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    <title>Stock &amp;amp; Data</title>
    <link>https://milordkim.tistory.com/</link>
    <description>제가 주식 투자를 하면서 배우고 깨닫고 잊지 말아야 할 생각들을 하나씩 정리해서 공유합니다.</description>
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    <pubDate>Fri, 8 May 2026 16:22:56 +0900</pubDate>
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      <title>Stock &amp;amp; Data</title>
      <url>https://tistory1.daumcdn.net/tistory/8646945/attach/f0db011ae72948a0812d4e904e7a15f1</url>
      <link>https://milordkim.tistory.com</link>
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      <title>삼성전자&amp;middot;SK하이닉스 지금 다 팔면 망하는 이유 &amp;mdash; 비중 캡 25%/15% 데이터 가이드</title>
      <link>https://milordkim.tistory.com/27</link>
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&lt;script type=&quot;application/ld+json&quot;&gt;{&quot;@context&quot;: &quot;https://schema.org&quot;, &quot;@type&quot;: &quot;Article&quot;, &quot;headline&quot;: &quot;삼성전자·SK하이닉스 지금 다 팔면 망하는 이유 — 비중 캡 25%/15% 데이터 가이드&quot;, &quot;description&quot;: &quot;삼성전자·SK하이닉스가 폭등한 지금 차익실현 고민 중이라면 — \&quot;팔까 말까\&quot;는 잘못된 질문이다. 회복 수학·분산 효과·KOSPI 인덱스 자연 노출 4가지 근거로 본 강세장 비중 캡(삼전 25%/하이닉스 15%/합산 35%)과 비중×동기 결정 매트릭스&quot;, &quot;datePublished&quot;: &quot;2026-05-07&quot;, &quot;dateModified&quot;: &quot;2026-05-07&quot;, &quot;author&quot;: {&quot;@type&quot;: &quot;Person&quot;, &quot;name&quot;: &quot;milord (Stock Jarvis)&quot;}, &quot;publisher&quot;: {&quot;@type&quot;: &quot;Organization&quot;, &quot;name&quot;: &quot;Stock Jarvis&quot;}, &quot;keywords&quot;: &quot;삼성전자, SK하이닉스, 트림, 비중관리, 자산배분, 메모리반도체, HBM, 리스크관리, 마켓타이밍, KOSPI&quot;}&lt;/script&gt;
&lt;script type=&quot;application/ld+json&quot;&gt;{&quot;@context&quot;: &quot;https://schema.org&quot;, &quot;@type&quot;: &quot;FAQPage&quot;, &quot;mainEntity&quot;: [{&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;왜 한 종목 캡을 25%로 잡나요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;네 가지 근거가 같은 결론에 수렴합니다. (1) 분산 효과의 한계 효용 — 종목 수 4개 이상에서 분산이 의미 있어집니다. (2) 회복 수학 — 한 종목 25% 비중이 -50% 폭락 시 전체 자산 -12.5%로, 약 2년 안에 회복 가능한 임계점입니다. (3) KOSPI 시총 가중에서 삼전이 약 20%이므로 직접 보유 25%면 인덱스보다 약간 더 confident한 베팅. (4) Kelly Criterion 1/2 변형치와 일치합니다.&quot;}}, {&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;삼성전자와 SK하이닉스 캡이 왜 다른가요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;사업 구조가 다르기 때문입니다. 삼전은 반도체 50% + 모바일·디스플레이·가전·파운드리 50%로 다각화돼 있지만, 하이닉스는 메모리 비중 95%+, HBM·NVIDIA 의존도 높음, 변동성은 KOSPI 대비 1.5~1.7배입니다. 같은 메모리 사이클 종속이지만 하이닉스가 모든 면에서 위험에 더 노출돼 있어 캡을 더 보수적으로(15%) 잡습니다.&quot;}}, {&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;합산 캡 35%는 무슨 의미인가요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;삼전과 하이닉스는 메모리 사이클에 같이 묶여 상관계수가 0.6~0.8 수준입니다. 별개 종목으로 분산 효과가 거의 없다는 뜻입니다. 따라서 개별 캡(25%, 15%)을 둘 다 채워 합산 40%로 만들면 위험합니다. 강세장에서도 합산 35% 이내로 관리해야 메모리 사이클 한 번 꺾일 때 회복 가능합니다.&quot;}}, {&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;지금 삼전·하이닉스 트림해야 하나요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;본인 비중과 매도 동기를 먼저 봐야 답이 나옵니다. (1) 캡 안에 있고 매수 논리가 유효하면 보유 유지. (2) 캡 초과면 부분 트림. (3) 매수 논리가 깨졌으면 비중과 무관하게 전량 정리. (4) 단순 \&quot;고점 같아서\&quot; 또는 \&quot;공포에 질려서\&quot;는 절대 매도 사유가 안 됩니다. 본문 5장의 결정 매트릭스를 참조하세요.&quot;}}, {&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;KOSPI ETF나 인덱스 펀드 들고 있어도 삼전을 직접 살 수 있나요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;살 수는 있지만 합산 노출을 계산해야 합니다. KOSPI ETF 30% 보유면 그 안에 삼전 약 6%, 하이닉스 1.8%가 자동 노출됩니다. 직접 보유와 합쳐서 실효 비중을 계산하고, 그 합산이 메모리 산업 합산 캡(35%)을 넘지 않게 관리해야 합니다. 본문 4장 표 참조.&quot;}}]}&lt;/script&gt;
&lt;article class=&quot;sj-post&quot;&gt;
&lt;div class=&quot;sj-meta&quot;&gt;  작성&amp;middot;갱신: &lt;time datetime=&quot;2026-05-07&quot;&gt;2026-05-07&lt;/time&gt;&lt;/div&gt;
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alt=&quot;비중이 클수록 폭락 회복은 비대칭으로 어려워진다 &amp;mdash; 회복 수학&quot; /&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;이 글의 결론 &amp;mdash; 한눈에 보기&lt;/b&gt;&lt;/p&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;&lt;b&gt;&quot;팔까 말까&quot;는 잘못된 질문&lt;/b&gt;이다. 진짜 질문은 &quot;이 종목이 내 전체 자산 대비 몇 %인가, 매수 논리는 아직 유효한가&quot; 두 가지다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;강세장 캡: 삼성전자 25% / SK하이닉스 15% / 합산 35%&lt;/b&gt;. 합산이 가장 중요하다 &amp;mdash; 둘은 같은 사이클이라 분산 효과 거의 없음.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;결정은 비중과 동기 두 축으로&lt;/b&gt;. 캡 초과면 부분 트림, 매수 논리 깨졌으면 전량 정리, 단순 공포&amp;middot;고점 직감은 절대 매도 사유 X.&lt;/li&gt;
&lt;/ol&gt;
&lt;/blockquote&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;용어 미리보기&lt;/h2&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;용어&lt;/th&gt;
&lt;th&gt;뜻&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;트림 (Trim)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;한 종목이 비중 한도를 넘었을 때 그 한도까지만 부분 매도하는 행위. 손절(stop loss)과는 다름 &amp;mdash; 트림은 종목이 &quot;올라서&quot; 비중이 커졌을 때 한다&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;비중 캡 (Position Cap)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;한 종목이 전체 자산에서 차지할 수 있는 최대 비율. 룰 기반 리스크 관리의 핵심&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;회복 수학 (Recovery Math)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;-X% 손실 후 본전 회복에 필요한 수익률은 X/(100-X)% &amp;mdash; 손실이 클수록 회복 부담이 비대칭으로 증가하는 비대칭성&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;시총 가중 (Market-Cap Weighted)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;인덱스 구성 시 각 종목의 비중을 시가총액 비율로 정하는 방식. KOSPI 인덱스에서 삼성전자가 약 20%를 차지하는 이유&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Kelly Criterion&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;John Kelly(1956)가 도출한 최적 베팅 사이즈 공식. 실무에서는 변동성을 줄이기 위해 1/4~1/2 Kelly를 권장&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;변동성 클러스터링 (Volatility Clustering)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;큰 변동이 일어나면 그 다음에도 큰 변동이 이어지는 경향. 폭락의 다음 며칠 안에 반등이 따라오는 패턴의 통계적 근거&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;베타 (&amp;beta;)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;한 종목이 시장 대비 얼마나 변동하는지를 나타내는 지표. &amp;beta;=1.5는 시장이 &amp;plusmn;10% 움직일 때 그 종목은 &amp;plusmn;15% 움직인다는 뜻&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;1. &quot;팔까 말까&quot;는 잘못된 질문이다&lt;/h2&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;핵심:&lt;/b&gt; 한국 투자자가 &quot;고점 같으니 팔까?&quot;라고 묻는 순간부터 이미 두 가지 함정에 빠져있다.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;2026년 들어 KOSPI는 사상 최고권을 갱신 중이고, 그 한가운데에 삼성전자와 SK하이닉스가 있다. HBM&amp;middot;AI 사이클 수혜로 1년 만에 50~100% 오른 종목들. &lt;b&gt;자연스럽게 떠오르는 고민은 &quot;지금 팔아야 하나&quot;이다.&lt;/b&gt;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이 질문 자체가 잘못됐다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&quot;팔까 말까&quot;는 &lt;b&gt;시점(timing)&lt;/b&gt; 결정이다. 시점은 사후에야 알 수 있고, 데이터가 보여주듯 시점 결정의 비용은 비대칭적으로 크다(JP Morgan: 5,000일 중 10일 놓치면 20년 수익 절반 증발).&lt;/li&gt;
