGjRk9ejRarZZmzZqxdetWtmzZgtPpZPbs2dhstkrtiXolNWvWJDU1lYYNG6JWq6lXrx47duxwewgXrVxWRFqVtzh48CARERGEhoZWdCg+ypAybVLgw4ePW5MiaRoVYCLS34SsgMXhINdiITXfjJ9WS4bZil4tYVD7/ox4gx9++IEDBw4QGBhI69atPQTRrFmzWLZsGYsWLaJBgwYVGOWNiYqKokWLFqxYsYIBAwag0+lo3769u1HEunXrOHPmDEOGDKngSG9M7dq1eeWVV5g0aRLPPPOMO+fxyhzDjh070rdv34oKsVTcd999bNy4kWXLljFw4EAaNmxI+/bt8ff3Jycnh+XLl1O/fn0aN25c0aFeF1mWOXPmDIWFhe4aFkEQ3I4c/fr1Y/z48Wg0GqKjoz2M/338b+D7RH348HFtFJdLmSQImDRqTBo1kf4ut44vD54mxKilikFHFZOOAJ0Gf52aAF35NeX4X2Hz5s10797dvRpZt25d4uLiGDVqFJIkcerUKXbv3n1LWDKFhYXx7rvv8vnnn5Oenk79+vXZunWr+/ilS5eIi4vj6aefrsAoS84jjzxCmzZtWLhwIcePHyc/Px9ZlvH396d+/foMGDCAWrVqVXSYJeKpp54iMzPT7aU+ZswYxowZA8CJEyeoXbs2o0aNqvTd3AoKChg6dCiHDh3CYrG4GxBZrVasViuLFy9m+fLlREZGsnXr1lsiV9xH6fCJVx8+fFyTolUNBc9KWwXItdrItlhJuuTKcQ/QawnSawjSawg26Ag2aAk2uP5/5XXyrHjsdjvvv/8+VquVqKgoTCYTx48fZ9y4ceTm5vLGG2+g1+vd5vi3AnfeeSd33nnnVY8NHTq0nKO5eapVq3bdKutbBUmSGDdu3FWP1a1bl0WLFpVzRP8Mh8PB0aNHsVgsPPzww6hUKmRZJj09nQ0bNhATE0PLli3R6/W+Iq7/UXzi1YcPH8UQBAFFljmXl49OpSJAp0UlCK6WsZfHKIqCKAioLrsYFFjt5FlsnM6QkUQRk0aNUavCoFERrNcS7qcnwt9AiEF7y4iw8sBms/Hnn38SHR3Np59+SmhoKIcPH2bKlCm8+eab7taMt0KxVhF5eXl88cUXpKamMnDgQKKjo9m9ezeTJ0/G4XAwdOhQevbsWdFhlojU1FSWLFmCWq3mqaeeIjg4mNWrVzN37lwMBgPjx4935/XeCuzevZvVq1fTunVrevXqhdPp5LXXXmPv3r00adKEF154wcMzuTJiMBi49957WbNmDXl5ebzxxhs0adKEP/74g02bNtGpUyfef/99ZFm+pb43PkqOV8Wrw+EgOTkZp9OJSqUiMjISvV5fbJzdbic5Odl9YV3ZkqyIoraCoigSHh5+1cYCqamp5OTkIAgCwcHBxYyV8/PzOX/+vLvji2/rwIeP0vHnpSwKHXZ0KjV+GjX+ei2BOi1Beh0GtQq7U8Yuy8iKy5pLEgXUkgoFVyeufJsdWVFIFkV0KhGtJKHTSIQaDYT56Qgz6QkyatGIImrpxlZeBTYH205c4HxuAaoSdM253NuJ+lUCuLd2+M2+HWWCRqOhTp06FBQUuM3uY2JiaNKkCYMHD2b8+PH4+/uj0Wi81imoLMnNzWX8+PEsWLAAWZZZv349Y8aM4Z133uHQoUMA7Nu3D4fDUelzRc+ePUtcXBybNm1CFEV++OEHevTowYsvvkhaWhoAR48eZeHChbeEgN24cSOxsbGkpKRgMBh49dVXyc/PJz4+HoDvvvuOCxcuMHPmzErdDEOr1fLhhx8SHR3NzJkz2bVrFxMnTqRt27ZIkuQ2+a/sxY0+/jleE6+XLl1iwYIFbN68GZVKRXp6Og0bNuTtt9/2cCE4ffo08fHxHD9+HL1eT0pKCn379mXs2LH4+/uTn5/Pxx9/zFdffYXBYHB335o7d65bfDocDhITE1mwYAEajQan00leXh4LFiygSZMmgMts+a233iI7O9udMzZhwgQGDBjg7rvrw8e/BUEovvV/w98BnLKCxe7E5pDJs1pJzS/A6nDSPCqUF9vfSUpOARfzLWQXWim0OzHbHZhtDhRAJQouMSuIKIDNKWNxOMm2wqV8C0fTBERBQK+WCPPTE2rUE+Gvx0+nwaBWYVBLxVZoM81WDl3IQBBcv1sS7LITh1OmTa0wj05hlQW1Wk2fPn2YNGkS33zzjdv7tEGDBixatIihQ4eybds2oOwakHiTEydO8NVXX9GwYUMeeughvv76awYMGIBer2fatGkYjUZGjhzJ119/XenF6969e9myZQv33Xcfd9xxB1988QXr1q0jODiYTz75hFOnThEfH8+WLVtuCfG6atUqLly4QGxsLFlZWbz11luYzWbat2/PiBEjmDVrFqtWrWLEiBE3dAWqaIKCgoiPj6dHjx688sorvPTSS9SpUwe73X5LfE983BxeE6+pqamo1WrWrFmDn58fSUlJ9OzZk1GjRrF8+XJ0Oh0FBQXExcWRn5/P+vXrCQoKYs+ePfTs2RNRFHn11VdZsGAB77zzDl999RVt27YlKyuLvn378tRTT7F69WoCAwNZv349w4YNY+7cuTzxxBM4nU6eeeYZHnnkEb799lsCAgLcvoIrV65EFEW++OILnn/+ebRaLU8++aS3pu3DR6WnyNZKI4rIJRSvgiCgXC7WEgXBLfoUwO50IogQFWAkKsDVhcfulMkwW7iUbyWtoJDsQhs5Fhu5FhsFNgcCrlVZ8bLoLBLSDkUh1yqTa7GTdCkXRVHw06qpatK5CsGMOgL1Gvx1GgL1GrQqCQEBnUpVYiEqOHBNpBLTv39/zp07R0FBgcfP69Wrx7Jly0hISCAtLe2WaNuZnp5ORkYGU6ZM4ZlnnqFVq1b07duXp59+2p1vOWvWLLcHd2Xm3Llz2O12pkyZwt13303VqlV55ZVXeOONNxg0aBAXLlzg3XffJSUlpaJDLRFJSUnUrVvX3Va5bdu2HDp0iHnz5lGvXj3S09PZunUrGRkZFR1qiWnZsiXfffcd8+bNY/bs2VStWtVnk/UvwGvi9fbbb3dboQDUr1+f3r17s2jRItLS0qhRowa7du3i9OnTLFy4kKCgIABat25Nv379WLlyJX369GHt2rUMHTqUtm3bAq6nq7Fjx9K/f3927txJ9+7dSUxMpFevXm4vWEmSGDNmDOvWrWP9+vWEhISg0WiYPHmye5vtscceY8mSJSxatIhHH33UZ53h41+BKAjYnTIHL6ShV6lK5c7qkGWsTifiFSJRwCVs/y4F1ZJIuJ+BcD8DEIRTUcgssJJlsZFTaCXDbCWjwEJ6gZUCuwPxcmyCACLC5RO7XsFsd3A6M48T6XkIAvhpXQ4GVY06HLKMShJKrUUrt3QFf39/3njjjaseCwsLY/r06eUc0T/HZDKh0+n49ddfOXPmjLst5fnz57Hb7ZjNZi5dulSpt6WLCA4ORhAE9uzZQ3BwMNu3bwfgzJkzAKSlpbkr928FwsLCOH78OAcOHODSpUucOXMGWZY5e/Ys9erV49y5cxUd4j9CEATi4uJ44IEHSE1NpX79+hUd0g05dOgQn3zyCWazGUEQaNiwIXFxccVSLY8ePcrcuXPdaZR9+vTxaMFaWFjIzJkzOXHiBODasblaUd78+fPZu3cvAFWrVuW1117zaDe9c+dOPvvsM2RZRqVSMWzYMPdOdhFHjhxh7ty5FBYWIooiffv29bCNKywsZMaMGZw8eRKAhg0but0svE2ZJlDl5+ej0+ncb9D27dsRBIEaNWp4jGvSpAn5+fmsWbOGkydPFvOYi46OJjg4mKNHj3LmzBkOHDhAw4YNPcaEh4cTHR3N3r17WbNmDaGhoR6rFIIgcPvtt5OSksLFixdvem4lzaWpiMKUssqLq4i5lFXOUkXlQqlU3n/d633eAiArCmeycjl6KYNjpfjnREYWDlm+qvC70bUgCQJVTTrqV/HnrupV6dKgGj2b1ObRO+vSt2lt7q0TSZ3QQEx6LSqVhKSSEEUJQRQRRQmVJKFViWgkkUK7g5ScAvanpHPoQmaJ0wWKxVQJUwaKuHjxIkePHnX/9+rVq+natSvt27ene/furFq1qgKjKx0xMTHcd999LF68mAcffJDFixfzn//8h99//5127drRpUsX0tPTueuuuyo61BvSsmVLGjVqxNtvv023bt346aefuP/++/nyyy/p0KEDAwcORBRFmjVrVtGhlohu3bqRl5dH3759efLJJ9Fqtdxxxx3ExcXRpUsXPvroI2rWrHnVOpTKSGFhISdPniQ/Px9weQwfOnSI+Ph4Nm/e7PXX89Y98OzZs7z33nv4+/vTtm1bmjRpwsKFC3nhhRc8dl++/vprevXqhU6no23btoSEhDBs2DA+//xzwLUz0LlzZ3bv3k3btm256667WLhwIaNHj6awsBBw6bD+/fuzdOlS2rZtS9u2bdm6dSsDBgxwa6EZM2YwaNAg6tSpQ9u2bbHZbDzxxBPudCVwpZz07t0bg8FA27ZtCQ4OJi4ujmXLlrnn1KlTJ37++Wd3LB9//DFjx451x+JNymz5MScnh507d9KuXTv3En5OTg4ajaZY9Z9Go0GSJNLT03E4HMWsLURRRKvVYrPZyM3NxWKxYDQaPcYIgoBer8dsNpOdnY3BYCgmULRaV5XzzXolCoJAQUGB+wtzbRTsdnu5ir6i+eXn5+Ht9San01nuc8nPzyc/X4e355Kfn1/uW8mKopCdnYPWqwJW8TDqvhYlKYYqKYIg4HA4SnD9/xdREJAEgSARAg0S4Rod9f3VWB0mMgstXMg1k5ZnId1sxYmAIKlAkkAQERUFUVRQK/I/ixcBRVHIyc2rlALW4XAwduxYzp8/z4oVK/jll1947rnnPLait23bRnZ2No888kgFRloyNBoNo0eP5uTJkxw/fpzHH3+cN998kyVLlvD6668DLvP/fv36leoaqggiIiIYM2YM48aN4/Tp04wfP56hQ4fy2muvsWTJEgDatGlDx44dK/1cAB566CGefPJJFi5cSEREBNOnT6dWrVrulDtJkhg7dizh4eGVfj579+7l+eefJyMjg6ioKF566SU2bdrEwoULAVi0aBFz5syhe/fuXntNh8PhlXtg0crnlQ8JOp2OkSNH0qdPH9q1a0dWVhazZ8+mVatWJCQkuMelpqYSHx9P+/btWb58ORkZGXzxxRdUr14dgICAAJ555hn+85//0KtXL9atW8eePXtYsWIFrVq1AqBRo0Y8+OCDrFy5kt69ezN//nwGDBjACy+8AMATTzxBx44dmTJlCvfddx95eXnMmjWL1q1b884777hjuXDhAvHx8bRr147ExEQyMzNJTEykWrVqgGtHKTY2lnvvvdfr7iJlJl7nzZvHhQsXmDdvnvvDFkXRvaV/JbIsuwtJ/P39izkLKIriPi4IAgaDgcDAwGJjioyKVSoVVapUKbYiJcv/7OZ3JYIgoNFoWLdu3Q3Pp1KcnAqsjVYfDEr5JJDr9Xp2/riT1G9WYhO8I5KK+tlnhNRHrTbAPxQRpUWj0bBmzRp+tmRh99JcAFSKTIbGhCqkPkI5zUWlUlFQUMDMWbNQKU4UL4lxteLkrKEq+oCa5XaNaTQaUlJSmPHedpxC6UWxO/Xgcj6trCjIsoJTUZARwWBCNAUimAIQDH4IKg2oNQhqDZKkQlNKIa5SqcjNzWXGjBkgOytV/qsoilitVtauXYufnx+LFi1i9erVpKSkuFtpp6WlsW7dOl555RWSkpLw9/ev1O07BUFAFEUeeeQRZFlGp9OxcuVKJEly1zyEh4ezbds2tmzZUtHhXpeiucTFxaEoCgaDgeXLlxMdHc3gwYOx2+1ERUWxfPnyW6JISKVSERUVxfjx4xFFkWPHjpGUlETv3r05f/48BoMBo9HIrFmzvHK/LAskScJut7Nu3Tr++OMPwCXo/u///g+r1YpWq8VgMJCVlcWrr77KkSNH0Ol0Xvl8ZFl2C7ObQa/XF1vdDg0NxWazYbPZANi/fz+nTp1i/PjxHuN69OjBmjVr2LJlC99++y0PPfSQW7gC/Oc//yEiIoKtW7fSrVs31q1bR4sWLdzCFaBp06Y0a9aMbdu2odFokGXZ48FYpVLRrVs33n33Xc6dO8epU6dITk5mwoQJHrH07NmTdevWsXnzZr777ju6devm8f7cd999hIeH8/33398a4nXVqlW89957vPrqq7Ro0cLj2MWLF4utfIqiiCiKGI1GcnJyyMzMLHYcXB+4JEkUFBRw6dIljzGum6GAVqulsLCQ8+fPuy27rjyPSqW6adNip9NJdHQ0/v7+1x0noZCcqfCX2Ym6nBxuHA4HUZFRNDVF4fCSQCoSr4fSnOTYZaRyuvc7nU5q165NfR1emwu4PpdzNoG9l5zllgypKAoqlYpmzZqhdpdQ3TwqFDDDb5nld405nU5MJhPNat7J1ZMKSseVObQeulKRQXIgGo0IRhOC3o9su8yZrHxK8ygjKzIajYaYO+5wPaxcQ7yWxonBW4iiiM1mIywsDFmWuf322/n999/Zv38/cXFx1KpVC4PBgFarZenSpURERFCvXr1KL5SKFhEEQcDpdOJ0OpEkyZ0qoCgKDoejQt7z0iKKIpIkFZtLkbuALMs4nc5bYi6A20JKURR33EWfFeCeY2VFFEVyc3OZOXMm1apVY9SoUVitVhISEtBoNMTHx9OgQQPefvttDh48SK1atQgPD/eKGD969GiZfM45OTnMnz+fO+64g9tuuw2AY8eOkZubW2yhLjg4GH9/f3799VeSkpJo166dx3GdTkdYWBhZWVlkZWWRlJTkUY8ErmugWrVqJCcns3PnThRFKbabHRoaikql4vz58xw7doy8vDwCAgKKxeLn58evv/7KiRMn6Nixo8dxrVZLWFgY6enpyLLs1ZRGr4vX77//nhEjRvDoo48SFxfnccxoNFJQUFAswT0nJ4egoCAaLz2KhgAAIABJREFUNGiAzWYrVnFblC9Rq1YtQkJCkGW52JaG3W6nsLCQmJgYkpKSSEpKKvYFzM3NJTQ09KYMmBXFlQrQpk0bDwuwa/HLln0c+OMkOp32hmO9gdVq5fbbW/Fg4xvHVlpWf7mNlNQM1OXUy95ut3Pvve24MzzI6+c+kVXA4i++uXxT8vrpi+F0OtEbTfTq/oDXz606eZ6V63ai15fPNWa326lSPYqu3e4pl9e7kvQCCx/vOY5KpMQPHg6nkwCDge7tu5ZpbDfDrl27mD17NmfOnOHxxx9nx44d+Pv70759ew4cOEBycjIBAQH07NnT51ft41+P3W7nnXfeoU6dOowdOxaA9evXc/78eYYMGYLJZOLbb7/ll19+oWPHjl77zqSnp5OWluaxY+BwOAgMDKR169alOteJEyeYO3cuOTk5HDt2jMzMTFavXu1uzasoCiEhIZhMJo/fu1KEG43GYnqmaKe6SChqNJpi7gtFO9VFXftCQ0M9ireKXqdoURC4biyCIJQoFm/iVRVy6NAhYmNjad26Ne+++26xiv5WrVoxb948Dhw44NEL+ocffuD222+nTZs2REVF8eOPP3rYWe3atQudTkfjxo2pUqUKjRs3ZteuXdjtdnf+7MGDB8nJyaFdu3YEBwfz7bffkpSU5E6kz87OZt++fdx///037TQgCIJ7af9GVESeaFlVv5b3NlJRr+qyoKzOez0URcHqcHo559XVoam8r7GyvBYW7j3K4QsZ6NSe75OsKOhUagJ0ulI9cKgFgQKbnXl7jnAuOw+b04kg/ne112xz8Ngd9WldI8x7kyglgwcPZv369YwcOZL69euTkpJCXFwcU6dO5fTp01y6dImhQ4cSHl45Gy348FGeiKLIbbfdxqFDh/jrr7+oXr06Op0OvV6PWq3GbDZz8OBB6tWrd9UGRzeD2Wzmhx9+cP+31WqlevXqpRav/v7+tGzZksLCQtq1a8eOHTt44403iI+Pp2bNmm6d8fcUoaK/9UU7AX+/l7lbel9eIZZl+ar3O5cdouJ+nb8v9hUdL+J6sQAlisWbeE28nj171i04x40bx9mzZ90iKiwsjKCgILp06ULnzp15++23qVatGv7+/iQmJnL06FGWLl1KnTp1GDp0KG+88QZt2rShZcuWJCUl8f777/P8889Tr149RFHkueeeIzY2lmnTptG7d2+ysrJ4+eWX6dGjB61ataJOnTosXbqUV155hffeew+AhIQEVCpVsdVgHz58VC4OpFzi+z//wqT1zI13yDJR/iY61atZurQLQcAuK2TnWsgstPHnpWwyCwtRcOXcZlus3BsdCRUoXmNiYti4cSNz587l008/JSAgAIvFwsGDBwkICOD555/nlVdeKbY6cisiyzJZWVmIoui2TLxVcTgcZGVlodPpvC6SKgKz2UxeXh5BQUGVupmPJEm88MILjBgxgu+//57/+7//Y8mSJTgcDjQaDVu3buXcuXO89NJLXrVkczgchISEeCyuFaVdlJbQ0FCPPNOWLVvSrVs3EhISmDNnDhqNxl2gfiWKoiBJEpGRkTgcDrKzs4udu2jV1t/fH7vdTlZWlsfxogWIoKAggoODycjIKLbopSgKGo2G8PBwJEm6bixRUVHXjeVqNUg3i9fE6/HjxwkKCiIkJIS33nrLvTIpCALDhg1z2z0sXbqUESNGMGHCBERRxGQy8fnnn7tXSIcPH45Go+GTTz5h6dKlyLLMhAkTePrpp92v1b17dxYtWkR8fDzbtm1DlmX69u3Liy++iCiKhIWFsWrVKp599lmef/55ACIjI1m2bJl7Sd6HDx+VE71ahZ9Wg0nr6UrikGX06tJ51RYhAH46Df56DdUD/UnOzOFMdi4FNhtOWe1VN4Z/SnR0NAkJCbz++uukp6djNpsxGAxUqVIFnU5XIVZ1ZYHVamXcuHEEBgYyderUW7r3/IULF4iLi6NDhw5l5mdZnnz77bfMmDGDyZMn06ZNm4oO57o0a9aMLVu2uIXjlYVCzZs3Z9++fcVyNG+WIqFaFh7F9erVo2HDhhw8eBBwpUnabDYuXLjgMe7s2bPodDpatWrFsmXLijX7KKobatCgATqdjqpVq5KSkuKRc2qz2Th79iwdOnQgNDSUpUuXkpmZ6WFjeurUKcLCwggPD6dGjRrXjMVgMNCyZUs+++wzzp49WyyWrKysYtam3sBr4rVTp04eZrXXQq1W89FHH113zJAhQxgyZMh1x3Tp0sXdRvFqhIWF8eWXX94wHh8+fNw6FDkVyLJCaRMXXPlXoJEkYkJDCDUZOJGeyfH0LJyVqNhGr9d7VA/fatjtdgoKCtw5c1ciSRJpaWls376d6tWre6R+VUasVitms9m9vXolKpWK06dPs2XLFiIjIysowtJRUFDg3tq9cj5FBXYHDx5kx44dXvFCLw80Gg0FBQXo9XqPlb3AwED+/PNP9u/fT8uWLYvlat4M3tgC3717N9nZ2Tz44IPun/3444/8/PPPjBo1CnAJ8KZNmzJv3jx69uyJIAhkZGQwZ84c2rdvT/PmzenRowdz5sxh5MiRNGrUCIAPP/wQo9HIAw+46iseffRRRo8ezTfffMNDDz0EwOLFi0lNTaVXr174+/uTkJDAJ598wqxZswBXsdiKFSuIjY1Fq9XSokULGjduzPz5892uAUWxdOjQgebNm/Pwww8zf/58Ro4c6Rars2fPxmQyuWPxJr42Uz58+LhlcCgKTllGJYqU9B4iCcJloaugXPZ8dSoKIQY9flHh6NQaDOVUhPhv4PDhw0ydOpXc3NxiudEqlYrCwkIuXLhATExMpV9N/v7775k3bx52u73YXNRqNRkZGdhsNnQ6XQVFWHIcDgczZ85052teKcIEQUCtVnP06FFUKlWlfqAoIjs7m/j4eI4ePYqfnx9dunShT58+bqE6a9YsEhMT+emnn6hXr14FR+uJxWLhzTff5LPPPnO7Hx0/fpwhQ4bw7LPPAq4Cqffee4/hw4fTo0cPwsLCOHnyJDVq1GDChAkYDAZiY2M5ceIE/fv3p3Xr1pjNZk6ePMn06dPdVlz9+vXjzz//ZOTIkXz99deAy4YrPj7e7UIwe/ZsRo8ezRNPPIHBYODw4cM89NBDxMbGumOZPn06zz77LD169CA0NJSTJ08SHR3NSy+9hMFgIC4ujlOnTvHII4/QunVrCgoKOH36tEcs3sT3F9uHDx+3BJIgkGe1sutMSqnEK7jssoL0eqKDA9Cr1ciK4mo1K4o0CgvhbJaZ/efSaRIRgrq8vOD+R7l48SLLly+/4biK6nJXGk6cOMHatWtvOO5WmIssy+zcuZNvvvnmuuNuhRQVWZb56KOPePfdd90/W758OatXr2bu3LmEhYVhNpuL5XpWFtq3b8/cuXM5fPiw+yHiySef5L777vMY17p1a1auXMnPP/+M0+nkwQcf5IEHHnDbWoWHhzN//nzWr1/vblbTqlUrD7FuNBqJj4+nTZs2bhvSYcOGceedd7rHdO3alYiICI4cOYKiKPTu3dtjVRjg7rvvdjdRKYqlS5cubvEdERHBxx9/7BFL69atqVu3rvffQHzi1YcPH7cIgiDgkBXS8s2lEq5FXCooJL3ATL0qwYSaDEiiK/1AFCC70Mb2kxc4nZnP3TVDiQq4OS9ob5Ofn09hYSFBQUE37ZZS1jRp0oQuXbqQnZ3N22+/TWhoqLtKuaiT4lNPPUVeXl6l90Zt164dzZo1Izo6mhdffBG9Xu+uytZoNPz+++8MHDgQs9lcwZHeGLVaTa9evfjjjz+Ii4vj4Ycf9qhN0Wg0zJ8/nxkzZpTYTaeiyM/PZ8mSJahUKrp27UpAQACbN29m9erV2O12EhMTMZlMlXoFuWnTpjRt2vSG4+rUqUOdOnWueVyn09G3b98bnqdr1+tbBd55550egvZq1K1b97pitKSxeIPK/VfQhw8fPq5AAFT/sGpVURQyCi3kpKRS3d9EdHAQAXoNigKS6LLiOpGRQ2qemTsiQ2gSGYyftnLc/D7//HNWrVrFjBkziImJqehwrktUVBQjRoxgxowZ+Pv7FzNIt1gsREdHExQUVOlX+Jo0acLw4cPZtGkT1apVK1bwazKZqFat2i3hNCAIAv3792fv3r0UFBS4zfCvpGnTplSpUqXSu1rIsozFYuHuu+92b72npKTw2muvsWjRIp5++mksFkulFq8+bo4yEa/nzp3j22+/5d5776V+/frunyuKwtatWzl27Bj5+fkeLWH79+9PSEgI4LLr+OKLL0hPT0eSJFq3bs29995b7HUSExNJTk5GEAQaNGhQrP3Ynj172LFjB4qiYDKZGDJkyC2Rm+TDhw/vIwgCEq4b3+msHNLNFmoHB1It0IRKFBEUUIsiZruDnadTOZ2Vx13Vq1Kvij9iGYosRVHIz8/HbrcXE3OCICBJEvv372fbtm2Vdhv077Rr1w5Jkq7ahVAQBCZMmIBWq63UdkxF9OnTh2rVql1VaBc5JlxZpV2Z8ff3Z/To0Zw/f97dSvVK2rRpw6xZs0q0IliRGI1GmjdvzqVLl9BqtYiiSPXq1fnwww/R6/XMmTMHcOVqVvYHJB//DK+L1+3btzNu3Dj279/P3LlzPcSr0+kkPj6ec+fO0bdvX3d1oCRJ7mT4Y8eOMWbMGNRqNbfffjvp6enMnz+fyZMn069fPwDS0tIYOXIkFy9epE2bNlitVubNm8e5c+d49tlnEQSB6dOns3TpUjp16oRGo2H58uXs3r2badOm3TKVoT58+PA+giBczp+1cSj1EhcL8rkjIgy9WoXVISOJApIkcC67gIt5hdwWFsgd1aoQZtKXSTzmggLi336b3w4eRPybMbgoCkiSil9/+w2TyYTmFllJ0uv1dO7c+arHtFptsXy6ykxwcPA14w0ICKBPnz7lHNHN0bBhw2taFzVo0IAGDRqUc0SlR61WM3jwYJ555hlWrFjBE088Abiuu6lTpxIYGEhCQgKZmZnl3lzHR/ngVfH6ySefMHPmTEJDQwkODr5qErvBYKBLly5Mnjy52DG73c6sWbNITU1ly5Ytbi+1ESNGMG7cOO68807q1KnDZ599xo8//si3337rtoeoXr06r776Ki1atHBXxr344otun9fHH3+c+++/n48++oi33nrLm9P24cPHLYgkCijAn+nZ9GhUm+ZRoWw9cZ5cqw1REFBLIrKi8GtKJn/lmLkjKoQmEcFoSuEJq7j/5xoIYLFa2bxlMwcO/Hrdc4WGhiLDDfN9fQtNPv4NdO7cmcTERKpUqeLxc6PRyFtvvUWbNm2w2+0e/q8+/nfwmnh1OBzs2LGDESNGEBMTQ8+ePa/6xHO91pLJycns3LmT2NhYDxPgxx57jMWLF/PTTz9RrVo1NmzYQL9+/dzCFaBnz5689957bNq0yZ2HNGDAAPfxRo0a0aFDBzZu3MhLL73krtbz4cPHv5fLjRbx16lpEBpAkEHDnjNpnEjPxSbLqAQRjUogw2xh+4kLJGfm06pGVaoFGG64HemUZcZt2MWF3AI016pGF8DplCmo1Rhd8jlqdulDUP3bkIvaMAoCoiRxav1yMg/9wmubdhOanP/f41egADaHgzc6tyIm9NbuXOXDx42QJIm2bdte9ZgoijcsUPJxa+M18apSqZg/fz46nY5ffvmlWA/cIvLz8zlw4ACrVq1CFEVCQ0PdnTyOHz/OuXPnivXvDg4OpmrVqvz111+cOnWKpKSkYqa3RqORGjVqcPz4cXJzc/H390ev99zmq1WrFvv37yctLY3o6Oh/PNeitmklQZKkcq2oVRSlzJLUvd3e7UYoilJmhQMVUZAgCAJalfctdTQaTblfY2V5LYjl/J1BURAl15/CUJOeh2+ryckcC/vOpZOaW+Ay0hddq7CnMnI4n1tAs4gQmkUF46+79t8BSRQ5m51PckYO2uv4yIqSiuC77iPzzClkux1TrboosuJaYhUERJUaU1QNsk8c41x+IbkZOdcUrxabHVms/LZNPnzcioiiWOkdMv4teDVtoKgY6lrCVRRF+vXrxy+//MKXX36JLMv8/PPP9O/fn4kTJyKKIkajsViS/5XdTZxOJ1qtlsDAwGuOKerre7UbrDcuPpVKRVJSErm5udcdJygKWZmZqFTll6emVqs5e/Yshx05yF7ePzSbzeUqYFUqFceOHUOdqvfqXARF4VS+tVznIooiNpuNvb/+hkaEojW/mz6vonAyLa9cq2pVKhV5eXkc+u03FC9fY4KikJOdXa52UGq1mtPJpzlsTkcWBAQBREEgvMBCenoeNn0ggk6P6HSCIGCxO9l9Jo0zOQXcFmJAykkHhw2kK2NWcCqA04FBq0EtXvt9EgRQgkKo+UAvnFYrjkIzoqhCUWQQBBS7nZDGLdCHRREQFoFGEFCu8hCk4PLCPXrkCA5/nVc/GwXXtaYudV+zm39du+AT4z7+GcLfcshvlvz8fF/RdyWhXK2yRFFk+PDhDB8+3P2zr7/+mqeeeorq1asTHR2NJEnX3I4ruggFQbjqGFf7R8X9Wtc7/k8p6kSyc+dO7Hb7dceqFSfnwhuh8QsF+eqC3ttotVoOHjpIzvazWL30R1/AdRPJqdYUtc4PZKdXznsj1Go1O3bs4GhBOjYv3sDUikyWPgCpWlOEcpqLJEkUFhayYsUKJNmB4iXxqlGcpPhHoA1rUG7XmFqtJi0tjcRfv8cpePcBQK3IXIxsjMYYUm7z0Wg07Nu3j4vZKR7fGUkQUGs0qEIiEKOikYLDkUQJ6bIQPZ9r5kxaBvKlFJwpJ3HmZuB0ysiAgIKMSEGNO5A0hut+Z9yuK9ENQFFQZKdLuLoOoqDgV7Mu/rXrozgc/z32NwRApVbz/fff82thNnYvfjaiIlOgMXDBLwyxnFaeFEFA47ARlXsB4XJ3NB8+SopKpUKSJGw2m9cErFarpWbNml45l4+bo8J9Xnv16sXChQvZsGEDgwYNoqCgoNiKZpEQDQkJQafTXbVzRtETVlBQEHa7nYsXL141t1av1xMU9M/zwRRFwWaz8eCDD94wEVxQFGYdPMO581mo1OWzemCxWGh5V0u61urq9VWxV3cdJye3EG0pClZuBpvNRpcuXWhWxc+rcxEUhT9zzBzc8ydqUSyXAheHw0GQ0cjgQYPQSALeWnkVFIUdKZn8fugspnK6xmw2GxEREQzpdo/Xq4MEReG9X5O5kJqNoZzmY7VaaXtPW+6vFlz8OlNkFKeMoDeSoWjYn5JBdqEVSRRQCQIqgwGiY5BDI6mhg6YRwejUKhRFwS7LvLIrifx8S4mKvBTntcW6IjtRbvCgpeAqeu3evTsxQUYvf2dkDmeaeXPfaXTl9P23ygo1jFqeadMd1/OCT7z6+C832jn7+uuvOXToELGxsYSFhXnlNTds2ODVBg4WiwWn04kgCO5OVdcbJ4pisXRIcN1frFYr4NI4V3tvZFmmsLAQcD2wX223zmw2oygKkiRdc4XZG7F4gwoXr+B6UyVJcue6Xrp0yeN4RkYGTqeTunXrEhYWhkajIS0tzWNMQUEBOTk53HnnnRw+fJiTJ09isVg8chtTUlKoUaMGAQEBNx1vtWrVStSv1+9UJk7nJSinG7HD4SA0NJToOt7vJazdn4wsF7gc3csBWZapUaMG0RHBNx5cShyZ+Si7k7x+3muhKAoqlYqYet5vlfenosNx4FS5XWOyLGMwGKh9na4vN4Mx6RJOZ0a5fmciIiKIrnP9h9HaQK1gP/acvciJ9FysDvmyP6wD0eDHJY2a47KRVmFVCTe4bgzqvadRlMJymIULRZapVasW0VWK+6veLPl+2ah+TkItqspFRspOJ0a1gbpldJ35+N/m9OnTbNq0iRdffLFE9+qSoNfr3cLsZrBarWzZsoXZs2dTWFiIzWajdu3aTJ482cMz2GKxsHTpUpYuXYooihQWFtKxY0cmTpzoFo67du0iISGBnJwcZFnGZDKxYMECD0vQ48eP89Zbb3Hu3Dn368+dO9ft55ubm8uMGTP45ptvUKvV5ObmMnToUAYPHuxO4bJYLCxevJjPP//cHUunTp2YOHGiW+j+9NNPJCQkkJubiyzL+Pn5sWDBAiIiIm76Pfs7ZSJeAwICEAQBk8nk8fOLFy9SWFhIrVq13D/bvHkz+/btY8qUKTRt2pTmzZuzfPlyhgwZ4n7TFi9eTK1atWjatCl+fn507tyZdevWMX78ePcTVWJiIqIo0qFDB6pVq8bSpUvZvHmzu1XZvn372L17NxMmTPDKk8CNUgaKkGW5XE2SBUG4Zs7xzVIRiepl1aawItofKoqC1eH0etHW1czty5qy9E6siO9MSb/PVU06ujWsyZGLma6CrjwLKKDCSWGhg2NmM2fSs7gjKoTbwoJwOp3l/r2pqO+MrCg4SnldCAioxKungYHrOyMrSpk2ifBx65Gfn8/q1atJSUkpdu2IoogoiuzcuRObzebV74O3/u6lpqbyww8/MHHiRGJiYjh//jxDhgzhqaeeYsWKFVStWhVFUUhISGD+/Pl89tlnNGnShGPHjjFgwAAKCgqYPn06e/fupXv37owZM4a4uDhsNhvDhg2jV69erFq1iqioKJKTk+natSvt2rXjq6++AuDNN9+kT58+fPnll+4ucgcOHGDlypWEh4ezfft2nnvuOaxWKyNGjEBRFKZMmcKCBQv4/PPPuf322zl69CgDBgygsLCQadOmsWfPHrp378748eOJjY3FarUSFxdH7969+fLLL4t1p7tZvCpev/jiC5KTkzl58iRZWVksXbqU5ORkWrRoQefOnUlNTWXSpEk0bNgQf39/ZFlmy5YtPPnkkzz66KMYDAYmTpzIsGHDGDBgALfffjtnzpxh//79fPDBB4SGhgIwevRojh8/zuOPP06HDh3Izc1lw4YNvP7669SpU4eoqChiY2N5+eWXSUpyra6tWbOGhx9+mMcff9ybU/bhw8e/DEGA28KDqR7ox4GUdA5fyCTPZkcjSagEAavDya7kNE5n5hGo05OmsuCQ5X/c1vZWQAFMWg3Bel2JhaYA2Jwy6eZCbA5HuT6wnM7M5bfz6VdN51BwFewF6bWYNFqub9R7JQIFNhuZhRZkxTND1y7LRPkbuau6d7avS8vpzDxyLDakErzHRd7EkQEGqhgrZ3FSTk4OU6ZM4ciRI9cdV61atXJ3ySkJNWvWJCEhwf3fISEhxMbGMnLkSI4fP07VqlU5e/Ysa9asYcyYMbRv3x6Ae+65h6FDh/LBBx8wePBgEhMTadOmDS+++KJ7se+VV16hS5cufPXVV4wYMYLly5cTHBxMQkKCu4vpSy+9xIYNG0hMTEQQBPbu3cu0adPcLYP79OnDxo0bmT9/PrGxsaSnp7N27VrGjRtHu3btAGjbti2xsbHMmjWL//u//yMxMZF77rmHF154we3xP3HiRLp06cKqVavcnvvewmviVVEULBYLZrOZ6tWr895772E2mzGbze4nn6ZNmzJo0CD27duH2WwGXEK0R48e7vO0bduW5cuXs3LlSsxmM5GRkYwaNcqjI0hMTAyJiYl8/PHHmM1m1Go1c+fO5Z577gFcrgdTp06lfv36JCcnA/Dss88ycOBAb03Xhw8f/3L8dWra1YmgVrCJfefSOZmeh4Cr+YEowMW8QupVDcak1XAyM5tMswXxspPB/xqyrFC/SjC1gwNu2EShCEEAp6zwy7kLnM3KQX0tL9wyYNfZVCZ9s4dAfXFxJssKRo2ae2pFEaDTIpdwQqIgkl1oYWfyOSwOh8fnnGux8VBMzTITr18dPslf2fnFxLhTUdCpVVjtkFFgcRcbXg9Fca1ehhg0yIoDheLZxhaHk4ca1iSmasX4CQcEBNC4cWPS0tJ44oknqFGjhnv3RBRFBEFg2bJlnD17FqezfIpyb5aiFeMidu/ezcWLF7nrrrs8xjVv3hyATZs2sXPnTrp16+bhzhIdHU3NmjU5ePAg+fn5bN26lfr167uFK0DVqlVp0qQJv/32m7uwrXHjxh6v07JlSzZs2MCpU6c4cuQIaWlptGjRolgssiyzadMmfvrpJx5++GGP5lRFsRw4cMDDEcobeE28CoLAoEGDbjiuR48eHmL1ajRq1IjXXnvtumPCw8N59dVXrztmyJAhN4zHhw8fPm6GWkF+hJkMHLmYxb6/0sm2WBEFAfGyK0qNQH+CDTrOZudyOjMHq8OJKPA/13PdqFYhK0qJxasiK6gkCY0klnht01toJYlAvZaAq/j0OmWFAJ2GMD+jyzathBm+CqCR9ATptZjtood4FQUBg6bsSkzWHUlm95lUjFrP17A7ZGoE+dOxbk0C9NpS5Sqfy8ln4/FTVxWvOYU26lUNrDDxajKZGDlyJOfPn+eee+5xt46/krNnz3Lq1KkySdu52jlv9vv8ww8/ULduXXd73rS0NOx2e7GiKK1Wi16vJyUlhYyMjGKFXpIk4efnh9VqpaCggPT0dI882qJYAwICyMzM5PTp04iiWMy7Xq/Xu/Nf09LScDgcxWLR6XTuWDIzM4ulihbFYrFYKq949eHDh49/K3q1RPNqVagZZGL3mYv8mZ6HzeFEJbl8pY0aNQ2qhhBi0HMqI5u0AjNOWSnRStitQtEKZWluUEoJxG5ZaHxBcK1K/lds/zcIp6zguHxMJYglnk9Rfq5TVnDKsofbg1NWylSgG7VqAnQaTFrPCnK7U8ZPq0YUXK2QSzMXtSQSqNNeVbyKCKVqk1wWtGzZksGDB7vzyv8+t3vvvRe9Xu9ON/QGarWaixcvMnPmTPfPitxXnnzyyX983h9//JGNGzfy2muvUbVqVcD1WVWpUqWYIJRl2T1fk8nkHl+EoigedQM6na6Y24KiKG6XA0mSCAsLK+YuUJTfKwgCoiheNxZRFDGZTMVa9f49Fm/iE68+fPjw4SWqGF0FXUfTstn/1yUyzFacVdONAAAgAElEQVQUXOJFEARCTUaC9DrOZOVyJiuHbKv1H60MqUTxfyb9wCHL2K6ytWtzOnHIMkIp1gsVxfV7Tlm5prOWJAg4nAoGtQqdSoVaEj1ew6komDT/vOmHv06DWiV6rNjKuFbjLQ7njdMQFBAF0KikUuUPC4KAzSlzpRC3O+VSF9HdKqhUKgYOHHjNgtXevXvTo0cPrzZwKRJqVzZScjgcxURdaTh16hTPPfccHTp08EhtFASBrKws8vPzPcYXpRZotVosFgvp6ekex4t88FUqFWq1GrvdXszBqWiMKIqo1WouXbqExWK56usUvX/Xi0Wj0WC1Wq8bi7fxiVcfPnz48CKCAI3CAokKMPDejoOoRIkAnRaHLONUFCRRpF6VIKoY9SRn5ZRqBVYAHIpCprkQs618XSZEQcApy5cFZVFhj4IMyHLJy5quRFYUQo2ubc+/F7TZnTJVjDp+PJ2KU4aSrF0qikKe1Y7NKV9T8qolkfR8K3fXiEItiejVKqQrGjoUFWxdPmGJl36Vy64IzSLDihVs5Vlt+Gk0fHPsHM4biEkFUIkCJq0alShxo3dWEgVC9AaaRlQt9hDglBUC9a683f+1NBVwiadrtfqWJMkj/9IbOBwOgoKCePrpp71yvgsXLjB8+HC0Wi0JCQkeIrjI0/7v1lxWqxWNRkO9evUQBIGCggKP406nE7vdTmRkpLswPi8vz2NMUY1S9erVCQ8PJy8vr5hLkcViwWg0Ur16dQ4fPnzVWCwWCxqNhvr166MoSjFxWxRLWRTO+cSrDx8+fJQBflo1SemZFNplGoWGUNWkR0BwWUopCoE6LU0jQt35sSWhyKv/99RL/HExvVyKnMx2BwIC+TYHYX5GjGo1OrUK4fLWsUaSUACjRsP/s3fe4VFU3R//zmxN24R0AiEJgVAl9BJCE1AinWAExAKhKYKiIMXyAi9NfiAIAoqIShGlSJPe4aUpNRQpEUJCet2U7Tvn98cmK0s6bHYD3o9Pnkdm7t45d2buzJlzTxEEAl8JVwiDIKBODVcEubuVuF8gwsl7KZWSl+e4f8oCloKY51HHTQFCyW4LhEKXhkod2WRpcpQUf606y0zn5lZaTgU6MQlAVDGFHQDcHOTwcHIo0UpdlMKsIpkGHsdYVLESpnP6/Km/lcdaPrQFBQV47733cOPGDezbtw/+/v4W+5s2bQqJRIKYmBiEh4ebt1+8eBE1atRAeHg4Nm/ejKtXr0IQBLNyGBcXh4yMDLRs2RJisRhNmjTB9evXkZuba7YYZ2Rk4M6dOxg3bhy8vb2xatUq3LlzxyKN6YULF1CvXj14eHigUaNGEIvFuHbtmjkwHgAuXboEDw8PdOzY0Rwk9qgLR1xcHDIzM81BZtakypTXIj+H0r72yqvkoNVqYShMn1Ja5YmKVHIo+ioRi8WlfqExGAyGtSlaHk7Jy4dar4e/qwvqetSAk1QMon8UA6HQGlsRxYAAiMFBKhKZrLiFfVDhX3k5UYveu/laPdR6IwQQctRaCERQ640o0BsgCCbrpbZwiVtnMFkK87R6tPf3g4jnIOFFAAdTlTHeFHClFwTT8St5noyCgJLiwYv0T2mFFfTHVL2yTiiHMpfvy9F9Kw0VlvmtsI8zh0q5SwhEIKP1/GqJCFKRCIFurshUqaHS6833F1D2uWOUj8FgwLRp03D06FFs2rQJjRs3NusqEokEUqkULVq0QP/+/bF06VJ06dIFgYGBOHv2LL799ltMnToVDRo0wMiRI/Huu+9i/fr1GDx4MHJzczF9+nS0bt0aL7/8MgBg9OjRiIqKwpdffokpU6YAAKZPnw5XV1dERUWZjzVv3jy88MILUCgU2LJlCw4dOoRvvvkGPM+jefPm6Nu3L5YsWYLOnTsjICAAZ86cwerVqzFjxgyzLO+99x7Wr1+PyMhIKJVKTJ8+HW3btjXLYk2srrxqtVqsXLkSX3/9NRYuXIjIyEiL/UqlEkuXLsXhw4chFouhVCrxzjvv4O2334ZEIoHBYMCuXbuwatUqGAwG6PV6hISEYOnSpRZ+JidPnsSiRYuQl5dnUVWiqJJDcnIy5s6di+vXr5t9RxYsWICXX375uVw+YTAY1Q+uULnTGoy4l5WDdJUa9TzcUNPFGRIRD6EwkIfjKq6qkKljyMQiSEViU+YCFPqWOciRVqDB35l5SM9XA+CQq9WZfC0FQqbK5NdmCioyKSB6QTApJoXbCASDQOal76LnpYjn4CyVmBVlwKTEaB9Zqn6SJ6uI48DznIUFlEOhck8EoYIqGcdxkHDlmwc5/OP+UFp2BI4r7sZQUbRGYzHNly8cY0UzKxR93FTEyld053AcV8y6yhUq6UXXuqIIMH00NPX1hF4QoNIZkK3WIEulhlKjhVpvfG58ru3BzZs3ce7cOXh4eOCrr77CwoULzdd60KBBGD9+PGQyGZYsWYKPP/4Y0dHR5upeU6dORXR0NDiOw+DBg6HRaLBo0SL8+OOPMBgMaNq0KebPn292QQgPD8f69esxZcoUnDhxAoApVdb69etRo4YpW8Qvv/xiVnLFYjGMRiOWL19uVjqlUimWLl1qlkUul0Or1WLatGkYMWIEOI5DVFQUtFotFi5ciB9++AEGgwEvvPAC5s2b91Q+waVhVeU1MTERM2fOxI4dO5CRkYGsrCyL/TqdDmPHjsX169exZcsW+Pj44OjRoxg/fjy0Wi3ee+89bNy4EVOmTMHXX3+NHj16IDU1FcOHD8fIkSOxfv16ODg44NixYxg0aBBmzJiB6OhoaDQajB07FpGRkdi5cyecnZ0xcOBA1KhRA7/88gukUim+//57jBgxAmvWrEHv3r2tOWwGg8EoExFvivZWarS4kpSGVBcV6nnUgEImqXQ4vUEQ4OXogHb+tczL9kVV2zgAV5OycDUp22wdMy9/06MZAR5Vev7pmyv8TyriCn8L89J6kcvCozZirtBi/CTVtUzHNinXaoPBsl8ASq0OTlIxXgrxBweuTKWvKDreVf5PZH1pSEU8zsanYN+teIg4QGuwlFsozA7RopZPpQwdHMdBEARcSUqDRv9PnlcOAM9zaOrrgVebBcNQjiLJwfRxkavVQ28sP1Kb44BjsYnIUGngJpdaWGwJJguqQlY8JVhFEPE8JDwPB7EY7o4y1HV3hd4oIDE3H9kqPRKVBXCSSuAkNQW+MSpG48aNcfLkSQAwp5EqQi6Xm1eRFQoFVq1aZS79KhaLLYx4YrEYb7/9NiIjI82Ba25ubsXume7du+PUqVPmlWoXFxeLQDYvLy9s3boVeXl5ICLIZDI4OTlZ9OHq6opvvvmmTFlGjBiBwYMHlymLtbCa8mo0GvHhhx8iLy8Ps2fPxuzZs4t9Nf7555+4dOkSlixZYi46MHjwYPz+++/48ccf8corr2Dz5s0YNmwYoqKiAADu7u74+OOPMXr0aJw+fRo9evTAhg0b0LVrV3z00Ufmi/zpp58iIiICe/bsgaenJ3Jzc7F27Vr4+voCACZOnIhdu3bh22+/RURERLWsusFgMJ5fOJisjAQgQZmL9AI1Wtf2gY+zU3k/taBIuXJ+RCF59ElrsuYWRelToVXWJICoULF51OJYZJUz+XkKFvvlEhGkYhEkvCnlV3qB2my1JAJ0ggBBEKAzCvBTOBdL1VQeEp5HbGY27mZkQSqyfB1pDEbU81DgxXrtKtVnRbiRlok7GVlwkxd3JTMKBL3wZIntiQg5ag1Uer1lkQKtHsGeCjT2qZq8qFtj7uCP+DQ4PZZLVm80orabCzoG1K68/27hn1D48WOywpuyIAS7u+JBdj7isvPh5SSHj7MDfF0c4O4kg4ejHC6VvA/+bYjFYnME/uO5Ux+nSAksCxcXl3KP6eTkVEwhfVymIktsVctiDaxqeY2KikJ4eDiSk5OLpV0AgCNHjoDneXMJsiLatWuH48ePY+fOnbh161axfGlNmjSBi4sLYmJi0KRJE5w7dw5Dhw61UECDgoIQGBiI06dPw2g0ombNmhbOxzKZDK1bt8b+/fuRlpZmVmqflIp+TdjDReF5couoqrHY6xxVxUfT83S97UVVnMPSrjUH05J0vk6LXK0ONV2cUVmbpVndNCfh/MfKxxUqyIU2VpOSSv8EIXEcBxepKZ2ThOfhXJjY3lkqgUxsymvqJpeCYMpfKxOLIOZ5/J2ZgwVH/wbPczAYBRBM/rDGwiwKbnIpFCUk/S8PnuMg4vli/qCmSmVVdW+blthL6p+4p6uCVhSA92gfokq4hTwJHMdBxHPFzqFAT5ZSjYPpw0StN8BFJoWY581KbFGGiSILd3q+Bim5alwBwVkmgaeTHO6OMpNS6+IAb2d5JfyWGYyKYTXlVSQSmf1b//777xLbpKWlgeO4YpUcHB0dIRKJ8ODBA6hUqmIBWlKpFM7OzlCpVMjIyIBSqSy1qoRSqUR2djbkcnmxNBlFXx2Pp5Z4EoqS85ZHVVT3KI+KyvYsUFVjEeyU+9BoNELMWfdBbq+xPC/3GFA191l5KZEqk2WgJMziFvoE6AUBBTo9aiuc4OPiCImIg5jnoChUPuQS3pS/lOMgF4kgEpkUOKm4MG+kWFSYlL9kZT4jPx8ZKjWcpBKzVc6kMInMeWyrAqMgWF2JZXOmbHiOg9ZgxIXEFDhIxHCVy+Du4IAacpnJRYUDuML0YiKOYPIYIGgNRjzIzsf9zDzIxCK4yCVwlorh6SSHn8IRtV2d4OYgxT9fVEWpyLiKu88QAfQE14/jq6biBcMu2DRVFs/z8PX1LRb1X/Qg4Xkebm5uxUzXQuHSVFH2grIqORQl3fX19S2mvD5aMeJJKVK+9+7diwMHDpTZVkxG3JP6QiZzBiptW3kyHBwccObsGShP7oHeSkpSUeRtlswPUqnsyR4cT4BUKsXu3btx2ZgPgxUVPjEJSBM5QCzzA2ejsYjFYhQUFGDlypUQQwBZyQ4jJiP+FrvCQe4FW91jUqkUiYmJWPHVUhg5K+fuIwEJspqQyRxhq/HI5XIcP3EcSYd3WHHOEATwyJX5QSyRWnXOiHkeyXn5iMvKhYjnoNLrC4OPAD0A3c0HKBDUEAoV0aKCBjxn8mEELNNAFSlURa6YhOJKlpiMSBI5wVFeE6JSxmIKGOJhrOBYi2QrNR+rRIKcnBwsX74cPMhqc0ZCRtyS1IBc7oGy7jFRoTWzogqnmOdgLMXaLpPJEBcXh5VfnYPBynOGJ0KyrCakUgeUNh4RzxVe34qOxXTv5Gl0UGq0yMhX44EoFzIRDxeZDG6OcnjxBEcxD0EkAUQScCIReM50HvjCynI5ai2yCjR4qFThr7QcyCViiAUjKC8TgjILyFeCjDrAaAAZjSCBzIFqJUtKkEhkEMkdTDdQRa5NYTuDRgWDTvdUCmxubu5Tr9oyrIPN87ymp6cXS3T7aMWIvLw8ZGdnl7hfIpGA53mo1WpkZmZatClSbEUiEXieR2pqqsnK9UhlB57nS6zh+yQ4OjqWm3pLDAFigwRkLL3ai7UhIsjlcigcXaGvdNKakilSXnk9b3PLgaOjIxS8CAYrjQUAxCAUkASkt91YipZrFQoFxBXO3lg+YghwEBxMY7GhUUEsFkMhd4XRygcVgyAyiJ+LOSOAq5I5w3Mc8nV6xCuV5hyrRe4DBuLg4aqAD+8AI/dP0FVRkyeVRQwBSpKVOmc4DkjJKyg8XsWPwRWOpcTl+0eqGfGwXuoqCQQ4CPJS5wzHmap0JeTkwlEqqfB4uMIKWiVZ3InIPGcMVr6xeQAivahERY7nAJVej4ScXEhEokqNRanRmlw3CuXVG43QGY2mey9PhZ4OGgQ5imBUeIB38YRR6oh8nR75Wj00eiN4/h/LPsFUdEJr0JlkELsA7s6AQg8hPweCMgOcPhcOPAdnuQROEsk/JXwLM18AAEhAjlQBtYc/eLGkYsorz0HQ6eCcnQCFJg94Ctcta6zaMqyDTZVXmUyG/Pz8YpUcVCoVFAoFgoODodFooFarLfbrdDoAQJ06deDm5ga9Xg+VSmXRxmg0QqfTITg4GPfu3cODBw+KLQ2pVCp4eHgUqwVcGYgIOp0OPXr0QL169cptH3voT9z86z5kTxjtWVk0Gg3ahrXFa82Crd73qS1HkZKaBXEJSbirAp1Oh159eqFNLc/yG1eS2xm52PnrIYhEIpusJBmNRjgpnDFy+CArquEm9t9JwP59ZyF7An/DJ0Gn08E3sCbe7Du4Svq/tvcs7sY+hNRGQR9arRbhXcPRp2Edq/d9eNMhZGXlQiy2rqsIh8fcDrhC5dRgQO8+fdDEu+ygiifhakoWdm09CrFEXLzWPceZA68q99VhyktbUloqg8EAVw9XjBwSWcLvno7tN+Nw+NB5yEsI2OI5DnqjgIuJqZXs1fQFUZKvrk6ng3+IP97o1f7JhS6DCztP4UF8KiSPBWyJeB55Wj3OxSdXskfTxzb/iK/uoyuWGrUG4T06oke92uZtAhFSctVIyVchPV+DLLUW2SqT5VYgk0VWxPHgeA6AyfUAUing5Az4+IPnOXg6yuHjIoe3syM8nWRwd5TBUWR5Lg/cTcKf8elwqHAJX0I+J0KrTi+iY52ne5d89913Zn2EYV+qRAspWq5/PGChefPm+P7773Hnzh3UqfPPi+LPP/9E/fr10aFDB7i7u+PKlSsYMmSIef/169fB8zwaN24MHx8fBAUF4cqVKxaVHO7fv4+srCx07twZCoUCp06dQmJiolnB1Ov1iImJQYsWLaxSrMBYQi3ukrCHb1VFZass9vDXevxDp7r3WxZEBINRgNTKKWWq6nqXRVXeC/a4z6riHFY0T6e1sdecMVW2quyXYNnti5aPrf19WZHrXeGCAmbKH0tVUVbfRb7JlaO89FxcMQszz3Hwc3WEn6spHqVAp0dGgRaZBRqk5auRVqBFer4aOqMRPMcX5icGUKggCwKQoszDw+xcAICTVFKowMrh6SSDj4sDars6ASSAI4KogkMyudcSBOPTz4tnxWf534BVlVe1Wg2j0Yjc3Fyo1Wrk5eUhPz8fEokEMpkMvXv3xpo1azBv3jw0btwYCoUCmzdvxvHjx/Hdd9+hUaNGGD58OFauXImIiAi0atUKsbGxmDt3LqKiotCoUSOIRCKMGTMGH374ITZu3IgBAwYgJycH06ZNQ4cOHRAeHo7g4GCsWbMG8+fPx1dffQUAmD9/PtLS0rBs2TJrDpnBqBTs4ffvgV1r6/CokYLx7GDK/ypBQA1nGAurtuVqdUjPVyNRqUZSbgEKdAYQEYyF2TB4DuaPe63BgPhsPe5l5RX62kpRw0GKHLXWHGRYUQhPosAzqjNWU16JCJ988gkuXboEjUYDX19frF+/Hjt37sSgQYMwceJEuLm54ddff8WoUaPMlRwEQcCKFSvQvXt3AMCUKVMgCAImTZoEhUIBjUaDqKgoTJkyxZxU9/XXX4fBYMCCBQuwZs0a6PV6NG/eHPPnz4dcLkdQUBC2bduGsWPHok+fPgBMQRnr1q1D48aNrTVkBoPBeCqK0mZVNK+oqb2IVTdiPFOIeA5uDlK4OUhRx80ZL9QUoDUYkVGgQZJShQRlPrJVWuiMpsBDnjMFyol4QFK4gqHU6JCl0kAs4iGu5P0v4jjkafVIy1cXsykTAHdH2RNXVGPYB6sprxzHYdasWTAYDOB5HjKZDHq9HgaDwWKZ3tvbG9u2bUN+fj4AU+Tyo4lzHRwcMHPmTEyaNMmcPcDV1dVSaLEY0dHRiIqKMi9lPV7JoUmTJjh8+LDZf7YiAVYMBoNhK3iOQ4ZKjQRlbsUDp2Gq1pSt1jIFlvHMYqoMx8NFJkGQuwsE8kaBzoD7WXnYcOkOxDwPR4kEconYFJRIBBERhELraWXXNBQyKXbfuI8vjv1pkXOWyFQKeWVkFzTwrJoCEoyqwapuA49XVpDL5SW2k0gk5VZyeFxhrcjxHkcul5cqA4PBYNgTMc8jUZmHhzm5lfqdaXm15CAnBuNZhOc4uMgkaODtitvpWchSaeDl5ABXBzlcZTI4S8VwkknhKBFDeKTMcWXQCwJUegOMj7jqFpU1Lqdib5WSn5+PjRs3IjQ0FO3bFw/oS01Nxc8//wyVSgWxWIxevXohNDTUos2mTZtw7949AEBISAheffXVYv3s3bsXly9fBgD4+Phg1KhRFvtv376N7du3w2g0QiqVYtiwYahVq5ZFm5SUFGzatMksS0REBJo1a1aqLA0bNjTn/7c27OnHYDAYduKf6lIV/yvK28pgPG8YBTLlpAWQqdYgNjMbl5JScDEpFZeSUnE5KQ25hSm8KkvRB19RJTIRbyriUVau4arm+vXriIqKwrhx47Bhw4Zi+0+dOoVBgwbhwoUL0Gg0iImJwRtvvIHDhw8DADIzMzFs2DCsXr0aGo0GeXl5mDZtGr788kvzqrROp8PkyZMxc+ZMaDQaaDQaLF68GB9++CFyc00fzps3b8Zrr72G+Ph4aDQaHDlyBK+//jquXr1qluXkyZMYNGgQLl68aJZl+PDhOHr0KAAgIyMDQ4cONcuSm5uLjz/+GEuWLKmSIFKb53llMBgMBoPBKA0OhUUiCj/S1HoDCnR66I1G1HCQw93RwWp5f+3Fvn378Nlnn8HFxQX+/v5wcHCw2J+Xl4cvvvgCrq6uWLdunTmL04ABAzBt2jQcOHAAW7duxcmTJ7F//340bdoUABAYGIipU6fihRdeQM+ePXHgwAGsX78ea9euRe/evQEAXbp0QWRkJEJDQ9GnTx/MnTsX4eHhWLFiBQCTNbhTp07473//iy1btkCtVmPBggWoUaMG1q1bZ84k1a9fP0yfPh379u3D5s2bcerUKRw8eNAcWxQQEIAZM2bghRdeQI8ePax6/pjllcFgMBgMRrWlyGpqTytpEdbKfHHy5En07t0b33zzDZycnIpZJ69evYpbt25h3LhxFtVCX3/9ddy7dw8nTpzA3r17MWjQILPiCgB9+vSBu7s79u/fD0EQsGPHDrRr186suAJAp06d0KxZM+zfvx8HDx6EVqvFuHHjzPudnZ0xePBgnDlzBikpKbh27Rpu376Nd955xyIF6uuvv467d+/i+PHj2LdvHyIjIy2C4vv27Qs3Nzfs27fPKufsUWxqeb1//z5iY2ORl5dnzn8qFovRoUMH+Pj4mNsREY4cOYKcnByIRCI0adIEISEhFn1dvXoVd+/eBQB4eXmhS5cuxY537949XL58GUQEZ2dn9OrVqwpHx2AwGAwG43mF4zjodDrEx8ebtwmCAJlMhpo1a1aqr5kzZ0ImkyE5ORl6vb7Y/piYGGRnZ8Pb29tiu4+PDxQKBc6cOYNr166hXbt2FvudnJxQu3ZtpKamIisrC9euXSuWZUksFiMoKAgJCQk4ePAggOJxRrVr1wbHcUhISMDVq1ehVCqLFXjy9fWFi4sLzpw5gxs3bqBjx44lypKcnGwOwLcWNlVev/zyS/z888/o3r27uUSrXC5HcHCwWXlNTk7GrFmz8Ndff8Hf3x9KpRIJCQlYuXIlwsLCQERYsWIFNm7ciOBgUxWp06dPY/LkyRg9erS5399++w2LFy+Gv78/xGIxzp49i6ioKEydOhVubtavPsNgMBgMBuP5RSKRIDs7GytXrjRv02q1CAgIwAcffFCpvoqyH5WkuAKmQhpubm5wdHS02F6U99hoNEImkxULfi/KL83zPARBgEgkgoeHR4l9FB3H3d29WDamovLMRARBEMqUpUiBL02WqsCmyisRISwsDJs3by5xv9FoxLJly3Do0CEcPnwYQUFBAEym6dGjR+PIkSOIi4vD559/jiVLluCtt94CAKxbtw4TJkyAn58fBg4ciLt37+KDDz7AG2+8gblz5wIwKbj9+vWDl5cXPvzwQ9sMmMFgMBgMhtXgOK7ECl+lQgTOSu4GBoMBLi4u6Nu3r3mb0WiEs7OzFXq3pGicT9rm0eqeJbWhRyoAlmYRfbRNWbIUKbGltakKJdamPq9cYeJhrVZb4v7ExEQcOnQI77zzjllxBYAxY8bg4cOHOHr0KH777Td06NDBrLgCwKBBgxAcHIytW7cCAHbt2gVvb29MmjTJ3KZjx47o2rUrtmzZAo1GU0UjZDAYDAaDURVwHAeVTg+dwQCD0VixP0GAwWiEXhCeWoEVBAFOTk5o3bq1+a9du3Zo0qSJVcb3KBzHITs7GyqVymI7z/PgeR5eXl7Q6XTIzMws9jvAlPveyckJOp0OGRkZJbZRKBRwdXVFeno6dDpdseNIJBJ4enqC5/kSZeE4DjzPw9vbu0xZatSoYfUqeTa1vGq1WiQmJuLChQtQKBRwdHQ0L/0DwM2bNxEXF4eAgACL3/n6+sLHxwdnz57FhQsXLJyTAZPrQb169ZCcnAylUolz585BoVAUywMbEhKCGzduIDU1tdgxKktRta/yMH3R2C4ukoggFlfNZbVHicaKnufKUuReYks4joNMLCq/YSURi8U2L0VqTd8lW/ZdElU1Z8Q8/1zNmarqtyw4jquStGBszjwdRFQl94NMIi5zzoh5Hn9n5SBBmVfpvnVGI8Sikp+/FX0fFC2R2wI/Pz9otVpkZWVZbE9OToZcLkfr1q3xyy+/IDU11WJ/QUEBlEol6tWrBycnJygUimJtDAYDkpOT0bp1a/j6+mLz5s3mtFlFPHz4EB4eHqhVqxZq1qxZoiwpKSlwcHBAq1at8PPPPyMlJaVEWUJCQp5t5bVVq1aIjY3FrFmzwHEc7t+/j6FDh2LSpElwc3ODVquFRCIp0QQvFouh1+uh1+uLORYTEUQikdkPRK/XQ6FQFDtZRV8sRmPFSjGWBs/zSE5OLveFx4FQUFAAnre+wlIaIpEIGRkZSIgXgawcl6nT6Wz6MuZ5HklJSUgw5Ft1LBwICdkqm46F4zgYDAbE3o8z1+62Sr8gpKVlWkSjVjU8z0OtViMh/oHV7x3HUbQAACAASURBVDEOBJVKZdOXsUgkQlp6GhIcBKuOxygQ9Hq9ze+zhw8fwkWdY/U5k5iRZ/Ox6PV6xD14YFUFlgMhPT3d5nOmoKCgSuYMAKjVavBPkPv0SRGJREhJSUGCSGfV8agNRhgNxjLvM73RCK2h8u9wnivZAMNxHOLj4yFxdSx3LFqt1ur3jbu7O0QiUbFUWW3atEHdunWxYcMGvPLKK+bj//TTT2jZsiXatWuHHj16YOfOnfj4449Ru3ZtAKYiAYIgmFNTDRgwAHPmzMG5c+fMRRD27NmD+/fvY9asWXBzc8OCBQuwZcsWswU5NTUV27ZtQ0REhFk5DQwMxMaNGxEREQEA0Gg0+PHHH9GmTRu0a9cO3bt3x+7duzF16lT4+fmZZQFg9TRZgI2V17Fjx2Ls2LHmf+/evRujR4+GwWDAnDlzIBaLIZfLS3QcLvoTiUTFnIYfb8PzPBwcHIrdqI+2eVI4joNUKsX+/ftLdbQuQkxG3PdpBJmLNyBYP0lvSTg4OODc+XNI3Z8ALWedScbBZDvOrh0KqcwZqGAd9qdFKpViz549uKDKhM5KYwEAMQnIlisgqh0KzkZjEYlEUKlU+Pa77yAWDFZ74EvJiERFTTh4h9jsHpNKpUhKSsI3Kw7CyFlXyRSTgIc1m0Dm5GGz8cjlcpw8eRJxyiQrzhmCAB55/s0hkjraZM5wACRSKXbu3ImT6hwYrHhtxGREpqM7pH5NbTZnJBIJlEolVq1aBR5ktTkjIyPi3WpD7hlss3tMJpMhPj4e357fb9XrAgA8EVJrvQCpg6vNns1yuRxHjx7FrdwUqz2beRD0vBjq2i0gEktKrZfMcRxE1tKXOQ48z2Hb1m1w1eSWe22kUulTr9oWsW/fPly4cAFZWVm4c+cOfv/9dzg4OKBevXp49dVXUbt2bcyZMwcfffQRxowZA39/f8TExECtVuOTTz6Bq6sr3n33XVy7dg3Dhg1