&lt;li&gt;&quot;비중을 어떻게 관리할까&quot;는 &lt;b&gt;룰(rule)&lt;/b&gt; 결정이다. 룰은 사전에 정할 수 있고, 사이클 한 번 꺾여도 포트폴리오를 살린다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;같은 종목 같은 시점이라도, 누구에겐 트림이 정답이고 누구에겐 보유가 정답이다. &lt;b&gt;답은 시점에 있는 게 아니라 본인 비중과 매도 동기에 있다.&lt;/b&gt;&lt;/p&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;2. 먼저 답해야 할 4가지 질문&lt;/h2&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;핵심:&lt;/b&gt; 트림 결정 전에 이 4개를 통과하지 않으면 &quot;공포 또는 탐욕에 휘둘린 결정&quot;이 된다.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;질문&lt;/th&gt;
&lt;th&gt;의미&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;① 비중이 왜 커졌나?&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;주가가 올라서 커진 거면 트림 대상. 원래 많이 사서 커진 거면 트림 아님(처음부터 그 비중이었음 &amp;mdash; 본인 신념의 결과)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;② 매수 이유가 아직 유효한가?&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&quot;AI 사이클 / HBM 1위 / 메모리 슈퍼사이클&quot; 등 매수 논리가 깨졌나? 깨졌다면 비중과 무관하게 매도&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;③ 전체 자산 대비 몇 %인가?&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;한 종목이 25% 넘으면(강세장 기준) 25%까지만 남기고 트림. 약세장이면 15%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;④ 1년 안에 써야 할 돈이 들어있나?&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;그렇다면 시장 변동성과 무관하게 그만큼 분리 매도. 단기 자금에 KOSPI 변동성 노출은 위험&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이 4개 중 하나라도 답을 모른 채 매도 결정을 내리면, 그 결정은 룰이 아니라 직감이다. 직감은 강세장 정점에서 가장 자주 틀린다.&lt;/p&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;3. 왜 25%가 캡인가 &amp;mdash; 회복 수학으로 본 임계점&lt;/h2&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;핵심:&lt;/b&gt; 25%는 절대 정답이 아니다. 그러나 네 가지 다른 근거가 같은 숫자에 수렴한다.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;근거 ① &amp;mdash; 회복 수학 (가장 직관적)&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;손실 회복은 비대칭이다. -50% 떨어지면 본전까지 &lt;b&gt;+100% 올라야&lt;/b&gt; 한다. 한 종목 비중별로 보면:&lt;/p&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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Kkd+vv94w+btmrNgsSRp5JB+6tKpnb8uOMhe6fMcXYrUMAxFhIfpkTtvrHzQx2jSKF5XTz7ff3w4PUNTb3tY23bu1SvvfqYeXTtp0Om9yjXW93MWatlfvqRQz26dNXRgXw2/wLdEY2hIsEYPH6T5fyzT4bQMfTdnga67fKJaJ5Z8lxbqKLdbznWrFTxomPJ/+1U5n74rIyfbX+345Xu5dm1TxJTrlf3u/0pc9lOSZLEq/KLLFXqm7+k917bNMsfGyRIbr+hb71PWqzNVsHyx5K3kHWtms8IvukKhZ53jC33/XqU/9aDsXbor8vrbZGnURDEPTVfm80/Kk5pc4jCOOd/LvXe3XFs2FBtL3qzPlffTt1IVbxoAgIbu73NEAGjoPvpqtv91h7at1PfU7iW2DbIXzke37titrTt2l9h2286a/yM5AKDqQnPduriBJsNQtnqTMFy9erV27Nih0aML72bauHGjOnfuXGz70NBQJSYmatOmTWWO3a9fv2LL161bp5NOOkkZGRmVihlAwzRm+ICA49nBQf6EYe8eXXT28IEB9SV9j8k/JumYl5dXpN1ns37W3v2HJEnZObkafsHVxY5z92PP6e7HntM1l16gKRPHVuStSJIsJumS88fon//3P0nSF9/NUffO7croJeXlOfTMy2/5xrBYdOs1k/XXmg3+pw0njjtTUy8Zr/atW+jfL/na/blijaIjwiocI6SEuGjlRAfXdhglyv3+K1kXL5Tr4H6F9e6vxlfeIEk69OoLylu/WkpNVcZz//I1jo6TLThER78S8iKi5IyOkyUqWk2m3qyglq0lSY5tm3XolZmyxSeo6U13yhIeocib7tKBmdNlHFma1G0PUl5EtI4u1OsMClVOdPHL9prDwtX4yhsU0sH3u4Xz0AEd/O9z8lis0uaNcn78ruIvulyWmDhF3/cv7X3yIX9ftz2o6LiHDkqRMYodN0HRI0bL8Hi055E75cnOKmxz5G/cYTa7go4UlRTfiSZBwSfs70iN4mMUFFz0hjKgJjQKjznhroXo6OjaDuG4KG6OWJLS5nyhreJ0y6IX9VjXy/zlz2z5XKkFWbq/8yRF2Xw/kd7eNUcbs/fq2jaj1S68qSTp+4N/amHqOo1v1l+nx/l+fixN26wv9y/SwPiuGtf0NEnSztwk/W/H9+oU0UJXtfbtJZbjdujxjR8pzh6puztN8J/70Q3vy+Fx6sluV8hi8v08e3n7LO3JS9HtHcarcXCMJOmTfQu1Mn2bLms5TN2iWkuS5iav1k9JK3RW414a1qiH7z1m7tJ7e+bq1Jj2mtRisCQpKT9dz239Si1DE3RTO99NOB7Dq/vXva0Qi12PdrnUH8/Tmz/XYWeWHjrpYoVbfXsQv7nrZ23O3qfr245Rm7DGkqRZB5fq99T1Or/5AJ0W20mStOTwJn114A8Nju+mMU37SpK25xzUqzt/0EkRibqi9UhJUqYrV09u+kTxQZG6q2PhZ/Hw+vdU4HXp390LV7F4cdu32udI1R0dz1ejoGhJ0sd7F2hVxnZd3mqEukS2lCT9mvyXfk5aqbOb9NGQBF/CZE3mTn2wZ576xHTUhBa+38kPONI0c9vXah3aWDe08z2J5fZ69MD6dxRmDdLDJ13iP/f0zZ8q3Zmjh0+arDCr7/euN3b+pC05+3Vju7FqFepb9vGbA0v0x+ENmthikHrH+JZP/+PwBn1zYInOSOiu0U36SJK25uzX6zt/UtfIVprSyreyQYYzR09t/lSNgqJ1R8fCm/geXP+u3IZH07td6S+bue0bHXAc1l0dL1B8UJQk6cM987U6c4eubD1SnSN8S6vPSVqpX5L/0pimfTU4vpsk6a+M7fpo7wL1je2kC5r75i/7Hal6Ydu3ahvWRNe1PVuSVOBx6eEN7ynCGqIHT7rYf+4nNn2sLFee/tnlUgVbfEmn13b+qG05B3RTu3FqGepbWeLrA39o8eFNmtRisE6N8d3MvSh1vb49uFRDE3poVBPfjYibs/fpzV0/q3tUa13a0rdqSpozW//e/JmaBMfotg7j/ee+f93bkqQnu13hL5ux9Ssdyk/XPZ0mKtbu29P0/T1ztTZzl65qfaY6RbSQJP14aIXmpazWOU1P04B4315HK9O36ZN9C9UvrrPOa9ZfkrQnL0Uvb5+l9uHNdE2bUZKkfI9Tj2x4X5G2UD3QuXCv7X9t/EjZboce63KZgiy+LRZe2TFbO3IP6Zb256h5SLwk6Yv9i/Rn2mZdnDhEPaN986mFqYHLnOXk5GjJ3rV6a9cc9Yhqq8ktz5AkpRZk6pktX6hZSJxubV+4ysa9696S1WTRv7pOkeRbvWX+H4WrdZx/9jBlZGTo3d2/an3Wbk1tc5Y6hPtu0Pzh0DKpR7BCDgfLkVs495Qkk9mk6IgIxURHKiYhSkkR2cpr71VGRoZycwv32U4vyAn4GfjYxg+U6y7QE10vl/XIPuD/3f69duUl6db256lZiG8FkM/3/a5l6Vt0ScuhOjmqjSRpQcpazT60TGc2PlXDG/WUJG3I2qN3dv+iU6Lb6aJE356PyQUZ+r8tX6pFSLxubn+O/9z3rH1TQWZbvf9ebvQJU06a7/tPSpCh/7U31MIhXbnDdw6PDD3Z1VCwR7prU+F2DS938CrNLt2+yaQwj2/JwY9aGdoWbujynSa1zPOV/dzE0NI4Q2MOmHRquq9sRYyh2c0M9Us1aUSSr2xXmKH3WhvqmG3SpD2+smyroec7GYp1SjdtLTz3v0/yymmWHlpfWPZGW68OhEg3bDUp3unr/3ULQ2ujDE3aY1LHbF/ZbwmG5jcyNDzJpP6pvrINkYa+SDTUM92kcQd8ZUnBhl5tZygxT7pi55G5oMnQU10MhXqkO475LF7s6FWGTbpjk0mhRz6LD1sZ2h5u6ModJrVw+Mp+bGpoWayhcftN6pnhK1sWa+jHpob6p5o0/MhnsSPM0AetDXXOMmniXl9Zps3QCx0NJRRI128rPPf0Ll65TdKDx3wWr7Xz6lCwdNNWk2KPfBZftjC0PsrQRbtN6pDjK1vQyNDCBEMjD5l0+mFf2booQ1+1MHRqukljjnwWB4MNvd7OUKtcacou33mcZkP/PslQuFu6bXPhuZ/v5FW2Vbpro0nBXl//91t7tTNMumqHSQkKUUZGxgn5vdwxJlSHNrVUq/2+m3APNLJpzUmhanmgQF22+r6nZURYtOTUcMWlu9VnTa4kyWWRfh0YpeACr85YUngj87x+ESqwmzXit0xZj9zz+2ePMKVFW9V/RbYic3yF6zuGaG9Tu3pszFPTZJckaVcLuza1C1H73flqv8u36lhKrFUruoepabJTPTY6JEm5IWb91jdCkTke9V+R4z/3T4MjZTakkb8V/q3g9z7hygm1aMiSLIUU+J4UXNU1VEnxNvVek6v4dN/f1ra0CdaOlkE6aatDrQ74Pov9TWxa2ylUrfYX6KRtRz6LSIuWnBKu+DSXeq/1fR93Wk2aOyBSIfleDVla+FnM7R8hp82skQszZTnykOLSnmFKj7Kq//JsReb6Pot1HUO0r6ldPTfkqkmKL56diXZtbhuiDjvz1W