Dz549kZeXhwMHDmDmzJnmFerhw4fj8uXLGDt2LAYPHgwA2LZtGyZOnIiwsDAAwOzZszFv3jyoVCq4uLjg5MmTCAkJwfvvvw/AZAWeM2cOJk+ejHHjxqFWrVqIiYmBTqfDjBkz4OrqivHjx+P69esYMmQIevbsidzcXBw8eNBCFmti1yIFffv2RWRkJHbu3ImpU6dCKpVCqVQiOzvbol2RFcbV1RUcxxUzgRc5Cjs6OsLZ2RkGgwEpKSnFzPtFiqdCoXhimYlM1pTw8PBiKSwehyfCD/eykJhRALHYNpYkrVaLpk2boodPBwhWtpLE3UiBUqWH1EZf+Hq9Hh07dkRTV7lVx8IT4X6BHjF/pYLnONjCmCQIAuRyOQYNGAAJD8BKL2KeCOcyVbj+d6bN7jG9Xg8vLy8MCnsVZOWTxxMhPTYTKVkqONhoPDqdDi1atEC4Z7gV7zOCkYDYG6koUOufqCJQ5Y9oWg7s0qUL6jlLrT5nbudpEXM7HTzP2STXpsFggLOzMyIjI2E6fdabMyfSC3DzfiYkVeDGUxI6nQ6+vr4Y1LGJ1Z/LHBGSbqcjI1cLkdW0urLR6XRo3bo12ro7Wm08HAhqI+H29VSo9QbbVJEjgkCEF7u/iAAHSbljOXXqVLlGq4oiCAIMBgNq1KiBpUuXQqfTIT8/H4IgmA1sRUHmhw8fhsFgQNu2bfHGG2/A19cXAFCvXj1s2rQJa9asgVqthpOTE1auXGmRssrDwwNr1qzBqlWrzL6vc+bMQZ8+fcxtRo8eDV9fX1y6dAkGgwEDBw7EiBEjLKzB/fv3LybLm2++ac4UVb9+ffzyyy/47rvvoNFo4OzsjFWrVpkVZGtj9wpbcrkcGo0GBoMBnp6eMBqNUCqVFm1yc3MhCAKaN2+Oy5cvF3MKNhgMyM7ORnBwMGQyGZydnZGYmAi9Xm9hxU1PT0etWrXg7u7+VDIbDAY0btwYgYGB5bbdpbwAQ0oOIJaV29Ya6PV6BAUGoWXToPIbVxKnuGMw5mUCvG1uG4PBgKZNm6Klb43yG1cS1xwVhBv7ABstHQqCAKlUig5t21i978y/k6C/lWKze8xgMEChUKBVG+uPBQBqZJ6HIS0XENvGL1mv16N+vfpoWb9W+Y0riSz2EIQCLWAj1yHBaESzZs3Q0MOl/MaVRJquhPHmIZvN/6IPvrZVcJ8l3IqH/k4KYCPl1WAwwN3dHS2raM4okv8HQ1YKILLNtdHr9WjQoAFaBvpatV8CILmzH4JWD+uZV8s5pkBo0aIFAl0cym175coVqwV89+7d26JwQGl06NABHTp0KHW/p6cnpk2bVmYfYrEYEyZMKLNN3759LbIolERYWFiZyqinpyemT59eZh/WwmaOZWq1upjSmZiYiKNHj6Jbt25wc3ND3bp10aRJE/z+++8W7Xbt2gV3d3d06tQJXbp0wR9//IHY2Fjz/vPnz+Pvv/9G9+7dAZj8K+Li4nD+/Hlzm3v37uHcuXPo2bPnU/uscBxXasaExzEay/bfsTZFfmJVga0c1YuozHmuLPbIOEFET+SrVR629kWu6qAFe8yZxyNtrYHhEQuKLamqOVNV/ZYFFVrGrI09fJGfNtaiLARBsMkKUhFVNWfUeoNd5kxF3wem82zvGl8MwIaW18TERCxYsACNGzdGnTp1AJj8LlxdXTF58mTwPA9XV1dMmTIF77//PqZNm4bWrVsjNjYWW7Zswdy5c+Hv74/hw4fj0KFDeO+99zBq1CgQERYuXIgBAwZg4MCBAIDIyEgcOnQIH3/8sfkrYPXq1WjSpAlGjhxpqyEzGAwGg8FgMKyMzZTXevXqISIiArt378aVK1cAAI0aNcL3339vEYA1cOBAuLm54aeffsKuXbsgFovxzTffmMu/BgYGYtu2bZg5cyZ27doFABg5ciTeeecdcx+urq5Yv369RZvOnTtjypQpxYLBGAwGg8FgMBjPDjb1eY2MjERkZGS57bp164Zu3bqVut/T0xNff/11mX2IxWLMmTOn0jIyGAwGg8FgMKovts1szGAwGAwGg8FgPAVMeWUwGAwGg8FgPDMw5ZXBYDAYDAaD8czAlFcGg8FgMBgMxjMDU14ZDAaDwWAwGM8Mdq+wVVXodDosXrwYJ06cAGBKfL5o0SKEhobaWTIGg8FgMBj/ZogI69atw88//wyO42AwGDBx4kT069fP3qI9EzyXyqtWq8Wrr76KjIwMLFmyBFKpFGvXrkVUVBTWrl1rUfeXwWAwGAwGw1YIgoDJkydj586dWLZsGfz8/HD8+HGMHz8eubm5GD58uL1FrPY8l24DBw4cwM2bN7Fo0SK0a9cOLVq0wNy5c+Ho6IgVK1bYpfwcg8FgMBgMxrVr17B371588skn6N27N1q0aIFJkyahQ4cOWLp0KXJzc+0tYrXnuVNeBUHA3r17UatWLQsXAYVCgbCwMFy9ehWZmZl2lJDBYDAYDMa/laNHj0IQBISHh1ts79q1KxISEhAbG2snyZ4dnju3AUEQ8ODBA0gkEojFlsNzd3eHIAhQKpXw9PR8ov6JCERUrO9S4UUwcDyMnG2+EwzgwVdUtkoi2HosHA+RWFIlfYslElP/HA+Oq5JDWGDgCALHQyoWWb1vXiyGAba9LsRbfxxF0HMyZ8Q8D4HnYeB4iG0wFoLp2oglVTNnRIVzxsjxsMGUMc0ZXgS+CiYomzNPR1XNGYlEDCPHm5/NVQ2BYOCownOG4zhwVrgf4+LiIAgC5HK5xXaFQgGJRILs7OynPsbzznOnvAKARCKBl5cXRCLLh4XRaHzqm08kEkEikeDQoUM4ffp0+e2zchFeoIGIt8XjHjAIAhJOZmLdZUer9+2Xlg1Xnb5KXiYlYSTC+T3ZuCWXWr3vAp0B7XOybaK4AgARIM3j8dNPKbD2rZCp0qBTfi7EKttdF5c7iVi3rmqsA46ZSnRUaW04Zwh3j2Zh3Xl5+Y0rAQEISM2Cr95os/tMIMKJHdm4KLO+Apun1SNMmW2z+S8Q4FAgwrp1D63ed1qBunDO2EbZMwoE2c0krEu9VSX9u6XnIEyrg8hWz2aBcONgFpIdrTtnBCKEpGYh0CDY9Nl8eFsWzkjKV4cyMzMhCALWrVtn3mYwGODl5YW+fftW+Jg8z8PX17eY8ioIAgBYRUF+3nkulVdBEJCVlWW+EYoouiEeV2orQ7169fDSSy/h3LlzUKlU5bb3kYhRy00Ogm38bDlw0Bq0yMgoX7bKEiCXQORg27GoVfnIyBfKb1xJRDyHpq4ym45FIEJ2VqbVfa4lIh6hNr7HDIKAjIyMKum/pkQMfxuPR6NTIUOdb91+OQ7BDmLwjmKbjkVVkIeMPOvPGTHP4wVX214XIxEyMzKsfkS5SIRQN4fnZs74S8UQyW08Z7QqZKisP2fqOYrBc7DRSEyo85RQCeUf0cXFBQAsrqNer6/4Suwj5OTkQKfTWWzjedPH1NPoKP8WnjvltciyqlQqiymver0erq6u8Pb2fuL+JRIJunTpUsxXhcFgMBgMxr+PylpKxWIx8vLyYDQaLbbrdDo4ODjAz8/PmuI9lzx3yqtIJEKDBg2wfft2ZGZmolatWuZ9f/31F5o0aQIHBwerHIfBYDAYDAajMjRq1Ah5eXlISEhAQECAefuNGzdQu3btpzKw/Vt47rINAMCwYcOg0WiwYsUK87YVK1bg1q1biI6OtqNkDAaDwWAw/s307t0bQUFBWLx4sdl14PDhw9i2bRuio6Ph6upqZwmrP8+d5RUAWrZsiZ9++gnvv/8+Ll26BABQKpVYvnw5OnToYGfpGAwGg8Fg/Fvx8fHBxo0bMXLkSLz00kuQy+XIyMjA1KlTMXToUHuL90zwXCqvANCjRw/s378fWVlZAABPT08LFwIGg8FgMBgMe9CwYUPs3LkTycnJICI4OzsjODjY3mI9Mzy3yisA+Pv7w9/f395iMBgMBoPBYFjg5eUFLy8ve4vxTPJc+rwyGAwGg8FgMJ5PmPLKYDAYDAaDwXhmYMorg8FgMBgMBuOZgSmvDAaDwWAwGIxnBqa8MhgMBoPBYDCeGZjyymAwGAwGg8F4ZmDKK4PBYDAYDAbjmYEpr9UAQRCwbt063L59296iPDVEhLNnzyIlJcXeoliFv/76C2fOnLG3GFbh3r17OH/+vL3FYDznnDhxArt377a3GFYhJiYGP/74I/Ly8uwtCuMRjEYjvvjiCyxYsMDeojDsBFNeqwFZWVn44Ycf8Nprr+H+/fv2Fuep0Gq1mDFjBoYMGfLMK7BGoxG//PILoqKi8Pvvv9tbnKfm9OnT6NOnD3788Ud7i2JV7t69iy+++AKJiYn2FuWpyczMxNatW5/ZuSMIAo4fP463334bmzdvtrc4T83ff/+NSZMm4T//+Q/0er29xXkqVCqV+f/z8vKQn59vR2meDp7nwfM8Zs2ahf/+978gInuLxLAxopkzZ858fOOxY8dQs2ZNNGzY0B4y/etwcHBA48aNsWXLFvz222+IiIiAm5ubvcV6IkQiEerUqYO1a9fi2LFjeOWVV+Dk5GRvsZ4InucREhKCCxcuYMWKFWjatCnq169vb7GemMDAQCQlJWHOnDnw9/dH8+bN7S2SVbh//z6io6NRt25dtGrVyt7iPBWxsbF48803Ubt2bbRo0cLe4lQajuPQqFEj3L17F0uXLkX9+vXRuHFje4v1xISEhMDFxQVz585FXl4eunbtCpFIZG+xnogFCxbgzJkzkEgkmDdvHnx9fREQEGBvsZ4IjuPQrl07iMVizJ49GwDQpUsXO0vFsAa3bt1CcnIyunXrVnZDKoHPPvuMtm/fXtIuRhVy+fJlCgkJoZYtW9K9e/fsLc5Tcfr0aQoICKAuXbpQUlKSvcV5KlJSUqhv377k6elJe/bssbc4T4VKpaJ3332X5HI5rVu3zt7iWAW1Wk1vvfUWde7cmfLy8uwtzlMTHR1N4eHhlJ+fb29RnpjMzEwaNmwYubq60rZt2+wtzlOzcuVKkkgkNGXKFNJoNPYW54lYt24deXt7U2BgIL3//vuUk5Njb5GeGqPRSPPnzyeRSESzZ8+2tzgMK7B9+3b67LPPym3H3AbsgMFgQGpqarHtzZs3x6+//gqVSoXIyEjExcXZQbrKQURQq9XFtoeFhWHTpk24d+8ehg4d+kws6RJRiUuDPj4+WLNmDdq1a4cRI0bg0KFDdpCu8mg0mmLbHBwcsGjRIrz11lsYPXo0NmzYYAfJnp5HlzzlcjnGjh2L2NhYHDhwwI5SWYfx48cjPj4eu3btsrco5UJESEtLs1iSBgB3d3csX74cvXr1wqhRo7B9+3Y7SVg57t+/X6J/6zvvvIMlS5ZgyZIlmDVrFrRarR2kezo6duwIBwcHxMXFwdnZGa6urvYWqcIolUocPXq02LXheR4ff/wxZs+ejdmzZ2PRokV2kpBhc0rSaJnltWrZuHEjdejQgU6fPl3i/gsXLlCdOnWof//+pFQqbSxd5Th9+jR1796djh07VuL+//3vf+Tn50f9+/ev9pakhIQE6tOnD61evbrE/enp6dSrVy9q2LAh3bhxw8bSVY78/HyKjo6mSZMmkVarLbZfpVLRqFGjyN3dnU6dOmUHCZ+cnJwcio6Opm7dutGWLVtIp9MREdGYMWOoe/fuz5T1Va/X0/Tp02nYsGF0/vx58/Zx48ZRt27dyGg02lG68klISKAXX3yRPv/88xL3Z2dn0+DBg8nf37/U5111Qa/X09tvv00DBw6k7OzsEtt8+eWXJJVKaf369TaW7um5c+cOrV69mhYvXkyenp706aef2lukCnPjxg0KDAyk8ePHk1qtLrbfYDDQtGnTyMfHp9R3EePZoKKWV+bzamOSkpLg5uaGXbt2YcOGDejQoQNq1apl0cbPzw8BAQFYtmwZWrVqhZCQEDtJWzZpaWmQyWTYsmULNmzYgBYtWhTzoapTpw4aNGiAlStXwt/fH6GhoXaStmyysrIgEolw+fJlzJ8/H76+vmjZsqVFG0dHR3Ts2BHfffcdVCoVevXqZSdpy0alUqGgoACpqamYP38+lEolXnzxRQtfPYlEgi5duuDMmTM4e/YsevfuDblcbkepK0ZmZib0ej08PT1x9uxZbNq0CVu3boWHhweaNm2KDRs2oFWrVqhbt669Ra0QPM8jOTkZW7duxU8//YRLly4hJCQELVu2xKZNmxAcHIzg4GB7i1kiycnJ4HkeWVlZ+OKLL0BE6NSpEziOM7eRy+Xo2rUrduzYgfv376N///7g+eq54MfzPHQ6HVasWIGYmBhERERAJpNZtOnQoQMSEhKwd+9e9O3b95nw5799+za+/PJLxMTEoH///ujTpw88PT0xc+ZMqFQqtGzZErdu3cL+/furnR88EUGj0cDDwwOOjo5YuHAhMjIy0KNHD4vnGc/zCAsLw6FDh5CcnIw+ffrYUWrG08B8XqshCxcupIiICEpNTaXk5GRq3749BQUF0R9//FGsrU6now4dOlRbP54tW7ZQWFgYPXz4kJKTk6lTp04UEBBAJ0+eLLF9165d6b333rOxlBXjypUrFBYWRseOHSOdTkcTJkwgmUxGa9asKbH9Rx99RN27dydBEGwsafmkpqbS0KFDaenSpUREtGzZMnJ0dKQPP/ywRIvFhg0bKCgoiG7evGlrUcskNzeXFi5cSP/73//M2woKCujdd9+lRYsWERGRIAh05MgReuONNyg4OJjatGlDnp6eNHToUHuJXSmuXbtGV69eJZVKRTqdjpYtW0YdO3akmjVr0ttvv01t27alfv36lXjd7M3Zs2epbdu2tGvXLiIiWrBgAUkkEpo9e3aJ1uLZs2dT+/btq+VK0rVr12jx4sVmi/1vv/1GXl5eNGjQoBItsDt27KBmzZpV+9UXIqK4uDjq3LkzderUiUJDQykkJIROnDhBRCYf2Bo1alCLFi2ofv36NHXqVDtLa4kgCDR37lxasWKFedsPP/xAzs7O9O6775Y4L8aMGUN9+vSxpZgMK8N8XqsZy5Ytw/Lly/H666/D29sbvr6++PXXX+Ht7Y0hQ4bgjz/+sGj/8OFDZGZmIigoyE4Sl86OHTswceJEtG/fHjVq1ICvry82bNiAOnXqYPjw4Th9+rRFe7VaDa1WW8zCXB24efMmhgwZAm9vb4SEhEAikWDhwoUYM2YM3n333RLTSiUlJcHd3d3CwlQdyMjIwLhx4xAfH48ePXoAACZMmIAvvvgCq1atwieffAKdTmfxm9TUVLi5uUGhUNhD5DI5deoUhg0bhgsXLgAwpWG7e/cuDAYDAFPE8Ysvvoh169Zh06ZN6NixIzw8PLBr1y6cO3fOnqKXSVZWFmbMmIHXXnsNffr0wfDhw3Hz5k1MmDABR44cwcyZMxEXF4dLly5Br9cXu2b25vLlyxgxYgRat26Nrl27AgCmTp1q9jucN29esdRFN27cQN26deHi4mIPkUslNjYWo0aNwuHDh1FQUAAAGDhwIFavXo0TJ04gOjoamZmZFr+5c+cOPDw84OnpaQ+RK0x2djaOHz8OV1dXnDx5Env27EFoaCiioqJw4sQJvPHGG/jxxx8REBCAgQMHYvLkyfYW2YJ58+ZhzZo1qFmzpnnb22+/ja+//hpr1qzBhx9+aOH7npaWhmvXriEsLMwe4jJsTUkaLbO8Wg9BEGj58uUUEhJCmzdvLrY/ISGBwsLCKCAggNavX095eXl08+ZNioiIoF69elFGRoYdpC6dbdu2Ud26dWnq1Kmk1+st9j18+JDCw8PJ39/fPFa1Wk0TJkyg5s2b099//20PkUvl4sWL1KxZMxo8eDBlZmZa7NPpdDR+/HiSSqU0f/58c4Tx119/TXXq1KH9+/fbQ+RSSUxMpCFDhlC3bt1KPM9fffUVOTg4UHR0NCUkJBAR0dGjR6lBgwa0ePHiamlFTktLo4iICAoMDKSLFy+SVqulfv360eLFi0v9TUxMDDVt2pQGDx5cLcek1+vpvffeo7CwMPr555/phx9+oGbNmlHjxo3p6tWr5nY5OTm0c+fOamcR/9///kehoaH0/vvvlxh1P3/+fBKLxTR27Fi6cuUKxcfH06effkp169YtdVXGXvz111/UuXNn6tGjB8XFxRXbv337dvLw8KAXX3yRjh8/TomJibRx40YKDg6mVatW2UHiilOUgaNFixa0bNky8/bc3Fx6/fXXydvbmw4ePGhHCUtHp9PRggULqEGDBrRz584S26xdu5acnJyof//+tHnzZtq+fTu9/PLL1K5du2c+u82/nYpaXpnyWsVkZ2dTvXr1qHnz5haBM3/88QeNHj2a0tPTKSUlhYYNG0bu7u7UunVratiwIb300kt09+5dO0penIKCAmrVqhUFBQVZKNUPHjygWbNmUVxcHCUnJ1NUVBTVqFGDwsLCqG3bthQaGkqHDx+2o+TFEQSBPvroIwJgEbBkMBho/vz5dOzYMdJoNPTpp5+Sh4cHtW3bljp37kyBgYG0fPlyO0peMsuXLycA9Msvv1hsX7p0qTlV0dq1a6lmzZrUpEkTCg8Pp7p169LEiROpoKDAHiJXiLy8POrduzfVr1+fDh06RG+99RZFR0dTXFwc5efnk1arJZ1ORwaDwfybb775hvz9/eny5ct2lLxkTp06RQ0aNLBQVBMSEqhZs2bUu3fvauki8CjTpk0jABaKT05ODo0ePdqsaKxdu5b8/f0pODjYrJhXt/dJSkoK9ezZk1544QVKTEw0bxcEgS5cuEAqlYqITMp68+bNyd/fn5o1a0bBwcG0YMGCEoMgqxNGo5GWLVtGAGjUqFEW+/Ly8mjo0KEUHBxMV65csZOEpXPw4EHieZ5mzZplsf3ChQtmNxUiosOHD5tdhfz8/Khfv35069YtW4vLsDJMea0m6PV6+vXXX8nX15eGDx9O+fn5FBMTQ6GhoTRixAiz9UKj0dDu3bvp008/pfXr11c7i6tSqSStVktbt24lX19fevPNN6mgoIAyMzMpIiKCIiIizF+8BQUF9NNPP9Hbb79Nn332GcXGxtpZekvy8/NJEAS6ePEitWnThlq1akW3b98mvV5P06ZNo/r169PZs2fN7U+ePElTp06lqVOnWmyvTty/f5969OhBwcHB9Mcff5DRaKT/+7//o4CAAIvctBcvXqTp06fTiBEjaPv27eZI/epIQUEBFRQUUFZWFvXv35/8/PyoS5cuFBISQo0aNaKQkBBq164dDRs2jC5cuGD+XXJyMn311VfVMo/ld999Rw0aNCiWeWP//v0UGBhI586ds5NkFeP+/fvUp08fqlOnDp0+fZpyc3PpzTffpObNm9P169fN7f766y9atmwZrVmzhuLj4+0occloNBp6/fXXycnJyayIC4JA//nPf6hNmzb08OFDc9vExETatGkTLVu2jC5evGgvkSuESqWyWEX67rvvyN3dnT777DOLlYjk5GT67bffKC0tzR5ilklycjJ169aNQkJCzNb6q1evUrNmzWjatGkWbbOysuiPP/6gixcvVvtsNoyKwZTXasa2bdvI3d2dBgwYQC+99BKNGzfumZlsP//8M40aNYrS09OJyHRzubu707BhwygyMpL69OlT7VwCSiM2NpbGjRtnDsS4fPkyNW/enFq0aEEffPABtWjRotpZiSvKw4cPqUuXLtSgQQP6+OOPKTQ09JlNEH/79m168803aeXKlURkSnrfr18/8vDwoNWrV9OhQ4fo66+/pvHjx9N///vfavex9ygajYZiYmJIqVTStWvXqFatWhZBKESm+7Jx48Z05swZO0lZcVJSUqhXr17k5+dHAwYMoG7dulFMTIy9xao0WVlZFBUVRe7u7rR7926aP38+BQcH044dO6qly0l5XL16lQYOHEjNmze3CDZdvXo1ubi40GeffWaxQlHdOH/+PK1cuZLi4uLowYMH1K1bN6pbty798MMP1LlzZxo1MO+LKwAAIABJREFUalS1/CBlWBemvFYTHj58aF4i3LVrF7m5uZG3tzelpqbaWbKK8dtvv1FQUBDNmTPHwsft999/J4VCQSKR6Jl6ce3YsYOCgoIslO0iP0kApeZ4fVZITEykbt26EQCaM2eOvcUpl5JepllZWdSvXz8aOXKkRUR3bm4u9e3bl+rXr//M3HPZ2dk0duxYGjZsmLlq3oQJE8jNzY02bdpE2dnZlJ6eTpMmTaLevXtTbm6unSUunYKCAjp58iTl5ORQYmIi9ezZkwCUmpXjWSA3N5eGDBlCAKhBgwbVzpe9oly/fp3at29PQ4cOpTFjxlDt2rUtMtWsWbOGnJycaPr06dWuQpharaYvvviC/Pz8qFu3buYMIw8ePKAXX3yRANDLL79sZykZtoIpr9WA/Px8eu211+i1114zv6S3b99O3t7eNHz48Gr9oiIyKa4hISG0cOHCEvfv2rXL7EJQWlLv6sb58+epUaNGxZb/Y2JiqHXr1tS2bdtnIgXOo6jVagvXjKSkJHr55ZepUaNGFonvqyMLFiygCRMmmH0MiYg2bdpE7du3N1u/bt68STt37qS4uDhSKpX0yiuvUGBgIN2+fdteYlcIo9FI//nPfygiIsLCt1Cn09GYMWPIwcGBwsPDqX379tSlS5dq6X/4KMuXL6emTZvSpUuXiMi0vBsREUF169at1oUuSvpASk1NNc+N/Px8Gjx4MHl4eDwTymt2djadPXvWIiVZZGQkjR492vzvog/YuXPnmrd9++23NG/evGqnvK5Zs4Zq1apF3377bTH/+wcPHlD37t2pYcOGFmnzGM8vTHm1M9nZ2bR//37q2bMn7dq1y2IZauvWraRQKGjo0KHFotyrCzdu3CAvLy+Kjo622H706FHavXu3+d/bt28nFxcXGjp0aLX0nyIy5XEsqrqSlJRETZo0KXE5/erVq9S0aVNq1qwZXb58udotHSYlJdH7779v8YI9duwY9ejRg5o0aUI9e/akQ4cOEZHp5dy1a1fy8/OjkydPVttKTTt27CAPDw8aOXKk+aW6e/duql+/Pn3wwQc0YsQIaty4MdWqVYvatGlD165do/T0dFq5ciU9ePDAztKXjVqtpjZt2pit+bdu3aKFCxfSl19+SQ8ePKA9e/bQxIkT6fPPP692wZmPYjAY6M8//6Rhw4bR5MmTLRSM5ORk6tmzJ/n6+tKRI0eq3ZyJj4+nIUOG0I8//mjetm/fPgoNDaWgoCAaOHAgJSQkkFqtptdee408PT0tfMSrI4sXL6a+ffua57RKpaK+ffuag5UWLFhAI0eOpEWLFpkraT2eGaa6kJycTO3atSsWnPUoDx8+pM6dO1NAQAAdPXq02t1jDOvClFcbotVqac2aNebkz0RE69evN2cPKMlPZ/PmzeTr60tffvmlLUWtMMnJydS5c2cKCQkxl3X8/fffqV69esXSxGzfvp1cXV3LfADZC4PBQJ9//jn5+vqale7WrVvTxo0bS2x/5coVatKkCQ0YMKDa+VdlZmZSr169qGbNmnTq1ClSKpXUsWNHGjNmDP3www8UFhZGHh4eZsU8KSmJOnXqRM2aNavW6WMOHDhAQUFB9M4775gV2FmzZlGLFi3ozTffpL1799K9e/eoU6dONGHCBDtLWzlGjx5NjRo1om7dulFoaCh17NiRAgIC6I033iAieiZexPfu3aPWrVtTnTp16Oeffy62PzExkXr06EHdu3evdnNGo9HQRx99RAqFgrZt20aZmZnUqVMnevfdd+n777+nhg0bUuvWrenhw4dkMBho8ODBpFAoqrUFdu7cudSsWTOzQmo0Gs0+3wcPHqRu3bqZU6x17tyZateuXW0V8piYGPLz87MwiJRESkoKhYeHU4MGDZ4ZlyHGk8GUVxuSkpJCvXv3poCAAHO1rPT0dHrrrbcIQKnn8s8//6Q7d+7YUtRyOXLkiDly+8GDB9SlSxeqX78+LV68mNq0aVNqBZ3Dhw9X25rSDx8+pL59+5KPjw/t2rWL+vXrRyNGjKCTJ0/SrVu3KCkpySLq/s8//6R9+/ZVq0j8pKQkUqlUFBcXRy+99BIFBgbSRx99RBEREWY5lUplsRQ48fHxtG7dumqdgkmlUtGMGTMIAEVHR5sV2EfPv1arpe7du5eZ47W68Ndff1FMTAzp9XrKzMykGTNm0Pvvv0+HDx8mo9FIe/bsoaCgoGrp9vCo+0YRRqORNm3aRO7u7jRkyJASl53j4+Pp8uXL1dLCp9fr6aOPPiJfX1+aNGkSde7c2Ww9jo2NpXbt2lFoaCglJSWRRqOhkSNHVjs/3kefub/88guFhoaWWK1s8uTJ1L17dyIyZYbo2bMnnT59ulpWNiMiunPnDnl7e5sDM0siJSWFMjIy6Pbt2/Tpp5+ydFjPOUx5tTG3bt2iDh06UN26dc0KrFKppJEjR5KPjw8dOHDAzhKWz/bt28nLy8siaCk+Pt7sNF9SvsD/+7//q/a+ekSmZfRBgwaRl5cXNW/enJo2bUq1a9c256IcPHgwTZw4kX7//Xd7i1qMtLQ06tGjB23YsIGITHlBX3nlFQJQrBRqWloa/T97dx5QY97+D/zdvitbkkalZKsoxVA9nlFRSZZslTKpLCmlEkLZd0oiptIuS8ZewzCWxzLGNmMZWbJkDZX29Zzr94ev85seZjDPcE5cr7+47/t03qc6nev+3J/7+hgZGdG0adPEEfWD3b59m7y8vMjJyYnc3d1JQ0ODvL29RcV2ZWUl7dq1i5ydncnFxUWiR5BLS0spMjKSTExMSFdXl8aOHfvGyalAIKCwsDAaMGCAxI1SHjx4kNzc3GjNmjWNep++lp2dTa1bt6bJkydLfJ/T/yYQCGjWrFkEgOzt7Rvtu3PnDvXu3ZtMTEwkblEIoldzciMiImjt2rVE9GrevomJyVtPftLS0qhFixbk7e1Nffr0oeDg4E8d9y+VlpbSli1b6Pr160T06v09aNAgMjU1/dNpZ7NmzaI5c+Z8yphMjLh4FYP8/Hzq1asXdejQQdSvsbS0lDw9PUlLS0uiL0Xt3r2bdHR0KDw8/I1J8wUFBWRra0smJiaiSfOVlZU0ceJEMjY2btRwXZI9e/aMXFxcCAAtXLiQjhw5QklJSbRw4ULy8vIiR0dHSk9PF3fMNxQXF9OKFSvo559/Fo1GPn78mOzt7al169Z07NixRsc7OTnRyJEjxRH1gwgEAvLy8qKBAwfSr7/+SrW1tbR3715q1aoV+fr6UnV1NVVWVtKsWbNo0qRJb10FSVI0NDRQaGgo9e7dmzIzMyk1NZVMTEzIzMxMdHJ37NgxcnBwoJ49e0pkv2A/Pz8CQOrq6tSzZ09avHixaDW217Zv304tWrSgKVOmvHWUVlL88UrD6x7V9fX1FBISQs2aNXtjtcP8/HxycXF56yqI4vL6RrPq6moKCwsjWVlZ2rRpEz18+JC6d+/+1p7AtbW1tHbtWurXrx9FRERIXAu50tJScnR0JFNTU9FNpseOHSMNDQ1yc3N74ybm+/fvk4mJCW3cuFEccZkYcPH6EZWXl1NBQcFb56vl5+dT7969ydDQUHQ3a1lZGbm7u9NXX30lkXfl7t+/n7S1tWn69OmNXlNVVZWot+vr+ZMdO3ak/fv307Rp08jY2Fg0ytxUvHjxglxdXUlfX79R0ScQCCSu765QKGxUIDx9+pScnZ1p06ZNov8PHDiQdHR06PDhw1RVVUU7d+6kLl26vNFHVBJVVFSQqanpG90sDhw4QEpKSuTt7U1lZWUSe8nzj16vnPXHJvYPHjwgExMTcnZ2prq6Ojp79izNnz9fYufsZWdnk5GREaWlpVF4eDi1bduWjI2NKTIyslER+3oE9o+tmCRJXV0djR8/npYvX045OTk0dOhQUYeEuro6CgkJIXV1dcrKymr0uLKyMiovLxdH5DdUVVXR5MmTadWqVUT0qpANCQkhFRUVWrZsGZmampK1tTUFBQXR0qVLafv27XT27FkqLS2lhoYGKi4uFvMr+HM3b96knj17Us+ePUUF7KZNm0hJSYkGDBhAhw8fpoqKCjp9+jT17duX7O3tJe4qBft4uHj9iPbv308GBgaUnJz81v35+flkbm5O//rXv+jJkydE9OoGqA0bNkjkXcXJyckkIyNDs2fPFm178uQJDRkyhJYvXy7a9uDBA7K3tydVVVWytLRscoXra0VFRTR48GBq3bo1ZWdnS9Tc1tcKCgrIz8+P3NzcRIVDTU0NzZo1i1RUVCghIYGIXp1UODo6koqKCunq6lLXrl0pIiJC4trhvI1AICAnJyeys7N7I6+hoSG1b99eIkfC3+a7776jTp06vTHn88CBA6SnpyfxKzMRvSqQBg8eTDNmzCCiV1OhZs6cSSoqKqSmpkZBQUF048YNqq2tpZycHImd4y4UCik2NpYUFRVJWVmZ5s6d22iaw+tR8mbNmlFycrJEToEQCAQ0c+ZMkpeXF00XICKaMWMGKSgoUM+ePSkoKIgGDRpEPXr0oE6dOpGhoSF17dqVtm3bJsbk7yc/P58sLCyoZ8+edPfuXSJ6VbR069aNdHR0qH379tShQwcaMmSIRF9xYf88Ll4/otLSUvL19SV5efk/vWv93Llz1KJFC1GRIcnq6upoyZIlpKqqSosWLaKbN2+Si4sL9e/f/41i++7duxQeHi7xy1i+y7Nnz8jJyYlsbGwaLQUpCR4/fkx2dnb0zTffUHZ29huXZ+fOnUsqKiq0efNmInp1UtG/f3/q0KGDxI7qvVZXV0dPnjwRjfDn5ORQixYtaOrUqaLpKvfu3SMzMzO6dOlSk+kffO7cOWrXrh2lpqY22p6Xl0f6+vp07tw5MSX7c68L0T9KT08nPT090fs+NzeXOnbsSA4ODtStWzdSVVWldevWiSPuB7l8+TK1bNmSFBQU3rpYh0AgoODgYOrWrZuoeJI0QqGQpk+fTgoKCo0K2LCwMFJSUqK4uDhqaGiguro6un37NuXk5NC2bdsk6kpFZWUlZWdnU2xsLB0+fLjR39oHDx6QhYUFmZubi07QCwsLKSMjg+bOnUu7d++WuKth7OPj4vUjq6qqIj8/P5KXl3/j8hPRq7N7BwcHCgsLE0O6DycQCGjJkiWkoaFBnTt3pjFjxkh8H83/1aNHj+j48eMSN/KyYMECsrKy+svCLTIyslEBe+fOHdq6desb85UlyZ07d8jLy4tMTU1p0qRJog+y6OhoatasGQ0ePJiWLl1KNjY2b9wcKGkqKytpz549lJubKxo19vHxIRUVFdHfg+rqapo8eTI5OztL3IIklZWVZGNjQ8HBwY2a+FdUVNDXX39NU6ZMoR9++IE6duwoanRfUFBACxYseGdbI3E7dOgQRUdHU0pKCq1du5Zatmz51jZ+1dXVdOLECYl+z7wuYOXk5CguLk60PTw8nBQVFd9oWyhpfvrpJ1JSUiIFBQVq3749devWjaZOnUpbtmyhBw8eiPpR9+3bl0dYGRFx8fpJVFVVkY+PDykrK79RwN65c4eMjIyaxMjrawKBgBYvXkwAKCgoSNxxvliurq40ZMgQ0f/r6+vp6NGjtGzZMtq5c6fo0vTs2bNJWVlZVMBKMoFAQB4eHvTvf/+bFi1aRO3btydra2vRB9bevXtpyJAh1K1bN5o4ceJb73aXFDU1NeTv709aWlqkpaVFo0aNokePHlFpaSmNHTuWVFRUaMSIEWRnZ0dWVlYS2Y2jpqaGYmJiSEZGhsLDwxsVsFlZWaSiokJGRka0aNGiJtGL9o/GjRtHRkZGojva4+LiSF1dnebOnUt1dXW0d+/eRosWSLrXHSr+WMAKhUIKDQ0lWVlZiomJkcgWZUSvrqIMHTqUVFVVKTQ0lJYsWULW1tbUokULMjY2pokTJ9K0adNIVVWVvv76a4ns9sA+LS5eP5Hq6mqaMGECqaur04IFC+jFixd07do1GjBgAA0cOFBiV9D6M/X19bR06VJSV1enefPmiTvOFyklJYU0NDRoyJAh5OvrSzY2NqSjo0Py8vKNLrELBAJatGgRRUdHizvyX7p37x7t37+fbG1tRYXcr7/+Sj169KDevXuLRvgrKytFc8Ql2fHjx6lHjx507Ngx2rNnD3Xs2JGsra3pyZMnJBAIaPv27TRu3DiaP38+3blzR9xx/9L69etJWlqawsPDRb1EX758SQYGBmRnZyfmdH/P3bt3qW/fvqSnpyfq6hAXF0etWrUic3Nz0tHRkdjFYV6rr6+n8vJy0UmFQCCg0NBQUlJSotjYWCJ6VcCGhYXR/PnzJXYFPaJXPc9dXFyoS5cuosVVzp8/T3FxcWRvb09GRkakrq5OAEQ3qLEvFxevn1BdXR3NmTOH2rZtSwYGBmRoaEhOTk4S2YT8fQgEAlq4cCEpKirSnDlzJLolzueorq6OFixYQNra2mRgYEBDhw6lzMxMunv3Lq1du5aUlJRox44douMl/eashIQE0tDQoJ49ezaaw3bt2jXq0aMH9erVS+IW63ib6upqysvLowULFjS6MnH58mXq3r079enTR1R8S+JI2OPHj+n27dtvnFDHx8eTsrJyoxHY6Oho0tXVbRI3mtXV1dHjx48bjRA/fPhQ1Hf7ddeX3bt307Bhw2jDhg0S/Z65fv06ubu7k5GREQ0ePFg0X7qhoYGmT59OioqKtHr1aqqpqSGBQNAk/j4/f/6cHBwcSFtbmw4fPizaXlFRQffu3aOtW7fSmjVrJHb+Mft0uHgVg3PnzlF8fDxlZ2c3+dYeQqGQIiMjaeDAgRI/evS5qqure6MTQmVlJVlaWtLSpUvFlOrDvXz5kvz9/UlRUVG0dO1rV69epX79+jXqaiGJKioqKCAggFq0aEEAyNXVtdGl9itXrojaFz19+lSMSd/u4sWLZGhoSEpKStSvXz+aM2cOHTp0SDTvePv27aShoUGhoaHU0NBAT548IV1dXYqIiBBz8nd7+PAh9ejRg1auXNloe0FBAVlaWlLnzp0lskXh29y5c4fs7e3Jz8+PNm3aRJaWlqSvr99oPmhISAjp6uqKivKmorCwkBwdHalNmzaUm5sr7jhMQr1v8Sozb968efgvR48eRdu2bdG5c+f/3sX+gra2NiwsLNC1a1coKiqKO87/REpKCjY2NrC3t8dXX30l7jhfJBkZGcjIyDTadvz4cWzduhW+vr4wNDQUU7J3Ky8vx4ULFyAlJQVNTU30798fL168wJIlS9C1a1d06tQJAKCpqQlHR0dYWlpCSUlJzKn/3O7du7Fjxw5ERUWhU6dO2LJlCwQCAWxsbCAtLQ1NTU18/fXXePr0Kbp164bWrVuLO3IjT548QVZWFkpLS2FpaYmbN28iNjYWO3fuRH5+PgwNDaGjo4Pk5GSUl5fD0dER+vr60NXVFf2sJJW8vDzu37+PJUuWQF1dHb179wYAqKurQ0VFBYmJiXj+/Dn69+8PVVVVMaf9c0SEzZs3o7CwEBkZGTAxMcH58+fRoUMHDBo0SPT+6N+/P7p27Qpzc3MoKCiIOfX7U1FRgZ2dHc6dO4f4+HgYGxtL9N8wJh55eXl48uQJvvnmm788TvYT5WFNkKysLNq2bSvuGAzA8+fPsXPnTqxatQouLi6wsbERd6Q/dfXqVcycOROXL1+GpqYmFi5cCEdHR6xatQoCgQBeXl5ISUnBkCFDAABt2rQRc+I/V1FRgQ0bNuD8+fMYNmwYPD09AQAtW7bErFmzAABz5syBjIwMzMzMYGZmJs64f8rc3BybN2/GxIkTUV9fj9jYWDx8+BBnzpzBsWPHsG3bNrRr1w4CgQCLFi1Cq1atEBQUJO7Y70VRURErV66EjIwMQkNDUVdXh7CwMADA/fv34erqisDAwCZR6N2/fx+tW7dGXV0dpk6dCikpKaxatQrq6uo4efIkWrdujU6dOsHR0VHcUf+WNm3aICUlBV5eXhg/fjz27NkDS0tLccdiTRCPvDIm4RoaGjBjxgykpKRg7NixiIyMlNgRpCdPniAgIABt27bF/PnzUVhYiPnz56NLly4wNjaGvb097t27h3Xr1qFv377Q0dERd+R3io6Oxv79+zFw4ED06dMHANC3b18oKSlh3rx5EAqFsLa2fmOUXNLo6+uja9euiIuLw9WrVxESEgJ7e3sMHToUAwcORKtWrSArKwsdHR2MGDECenp64o78p86cOYPAwEDExcXh8uXLsLCwgIuLC2pra7FixQr8/vvvuHDhAg4cOIDg4GDY2dlJ5NUwoVCI8vJyyMrKQlpaGiUlJUhKSsLRo0fRsmVLrF69Gmpqavjtt98QERGBHj16QF9fX9yx/ycqKiqwt7eHgoICLCws0KJFC3FHYhLkfUdeec4rYxJOKBTS/fv3qaCgQNxR3ikuLo6sra1Fa6ovW7aM1NTUSF9fn3bv3k1Er1Y427lzZ6MlR8WttraW7t69+9buII8ePSJHR0cyMjKiU6dONdq3cOFCGjp0qETOc/0zhw4donbt2pGtre0b3R2qqqokriftfztw4ACZmJiQl5cX+fn5kba2NvXq1UvUtWLz5s1kYmJCHTt2pBUrVkjkzXOvPX/+nEaMGEFRUVFE9OqmQA8PDwJAiYmJVFlZSVeuXKH+/fuTv7+/RN9oxtg/gW/YYox9cpmZmaKex1lZWWRvb09nzpyhCRMmkIqKisQuXZmWlkZqampkaWlJGRkZbxSjT58+JUdHRzI0NBS1XyIi0d3eTa0X6qFDh0hbW/utBawkKysrIxsbG1qyZIlo29mzZ6lz5840cuRI0YIjDQ0NErf4yNsIhUKKiYkhJSUl0U2YhYWFNHbsWNLV1SV7e3syNTUlb29vevbsmZjTMvbxvW/xKv1JxoEZY18Ed3d3jBkzBkVFRVi/fj38/f3x9ddfo0+fPujUqRPy8vJAROKO+YaioiIIBAK0atUKoaGhGDx4MNavX49Hjx4BeDVXb/PmzTAwMICXlxeOHz8OAJCWloaSkhKkpKTEGf+D2dvbIz09HdevX8fYsWNx+/ZtcUd6Q3V1NW7evAmhUCjalp+fj2fPnjWa89mrVy+sW7cOZ8+exZEjRwC8utlRXl7+k2f+UFJSUggKCsLy5cuxcOFCrFq1Cpqamti8eTNWr14NCwsLhIWFYePGjRJ3EyBj4sTFK2Psb7t58yYCAwMxbtw4pKeni7YXFBTg7t27kJGRwbNnz7Bt2zYEBwcjIiJCIgs9T09PWFhYwNHREXv37kXPnj0RGRkJV1dXLFq0CAUFBdDS0kJGRgYMDAyQnp7eqKhqivr374/ExEQoKCigtLRU3HEauXDhAoYNG4bg4GA8ePBAtL1Zs2aorq7GyZMnGx1vZmYGTU1NPHz48FNH/WC//fYb5s6di8ePH4u2BQYGYunSpVi4cCFWr14NOTk5uLq6YsmSJfD09GwShThjnxIXr4yxv6Wqqgrz58/H8ePH8eDBAwQEBGDhwoUAgM6dO8PKygpTpkyBg4MDlJWVMXDgQMjKSmaDk5YtW8LOzg5JSUno3r074uPjceTIEZSUlGDu3LkYOHAggoODUVtbi9TUVMyaNUsii/AP5ejoiLS0NInqknD9+nUEBgZCXV0dc+bMQcuWLUX7OnToACcnJ6xevRonTpwQjeIfP34cAoFAol7Hn1FRUcH27dvh5+eHoqIi0fapU6di+PDhiIiIQGxsrBgTMib5JPOThDEm0YqKinDo0CFUVFRgy5Yt6NChA5KSkjB79mw0NDRg/vz5+O677xAfHw81NTWMHj0arVq1EndsAIBAIMDOnTthamraqKPK+PHjkZGRgQ0bNmDatGk4duwYFBQUkJSUhAsXLmD79u2oqalBdHQ0NDU1xfgK/ll/LA4lwY4dO1BTU4P4+Pi33om+atUqPH78GGPGjIGtrS3k5eVx4sQJjB8/Hubm5mJI/H7KyspQUVEBPT