6P77NIjrNqZbcwNUty6uRNvs8iJ8Ss3/tGKCrbrX4rc/3n/nFIlKweQyN+L/wsfusbrtwQi85YnKVgpy+gld1ClRxnU9/VOYrN8O0xuLltsHYmBqnrFocSD/o+i71NbVrfMVSt9xWo83bfZ5EeadHSU8KVkOZSryOfRYHNpHn9IxXq8Gjwn4X/b34dECmX1aQzF2aqUZhv3nci/V5emXlfvUkYPvTQQ+rcubPGjRvnL0tJSVG3bt1K7JOQkKDk5JLv/geAuiw7J6/sRsc4mqirDLencIPfY5+eLM0bH32tw+kZkqQJY0eofetE/bKwcG+6Rgm+yeKxey6mHE6rdIw4sRkF+XId2ZvPZA/ylx/7+lie3By5szIlw5DX6fsl0xwUJFtj36Q+c+GvSvv2Mxkul5wH9unAzOlqfM3NciUdUsGu7ZWKMbhNe3+yMGfln0r5+B0ZBYVf79lLf5cnJ1sJl16t9O+/kuF2lWtc05E7t00Wi0y24vfpdO7fK0tYuAxX+cYEABQ/RwSAhuzrH+dJR/64GxUZrpFDir9Z4qimpzXT9ePPV8/QtnK53FqTtVPfJi/VwCbddG6z0yVJu/OS9Z/t3ykuvPLL/QMAgBODyTCM8i9We4J6++23ddVVV2nOnDkaPny4v7xdu3Y699xz9dxzxW+2PHjwYDVt2lSffPJJpc579C7UxYsXV6o/AEjS1z/M1UPTX5QkPX7vzeXeZ/A/b32s/779SYn91m/ersXL/yq275IVa7R0hW/T39HDB6lju1Y6/dST1e2kDiWeLy/Pob0Hk9SxbSuZjtnkeOuO3brp3id0MMm3Z9sNV0zSjVdeVNIwkqQt23dr0jV3yO3xqHFCnL5990WFhoZo8fLVuvaORyVJ11w2QbdMvUTf/jhPDzzl2/vtX/fdrHNHVX0fxoZo5NhL9EFcbtkNTwDBA4cp8ppbJEmZ/3lWBUt/L3df+yl9ZTgL5Fq/umilze5bztTtVtyM12WJjVf+kt+U+/XHipv+siQp99tPlfvFhyWOH3bBJfKkpSp/3k8lB2GzSS6XTOERSnj5PUlF9zA8Vvhl1yh0hO+JhdQ7rpW3lKVM65JLDodpzncf1HYYxRpy9sU6O3NLbYeBBmJ2VEctmP1RbYfR4JQ0R6wo5nwAalv3IYVP3Lz5/OPqc0rJN8aXxul0aeTEqUrL8D2Vcf3lF+qmqy4uo1ehH379TemZ2TKbTBo9YpCiIsKLbTf396W69YHpkqR2rRP19TvF/w6MmlGX5n2o+5jzAYXqy7yvzj9huGbNGt1888164IEHikwEg4OD5Sxl75+CggKFhITUdIgAUKpj9ymsyp6Ff9e1Uzt17VT80qBOp8ufMBw6oI9GDx9U5niLl6/WtIf+rZioSHVq30bBwXYlpRzWpq07dfTek9CQ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&quot; alt=&quot;한 종목 비중 &amp;times; -50% 폭락 시 회복 부담 &amp;mdash; 25%가 심리&amp;middot;시간 임계점&quot; /&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;한 종목 비중&lt;/th&gt;
&lt;th&gt;전체 자산 충격&lt;/th&gt;
&lt;th&gt;본전 회복 필요 수익률&lt;/th&gt;
&lt;th&gt;회복 기간(연 8% 가정)&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;10%&lt;/td&gt;
&lt;td&gt;-5%&lt;/td&gt;
&lt;td&gt;+5.3%&lt;/td&gt;
&lt;td&gt;&amp;lt;1년&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;25%&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;-12.5%&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;+14.3%&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;~2년&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;50%&lt;/td&gt;
&lt;td&gt;-25%&lt;/td&gt;
&lt;td&gt;+33%&lt;/td&gt;
&lt;td&gt;~4년&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;80%&lt;/td&gt;
&lt;td&gt;-40%&lt;/td&gt;
&lt;td&gt;+67%&lt;/td&gt;
&lt;td&gt;&lt;b&gt;~7년&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;25%까지가 &quot;심리적&amp;middot;시간적으로 견딜 만한 충격&quot;의 임계점&lt;/b&gt;이다. 그 이상은 회복에 4년+가 걸리는 영역이고, 그 사이 인생 변수(이직&amp;middot;이혼&amp;middot;질병&amp;middot;주택 매수 등)가 발생하면 강제 매도 &amp;rarr; 영구 손실이 된다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;근거 ② &amp;mdash; 분산의 한계 효용&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Statman(1987), Evans-Archer(1968) 등 학술 연구가 일관되게 보여주는 것: &lt;b&gt;종목 수 15~30개를 넘으면 분산의 marginal benefit이 급감&lt;/b&gt;한다. 거꾸로 보면 한 종목 비중이 1/4(=25%) 이상이면 사실상 분산 효과를 잃는다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;근거 ③ &amp;mdash; KOSPI 인덱스의 자연 비중&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;한국 시장 특수 맥락. &lt;b&gt;KOSPI 시총 가중 인덱스에서 삼성전자만 약 20%를 차지한다.&lt;/b&gt; 즉 KOSPI ETF만 들고 있어도 사실상 삼전 비중 20%인 셈. 거기에 삼전 개별 종목까지 25% 보유하면 &lt;b&gt;실효 삼전 노출이 35~40%&lt;/b&gt;가 된다. 25%는 &quot;삼전을 KOSPI 인덱스보다 약간 더 confident할 때&quot;의 적정선이지, &quot;그 이상 가져도 안전&quot;은 아니다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;근거 ④ &amp;mdash; Kelly Criterion 변형&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Kelly(1956) 베팅 사이즈 공식. 장기 기대 수익이 가장 높은 자산이라도 &lt;b&gt;Full Kelly는 변동성이 너무 커서 실무에서는 1/4~1/2 Kelly를 권장&lt;/b&gt;한다. 변동성 큰 단일 종목(예: 메모리 반도체)에서 1/2 Kelly에 해당하는 비중이 대략 20~30% 영역이다.&lt;/p&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;네 가지 다른 근거가 25% 안팎으로 수렴한다.&lt;/b&gt; 학술 정답은 아니지만 우연이 아닌 숫자다.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;4. 삼성전자와 SK하이닉스는 캡이 다르다&lt;/h2&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;핵심:&lt;/b&gt; 같은 메모리 산업이지만 사업 구조&amp;middot;변동성&amp;middot;HBM 노출이 다르다. 캡도 달라야 한다.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;두 종목의 4가지 차이&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;항목&lt;/th&gt;
&lt;th&gt;삼성전자&lt;/th&gt;
&lt;th&gt;SK하이닉스&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;사업 다각화&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;반도체 50% + 모바일&amp;middot;디스플레이&amp;middot;가전&amp;middot;파운드리 50%&lt;/td&gt;
&lt;td&gt;&lt;b&gt;메모리 95%+&lt;/b&gt; (단일)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;HBM 노출&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;후발주자, 추격 중&lt;/td&gt;
&lt;td&gt;&lt;b&gt;선두&lt;/b&gt;, 매출 비중 급증 (NVIDIA 직결)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;변동성 (5년 평균)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;KOSPI 대비 약간 높음 (&amp;beta; ~1.1)&lt;/td&gt;
&lt;td&gt;&lt;b&gt;KOSPI 대비 1.5~1.7배&lt;/b&gt; (&amp;beta; ~1.6)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;KOSPI 인덱스 자연 노출&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;~20%&lt;/b&gt; (KOSPI ETF 보유 시 자동)&lt;/td&gt;
&lt;td&gt;~6%&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;같은 메모리 사이클 종속이지만 &lt;b&gt;하이닉스가 모든 면에서 위험에 더 몰려있다.&lt;/b&gt; 사업 다각화 없음, 단일 고객(엔비디아) 의존도 큼, 변동성이 시장의 1.5배 이상.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;시장 국면별 캡&lt;/h3&gt;