09bNu2Da6urvDy8kJaWproZ2BoaAhbW1vIycmBiD6LEyTGPgYuXhljHywlJQWRkZEIDQ2FsbExgFeXPpWVlREUFAShUIjZs2dj5syZYk76ptraWmRkZODu3bv4/vvv0bFjRwBAu3bt4OHhgfT0dDx79gzZ2dlYs2YNBg8ejPHjxyM4OBjS0tIS2XLpc1JUVAShUIiKigqoqanh3r17uHjxIq5duwYVFRWMHDkS27Ztw6JFi/DTTz9BTk4OM2bMgI+Pj8QWe1euXMHMmTORn5+Pfv36YcmSJdi9ezeGDRuGkSNHIiYmBtXV1di/fz/mzZuHgQMHijsyYxJNit5y90RkZCTMzc0xdOhQcWRijEmo33//Hbm5uejQoQOioqIgJSWFnJwctGvXTnRMYmIiwsPDsW3bNtjb24sx7Z+7efMmxo8fj/Lycmzfvl20ilRBQQGMjY2hqKiI1NTUJtsMvik7efIkhg0bBl1dXRgYGOD06dMoLy+HsbEx8vLyoKuri3379kFbWxsNDQ0SOxXlj5ydnSEvLw9zc3MkJSWhXbt22LZtG8rKyuDv74+rV69CVlYWrq6uWLNmDc9xZV+s3bt34+LFi1iwYMFfHsdzXhlj723evHnYsWMH/vWvf2HHjh2or6+Hp6cnnjx5IjrG19cX2dnZEr2sqJGREdLT06GiooJRo0bh+vXrAF6Nvnp5eaFNmzbo0aOHmFN+maytrZGZmYnOnTujoaEBfn5++P7777F3715kZ2fj2bNnSE5OBgCJL1x//fVX5OTkoKKiAps3b8acOXOwZ88ePHr0CCNGjICamhp27dqFZcuWYfny5Vi2bBkXroy9By5eGWPvdOfOHWRkZODy5cuim2g6deqE7du34/Hjx/Dw8Gh0p3f//v3Rvn17MSb+/+rq6vD8+fM3tuvr6yMzMxOqqqpwc3NDXl4eZGRk4OfnhxcvXmDPnj0S2dbrSzBgwABs3rwZmZmZiIyMRP/+/dGiRQv8+9//hoHZ2E+6AAAgAElEQVSBAUpKSsQd8b2cPn0a3t7eICJoaGgAAExNTbF7924UFhbC1dUVRUVF8PHxgZeXl8SunMeYpOHilTH2ThUVFYiOjsaNGzcajXYZGxtj27ZtePjwISZOnIjKykoxpny7kydPYsCAAdi3b98b+/T19ZGeng5ZWVn4+/ujuLgY3bt3h4ODAy5cuICGhgYxJGYAIC8v/8b84l27duHRo0ews7MTU6oP4+npiWHDhuHy5cvYsWOHaHv37t2xfft2VFdX44cffhBjQsaaJi5eGWPvZGpqihUrVkBfXx9Lly4VNe8HXn0QZ2ZmwszMDAKBQIwp387Y2BhfffUVvL2931oodOjQAbGxsbh+/Tq2bNkCAJg9ezZCQ0MhJyf3qeOy/9LQ0ICzZ89i7ty5CAoKwtixY+Hg4CDuWH/q6dOnOHLkCO7cuQM1NTXExcXB09MT/v7+yM7OFh1nYWGBEydOwNPTU4xpGWuauHhljL1VTU0NLl26JJoOYGtri7S0NNy9exfu7u4oKCgQHWtpaYlFixahWbNm4or7huzsbOzfvx+amppISUlB37594eHhgR9//PGNY/v27Yvu3bvj999/B/CqZdEf22gx8REIBMjJycGxY8cwd+5cREVFiTvSn7p48SI8PT3h7u4OZ2dnHDhwALKysli1ahVGjBiBiRMnIjs7WzQdRUNDQ6LeM4w1FVy8MsbekJ+fD29vb3h5eWHYsGGIjo5GZWWl6GaaO3fuwMvLC7du3RJ31LfKyMhASEgIiouLAQAtWrRAamoqrKys4OnpiYMHDzY6vri4GEVFRdDV1RVHXPYXFBQUEBYWhr1798LPz0/ccf7UjRs3EBAQgK5duyIzMxO9evXCt99+i++//x7y8vJYu3YtRowYgdDQUNFJEmPs7+HilbEv3MuXL0VFHvCqz+asWbOgoqKC+Ph4WFtbIywsDAcOHAAA2NjYIDMzE3fv3sWePXvEFfutiAhbt27FwoULER4eDg8PD9G+5s2bIz09HX369IGnpydiYmJQXl6OR48eISgoCAoKChgzZowY07M/o6amhubNm4s7xl/KzMyEtrY21qxZAzs7O3z11Veorq5GcHCwqICNiYnBxo0bJWbBDsaaKi5eGfvCfffdd/D19UV5eTkA4OjRoygqKsKSJUtgbW0NFRUVDBo0CF9//bXoMf/6179w7NgxjBo1Slyx3+rAgQMICgrC+PHjERAQABkZGQDAgwcPcPv2bairqyMtLQ0eHh5YunQpTExM0K9fPzx48ABr167lkVf2txkZGWHatGmQkZHBd999h7y8PJw/fx5ff/01vL29sX37digpKcHR0RFt2rQRd1zGmjTJbpLHGPvoOnbsiMWLF+PIkSMYOnQoamtrUVNTg5KSEiQmJuLWrVvYuHEjtLW18cMPP0BNTQ1WVlbQ19cXd/Q3EBEEAgGuX7+OiooKqKqq4vr16/Dx8cHQoUMRHh4ONTU1REdHw97eHr/++ivatm2LQYMGfVZLvrJPo6KiApWVlWjTpg3Gjh0L4FVbua1btyIqKgqdO3eGra0tbt26JbFTbBhrinjklbEvnLOzM6ytrREdHQ2BQAAbGxvU1NTAx8cHjx49QkxMDLS1tfHixQssXboUly9fFnfkNxw6dAiXLl3C4MGDsW7dOuzevRvTpk3DkSNH4OvrCz09PYwfP77RY5ycnBAREQFvb28uXNkHu3DhAsaMGYNBgwZh/vz5KCsrAwBUVlbi4sWLePDgAa5cuYIDBw5g8eLFmD17tpgTM/b54OKVsS+cnJwcAgICcP36deTk5KB9+/bw9/fHqVOnUFtbCxkZGdy6dQsTJkxA8+bN4ebmJu7IjaSlpWHSpEmirghubm6Ij4/HgQMHMHLkSJiYmCAhIYHnGbJ/TE1NDWbNmgUlJSU4OzsjPj4e3t7eKCkpQceOHeHg4ICpU6fC1dUV7dq1g42NjbgjM/ZZ4WkDjH1BiouLUVxcDF1d3UY9TAcOHAgLCwskJSVh8ODBGDduHGRlZbFgwQIMGDAAQqEQXbt2xbJly0QrBUmCrKwszJ8/H9OmTcPAgQNF293c3EBE8PPzQ1lZmcQvI8qaDqFQiGvXrkFKSgoxMTGi4tTPzw/ffvst0tPTkZCQgPT0dLRo0QJOTk5QU1MTd2zGPis88srYF2TXrl345ptvMGbMGJw+fRrV1dUAAGlpaQQGBuLChQs4cuQIZGVlMW7cOPz000+YMWMGVq1ahaSkJOjp6Yn5Ffx/aWlpmDVrFmbNmoXAwEDRmvCPHj2CQCCAu7s7EhMTcejQIfj4+Ejk6l+sabl69SrGjRsHX19f1NXViU7kbG1tkZqaiitXrsDDwwN1dXXw9/fHmDFjuI8rYx8BF6+MfQGeP3+OO3fuYOTIkQgJCcG9e/fg4OAAT09P/Pjjj6itrYWjoyPMzMywadMm1NfXAwB0dXXh5uaGAQMGQEVFRcyvorEDBw6gsLAQFhYWom0bNmyAt7e3qHOCm5sbYmNjsW/fPkyYMAFFRUXiisuauLKyMgQGBuLx48do27Ytzp49i7S0NNF+GxsbJCcn4+nTpxLXQo6xzw0Xr4x9AQ4ePAhHR0f8/vvvohuZoqOjUVxcjEGDBsHDwwOHDx/GpEmTcPHiRRw/flzckd9pyZIl6N27N4YPH47Tp08jJSUFK1euxOjRoxtNbXB3d8f69eshEAhQUVEhxsSsqcrPzxctLbxv3z7k5OQgMDAQgYGBiI+PFx3Xr18/7Ny5E8OGDRNXVMa+CDwRjLEvQJ8+fdCuXTuMGjUK27ZtQ58+feDj44MRI0Zg3759SE1NhZubGywsLFBSUoK0tDT06dNH4kZbk5OT8fPPP2PRokUwMDBAWloavLy84OrqCi0tLSxevBju7u6i40tKSlBTU4OxY8fCxcWFL+GyvyUpKQnp6ekYOHAglJWVAbw6eRIKhQgMDAQATJ48GQDQvn17seVk7EvBI6+MfQEMDAywdetWGBkZYfjw4Th16hQAQF1dHWPHjsWOHTuwceNGCAQCVFdXQ0NDQzSHVJJoampi69at8Pf3x4sXL9C+fXukpqaiY8eOyMvLQ+fOnUXHlpWVISgoCKtWrUJdXR0Xruxvc3NzQ6tWrXD69GncvHkTACAjI4OlS5di6tSpmD17Nk6cOCHmlIx9Obh4Zewz1NDQ8MY2TU1NZGRkoHPnzhg5ciROnz4t2qehoQFXV1fs3LkTP//8M+bMmdOoG4GkGDRoEFJTU/HTTz9h4sSJos4JqampsLKywvDhw3Hx4kWUlZUhICAAv//+O9zd3SXytTDJ9uzZM1y7dg0VFRUwMTHBjh070KxZM3h6eooWHJCVlcX8+fOxbds2GBkZiTkxY18OLl4Z+8zU1tZi1apV2LBhwxv7tLS0kJWVhc6dO8Pd3f2NBQfU1NRgamoqUU37X7x4AaFQKPr/0KFDkZycjBMnTsDPzw/FxcXQ19dHQkIC9PT0MGTIEIwcORI3b95EcnIyevbsCSkpKTG+AtbUXLx4ESNGjEDv3r0xYsQIXLlyBYaGhkhLS4NAIICHh4doBFZNTQ329vbQ0tISc2rGvhxcvDL2mREIBCgqKkJISEijm0le09LSQkZGBjQ0NLBw4ULU1NSIIeW71dfXIyMjA+PGjYOPjw82btyIixcvAgBcXFyQlZWFEydOYOLEiXjx4gX09fWRmpqKTp06oaysDJs3b4aJiYmYXwVraoRCIaKjo6Gjo4MNGzaguLgYo0ePxvnz52FkZISsrCw0NDTA09MTxcXF4o7L2BeJb9hi7DMhEAhw6dIlmJmZYd68eaitrUVYWBiA/38zyWva2tqYPn06Zs+ejXv37jWaKyopiAh79uxBTk4OevToIVrxy9TUFL1794aLiwsSExPh7++PqVOnIiYmBrq6utiyZQvq6uqgo6Mj7pfAmhihUIjCwkLcv38fmzZtQpcuXWBnZ4dx48bB09MTqamp6NWrF7Zu3Yrc3Fwe0WdMTLh4ZewzMXPmTPz666/Yvn07mjdvjhUrVkAoFGL69OkgIvj7+zc6XigUQlVVVeI6CrwmLy+P6dOn4+bNm2hoaMD69etRVVWF7du3Izk5WXSj1uupEDIyMoiNjZWoKQ+s6Th37hwiIiLw9OlTFBcXi27w09bWRmZmJjw8PODl5YWkpCRYWVnxHFfGxIinDTDWxDU0NGDmzJnYvXs3wsLCRB+6ioqKiImJwbfffovw8HCsXLkS5eXlICJcv34dMTExcHJykugRyl69eiExMRFCoRCLFy+GtbU1MjMzcfr0acTGxkJPTw9KSkrQ1NREaWkp6urqxB2ZNUE1NTVYvXo1hEIh+vbti7q6OoSFhYlWoNPU1ERqair09PRw9OhRMadljPHIK2NNWHl5ORYsWIBDhw4hJSUFVlZWon1VVVVQVlZGdHQ0VFRUsGTJEuTk5KBz587Izc2Fubk5wsLCJP7Sp6WlJVJSUuDu7g5HR0fs3bsXWlpacHR0hKOjI6qqqpCfn482bdrwqCv7YK8XIBAKhdiwYQM6deqEYcOGwcfHB97e3khISICamhq0tbWxd+9eiZ0jztiXhEdeGWvCysrKkJ2dDVVVVZiZmYm279mzB2FhYXj06BHk5OSwfPlyJCUloW3btnjw4AG8vb2xefPmJlPsWVpaYuvWrSgpKYGLiwvu378v2qesrAwTE5Mm81qY+Dx8+BDp6el48eKFaNuZM2cQEBAABQUF0VQABwcHpKen4/jx4/Dx8cHTp08BvJrKwv2CGRM/Ll4Za8K0tbURHx+P27dvw93dHWVlZThy5AhCQkLQvHnzRh+0w4cPx5YtW7Br1y5ERUU1WkK1KejZsye2bduGkpISDB8+XNSqiLH3VVJSgtDQUAQEBKCkpATAq97BkyZNwv79+7Fr1y7Rsf3790dGRgYuXrzYqCcyY0z8uHhlrAmTkpKCg4MDNm/ejF9++QV2dnYIDg6Gj48PFixYADU1tTce05Qb9pubmyMrKwslJSWIj49HfX29uCOxJkAgEAAAunXrhnXr1uHgwYOYMmUKSkpK0Lx5c8TExGDMmDGYMGEC9uzZI3qcra0tDh06BGtra3FFZ4y9Bc95ZewzMGjQICQmJmLkyJFo06YNAgICICMjI+5YH4WFhQVycnIgJycHWVn+E8b+Wn19PWbPno2uXbvi22+/xejRoyEtLY0JEybA398f8fHx0NDQwLp16wAAPj4+qK+vh4uLC+Tl5dGhQwcxvwLG2H/jkVfGmqiXL1/izJkzuHv3LgDAyckJ2dnZqK2thbe3N16+fCnmhB9P586dYWBgIPE3mzHxq6+vR0VFBSZNmoTMzEwAwMiRI5GQkIAffvgBkydPxsuXLyErK4vY2FiMGDFC1P+YMSaZuHhlrAkqKCjAhAkTMGTIEDg6Ooo+lB0dHZGYmIj//Oc/8PT0xKNHj8SclDHxUlZWxvLlyzFu3Dj4+flhy5YtAIARI0YgKSlJVMAWFxdDTk4Oa9aswfLly9GyZUsxJ2eM/RkuXhlrglasWIHnz59jw4YNsLa2xuTJkxETEwPgVQGbkpKCM2fOIDc3V8xJGRM/NTU1rFmzBmPHjoWfnx+ysrIAvLqJMTExEbm5uQgICMDTp0+hrKyMoUOHcvHKmATjCWOMNSE3btzAhQsXcPLkSaxbtw42NjYYNmwYWrZsiYiICNTX12P69OlwcnLCyZMn33rDFmOfs+fPn+P8+fP417/+1Wj1OBUVFaxduxZEhEmTJkFOTg4jRoyAq6srBAIBAgMDcfjwYYwdO1aM6Rlj74OLV8aakOLiYkRGRiI/Px+tWrUCAMjIyGDp0qWQlpZGVFQUiAjh4eHo3LmzmNMy9uldvHgREyZMwKhRo7Bs2bJG3TWUlJQQGxuL6upqBAYGokuXLujWrRtGjRoFc3NzPtljrIngaQOMNSF9+vTBmjVr0KZNG8yaNQtFRUUAAGlpaSxduhTBwcEoKCgAEYk5KWOfllAoRGVlJezt7REcHIyNGzdi9uzZqK2tbXSckpISFi9ejGbNmmHfvn2i7YaGhmjTps2njs0Y+xt45JUxCVdYWIicnByoqqpi0KBBohY+np6e8PHxwaZNm0QfukuWLEF9fT3fhc++KOXl5QgPD4eZmRkmTJiA0NBQSEtLIyIiAlJSUli4cCHk5eVFx+vq6sLIyAhPnz4FEfH7hbEmhkdeGZNgly9fhre3N1auXInJkydjxowZqKiogIODA1JTU3Hq1ClMmjQJDx48ED2mKS9CwNiHKi8vh7+/P3744Qd069ZNtH3atGlYvHgxYmNjERER0WgE9sKFC7h69SqsrKy4cGWsCeKRV8YkVElJCSIjI6GtrY3Y2FicP38eHh4eqK6uxtq1a+Hk5ITk5GT4+fnhwIEDmDRpkrgjM/ZJlZSUICQkBJcuXcL27dthaWnZaH9ISAikpKQQFRWFGzduYNy4cSguLkZMTAxsbW3h7OwspuSMsf8Fj7wyJqFOnz6NqqoqzJkzB4aGhiguLkanTp1w+PBhhIaGorKyEs7Ozjh+/Dh/CLMvUkpKClJSUhAVFdWocM3OzsbRo0cBvBqBTU1Nxf379xEREYHVq1fDxcUFcXFxUFJSEld0xtj/gEdeGZNQHTt2xMyZM6Gnp4e9e/ciOzsb+/btw2+//YaxY8eipqYGiYmJMDIyEndUxsTCxsYG3bt3x6pVq2BhYQF9fX0kJSVh7ty5WLRoEb755hsAwLBhwzBgwADcunULLVq0QPv27cWcnDH2v+DilTEJUlpaioMHD0JKSgoDBw6EkZERBAIB0tLS4OrqCgMDAxQUFMDW1hatW7dGfX09ZGX5bcy+TBYWFkhOTsbYsWPh5eUFJycnbNq0CcHBwRg/fnyjY1VUVNCjRw8xJWWM/ZN42gBjEuLWrVvw9fXFmjVrsHTpUgwZMgSnT5+GlJQUioqKcO7cORw/fhwrVqyAra0tVq5cyZc92RcnKSkJXl5eiI2NRUVFBczMzJCZmYny8nJERETAw8MD4eHh4o7JGPuIuHhlTAI0NDRgxYoVaNasGTIzM7Fu3Trk5eVhz549kJaWxsSJE5GTkwNvb28oKytj5MiR4o7M2CdVWVmJ4OBgrF69Grdu3cKsWbMQFRWFhoYG9OjRAykpKejevTuOHTuG27dvizsuY+wj4uKVMQlw7do15OXlITAwEAYGBvjpp5/wzTffYPLkySAiDBkyBPv370dycjJSU1PRrl07cUdm7JMpLi5GQEAALl68iNTUVPz444+IjIzEgQMHcPXqVVRVVaFHjx5ITU1FWVkZRo8ejevXr4s7NmPsI+HilTEJICMjg6qqKvz2229Yvnw5rly5ghUrVkBPTw/Hjh1DfHw8evXqhX79+kFVVVXccRn7pHJzc5GSkgJPT09YWlpCVVUVtra2EAgE8PX1xejRo/Hdd9+hW7duSElJQVVVFXx8fFBZWSnu6Iyxj4CLV8bEqL6+HgDQqVMnWFpaYurUqTh+/DgSEhKgo6ODoqIiLFy4EC9fvoRQKBRzWsbEw9raGkOGDMH8+fNx7NgxEBESEhJQU1ODPn36QFlZGQEBAdi0aRN69uyJ9PR0jB49mt8zjH2m+DZlxsQgLy8PCxcuxLNnzzB48GAEBgYiKioKly9fxp07d/D9999DQUEBaWlp0NDQwLRp0yAtzeea7Mukq6uLjRs3wtfXF15eXrC0tERJSQl27tyJXr16AQBGjRqF9PR0uLu7w8LCAhYWFmJOzRj7WPjTkLFPrKKiAgsWLEBhYSG0tLQwd+5cBAYGom3btti9ezf69OmDhQsXYt68eejWrRvi4+PRvHlzccdmTKy0tLSQmpqKbt264fvvv4eLi4uocAVeXb2Qk5PjkzzGvgA88srYJ3b58mWUlZVh+fLl6N69O/bs2QM/Pz8IBALEx8cjOTkZjx8/BhGhbdu2/GHM2P9p2bIlUlNTMWHCBERHR6Nz585wcHDAiRMnkJWVhenTp0NdXV3cMRljHxkXr4x9Ivn5+UhNTcWpU6egpqYGPT09yMrKwtXVFfLy8vj2229FLbO0tbXFHZcxiaSpqYmNGzfCx8cHfn5+CAkJQUpKClxdXeHr6yvueIyxT4CHdBj7BMrLyxEQEICcnBwUFRXhp59+Qm5urmj/4MGDkZKSgv379+Pw4cNiTMqY5NPS0kJSUhJ69OiBkJAQODg4YMmSJZCRkRF3NMbYJ8Ajr4x9ZKWlpTh16hSkpKSwY8cOABDNc5WRkYGbmxuAVwXs3r170aZNG3HGZaxJ0NLSwnfffYfz589jwIABXLgy9gXhkVfG/kGlpaWYPHkydu3aJdq2evVqBAYGomPHjtDX14e+vj42btwIJycnTJkyBRkZGaKWWZaWlmjfvr244jPWpLRt2xaDBw+GgoKCuKMwxj4hLl4Z+wcJhUJUVVWhoaFBVJAOGjQI8vLyOHr0KB4/fgwAUFVVRWJiIhwcHBAZGYlLly6JMzZjjDHWZHDxytg/qHnz5khNTcU333yDadOm4ciRI+jduze2bNkCKSkpuLu74+nTpwAAJSUlrF+/HlFRUdDX1xdzcsYYY6xp4OKVsY9AUVERDx8+hIeHB06ePAkzMzOkp6fj2bNnGDNmDB4+fAjgVbE7btw4tG7dWsyJGWOMsaaBi1fG/kFXrlzBzJkzUVJSgtTUVNjY2GD06NH4z3/+A1NTU2zbtg2FhYUYP368aAoBY4wxxt4fF6+M/YPi4uJw/PhxyMjIQF1dHcnJybCxscGoUaNw9OhRmJiYICUlBY6OjpCXlxd3XMYYY6zJ4VZZjP1NDx48gJycHLS0tPDw4UNkZ2fj2rVrmDlzpmiRgdc3Zvn4+MDd3R3JyclwcHBA7969xZyeMcYYa5p45JWxD1ReXo7Fixdj2LBhSEpKAhGhvr4emzdvxqlTpyAnJ9foeFVVVSQkJMDOzo4XIGCMMcb+RzzyytgHEAqFmDNnDvbt24dp06ahX79+ICLo6+sjJSUFnp6eWLBgAbp27Qo9PT3R45o1a4akpCTU1taKMT1jjDHW9PHIK2MfYN++fcjNzcXmzZsRGBgIU1NTSEu/ehuZm5tjy5YteP78Odzc3JCfn9/osfLy8lBTUxNHbMYYY+yzwcUrYx8gNzcXRkZG+Pe///3W/d27d8fu3btRWFgIDw8P5OXlfeKEjDHG2OeNi1fGPkBxcfE7jzE2NkZWVhYqKiqwe/fuT5CKMcYY+3Jw8crYB7CyssK5c+dw4cKFt+5/9uwZIiIioK2tjaNHj8LX1/cTJ2SMMcY+b1y8MvYBhg0bBjU1NYSHh791FPbYsWPIyspCbW0tWrdujVatWokhJWOMMfb54uKVsQ/Qvn17rF27FmfPnoW7uztu3Lgh2nfu3DlERkZi5MiRaN++vRhTMsYYY58vbpXF2AcaNGgQUlJSEBISAicnJ5iZmUFWVhZnz56Fubk5ZsyYwatnMcYYYx8Jj7wy9jeMGDEC+/fvx+DBg3H37l08ffoUgYGByMzM5KkCjDHG2EfEI6+M/U2mpqaIiYkRdwzGGGPsi8Ijr4wxxhhjrMng4pUxxhhjjDUZXLwyxhhjjLEmg4tXxhhjjDHWZHDxyhhjjDHGmgwuXhljjDHGWJPBxStjjDHGGGsyuHhljDHGGGNNBhevjDHGGGOsyeDilTHGGGOMNRlcvDLGGGOMsSaDi1fGGGOMMdZkcPHKGGOMMcaaDC5eGWOMMcZYk8HFK2OMMcYYazK4eGWMMcYYY00GF6+MMcYYY6zJ4OKVMcYYY4w1GVy8MsYYY4yxJoOLV8YYY4wx1mRw8coYY4wxxpoMLl4ZY4wxxliTwcUrY4wxxhhrMrh4ZUzCFBUV4caNG6iurhZ3lEZevHiBU6dO4cSJE3jy5MlHe56ysjLk5eWhvLz8T4+pr6/HrVu38OLFC9H/b9++jYKCAgiFwo+Wrbq6Gnl5eXj69OlHew5xqaqq+mxfG2Ps8yIr7gCMSYonT57gzJkzUFNTg42NDRQVFUX7SktL8csvv6BLly7Q0dH5qDkyMjIQHR2NnTt3omfPnh/1ud7XgwcP4Ovri7KyMrRr1w4TJkxA27ZtP8pzHTlyBAEBAdi4cSMGDx781mOePXuG4cOHw8fHB8HBwXjy5Ans7OxgaGiIvXv3QllZ+X/OceXKFbx48QJWVlaQl5cHAPz222+wtbWFl5cX4uPj/+fnkCSXLl2CnZ0dfH19sW7dOgDA5cuXUVxcDCsrK8jJyYk54d9X0yDAk7Iq1AuEkJKSesfRhJbKimihrPC3n6+4uBh79uxBXV0dpKSk0L9/fxgaGgIAGhoacPr0aRQUFKCyshIAoKSkhFGjRon+5pw7dw5CoRCWlpaQlv7rMaZLly7h/PnzEAqF0NDQgLOzM1RUVBodIxQK8f3336OoqAgAoKWlhSFDhrzxtW7cuIHLly/D3NwcBgYGjfZVVlbi+PHjqKurQ9++faGpqSnaV1dXh7Nnz0JDQwMmJiYf+N1i7MNx8crY//n555/h6uoKAPjhhx8wcOBA0b7bt2/D29sbS5cuhaen50fPIiUl9R4fsp/O1q1bce3aNZw4cQIdOnT46M/3Pq/9j8doaGhg+vTpaN68+T9WZG3atAlHjhzB6dOnRcXrV199hXnz5n2WH9C6urqYP38+evToIdq2YcMGnDx5EidPnoSGhoYY0/1vLj8uxuFbjyAkeufvllAoRGfN5hjZXf9vPdetW7cQFRWFoqIiGBoaora2FqdPn8aUKVNgaWmJyspKBAUFob6+Hv369QMAnDhxAgcPHsS8efPQsWNHLF68GHV1ddi1axcUFP68iM7NzcXixYvRsWNHKCsro6SkBJcvX0ZgYCC0tLREeRYsWIDy8nK0a9cOwKsTxKtXryIoKAiqqqoAXl29iI2NxYYNGzB58mSsW7cOMjIyoud6/AuN0GoAABnLSURBVPgxRo8ejYqKCixYsABz584V7SsvL0dYWBh69uyJDRs2/K3vG2MfgotX9kldfvIC2367DSU58fzqCYRCqCspYEofE8jJNB7RICK0a9cOQqEQK1asgKWlJVq0aAEAkJGRQbNmzURFzMckJSUFGRkZiRrpqqyshJ6e3j8yovkuUlJSkJaWfufrl5aWFhUizZo1w5QpU/7RHIqKilBTUwMRiba1a9cO06dP/0efR1Lo6OggPDy80TZFRUWoqqo2+h40RS8qa9AgJDRTfPf7t6a+AS+ra0EAPvT0sb6+HosXL8bly5dx8eJF0d+LkydPNhoNVVVVhZOTE2bNmgUAePjwIfr164fFixcjISEBqqqqqK2t/cvnunPnDiZNmoThw4cjOjoaAFBbW4tjx46J3jtPnz7Ft99+i2bNmmHLli1o3rw5gFdTk86cOdNoVPeXX37B7du3ERYWhlOnTuG3336Dubm5aD8RQU9PD1VVVdi8eTOcnZ1hZmYG4NV7VlVVFUpKSh/4HWPs7+HilX1SBS8rsP2321B/jw+Rj6FOIEDbZqqY+LUx/rs0qq+vR5s2bTB27FisW7cOmZmZCAwMbHSMrKwsGhoaMHPmTKirqzcafVi6dCmePHmClStXQkFBARkZGTh79izGjBmDhIQEFBQU4KuvvsL69euRn5+P5cuXo7CwULTt9Yfb6+Lt+vXrSExMxLVr1yAjI4Ply5c3GhXLz8/H1KlTUVtbi/r6eri4uCAoKAiysrJ49uwZIiIi0L9/f5w4cQK3b9+Gl5cXvLy83vieNDQ0IDMzExkZGSAi1NbWYsyYMZg0aRKqq6sRGRmJPXv2oKioCCNHjoSuri7i4uIajcQJhUKsWrUKlZWVcHV1xbJly/Ds2TO0bt0aq1evhra2NgAgMzMTubm5iI6ORuvWrQEAhw8fxoYNG7Bs2TIYGRkBeHWy8PDhQ0RFReHUqVOora1FVFQU7Ozs3v5zratDSEgI9PT0EBoaCikpKRARMjIykJycDGlpaSgqKiIoKAj29vaoqKjAf/7zH6xZswZEhPLyckyZMgVeXl4oLi7GggULsGvXLrx8+RLDhg1D69atERkZCT09PUyaNAkuLi4YM2YMiAgHDhxAfHy86OdgY2ODqKgoyMnJQSgUYuXKlSgsLISNjQ3S09Px8uVLGBgYYN26daLLxKWlpVi0aBEuXboEIkJYWBjs7e0hK/vuP9FpaWk4cuQIoqOjRSdbBw8eREJCApYtWwZDQ0McOXIEiYmJcHd3x8GDB5GXlweBQIC1a9fC1NQUwKtCJzg4GG5ubrCxscH8+fOxa9culJaWYtiwYdDU1ERERARMTU2RlpaG9PR00SXx4ODgT3Ji83fJyUhD+v+uZryrIJWSkoKs9LuPe5uamhqcOXMGlpaWjU50ra2t3zi2qqpK9G8dHR0MHDgQR48eRXl5+TunCgDAzZs38fjxY/Tp00e0TUFBodEVoy1btuDu3bs4dOiQqHAFgJYtW8LZ2bnR1/vxxx9RXV2NMWPGIDc3Fzk5OY2KV6FQCHl5ebi5uWHfvn2Ijo7G5s2b3+t3lLF/Gv/WsU9KTkYa6ory7zUC8jHUCQRQU5D70w+mmpoaODg4oKCgAEuWLIGLiwt0dXVF+18XRVevXkXLli0bPfbGjRu4d++e6IahFy9eIC4uDs+fP0dUVBTq6uowfPhwWFlZoU+fPpg8eTLatGmDcePGISAgAImJiZCRkYGioiJu376NyMhIrF69GtOmTUNMTAwmTJiArKwsGBgYiIrRvn37IiAgQDRi8rrwaWhowKVLl5Cbm4vAwEDMmDGj0YfXa7W1tYiIiMBPP/2E9evXQ1tbGxcuXEBISAgqKioQFhYmGo07duwYVq5cCR0dHaipqb3xtR4/fowNGzbg999/x7Rp06CtrY3Q0FBMnDgRmZmZaNasGR48eIDz58+jrq5O9Ljnz5/j7NmzqKioAADIy8vj+fPnmD17NlauXAlvb29s374dU6dORUJCAqysrN54bqFQiF9//VU0x1AgECAuLg5r165FbGwsjI2Nce7cORw/fhy2trY4fPgwfv31V2zcuBEyMjKIi4tDUFAQunTpAnNzc8yYMQOVlZX45ZdfsHbtWrRo0QKampp48eIFzp07B0tLS9FzxMXFITY2Fl26dMHdu3fh7++P0tJSxMTEiIrwDRs2oLi4GIsWLQIRwdPTE1OnTsXGjRshJSWFGTNm4N69e0hKSkJlZSX27dsHY2NjfPXVV3/9Cw2goKAAFy5caPQ9LSwsxNmzZ0VzKl++fImtW7ciLy8PixcvRlhYGJYvXw4vLy8cOHAA7dq1Q01NDc6dO4c+ffrA2dkZM2fORHl5OS5duiT6HrRu3RpZWVlYsWIF4uLi0KFDB+Tm5uLkyZMYMGDAO7P+kypq61HTIHivEdKq+gZIv+c0HCkpoEFIeF5Z85df9/XzykpLQ01BDjLSUlBRUcHgwYORkJCApKQkODg4iC7Vv0tDQwNkZWXfq3AFgC5duqBHjx5YtmwZ2rZtCzMzM9EUAODVzYV79+6FmZkZjI2N//JrvXz5EocPH0bPnj1hbm4OfX19HD58GGFhYY3m/tfW1qJbt24wMDDAuHHjMGrUKDg7O0vUFCf2ZeDilbE/EAqFEAgEmDVrFvbt24c1a9Zg7dq1b3ygKCkpNfqjDry6xPrfl81atmwJf39/dOnSBQDg7u6OdevWYf369aLRmBEjRuC7775DQUEB9PX10dDQACUlJQQEBGDQoEEAgBkzZsDKygoZGRmIiopCRkYGmjdvjlWrVgH/r717D4rqPB84/t0rl4VFLXIJ0F10V0BFJgiKeAuZxEji2M6AWp2YhFqrJi1EjHiZCGnGSRPjTJ3ETGaStjGdOilDzBDNpbGNzCSNSePEgG1FNIIYuW4AAYFdYPf8/iB7yiI3ozWlv+czs+PM4ew5776763nO8z7vu4DVamXdunUUFxezefNm9Ho9BoOBOXPmkJubO2JWrKKigpKSEnbv3k16erp6rAsXLnDo0CEefPBBoqKi+MEPfkBAQADTp09XM6ZD6XQ6AgICyMnJUY/1xBNPsGLFCt59913Wrl2L0WjEZDL5XOz0ej0mk0ntY4/Hg16vZ/369WqmOD8/n7feeotXXnmFhQsXDnuBDwwMVN+T+vp6Xn31VVatWqVmmKxWK9nZ2Wg0GlauXMmPf/xj9bnbt2/n/fff5/jx46SmphIZGcmUKVPw9/fHbrf7DPmaTCaCgoJoaGjgt7/9LVlZWWRmZqrnKCoqoqCggJycHJKTk1EUBZvNxu7du9XM8oMPPshrr71GQ0MDERERnDx5ktTUVPVGaebMmeMeqjcajQQGBvr0qcFg8OlTjUZDeHg4W7du5f777wfg0Ucf5fjx43z66adkZ2ej1WoxmUzo9Xp0Oh2RkZFMnjyZgIAAtaYSBiYT9fb2kpKSgtlsZsuWLbe1rMCjKJx3dPBZbROtPS7cHmXsLKlGg59+fEGhXqulw9XH66fOj7qfN3g1GQ3Eh08i7YdhBBh0FBQUUFdXx2OPPcbUqVMpKipi+fLl1030HPydPH36NKWlpWzYsIFJkyaNa8UMi8XCM888Q2FhIUuWLCEzM5O8vDzuvvtuDAYDTqeThoYG7rrrrjGPVVVVxddff82uXbvQaDQ88MAD/PrXv+bMmTPMmzfv369ZUejq6mLdunX88Y9/5LnnniMjI0Oyr+K2k6WyhBiir6+PsLAwfvGLX/DGG29w6tQpTCbTDV+ge3t7iY2NVQMWGJhYZLPZsNvt6jatVkt3dzdXr15Vz3/HHXf4XHTMZjMWi4WqqioAvvjiC6qqqsjPz2fr1q3k5+dz9OhRLl68iNPpBAYuNPfee++ow7k1NTUYjUZSU1N9ticlJdHe3k5lZSUAbrcbj8fjk90byuVyER8f73MsbwB07tw5YHwTsfr7+wkJCfEZ/tTr9cTFxXH+/PlxHae+vp7u7m6fIdXBzxsa/JpMJgwGAw6HQ93mdrvVMoqhtFqteg5voO6VkJCARqOhvLwcGAjGp0yZog7pA4SFheF2u2ltbUWn06k3Hnl5eXzyySfjeo03wuPx4Ofn57NCRHBwMMHBwepyY8Pxvu+D+yA7O5uOjg4eeughDh06dMvbOpaePjd/u9RAQ2cPHo/CwAD/6I/v1rqxjjnwb6erj09rm7nUNjByEBYWxhtvvMEf/vAHsrKy2LhxI9nZ2Xz22WcDR/22fOHtt99m69atbN26lfXr17N8+XJyc3MBxr3c27333sv777/Pvn378Pf3V4/hcDjw8/NDUZQxM7mKolBcXExISIi6usnChQtxuVz85S9/uW7/vr4+AAoKCjh//jyHDh3CYDBI9lXcVhK8CjGEN0j96U9/yrRp03j++edxOBw+NWzKMLOWh14kvMPX/f396jaPx4PH4/HZ5r3ADH6+oig+++j1eiZPnoxer0dRFJxOJwEBAVgsFmJjY7FarTz88MO89tprhISE4Ha7AUYNNmFguNDtdg+7tI6iKLS3t6uvZSwajea61+bv78+kSZPU53v7dvDxhru4KoqiXiS9bmQlgWvXrtHT0+MzjDrUhx9+SHZ2NtnZ2axZs4aamprr+mEkGo2Ga9eu4XQ6rzuHt+87OjrUfb0Z/cH7DO6DvLw8Dh48yNGjR1m1ahV79+4d9zq/N9Kng9vgfY/HO0zttWjRIkpKSlAUhZycHNavX6/enNwOiqLgje08ykAmdqzHd0kMj+e4HkUBFBSPgkfxDThXr17NgQMH+OCDD/jmm28oLCykq6tL/Q6HhIQQGxtLbGwse/bs4fXXXycyMtLnJtn7nr799tvqZzU7O9tnmTbvShvFxcXs3buX3/3ud/zpT3/Cz8+P0NBQmpubR32djY2NlJaWYrfbCQ0NBQZW1YiKiuLYsWMjPn/x4sVkZWXx8ssvU1FRcVsmswrhJbl+IUZgNpt58skn2bBhAzExMfj5+Y0axA0Ntm6GN+vn5XK5+Oabb5g2bRoazUBt3fTp08nLyxvx+ePh5+dHW1ubmvX18gbn3olW4806u91un+V1Ojo66OrqUpft8Rrcj4OD3cHnH5p9amxsVNeWHKs9RqORrq6uEbOK+/fv5/Dhw2zatIlp06apP4ww+D30eDzX3VSM5xzem5Yb6buAgAAeeeQR7rnnHg4fPsz+/ftJS0sbcYLacMbq0+/C2wdDP/dLly4lJSWFsrIyNm/eTFRUFM8+++wtOedYAo165lvCOHmpiT63Z1y1rP1uD/03EMFqNAPnGYvCQJCbEBaMZdLwN0rLli3jrrvu4vPPP6evr08N8pYuXapmWseSlJTkU5I0XB2twWBgy5Yt/P73v6empgatVsvMmTP54osvuHbt2og3cp9//jmNjY3885//JDMzU/3uOxwOmpub+fjjj9UlBIcqKCjgxIkTHDx48LobMiH+kyR4FWIUy5YtIzMzUx0a89aSRkVF8eWXX9Lb24vRaOSjjz7irbfeUtdtvBlGo5G6ujqOHDnCnDlz0Ol0/P3vf+cf//gHP/vZzwCYP38+Bw4c4MyZM+ps8b6+Pmpra7HZbOPOpqWmphISEsKbb75JWlqaur24uJi4uDi1Vnc8/P39+de//kVpaSk///nPATh+/DjNzc3MmjULgNjYWBoaGvj666+JiIjg6tWrHDx4EKfTqbZZr9fT0dFBSUkJGRkZmEwmzp07x0cffaQed6yAcMaMGdjtdo4cOcJPfvITdXt1dTXR0dGUlZVhNpvZvHkzAJWVlWomcrDOzk6fdTa9f+/v72fGjBnYbDZKSkpYvXq1us+RI0eYNGmSWis4Wls1Gg29vb3U1tZit9uJjo5m6dKlHDhwQB2qb25uxuFwEBsbO2wJyPTp06mvr6euro6pU6fS0tLCSy+9hMvl8rmR+K46Ozt9AqcLFy5gtVoxmUw88MADREREqBPDbgetRkNS5BTipoZ827djB0xlX9XzZV0LhnH0R5/bQ2igH2uTbeMuNzDqtOi0Grq7u6murvaZINXd3U15eTlWq5WQkBB1YuJ4Muvez47VasVqtfr8zVu24v3xAxioYW9sbCQ+Ph6NRkNOTg4nTpxg//79FBUVqcFlX18fZ8+eJS4ujnfffReLxcKxY8d8alcbGxvJyMjgxIkTZGVlDRuYWq1WHn30UZ5++mm0Wu115UdC/KdI8Cpuq163h7Ye17fDbd/H+d0EGgwMd3aXy0Vra6tP1spoNLJ9+3bee+89mpqa1GH4NWvW8M4777Bt2zYSExMpLy/HbDbT1dWlZgy7u7tpa2vzySAOt62np4eWlhb1vN3d3ZjNZi5dusTu3buxWq28/PLLrF69mpUrVwKwZcsWqqqqeOihh9i0aRMwsFbk1KlTycvLQ1EU2trafJbjGc6sWbPYtWsXL730EkFBQYSHh1NVVUVtbS3PPfecuhzWcO0eSqPRYDabKS4u5urVq/j7+/Piiy+ybds2tfZ00aJFJCQksG3bNtauXcvly5fp6enB5XKpr9/pdKLX6+nu7mbXrl0kJCRw+PBh5s2bR05ODjCQ4W1ra1MDAG+JgzcwCA8PZ8+ePeTn5/P4448TFxfHlStX8Hg87NixgzVr1rBz506ef/55goKCqKiooL293Sfzet9991FcXExhYSF33nkn999/P1qtVs1Uh4WF8eSTT1JUVMS2bduw2WzU1dXx4YcfsnfvXqxWKx6Ph87Ozuv6zul00traiqIoXLt2jaKiImbPns3kyZMpLi4mPT1d7bNXXnmFoqIiysrKWLJkyXX9vnjxYmw2G/n5+axatYrLly/T29vr06cul4uWlhafMhJvH3prpD0ej0+fAmRmZvLmm29SWFhIUlISK1as4PDhwzQ1NTFnzhzOnDmD0+n0uUG4Xfz14w/M9TrNsN/5kWg0EGi48cC/ra2NoqIiQkND1WXtTp06RUxMDI8//rialb969eqoAX9HRwd9fX2j3viUl5ezb98+li9frpYK/fnPf2bDhg3q/xMLFy5k//797Nixg9raWvWG6vz58/T397NixQqOHz/OmjVrfIJgGFi+60c/+hFHjx5l+/btGAwGWltb1c+L1yOPPMKxY8f461//OmaZkhC3iu6pp556aujGsrIyIiMjiY+P/z7aJP6H6bQaIoMDSbdGMv+H4d/DI4L5PwwnMWLKdcONWq2WmJgY0tLSfJaCCgsLw2q1EhcXxz333ENoaCgWi4VZs2Zx8eJFHA4HGzduJCsri5iYGBITE9HpdOj1eux2O/PmzVOzd95tqampPttsNhsLFy5UF4RPT08nNzeXs2fPcvHiRRYtWsSzzz6rzqb39/dn5cqVtLe3U11djcPhwGKx8Mtf/lLNYAYHB5OWluaz1NdwUlJSmD17NqdPn6a5uZmgoCD27dvHzJkz1X30ej0zZswgJSVl2F/8URSFo0eP4vF4eOaZZzh79ix1dXWsXr2a3NxctU0mk4mlS5dSV1dHY2Mj6enp7Nixg5iYGJKTk9V+nzlzJgUFBTQ3N6sZot/85jdq2YA3UE5LSyMmJgaNRoO/vz8pKSnY7XY0Gg3x8fEkJydTWVlJc3Mz/v7+bNq0iYiICJKSkggODuarr77C4XDw8MMPc9999xEfH6/+LKbNZiM2Npaamhq6u7tJTk4mJCSEoKAg0tLSiI6OJj4+nsWLF1NeXk5jYyOKolBUVOQTZBqNRhITE0lJSVGHjHU6HRaLhfnz5xMaGorVauWTTz7B4XAwa9Ys9u7dq07wOnbsGPX19Tz22GM+k768goKCWLJkCVeuXKGxsZHFixfzxBNPEB0drS6fpNPpiI6OZtGiReoSb1qtlpCQEBYsWMAdd9yh9umCBQvUmfF2ux2LxUJ1dTVOp5O5c+eSnp5OZWUlly5dwmg0smfPHp+s/X+jC452rrR3Y9BpURRl1Eefx0OgQc+d0aE3PNHLbDYzd+5cysvLaWpqwuFwEBoaygsvvOATHAYGBjJv3rwRf63OaDSSlJTE7NmzRxxFsdvtTJkyhYqKChwOBy0tLSxbtoydO3f6lAgkJCSQkZFBZWWl2qaoqCh+9atf0dvbi9lsZuPGjZjNZp/ja7Va4uLiCA4OJikpidDQUIKDg1mwYIHPxD8/Pz9mzJhBZGQky5YtIzb2u/0ymRAA586do6GhgYyMjFH30yjD3NoVFhaSnJzss5SMEEKMxOPxkJeXx8mTJ/nggw/UiR/i5lRUVLBu3Tpyc3PVDLu4cR/XNPK36ia02rHXHuj3KMRMMrF+rm3U/YQQt15paSmnT5/m6aefHnU/KRsQQtwSLpdLLQEQN8/tdlNSUkJiYqJaLiG+m5To0G9rZBm7RFYBvxsoSRBC3H4SvAohbolp06bR2dkpS+bcIlqtVv2FI+nTmxNg0BNgkMudEP8r5NsshLhpWq2WnTt3ft/N+J+i0WjUCXNCCCH+TX6kQAghhBBCTBgSvAohhBBCiAlDglchhBBCCDFhSPAqhBBCCCEmDAlehRBCCCHEhCHBqxBCCCGEmDAkeBVCCCGEEBOGBK9CCCGEEGLCkOBVCCGEEEJMGBK8CiGEEEKICUOCVyGEEEIIMWFI8CqEEEIIISYMCV6FEEIIIcSEIcGrEEIIIYSYMCR4FUIIIYQQE8aIwatOp7ud7RBCCCGEEP+PjTf21A+30Wg0cvnyZUpLS29po4QQQgghhBhOXV0dRqNxzP2GDV7Dw8Npbm6mqanpljdMCCGEEEKIoYxGI2azecz9NIqiKLehPUIIIYQQQtw0mbAlhBBCCCEmDAlehRBCCCHEhPF/Mk7GwMvLITEAAAAASUVORK5CYII="/></fig><p >Figure 4. Publication activities in 2020. Leaders in terms of the number of publications.