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Tp29qFNnL0qSpo8fpqoVyiR4DAbFvxjoOy0aKUe2mG9IGY1GGQxSVJQpVRbpTEnHTp3Vxi27rLYfOHJSE36YowE9uiS6z/i+J6vW/aN1m7ebX/t4p1XPru8qIiJSM+YtSfT5YrLv0HF90GuY+fU3w/qoUZ1qVu269BqmvYeiS87ky51Df86dIim6DNTcxSv07459unr9lgyG6BnDxQvnV70alfVm5ZifQHhWQKDlAsSFC+RN6iWZbd6+x+L7lCt7Fo3/8osYZ4g3rlNdJ89eSNJ5KpQunqj2x0+dM3/t6OigcqWLWbWpUsHyaYRjJ89ZtXlZ3Q94oM+HjLW4SZMvd3b5+Qean3T5bflaRUZFakCPLkleS+bHOYs0fe5iSZK9vb3+99uPVrPVg4JDVKvlB3ocFL1mzjstGmlwr48kRd98nfP7n9p78Jju3POXi7OjcmTNotIlCuutBjVVMF/uRI9p6aoNmvbzQosnep5Wq2oFDevTTT7p0ia4T1OU9efEoWOnLJ6WkqIXK58ya2GCbpY8fhxkcTM6Z7Yseq9t8wSPCQCAlxmhPgAAr5Gna9tL0fXeU7rub3hEhL6a8KNWrfvHYnvgg0dasnKdPmjfIkGzfSXJ2clRzs5OKTa22Fx9apZ2xvTpnms4/rzMXbQytYeQJLGV2sidI6uqVSyrmlXLq0zxwub3TL0alWUymXTs1Dn9u3Of9hw4qpNnLyoiInqWt7dXGlUoWyLGPmMzYsBnCgh8IAcHe9nZ2Wnqzwt18sx/wWeBvLnUq+u7sR7/86SvVa50MX3YZ3iin8J4mQQFBWvYuO8tQnh7OztzTfQFy9bI28tTH73bOs5+cmXPYp5Fa29np3TeXrG2PXDkpEY8U1++V7eO8vRwj3UB16QoVaygPNzdzPXmN/y7wyrU97sfoP1PrV3xZJFYXz9/dfpssLlMzBOXrt7Qpas3tGr9v9q3YZGcneL/rHp2Idh1m7erc7u35BPH9yguFy5f0+DRU8z/zzzcXTVl9CCLUlxP6/7e2zFuv333ns5euKyQ0DBl8PFW0UL5YgyhQxOxUPiNW3fNX2fw8Y6xv8wZ0stoNJrrtT+9IOrzFB4erqgok5yckrZQ/MXL19T7y/EWC0q7u7lq8qiBunbjtj4bNNq8qPHiFet06NhpjRz4mYok4SZOtYplzKF+RESENm/bow6tm1i02b7noDnQf3KMFH0z65MBIy1u5j98FKETZ87rxJnzOnrijBZO/yZR45k+d7F+nLMozjabt+/R6fMXtWjmt7GWs8ueNZNcXZwlSfZ29krnbbm2jclkslif5mm/LV+rkkULxnhj7mkhoWFaumqD+XW+3NkJ9QEArwxCfQAAXiN/b91ttW3u4pUaPejzFOn/7j1/fTF8gg4fP221LyIiQlNmLdDW3fs1vO8nypsre4x9rJw/TXlyZkvwOcdMnqXf//xfksf8rFt3fC3q0efPk1PL50xOcn/Tfv5N8xb/F7jfunMvjtYxW7pqvU6csZytePbClSSPKSmKFsynBrWqWGw7duqcNvy7M5YjEqZO9YqaPm+xMqTzVqnihVS6WGGVKlYwzvI5BoNBJYoUiF4A9MMOCgoO0cmzF3TyzAVlzZQh0TNiy5aMXpD09LlLGjJ2qkUd8GxZMmr6+GFJDv9sRVhYuPqNmGhRbz1j+nT69qu+6vrFV+YSOFN/Xqgbt+9q0Ocfxvo9+fKLj2Oclf2sA0dO6rNBo83195/4delqvVnpDXl5ptHAzz+0WGTzjzUbkxT8Ojg4qFbVCuYnZXbuP6LQ0DCLa/h3xz6LxUAb1qoqSZo881erQP9paTzcExToS1LhAnlUtmQR88LXd3z91OHj/ho5oIfKl0ncTPiHjx7r88FjzWGu0WjUuGF9EvX5ue/wcU2e+auOnjxrsd3D3VVvN2+g7u+9Hee1HT5+RjVavG9+3bB2NQ347IPo8T31/y19LDO27e3tlNYrjfz8AyRJD55a5Deptu46YL4hFB4RqeDgED0OCpZ/QKDu+d/X1Ru3df3GbTWsXU1jhvSMpzdLYWHhWvjHGk2fu9iiLJSDg73GDOmpnNmyKGe2LPq6/6f6avyP5htiZy9cVofuA/R28wZ6r20zZUnE02DFCxdQ1swZzQscb95uHeo/XXrJy9NDld4opaioKA0bN80i0H9WbP9fYnPPP0A//brM/LpwgTwa2rubCuTNqUePgrR09QZz4H/ztq9+XbpKn3/UMca+hvXpHudi2HN+X2HxvvRwd7NYdHf4+O/l5emhyuVKJeIK4n8qCwAAW0GoDwDAa+L8pas6ePSk1fY1G7aofcvGKloweWUgNm/foxETZ5jDGSm6VEDH1o21ZOV6BQWHSJIOHTutVh/0UrP6NdWrW+yznxPqcXBw/I2S4dlFdJ8WU1kR0zN1p2/d8U10CPnskwxHT561Ct2e1fOjjrK3/6/cxsTp8xJ1zvjkzZ1dndu9ZbHtjzUbkx3qu7q66K/fZ8TfMK4+XJz1RsmieqNk0SQd7x8QqOlzF2vpqvXm2bVS9KzOH8YNVQYf72SNLy6Pg4ItfmZSWmwlg552P+CB+n39rfYcPGbeZm9vr7FDeqlUsUIaNehzDRgxyRxQ/rFmow4ePalvhvVR4QJ5kjSutRu3avj4H6wCfUk6c/6y2n88QFNGDVSHVpaL5e7YezDJs7kb1KpiDvWDg0O0c/9h1axS3rz/6WA0V/Ys5mvbuvuAeXuOrJn1Vb9PlCaNu+7cvadtew7qrq9/osYxbmhvde4xRDduR89kv3nbV116f6lGdarri4/fS/D7bdGff5n/n0hSjy7tVf3/ny5IiD/WbNSIiTMsbmQ88fBRkH5ZuFw79x3Wz5NGxDrzPyIiwuL9e+epUmYO9nbmJ2hCQmIPloP//3eDJDk6JP6fp0/X6Zei/z8+/f8yNk/Pso9PQOAD/fm/Tfpt+f8syrVJ0Td1Jo8cYHEjq3mDWsqcIb2++GqCueRSRGSkflu+VotW/KVypYqqZ9eOKl64QILOX79mZc3+7U9J0esyPL04eHhEhLbu+u89WrtaRdnb2+ncxSvm95gkVa9UVp9+8I6iIqN07eZtbdq2J961Lp517cYt8/9TSfqoY+vom6uKXiPh485ttfKvzebzJuZ7/LTtew5q2jNrFfTp3kkODvYaOnaapOhZ+D0Gj9HYIb1Ur0blGPtxc3WxuKmQPUv8tf4BALAVhPoAALwm5ixaEeP2qKgojZn8kxb8OM4qHEmIMxcua8L3sy0CQUnyTOOub7/qp4plS6h5g1rq9/VE8wKokZFRWvHXZrVpVi/R53uWs+PznUH9pDxATI6dOqe2XftabHt20d2kyJbIBYwzZfDRhx0tF5dM6VA/pc1dtOK5jjGtZxptXRV//39t2qavv51uUbpCin6CYNSgz+X2nBdj3Lhll4aNm/bc+j+25c849586e1GfDR6ju75+5m1Go1EjBnxqDimfBGaDRk9WWFj0OhyXrt7QkRNnEh3qP3ocpInT52nZ6g0W26uUL600Hu76a9M2SdK1G7fVvnt/9er6rtq3apykz6ZnVSxbUl6eHuaQdfO2PeZQPygoWLufKp1Uv+Z/T6U8vYBv9Uplzd+XgnlzqXqlNxI9jkwZfDT/h7Hq+9UEHTr231NN//t7q7bu2q/e3Tvp7Wb14+0n4pnyRDfv3I2lpbVzF69o1KSZFoG+d1pPeXt56vK1m+bg9tTZixo7ZZbGDu2VoH7tn3pKxjONh3k2+x3fmJ9QevQ4yHzDV4qeZZ5YmTL4JPoYSTHezIjNu58OinFNkZJFC2rkwB5WZZUkqXyZ4lr807caPfkni9A9KipKew4eS9BaHk80qFnVHOpHREZqy879atagpqToEjsPn3rCoWHt6CdMwp8K3yWpZeO65vI/xQrnV8PacZeuiUmu7Fnl4GBv/pmYPnex0qdLq8L58+jho8datOIvixsJSanXv3XXfvX5coLF+7tG5XJq1aSuDAaDjp44qyWr1kuKfnLii+ET1LZ5Aw3o8YFV6TxnZye1b9ko0WMAAMAWEOoDAPAaOHn2gtZs2GJ+7e2VRlUrlNGq9f9Kip4JPuf3FfqgfYtYeojZrTu+avdRX6twqVSxQhr/ZR/zYn75cufQopkT9MOcRfp1ySpFREaqZeM6Kl64gBatWJesaxvU8yN91qV9vO0OHD2h3sPGm193eruZPuzQKo4jorm4WJaesH9q8cmwsHCL2usx6ftJZ4vyAFN+WqAtu/bHeUzFsiX083df68r1W/EuFOzm6qwKZaxryDs7OZrLLiS0NMiL9HSQ9zzEtoDjs9zcXC0C/XTeXhrY40OrUkNPy5MzmxrWqiqTomcJZ8oYHSp6uLma27g/9fXLLMpkUsBT3ytnJ0eNG9ZHtatVsGhXr0ZlZc7oo75ffaubt31VtGA+vd08/uD5aVt37deIiTN056kbCFJ0gD52SE/Z2dnJzdXFHPiHhIZp3LRftP7fHZo2ZrB5ZnJS2dvbqXa1ivpjzUbzeCIjI2VnZ6dtew6ab1hIsgg8q5QvbX4iZfnav1WiSIEkBaJPy+DjrTlTRunXpav149zF5tnqjx4HaeTEGdpz4KjGDuklR8eEr++xdNUGvVnpjQQt2rvwj7UWn9sfdmilHh+2l9Fo1LUbt9S930hdvXFLkvS/TdvUq9u7ypg+nVU/RQvm08iBn1lc1xP58+Q0z2r3D3igW3d8rRZ4ffbzs0CeXPFf6DMqvVFSfT/prN0HjirwwUOFh0fIYDTIydFRTk6OcnF2UjovT3l7eyl9urTKljmj8ufJmaibAS0a1dF3M+ebX3t7pdHnH3VUy8Z14rzhlCVTBv0wbqh27jusKbMWmK+3SvnSKlY4f4LPX7hAHuXKnsV8Y2Hz9j3mUP/ppxJ8vNOqXKnom075cuVQxvTpzD9vk2fOV6YMPsl6Ki+tVxp90rmdpsxaICn65tC7nw6KsW22LBnV/pknbeIzf8kqTZw+z+KGS/48OTVuWG/z93lI7656FBSs//291dxmxV+b9UH7FokqawQAgK0j1AcA4BUXERGp0d/9ZPGP5A87tlaTum/qnx37zDP8pv28UKWKFVSZEkUS3HfmjOlVunhh7Tt8XFJ0GYLPP+ygNs3qWZWQcXJyVJ/undS8QU0tW71B3Tu3lSTZPdPOaEzcjNwnNZnj4+ZqGbI6OTkm6LhnFcyXS/sPn0hQWzs7o6qUL21R4sDdPWFhb4UyJWIM6xNq34bFST72RXjeNxoSOsO+esWyKlGkgK7fvK1ObZvrnbcamhd5jU2JIgU0fvgXVtu/GzkgSWNNTUUL5tWXX3TX0LHTVDh/Ho0d2ivW9S6KFy6glfOnafGKdapaoYz5Z9zrqbDdYDDIJYbFrfcfOaFPB4622GY0GvXJ++3U9d3W5sBueN+PlT1LJk2ZtcD8mXX7rp/FDPDkaFi7qjnU9w94oEPHT+uNkkW1eftec5v8eXJafA+G9O6qK9dv6sz5ywoKDlH/EZO08I+1+uLj91S6eOEkj8XOzk6d272lBrWqavz3s7Vxyy7zvg3/7pTJZNKkEf3j7MPL00MhIaHmG3hfjv9By+dMVrq0XnEed/z0OfPXWTNn1OcfdTD/P8ieNbM+6/KO+o+YJCl6ZvmxU2eVMX0lq35cXJxiXWi9XKmi2vZU6aI//7dJn7zfzqLNH2v/tnj9Rqn412J4lsFg0Httmyd5AVQ3FxfzDR2PWG7GdWzdRH+s2Sh3d1e1e6uhGtWulqh1NiqXK6XK5Urp5NkL2r7noGpULh//Qc+oX7OKZs5fKum/NSEcHR30z4595jb1alQ2/1w6Ojpo4tf99OnAUQp88EiXr93UO936qVGdavr8ww5JDsA/7NhKPunSaub8JTGuNWEwGFSnekUN7tVVnh7u5u2uzpZPvTnGsCD9zn2HLf6uUqRgXs2c8KXF57nRaNS4ob2UI2smzVqwTJGRUer+3tsE+gCA1w6hPgAAr7gfZv9uUY89T85satu8gRwdHTS410caNGqypOhH+vsMn6B500YrZ7YsCe6/36fvq9ewcWrZuK46tGoc7wzlvLmya0CPLubX3d972zwr2N7eXtkTWXrmRZs5YbjOXbqq0NDQONsZjUZlzpg+xtmtiTVi4nSL0DGhDDIojYebvvikc6Jqbcdk/+Hj+mbaLxbbjp06F0vr+H3QvoXatWgoxbAuwdOu3bqj1h/0Nr9uUKuqvu73Sbz9OySiNveU0YPk7uZivtHg6+evY6fOyWSKvulUvkzxOMswPbFz32HzQrPubq5q0ah2vMe81bCW3mpYK8FjfR6aN6il3DmyqUiBvBbrMsTE2cnJKjx9/50Wev+duJ/yKVm0oPLkzGausZ0rexaNHNhDpYoVsmr7QfsWKlIwr4aMmaJ7/gEaM6RnipVBeqNkUaXz9jLXgd+8bY9KFi2obbv/e3rmyQK5T3h7eeq36eM1d/EKzVu8Sg8ePtKRE2fU6bPBalSnur78onuyxpcpg48mjeivP9Zs1MhJM8zrOmzcsks79h5SlfKlYzzO3c1VMyYM16FjJ/XNtNmSJP/7gRr+zQ/6ftyQOM/5dEkhb680VrPNvdN6WrwOC7Ms5ZIQTevV0NSffzOX8pnz+5+qXrGseYb6pm17zOWWpOibwjWrxP+UQUpLSJkuR0cHrZg3xaq8S2IVKZDXXAInsRrUqmoO9Z+sCeHj7WVROutJ6Z0nShYtqOVzpuiH2b9r1bp/FBEZqbUbt2rjll36+L226tKhZZJKW73VsJaa1ntTO/cd1vHT53U/4IGcnRyVK0dWVS5XKsanILp0aKnWTevKZIq+eR/Tkzdjh/RS2659deuOr95qWEuDPv8wxpusBoNBn37wjmpXq6i1f2+xWu8FAIDXAaE+AACvsPX/7NDs3/+rqW1nZ9TIgT3MJR2a1H1T+w4d1/L/ny3p5x+g9z8fqhkThqtA3phnXz6rcIE8Wr/4pxj33fH101+btmnPwWM6d/GKAh88VGRUlNJ4uCtPjmwqXaKwGtaqmqByEQlhMpkU+OBhjDnx46Agi9ehoWG6H2BZosXJ0SHeWdqOjg7JXlQ4sa7euJ3kxVTv+d/Xn2v/TnSo/2zQc/O2rxYsWxPPMcY49z8rvqA8IiLSojSMJIWEhkoGQ4JC9oTy8fayeL1s9Ub9OGeR+fXMb4dblFCKzbM30BIS6r8snix2KUlDxkzRxi27zPXQE8rOzqgSRQrop4lfWT2J4WBvr+F9P9ag0ZPVsXVTtXurQZwBacWyJbRi3lSdPHshyQsgxzxGO9V9s5IW/fmXJOmfHXtVtUIZPXz03+dDTKWXHB0d1PXdNmrbvIG+n/27+fj//b1Vl65e19ypo5P9nmzVpK5u3vHVT/8f3ErRN4piC/XfadlIRQvmVZECefTvjn3mdU227NqvJSvX6e3mDWI9V+4cWc03WE6evaDjp85ZlIP5Y43lDPq8ubIl+np80qVVh1aNNW/xSknR5ZQ69RisahXKKiQ0VLv2H7FYbPzjzm8navZ7TIKCQxQaGvuivLExGKJLcTnE8URIcgP95MqXO4fy5c6u85eibxxu3rZHPt5pzfszZ0yvkkULWh2XwcdbX/f/VO+1ba4xU2Zpz4GjCgsL15RZC3Tzzl19+cXHiR5LZGSkxk792fwZUa1CGTV45mbYs9Zt3q7vf/ldJplkZzTq+3FDrCYQpPVKox/GDdHtu/dULQG/swrlz61C+RNftx8AgFcBoT4AAK+onfsOa9DoyRaPsn/Wpb1FeCdJQ/t0083bvtp94Igkydfvvg4dO5XgUD8moaFhmvrzQv3+5/8sZoQ+4ecfID//AO07fFw/zV+q2tUqaHCvrhb1mJNi7d9bzU8exGf+klWav2SV1fZypYrpl8kjEjx70T8gUMHB0cFGWq80KRo2P5HG3S1Zx4eFh8ff6BneXmlkb29vnmWbEDmzZU70eZ718NFjrfhrs/7eulvHTp21ev/8u2OfKjZsrxxZM6niGyXVukm9FA91TM/cFUrMgpq2LvDhI/NaG4kVGRmlQ8dO68iJMzGWjipToojFDcDQ0DD9vPAP8/uzSrnSKl+muHm/h7tbskpQxaZBzarmUP76zTvm2c9SdI347Fljfx97pvHQkF5d9UbJour71beSoheTXfHX5hRZkLPkM5/PIXHcWHmyvofBYNDIgT3U6oNe5psT3/44V+XLFFeu7NYLuEpSswY1tWlbdC32yMgoden9pd5uXl8+3mm1bc9B7Xlq0eDCBfIkacFTSfr0g3d06Ngp882u8PAIixrwT9SoUk7vtEj+969B224JXk/jWXZ2Rg36/CO1fSv2myGprX7Nqjp/6XdJ0WtCPD3bvX7NynH+3sqTM5t++na4vpk2W78tXyspeh2Gd1o0irWEUmweB4Vo8VPr4QQHh8Qb6l+6esO8ToMU/feAmJ4KzJ8np3k8/gGBWrBsjSIjI2UwGNSwVtUkvxcBAHjVEOoDAPCKWrnuH4tAtFn9GjEuDOtgb6/JowbokwGjdPDoSdV9s1KyQo2Q0FB92Hu4jpw4Y7XPYDDIaDSYy0s8sWnbHh0+cUZzpoxS7hwxh1AJEd+isgmx7/Bx+frdT9ANhoiISNVu2cW84GSV8qU1Y8KXcR7z9AxmOztjgsrExFdX+1nhEREqU7tNoo55lmcaD/3y3dc6dPx0vDNfHeztlT9PTotANim27NynL8f/IP/7gXG2M5lMunL9lq5cv6XFK9apeYNaGtqn63Or0/9x/5HPpd+X0ePHQfE3iq+PpxYejsvNO76aMW+J+bWff2C876Gn18ZI6mLEZUoUtlhA9ODRk+Z9z5YviU39mlX09bfTzWuSXLh0NUljedb+IyctXmfPmrByZJkzpteAHl00dOw0SVJwSKgGjZqsX38YF2NJpVpVK6h+zSpa/88OSdEz3OcuWmnVztXFWV8loNxVbFycnTRjwpcaOWmmRamdJ4xGo95p0VB9ur8nO7u4Sz8lRERk4ssEPREZGaV1/2y3+P0X19NfKcHR0SFRpZsa1q6qH2ZHh/r+AQ/k/9TTZg1qxb94s9FoVMvGtc2hviRduHwt0aH+i3Lq7EXN+nWZ+bWTo2O8ob6Hm6u5JJF7CpXtAgDgZUSoDwDAK2p43491+46vDh47pRaNamt439gfsXdzddGsiV9p7cYtqh/PbLv4TJ75q0Wg75nGXZ3ebqaGtaoqUwYfGQxG3fa9p83b9mjBsjW6dcdXUvSsvV5Dx2n5nMlJDnfc3VLmH/BxzY59WmRkpDnQl6TQsPjLPnzV75NEh2QHj57U5J9+VUDgQyUkW4qKTJmZ5WVKFEnUwsnJsWPvIfUcOs7qhk/eXNmVJVMGeaXxUEhoqO4HPtCJMxcUHBxibrNy3Wbd87+v6eOHJak+NP7zbHhZs2p5jRvSK85jZsxfqjlPlflKaAD67BMRpgS8u6ePH5awzuNgMBhUr0Zl/bp0tdX2+jUtS++YTCa17tJHJYoUUPnSxZQlUwY5Oztp7YYt5kBfkjw9reuDx+TR4yC1+bCP3qz0hkoVK6TsWTPLxclR9/wDtHHrLi1Zud7c1sHBXnXfrJzg62reoJY2b9trngl//PR5/Th3kT7/sEOM7ccO6al0ab20eOVfVj93UvS6B2OG9ExyDfgnPNzdNP7LPvqoYyv9s2Ovbty6Kzs7o3Jmy6I61Sspa+aUW+DU3c3NopRSYgU99bkiRZeMebJg8PNgMBi0YclPMdagj0nObFlUOH8enTp38Zntma3Kwp06e1HDx/+gKuVLq3iR/MqcIb3CIyIsSotJirG2fWJt3LJLxd+Me12NpLD6jEjAh8uKeVNTfBwAALyMCPUBAHhFubo468fxw7Rt94F4H4uXomcMtmhcJ1nnjIyMNNfnl6JDqXnTxihvruwW7bJlzqhObzfTWw1rq8MnA3T56g1J0sUr17X7wNFYa0jHp071Sjq25c/4Gz6j19Bx5lIUL6Nlqzfq0LHTST7e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&quot; alt=&quot;시장 국면별 비중 캡 &amp;mdash; 삼전 vs SK하이닉스 vs 합산&quot; /&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;시장 국면&lt;/th&gt;
&lt;th&gt;삼성전자&lt;/th&gt;
&lt;th&gt;SK하이닉스&lt;/th&gt;
&lt;th&gt;&lt;b&gt;합산 상한&lt;/b&gt;&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;강세장&lt;/b&gt; (지금)&lt;/td&gt;
&lt;td&gt;25%&lt;/td&gt;
&lt;td&gt;15%&lt;/td&gt;
&lt;td&gt;&lt;b&gt;35%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;보통&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;20%&lt;/td&gt;
&lt;td&gt;12%&lt;/td&gt;
&lt;td&gt;&lt;b&gt;28%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;약세장&lt;/b&gt; (VIX 35+, 추세 하락)&lt;/td&gt;
&lt;td&gt;15%&lt;/td&gt;
&lt;td&gt;10%&lt;/td&gt;
&lt;td&gt;&lt;b&gt;22%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;공포&lt;/b&gt; (한 주 -10%+ 폭락 중)&lt;/td&gt;
&lt;td&gt;&lt;b&gt;트림 금지&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;트림 금지&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;트림 금지&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;합산 캡이 가장 중요하다&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;둘을 따로 보지 말고 합산해서 봐야 한다.&lt;/b&gt; 삼전과 하이닉스는 메모리 사이클에 같이 묶여있어 &lt;b&gt;상관계수가 0.6~0.8 수준&lt;/b&gt;이다. 별개 종목으로 분산 효과 거의 없음.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;한 종목씩 캡을 맞춰도 합산이 50%를 넘으면 위험하다. 메모리 사이클 한 번 꺾이면 둘이 같이 무너진다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;KOSPI 인덱스 보유 시 보정 &amp;mdash; 실효 노출 계산&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;KOSPI ETF나 인덱스 펀드를 들고 있으면 삼성전자와 하이닉스에 자동 노출된다. &lt;b&gt;직접 보유와 합산해서 실효 비중을 계산해야 정확하다.&lt;/b&gt;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;예시 (강세장 기준)&lt;/b&gt;:&lt;/p&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;자산&lt;/th&gt;
&lt;th&gt;비중&lt;/th&gt;
&lt;th&gt;삼전 노출&lt;/th&gt;
&lt;th&gt;하이닉스 노출&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;KOSPI ETF&lt;/td&gt;
&lt;td&gt;30%&lt;/td&gt;
&lt;td&gt;30% &amp;times; 20% = &lt;b&gt;6%&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;30% &amp;times; 6% = &lt;b&gt;1.8%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;삼전 직접&lt;/td&gt;
&lt;td&gt;20%&lt;/td&gt;
&lt;td&gt;20%&lt;/td&gt;
&lt;td&gt;&amp;mdash;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;하이닉스 직접&lt;/td&gt;
&lt;td&gt;10%&lt;/td&gt;
&lt;td&gt;&amp;mdash;&lt;/td&gt;
&lt;td&gt;10%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;실효 노출 합&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&amp;nbsp;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;26%&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;11.8%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;메모리 산업 합산&lt;/td&gt;
&lt;td&gt;&amp;nbsp;&lt;/td&gt;
&lt;td&gt;&amp;nbsp;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;37.8%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이 예시는 합산 35% 캡을 살짝 넘는 셈. 직접 보유를 줄이거나 KOSPI ETF를 줄여 35% 이하로 맞춰야 한다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;본인 상황별 조정&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;반도체 회사 직원 (소득 노출까지 메모리 사이클 종속)&lt;/b&gt;: 위 캡의 &lt;b&gt;절반&lt;/b&gt;으로 (삼전 12.5%, 하이닉스 7%)&lt;/li&gt;
&lt;li&gt;&lt;b&gt;50대 후반, 자금 회수 시점 가까움&lt;/b&gt;: 약세장 캡 적용 (삼전 15%, 하이닉스 10%)&lt;/li&gt;
&lt;li&gt;&lt;b&gt;20~30대 + 잉여 자금&lt;/b&gt;: 강세장 캡 +5%p 까지 허용 가능 (삼전 30%, 하이닉스 18%)&lt;/li&gt;
&lt;li&gt;&lt;b&gt;하이닉스 HBM 사이클에 confident&lt;/b&gt;: 하이닉스 +5%p 늘리되 &lt;b&gt;삼전을 그만큼 내려서 합산 유지&lt;/b&gt; (예: 삼전 18% + 하이닉스 17% = 35%)&lt;/li&gt;
&lt;/ul&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;5. 지금 트림해야 하나 &amp;mdash; 결정 매트릭스&lt;/h2&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;핵심:&lt;/b&gt; 같은 &quot;팔까?&quot;라도 비중과 동기가 다르면 답도 다르다. 8가지 셀로 정리하면 답이 명확해진다.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;먼저 현재 시장 국면을 인식하자.&lt;/p&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;신호&lt;/th&gt;
&lt;th&gt;현재 상태 (2026-05)&lt;/th&gt;
&lt;th&gt;의미&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;KOSPI 추세&lt;/td&gt;
&lt;td&gt;사상최고권 (+371%, 정규화 471)&lt;/td&gt;
&lt;td&gt;강세장 &amp;mdash; 25% 캡 적용 가능&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;KOSPI 변동성&lt;/td&gt;
&lt;td&gt;&lt;b&gt;사상최대&lt;/b&gt; (한 달 &amp;plusmn;19% 폭)&lt;/td&gt;
&lt;td&gt;다음 -20%대 조정 언제든 가능&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;KOSPI-부동산 격차&lt;/td&gt;
&lt;td&gt;+230%p (사상최대)&lt;/td&gt;
&lt;td&gt;위험자산 쏠림 정점 가능성&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;강세장 + 변동성 사상최대.&lt;/b&gt; 추세는 살아있지만 한 분기 -20% 조정 가능성도 동시에 살아있다. &quot;캡 안에 있으면 잡고 있어라, 캡 넘으면 트림해라&quot;가 정답이다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;결정 매트릭스 &amp;mdash; 비중 &amp;times; 매도 동기&lt;/h3&gt;
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oz58/fkcZT7+5md98u0vhTZGX7DZMvXkyLclSTGnzxS4PavVqtCQgm2vGhkRrvCw0HzVnTbhwyILoGXYbBr/9U/6+sepOVbeS9LjD96hdi2bSJLefOkJPTVqnMt29qlp6Ro99mPNnLtIzz3+gGpVr3LBxg7pmp5d9dl3v7rkWSxm1atVQ22aN1K7Vk3VullD+fm536LfYrGoVdOGatW0oUYMuVcHDx/V6vWbtWb9Fm3YukOHo4/L4XCob+8rXILB3igREa4v3h2jB58ara079jjzJ82Yo/SMDI15eojMZrN27T2g+58cpdOxcc4yVotFb7w4TFdd2TFffReGH377Q38vXC7p7ItFl6o+3Tvp2MlTmrdohU7HxuV4QcZmy8yxKjkwwF8lIyM8tmmxWFS/dnWfjO+3P/5WbFy8S179OjXUsF4tn7QPAAAAFBcEmQEAAHBRq16loqZ+m3Mb3eIkMSlZR46d0JGjx3Xi5Gnd3LeXLBZLofe7fM0GffjlRG3atsvt9d7dOuqNFx73GOTxlf2HjujxF9502dLYHbvdrg+//FHLVq/Xy08/qiqVLr4zde12uzPI4wsdWjfV+Ddf9Fl73rJazEXS798Ll+u9z773uHr17luu16Dbb3Cme3Rpr9eeH6qX3vxINpvNpeyqdZt1433D1K1jaw286Vq1atow30HJi1m/PleqsZtt+w9FH9O3P0/3eX/Vq1TUjdf2VHxCohrUqamG9WqpUb1a+X4pqEql8qpSqbxzZXp8QpL2HTysurWqFWicEWGh+uKdMXp4xBiXfyunzZovmy1Tdw64Tg8Pf9klaGi1WPTWyCfV64oOBerb1zZu3enT9mLPxEvF8B0qs9msQbff4PJvQFa79h7QDfc+4ZLXpkXjC/JvaUpqmr74/rcc+XfefF2h9w0AAABcaASZAQAAcFFLS8+Qw+EosqDRx9/87BIMTUlJU1JyshKSknX8ZIyOHD2uuPhElzpNGtZRgzo1C2U8drtdfy1Yrm9/nqYtO3a7LWOxmDX0/jt03+39XcfVoI7atWzqdtvk07Fx2rX3gNfjmT1/qcaM+1iJSck5rnVs01yVKpTVL9Nctz1du2Grbrj3Cd1/x42699Z+Cgjw97rfS0VaWnrehQpRbFyC/P395ZBDDrtDKampSkxKUWJSkk6dPqPjJ2N07MQp7T8Urf2HjuhMXIJm/fRJvl6iSE1L059/L9KPU2Zq5579bsuYTCY9Oug2PXjnzTmuXduzq0qVjNQzL7+j02dcVxHa7XbNW7xS8xavVLkypfTkw3epT/fOXo0vw2aTPdOed0Efs1gssloL/lJKmxaNdV2vK3Lk/7txa6EEmSVp9IjBhdKuJIWHheTrHGZPbX02bpQeHvGyS6D2j78Xatb8xcrM8vtutVj09qin1LNre5/0XZzdM/SFArcRGhKsmT9+osgS4T4YUfH37qff5dg1pFyZUrrqyk5FNCIAAACg8BBkBgAAwEXt0JFjat3rVpkLuOKyWuUKmvTFO7mWMSlnIHvuohVe93XgUHShBZm37dyrEWPGebxeu0ZVvfz0EDVys6KxU9sW6tS2hdt6fy1YpqdGjTU8jtgz8Xrro6/05985z4CWpD7dO+u154fKz2pVuTKl9OGXP7psdZyWnq7xX/+kNes368t3Xzbc76Vm5b+b1LrXLTKZC/bnu33Lpnr/tWe9rnfVrQ95XefI0RP5WoV+64MjtGf/IY/Xy5QqqVEjBqtLu5Yey7Rr2US/fvWuRo/9WItXrHVb5tiJU/Lz8/5WePTYjzVj9j9e1yuoR+65RYPvvfWC95sfiUnJ6nPbw0pLz7jgfftZrXr/tWfVqmnDfNUPCz0faN6wZYczP3uAeezop9Sjy6UXYA4NDi6UdhOTkpWQmHRZBJmXrV6vn6fNypE/Ysi98rPy+A0AAACXHr7lAgAA4KIR4O8nk8mU43zWtPSCr/bMLbh1TkHPxj3nUPQxn7TjTsN6tVS/Tg1t27nXJb9ERJjuH3ijbr/xmnw97Ha3UtzT6vFJ02fr/S8mKj4hMcc1s9mswffeqgfvvMlZ//6BN6p+7Rp69tV3dSYuwaV8xzbNvR5rUbJarfrw9eckSVt37tGHX/5ouG5goPsV26k+WM2892DuW5VLktXim9vD/YeO5CvI3LVDK7d/Dy0Ws27rf7UeHXS7QoLz/jtYplRJffzWi5q7aLne//wH7T8U7XK9ZrXK6t65ndfjQ95SU9Ny/B2+UFIkHY4+nu8gs3R21e1n40Zp0BMj3e4E8dbIJ4t1gHnQwBucn/+ZV951+2+wJ00b1tWCZasLa2j5NvXPuRr59vgCt7No+Vo17to/74JZlClVUvMmf2Wo7N79hzRizDs5vp90bNO82G2rDgAAAPgKQWYAAABcNAIC/FWzWiXt3pd3QLgwdGrbQj9OmZnjIbInJpNJJcLDVLZ0lCpXLKcaVSupTs1qatO8UaGO8/6BNzpXHZcqGakB1/fWnTdfp9CQ/K9Ua1y/tobcd5tztbHJZFKX9q1ylLPZMvXRVz+5DW6UKhmpV597zG3guGOb5pryzXsaM/YTLVy+RtLZVdd33tw332MuCmazyeNq8LxULFdGEeGhObZXv1AqVSgruV/8a4i/v59qVKmU7z9n9w+8UVP/nOc8+9ZiMatbxzZ66K4Bqle7utft9ejSXld0aKM5/yzVpBlztG7TNjkcDg0aeMNleSYzjNm194AOHI52e23hstXq0aWdzAXcWaCw1K1Zzfnvj7er9QfedK2OnTylJSv+VWxcvJtDE85u3591xwlJCgoKzLXdiLBQlYyM8GosWcWcict33YI6ceq0oXLHT8bokWdeyTHvhYWG6IVhDxbG0AAAAIBigSAzAAAALiqvPjtUr7//hXbtPaCU1DSftVulYt4rLzu1baFpEz7Qjt37zq4udZw/vdjf30/BQYEKDgpSaHCQSkZGqHRUpPz8/Dy2V6pkCVktFtkyMyWdDdyWK1OqwJ+lR5d2uvGaHmrdvLF6XdE+1zEYVa5MKT1894A8y1mtFj3x0J0alW3l2TU9u+i5ofcrIjzMY93SUSX10Zsv6O+Fy/X1j1P07ND7Xc6idRcYtBTTYE9++Pn56a2XntT/Pv1O+w8dUboPtxyuauDP9/0Db9SZuHjtPXD4v7PO7bLbz/4JDwwMUEhQkEKCAxUaEqKokhEqHVVSpUpGqmyZKFWpWE6VypfL8+zg3GK7YaEheuz+gfrk25/Vr8+VGnD9VQX++2C1WnRNzy66pmcXxcSe0aatu9SlvefttlEwwcFBCgzw98nqe29ZLRZFFSCYKUnrN2/XwyNeVlJyitvrM+YskMMhvfrcY8U20JxfQYEBenFY7tvj979naI6XvBZM+VrBBnYYuFTtO3hEDw0fo6PHT7rkm81mvfnSMFWuUK6IRgYAAAAUPoLMAAAAuKg0rFdLEz95q8j6r1G1kmpUreSTtlo0aaB183/zSVtZmc1mjX56iEvepOmzNd1H58kG+PurTYvGevDOm9wGWvpf3V1TZ87T+s3b1bBuLQ0fco9XW9j27NpePbvm3JK2b+9uCg8Nkf2/leRWq0VtWjTO/wdxY+eeA3rzgy+dAe3MTLtOnT7j0z5y07FN8yLbIrxi+TJ695VnfNZe4/p1XH4fzWazGtfLeRZ4Vjf37aWb+/by2RiyioosoSs6ts53/deeG6rXnhvqwxFdWAcORevI0RM58vfsz3srdaOCgwK1+q9fvK53y4PDtXXHHpe8RdMnXNBzfP/duFWDn3nVJcDs7++nOjWqavP281tn//7XAjkcDr363GOyWHJ/qcJb//t0gsqUKulMr/x3k0/bvxhFlYhQcFCg25XVhS2vAPHqdZv11Kixzt0Xshpy3625nh8PAAAAXAoIMgMAAACXgRVrN2rj1p0+a2/1+s2qV6u626CdyWTS2FFPaeee/ercrmWuWxM7HA5t3LpT6zdv1/Zd+xQTe0aJScmyWCwKCw1RpfJlVb92dbVv3UwVy5fRwJuu9dlncCc+IVETJ/+Zaxk2WjamZdMGatm0QVEPA//57Ltf9dl3vxb1MIqlNRu2aMgzryo5JdWZF+Dvr/dfe1atmjbU0Bfe0LLV653X/vh7oewOh15/fqhPA81/LViWZ5nLbav3/tf0UP9rehT1MFzY7fb//j5NUmamPcf1uwb01YN33lwEIwMAAAAuLILMAAAAQAGMHvux5i1eoTNxCQVqJygoUM0a1tW7rzyjkItk69HobNuDZlWuTKlctzpOTUvTxMl/atL02Yo+5rmdc0wmk5o2rKt7b+unKzu1zdd4s7NaLbJYzG6DBLnx9y/49uNAYSpoINLPWriPCjIyMrRx6y5t2LJD+w8d0aEjR3OUefPDr1S7ehXVr1NDzRvXV3AeZ//m1+r1mzXk2deUkiXAHBQYoA9ef17tWjaRJH3w2nN64qW3tGTlv84yM+cuksNu1xsvPpGvQLN/Po8x8PfyrOXLRWZmpjZu3akdu/drz4FDij0Tr6TkFNlsmQoOClRIcJAqVyynmtUqq0Xj+ioVFZmvfnbuOaBX3/1U6zZtd3v93lv76clH7i7IRwEAAAAuGtydAAAAAPm0fdc+Tf7jb5+0lZKSquVrNmjWvMW66TrfbxdcsoBnlbqT+d9Z0t7auHWnnho1VsdOnDJcx+FwaP3m7Xr8hTfVulkjvTVymEpHlcy7Yh5aNmmgVes2e1WnRePLY3XuDfc+oV17D/ikrcAAf13RsY3eemnYJXeWbXFUtnRUgepXq1zBRyNxdSj6mCb8PF1//L3Q47nH58ycu8j5s5+fVd06ttFdA/qqacO6PhvPqn836dHnXlNKapozLygoUOPffEGtmzVy5gUE+Ov9V5/VkyPf1sLla5z5s+Yvkd3h0FsvDfM60NyqaUNNnTnPqzphocGqXaOqV3UudXv3H9KESTM0b/EKxcUnGqpjMpnUqF4t3dy3t67t1dXQSxUOh0Pvf/GDJvw8XTY3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&quot; alt=&quot;트림 결정 매트릭스 &amp;mdash; 비중 &amp;times; 동기 8가지 셀로 답이 명확해진다&quot; /&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;매도 동기 \ 비중&lt;/th&gt;