</p><p >Source: SCAN-Interfax</p><p >As in 2021, a new large-scale university development project called «Priority-2030» is being implemented in Russia. Table 8 presents the data on financing of federal universities in the project «Priority – 2030», determined by the Ministry of Internal Affairs of the Russian Federation for 2021 and 2022 according to the results of the contest. We also determined the amount of funding for the Project in the total budget of federal universities. On average, it amounted to about 8.4% of university budgets in 2020. However, if for BFUImmanuelKant this is ¼ of the total budget, then for NEFUAmosov it is less than 4%.</p><p ><bold>Table 8</bold></p><p >Financing of national research universities that are project “Priority 2030” participants in 2021-2022</p><table-wrap><label>Table</label><table>
 
  <tr>
   <td>
   University
   </td>
   <td>
   Project 5-100 (The
   Russian Academic Excellence Project) participant
   </td>
   <td>
   Membership
   Status in «Priority 2030»[1]
   </td>
   <td>
   The amount of funding in
   «Priority 2030» program, RUB mln
   </td>
   <td>
   University budget in
   2020, RUB mln
   </td>
   <td>
   The share of funding for
   the project in the university budget for 2020,%
   </td>
  </tr>
 
 <tr>
  <td>
  UrFU
  </td>
  <td>
  +
  </td>
  <td>
  P2030-RL1
  </td>
  <td>
  1194,5
  </td>
  <td>
  10589,7
  </td>
  <td>
  11,3
  </td>
 </tr>
 <tr>
  <td>
  KFU
  </td>
  <td>
  +
  </td>
  <td>
  P2030-TAIL1
  </td>
  <td>
  1194,5
  </td>
  <td>
  10920,4
  </td>
  <td>
  10,9
  </td>
 </tr>
 <tr>
  <td>
  CrimeanFUVernandsky
  </td>
  
  <td>
  P2030-TAIL2
  </td>
  <td>
  626,2
  </td>
  <td>
  3796,8
  </td>
  <td>
  16,5
  </td>
 </tr>
 <tr>
  <td>
  BFUImmanuelKant
  </td>
  <td>
  +
  </td>
  <td>
  P2030-TAIL2
  </td>
  <td>
  626,2
  </td>
  <td>
  2510,2
  </td>
  <td>
  24,9
  </td>
 </tr>
 <tr>
  <td>
  FEFU
  </td>
  <td>
  +
  </td>
  <td>
  P2030-TAIL2
  </td>
  <td>
  626,2
  </td>
  <td>
  10646,9
  </td>
  <td>
  5,9
  </td>
 </tr>
 <tr>
  <td>
  SouthFU
  </td>
  
  <td>
  P2030-RL3
  </td>
  <td>
  342,1
  </td>
  <td>
  6198,6
  </td>
  <td>
  5,5
  </td>
 </tr>
 <tr>
  <td>
  SibFU
  </td>
  <td>
  +
  </td>
  <td>
  P2030-TAIL3
  </td>
  <td>
  342,1
  </td>
  <td>
  7699,4
  </td>
  <td>
  4,4
  </td>
 </tr>
 <tr>
  <td>
  NCFU
  </td>
  
  <td>
  P2030
  </td>
  <td>
  200,0
  </td>
  <td>
  2587,4
  </td>
  <td>
  7,7
  </td>
 </tr>
 <tr>
  <td>
  NEFUAmosov
  </td>
  
  <td>
  P2030
  </td>
  <td>
  200,0
  </td>
  <td>
  5624,0
  </td>
  <td>
  3,6
  </td>
 </tr>
 <tr>
  <td>
  NArFU
  </td>
  
  
  <td>
  0,0
  </td>
  <td>
  3188,9
  </td>
  <td>
  0,0
  </td>
 </tr>
 <tr>
  <td>
  Sum
  </td>
  
  
  <td>
  5351,7
  </td>
  <td>
  63762,3
  </td>
  <td>
  8,4
  </td>
 </tr>
</table></table-wrap><p >[1] P2030 – «Priority 2030»
membership, P2030-RL(n) – Research Leadership track, P2030-TAIL(n) –
Territorial and (or) Industry Leadership track; n = 1, 2 or 3, - depending on
getting into the group of universities that are winners of the track and the
amount of funding. P2030-TAIL lacking n-index – that are universities that
applied for participation in the territorial and (or) sectoral leadership
tracks while not able to defend their programs and not receiving additional
funding for the Projectу.</p>



<p >1Membership Status in «Priority 2030» - P2030 – «Priority 2030» membership, P2030-RL(n) – Research Leadership track, P2030-TAIL(n) – Territorial and (or) Industry Leadership track; n = 1, 2 or 3, - depending on getting into the group of universities that are winners of the track and the amount of funding. P2030-TAIL lacking n-index – that are universities that applied for participation in the territorial and (or) sectoral leadership tracks while not able to defend their programs and not receiving additional funding for the Projectу.</p><p >Source: compiled by the authors according to the Ministry of Science and Higher Education of the Russian Federation</p><p >Priority 2030 is a new program for Russia from an ideological point of view, therefore, the missions, strategic goals of universities, the foresight of the image of the future of their university; these are not just beautiful slogans, but clearly built program documents. Strategic thinking is necessary when planning and investing resources at the university. The administration (project office) develops a strategic plan that carefully takes into account the needs of all stakeholders and results in their balance with financial and operational realities accordingly. In addition, the project office must constantly review and update its Strategic Plan to adapt to the rapidly changing operating environment.</p><p >Transformations are inevitable, so the Strategic Plan must be dynamic and flexible. The university’s project office will continuously update priorities and initiatives to ensure that resources are focused on critical areas. The most important resource in the implementation of the transformation of the university is the team that took on the burden and responsibility for the reforms, it is this group that becomes the core of the entire team of like-minded people, the main forge of human capital.</p><p ><bold>Case NEFUAmosov</bold></p><p >Mission of the university along with focus on its strengths and unique characteristics are of great importance for the development of a modern multifunctional and competitive higher education institution. In this connection, it is worth mentioning NEFUAmosov case. Based on information from open sources and our interviews with its representatives, it may be affirmed that this university, known in the past as the teachers college, has become the center of attraction for science, culture, public life of Yakutsk city and a big part of the Russian Far East district.</p><p >A unique research and development center, NEFUAmosov plays an important role in many aspects. First of all, it takes full advantage of its geographic location and difficult climate conditions of the region. Permafrost enables scientists to carry out large-scale archeological and paleontological studies, with mammoths as a separate research area. University academics are searching for ways to clone the extinct fossil species, as well as other representatives of ancient fauna preserved by nature. Cloning is not a long-term perspective and the information that has been collected up to now discloses amazing facts about the history of our planet and its inhabitants. In addition to that, the Sakha Republic needs specific and highly complicated piling construction projects, which require special technologies, design solutions, knowledge in material engineering and structural performance.</p><p >Finally, due to long isolation of Yakut ethnic group and the latest achievements of genetics and molecular biology, NEFUAmosov is actively involved in the development of genetic archeology – the new academic discipline that studies and reconstructs the most ancient genetic information of humans as its biological carriers. It is not going to replace the cultural aspect of archeological science, but the findings related to the genetic history of human population may be partly of interest for the solution of ethnogenesis and anthropology issues. In this way, NEFUAmosov competes with other leading Russian universities and demonstrates its scientific and technological achievements in under-investigated and unique research areas.</p><p >The limited size of the present article does not enable detailed description of the development and positioning features of all federal universities in Russia, but it is important that all ten federal universities continuously work on their own development strategies synchronized with economy development processes in federal districts.</p>
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			<title>Conclusion</title>
				<p >High-profile federal universities have always played an important role in the hierarchy of modern Russian higher education institutions. Today’s challenges affect the entire higher education system in Russia, and federal universities do not stay on the sidelines. It remains to be seen whether they will be able to follow the latest development trends and align with regional economy, but it is clear that only the accommodation of interests and joint efforts of academic community, government authorities and national high-tech business are able to generate synergy and promote the development of federal universities.</p><p >Quick and effective assessment of innovation and business environment in Russian federal universities requires universal multi-criteria methods of qualimetric analysis.</p>
			</sec><sec>
			<title>Conflict of interests </title>
				<p>The authors declare no conflict of interest.</p>
			</sec><sec>
			<title>References</title>
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