&lt;th&gt;캡 안 (정상)&lt;/th&gt;
&lt;th&gt;캡 초과 (5%p)&lt;/th&gt;
&lt;th&gt;캡 크게 초과 (10%p+)&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;캡 초과 (룰 기반)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&amp;mdash;&lt;/td&gt;
&lt;td&gt;부분 트림 (초과분 1/3~1/2)&lt;/td&gt;
&lt;td&gt;즉시 분할 트림 (2~3회)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;매수 논리 깨짐&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;즉시 정리 (전량)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;즉시 정리 (전량)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;즉시 정리 (전량)&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;고점 같아서 (마켓 타이밍)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;보유 유지&lt;/td&gt;
&lt;td&gt;보유 유지&lt;/td&gt;
&lt;td&gt;캡까지만 트림&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;공포&amp;middot;변동성 무서워서&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;보유 유지&lt;/td&gt;
&lt;td&gt;보유 유지&lt;/td&gt;
&lt;td&gt;보유 유지 (공포 매도 X)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;올해 내 자금 필요&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;필요분 분리 매도&lt;/td&gt;
&lt;td&gt;필요분 분리 매도&lt;/td&gt;
&lt;td&gt;필요분 + 초과분 동시&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;가장 흔한 두 가지 실수&lt;/h3&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;&lt;b&gt;&quot;고점 같으니 다 팔자&quot;&lt;/b&gt; &amp;rarr; 한국 메모리 사이클 역사상 &quot;고점이라 생각한 곳&quot;에서 +50~100% 더 갔던 사례 흔하다(2017, 2020, 2024). &lt;b&gt;전량 매도가 정답이었던 적은 거의 없다.&lt;/b&gt; 초과분만 트림.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;&quot;매수 논리 깨졌는데도 비중&amp;middot;수익률이 아까워서 못 판다&quot;&lt;/b&gt; &amp;rarr; 이게 진짜 위험. &lt;b&gt;비중&amp;middot;수익률은 매도 결정의 변수가 아니다.&lt;/b&gt; 매수 시 세운 가설이 깨졌다면 즉시 정리.&lt;/li&gt;
&lt;/ol&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;결론 &amp;mdash; 5줄로 압축&lt;/h2&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;&lt;b&gt;&quot;팔까 말까&quot;는 잘못된 질문&lt;/b&gt;이다. &quot;비중을 어떻게 관리할까&quot;가 진짜 질문이다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;강세장 캡: 삼성전자 25% / SK하이닉스 15% / 합산 35%&lt;/b&gt;. 합산이 개별 캡보다 더 중요하다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;KOSPI 인덱스도 메모리 노출이라는 걸 잊지 마라&lt;/b&gt; &amp;mdash; 합산 시 보정 필수.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;캡 초과면 부분 트림 (한 번에 다 팔지 X), 매수 논리 깨짐이면 비중 무관 전량 정리.&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;단순 &quot;고점 직감&quot; 또는 &quot;공포 매도&quot;는 절대 트림 사유가 아니다.&lt;/b&gt; 변동성 클러스터링 &amp;mdash; 폭락 직후 며칠 안에 반등이 따라온다.&lt;/li&gt;
&lt;/ol&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이 다섯 줄을 잊으면 &quot;강세장 정점에 다 팔고 다시 못 올라타기&quot; 또는 &quot;사이클 한 번 꺾일 때 회복 못하고 영구 손실&quot;의 두 함정 중 하나에 빠진다. 한국 메모리 사이클 30년이 가르친 교훈이다.&lt;/p&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;참고 문헌&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;Markowitz, H. (1952). &quot;Portfolio Selection.&quot; &lt;i&gt;Journal of Finance&lt;/i&gt;, 7(1), 77-91.&lt;/li&gt;
&lt;li&gt;Kelly, J. L. (1956). &quot;A New Interpretation of Information Rate.&quot; &lt;i&gt;Bell System Technical Journal&lt;/i&gt;, 35(4), 917-926.&lt;/li&gt;
&lt;li&gt;Evans, J. L., Archer, S. H. (1968). &quot;Diversification and the Reduction of Dispersion: An Empirical Analysis.&quot; &lt;i&gt;Journal of Finance&lt;/i&gt;, 23(5), 761-767.&lt;/li&gt;
&lt;li&gt;Statman, M. (1987). &quot;How Many Stocks Make a Diversified Portfolio?&quot; &lt;i&gt;Journal of Financial and Quantitative Analysis&lt;/i&gt;, 22(3), 353-363.&lt;/li&gt;
&lt;li&gt;Thorp, E. O. (2006). &quot;The Kelly Criterion in Blackjack, Sports Betting, and the Stock Market.&quot; &lt;i&gt;Handbook of Asset and Liability Management&lt;/i&gt;.&lt;/li&gt;
&lt;li&gt;J.P. Morgan Asset Management. (2024). &lt;i&gt;Guide to the Markets &amp;mdash; U.S. Edition.&lt;/i&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;i&gt;본 글은 일반적 투자 프레임워크를 데이터로 정리한 것이며, 특정 종목&amp;middot;비중에 대한 투자 자문이 아니다. 모든 투자 판단의 책임은 본인에게 있다.&lt;/i&gt;&lt;/p&gt;
&lt;section class=&quot;sj-faq&quot;&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;❓ 자주 묻는 질문&lt;/h2&gt;
&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;왜 한 종목 캡을 25%로 잡나요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;네 가지 근거가 같은 결론에 수렴합니다. (1) 분산 효과의 한계 효용 &amp;mdash; 종목 수 4개 이상에서 분산이 의미 있어집니다. (2) 회복 수학 &amp;mdash; 한 종목 25% 비중이 -50% 폭락 시 전체 자산 -12.5%로, 약 2년 안에 회복 가능한 임계점입니다. (3) KOSPI 시총 가중에서 삼전이 약 20%이므로 직접 보유 25%면 인덱스보다 약간 더 confident한 베팅. (4) Kelly Criterion 1/2 변형치와 일치합니다.&lt;/p&gt;
&lt;/details&gt;&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;삼성전자와 SK하이닉스 캡이 왜 다른가요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;사업 구조가 다르기 때문입니다. 삼전은 반도체 50% + 모바일&amp;middot;디스플레이&amp;middot;가전&amp;middot;파운드리 50%로 다각화돼 있지만, 하이닉스는 메모리 비중 95%+, HBM&amp;middot;NVIDIA 의존도 높음, 변동성은 KOSPI 대비 1.5~1.7배입니다. 같은 메모리 사이클 종속이지만 하이닉스가 모든 면에서 위험에 더 노출돼 있어 캡을 더 보수적으로(15%) 잡습니다.&lt;/p&gt;
&lt;/details&gt;&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;합산 캡 35%는 무슨 의미인가요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;삼전과 하이닉스는 메모리 사이클에 같이 묶여 상관계수가 0.6~0.8 수준입니다. 별개 종목으로 분산 효과가 거의 없다는 뜻입니다. 따라서 개별 캡(25%, 15%)을 둘 다 채워 합산 40%로 만들면 위험합니다. 강세장에서도 합산 35% 이내로 관리해야 메모리 사이클 한 번 꺾일 때 회복 가능합니다.&lt;/p&gt;
&lt;/details&gt;&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;지금 삼전&amp;middot;하이닉스 트림해야 하나요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;본인 비중과 매도 동기를 먼저 봐야 답이 나옵니다. (1) 캡 안에 있고 매수 논리가 유효하면 보유 유지. (2) 캡 초과면 부분 트림. (3) 매수 논리가 깨졌으면 비중과 무관하게 전량 정리. (4) 단순 &quot;고점 같아서&quot; 또는 &quot;공포에 질려서&quot;는 절대 매도 사유가 안 됩니다. 본문 5장의 결정 매트릭스를 참조하세요.&lt;/p&gt;
&lt;/details&gt;&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;KOSPI ETF나 인덱스 펀드 들고 있어도 삼전을 직접 살 수 있나요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;살 수는 있지만 합산 노출을 계산해야 합니다. KOSPI ETF 30% 보유면 그 안에 삼전 약 6%, 하이닉스 1.8%가 자동 노출됩니다. 직접 보유와 합쳐서 실효 비중을 계산하고, 그 합산이 메모리 산업 합산 캡(35%)을 넘지 않게 관리해야 합니다. 본문 4장 표 참조.&lt;/p&gt;
&lt;/details&gt;&lt;/section&gt;
&lt;div class=&quot;disclaimer&quot;&gt;본 글은 제가 공부한 내용을 정리한 &lt;b&gt;개인 의견 및 정보 제공&lt;/b&gt; 목적의 글이며, 특정 종목&amp;middot;상품에 대한 투자 자문이 아닙니다. 투자 판단과 책임은 본인에게 있습니다.&lt;/div&gt;
&lt;/article&gt;</description>
      <category>반드시 기억하고 주의할 것들</category>
      <category>HBM</category>
      <category>KOSPI</category>
      <category>SK하이닉스</category>
      <category>리스크관리</category>
      <category>마켓타이밍</category>
      <category>메모리반도체</category>
      <category>비중관리</category>
      <category>삼성전자</category>
      <category>자산배분</category>
      <category>트림</category>
      <author>Stock &amp;amp; Data</author>
      <guid isPermaLink="true">https://milordkim.tistory.com/27</guid>
      <comments>https://milordkim.tistory.com/27#entry27comment</comments>
      <pubDate>Thu, 7 May 2026 11:06:12 +0900</pubDate>
    </item>
    <item>
      <title>&amp;quot;이 정도 폭락은 모델상 불가능합니다&amp;quot; &amp;mdash; 정규분포가 거짓말하는 방식</title>
      <link>https://milordkim.tistory.com/26</link>
      <description>&lt;div&gt;
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&lt;script type=&quot;application/ld+json&quot;&gt;{&quot;@context&quot;: &quot;https://schema.org&quot;, &quot;@type&quot;: &quot;Article&quot;, &quot;headline&quot;: &quot;\&quot;이 정도 폭락은 모델상 불가능합니다\&quot; — 정규분포가 거짓말하는 방식&quot;, &quot;description&quot;: &quot;정규분포(종형 곡선)는 현대 금융의 기초지만 시장은 그 모델대로 움직이지 않는다 — 2020년 3월 8일 연속 4시그마, 1987년 블랙먼데이 20시그마, JP Morgan의 \&quot;10일이 20년을 만든다\&quot; 데이터로 본 팻테일의 본질&quot;, &quot;datePublished&quot;: &quot;2026-05-07&quot;, &quot;dateModified&quot;: &quot;2026-05-07&quot;, &quot;author&quot;: {&quot;@type&quot;: &quot;Person&quot;, &quot;name&quot;: &quot;milord (Stock Jarvis)&quot;}, &quot;publisher&quot;: {&quot;@type&quot;: &quot;Organization&quot;, &quot;name&quot;: &quot;Stock Jarvis&quot;}, &quot;keywords&quot;: &quot;팻테일, 정규분포, 블랙스완, NassimTaleb, 변동성클러스터링, 마켓타이밍, 리스크관리, 레버리지, S&amp;P500, 행동경제학&quot;}&lt;/script&gt;
&lt;script type=&quot;application/ld+json&quot;&gt;{&quot;@context&quot;: &quot;https://schema.org&quot;, &quot;@type&quot;: &quot;FAQPage&quot;, &quot;mainEntity&quot;: [{&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;팻테일(fat tails)이 정확히 뭔가요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;통계적으로 극단값이 일어날 확률이 정규분포가 예측하는 것보다 훨씬 높은 분포를 말합니다. 시장 일일 수익률 분포는 가운데(평범한 날)는 정규분포와 비슷하지만 양 끝(폭락·폭등의 날)은 정규분포보다 훨씬 두꺼운 꼬리를 가집니다. 즉 \&quot;있을 수 없는 일\&quot;이 자주 일어납니다.&quot;}}, {&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;왜 정규분포로 시장을 모델링하면 안 되나요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;정규분포는 평균에서 멀어질수록 확률이 지수적으로 감소한다고 가정합니다. 그러나 실제 시장에서 4시그마(이론상 63년에 한 번)는 몇 년에 한 번 일어나고, 5시그마(이론상 7000년에 한 번)는 5~10년에 한 번 일어납니다. 1987년 블랙먼데이의 -20.5% 하락은 정규분포 가정상 10⁻⁸⁹의 확률 — 우주 나이보다 오래 기다려야 하는 사건인데 실제로 일어났습니다.&quot;}}, {&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;10일이 20년을 만든다\&quot;는 게 무슨 의미죠?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;JP Morgan의 분석에 따르면 2003~2022년 20년간 S&amp;P 500에 1만 달러를 넣고 가만히 두면 약 6.48만 달러가 됩니다(연 9.8%). 그런데 가장 좋았던 단 10일을 놓치면 2.97만 달러로 줄어듭니다(연 5.6%). 5천 거래일 중 단 0.2%의 날이 누적 수익의 절반 이상을 결정한다는 뜻입니다.&quot;}}, {&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;마켓 타이밍이 왜 위험하다고 하나요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;변동성이 클러스터링하기 때문입니다. 최악의 날과 최고의 날은 보통 같은 시기에 모여서 발생합니다(2008년 10월, 2020년 3월). 폭락이 무서워서 팔면 거의 반드시 다음 반등도 놓치게 됩니다. 그리고 그 반등 중 단 10일을 놓친 것만으로 20년 수익의 절반이 사라집니다.&quot;}}, {&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;평범한 개인 투자자도 팻테일을 신경써야 하나요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;직접 모델링은 안 해도 됩니다. 다만 세 가지는 기억하세요. (1) \&quot;그런 일은 안 일어나\&quot;라는 가정에 베팅하지 마세요(레버리지·옵션 매도). (2) -40% 이상의 drawdown을 견딜 수 있는 자산 배분을 유지하세요. (3) 폭락 중에 팔지 마세요 — 같은 사이클의 반등을 놓치는 비용이 폭락 자체보다 큽니다.&quot;}}]}&lt;/script&gt;
&lt;article class=&quot;sj-post&quot;&gt;
&lt;div class=&quot;sj-meta&quot;&gt;  작성&amp;middot;갱신: &lt;time datetime=&quot;2026-05-07&quot;&gt;2026-05-07&lt;/time&gt;&lt;/div&gt;
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6yG6cj1UNavaPjC601L/OXh7eap8mmkuDAaDKpYtbQ70pRsBZU6t2bjVYr95o/pWVpqx3MzdnxNBAf7mkdSHj53K8Jr9h49b7BcJ9LdpDfkpPCJKkVEx2V+YisEgeXl65Hl6ra3/7rGY8qherWrae/BoFi0ydvj4SYv9pOSspye7E5KTb61lcLsWUbaVA2l+vjP6vKlUvoyKFw0yL26e9nciN66HhGU4bdbpcxf1yuRp+ujNl3I9pVWylX/mxYsGpZsK58LFYPN6Fo6ODhYLM1+8nPMFjP18vOXo6KCUFGP2F2ciITFRcfEJBPoAAPynYP9fFQAAsAvn0iwq6u+XfhHWfYeOWexnFJYULxqkSuXL6OSZG1MQ5CbUKgg1pHY9NEwXL1+xqm1uGY1GhYZFaNf+w5q7cLn2HDhiPvfQAx1VrfKtUeVHT5zW/KWrZEwxymgyKcVolMl449/G//6JT0hQdHSslq3eqKjoGIVFRFrMzf38U4/dkdd1O7Vp1lCr/vhL0o3R6Z99+7PFgp17DhzRr6tufZujfNlS6UL/zBiNRi36ba3FsfYtG+vF/31osZhnaFhEtn1NmTFbf+/an26h2OtZLNqZ2oXLV+Tn620xAj8jzRvW06Lf10mSDhw5odk/LNKTAx8yh9X/7Nqv7+ff+mZJ2VIlVKZUiRzVUBClzeDXbtqmtZu25bqfgb0f0PixQ62uIyw8Uq++M8P8gKZ1s3t1X5vmVr3vbNth+a2TlX/8pSH9elpdmy0kpQr079Tc6Vevh+j4qbOSbqx1UbZ0iRw9TLiQ5v06s2+qlCxe1BzoR0ZFKzom1qppoabM/NpifYzUi2yv3/y33vroS016bkSOQ30nR0d5Wzk91TsTxqlR/doWxzr3Ha5LwZmvNZNTrq4uGjdskL75aYnFA/XccHdzlYd7wf2GEwAAdxqBPgAAyLMfF/1msd/03nrprjlx6tZ0EAaDwWJ6k9RSh+nHT5+1qxpSc3Fxyf6iPPp63mJN/3Jupuf79uyil8c8aXFs577DWrhsTZ7uezH4qvx90z8wsScvPv24/tm93xyqfzlnoa6FhOm5kYO1fec+vf7+p+aHGO7ubnrr5dE5DtZW/bFFp89dNO/XrVlV5UqXND9AyKnroeH6cdHvObrWw90tw+OvvfdJjto/MeAh/bb2T/MDh4+/+kG/rlyvSuXL6ur1EB08etLiWwEjh/TJUb95lZycLKPRmO1/+9x+8yUo0N8iQLVWXheK/d8Hn+l66I2HMwH+vnrz5dHavH1Xrvs5f/Gyjp20fK86dPSk/t19IF1QeyelXgj3Tq2FMHP2PM2cPc+8/+l7E9W66b3ZtouOsVwgOzDAL8PrigYFWOxHRcfk+rX9+MtvWr1hi3nfydFRH789XpOmzFTof3Pi/7J8jULDIvT2hLGZ9v/5+5NyPN9+XkTHxKlV98HmfaMxd783j/fvZbGo+E0zZv+or+b+Yt6f9eEbatYw/Wc3AACwRKAPAADy5PCxU1q+ZqN538XFWQ9lMHf8tdBbI4p9vD0tFhdNrWiRQPN2VHSsYuPiMw0rC1INaTVrWE/bVvyYLvjYvf+QRr/yTq76ykxCQmKGx708PTR98stqkmYaIklyzGEo7e7mquJFg+Tn6y1fH28VCfRX8aJBKlYkUA3q1NDyNZusrvtS8FWLqThsydfHK0fTMhQNCtC309/SUy+/ZR6Fuvj3dVq2eqPFtBUBfj6a9tbLuqd29RzdPzIqRh9+/p3Fscf790w3IjwnMvvzTc1gMKhDqyYZfiMlN8qWLqG3J4zV+MnTza//7IXLOnvhcrprBz3cTQ92apun++VUaFiE6rXrbfN+A/39NPzRhzVv8Ypsv72QlbwsTrz493Vav/lv8/5bL49ON2d7Ti1YtjrDhxNTP/1WP8+amuupW2wl9Zz0Xh75s7ixyZizqV6c0oziT0hIzHBkf1yahYudM5n+LDMLlq7Se598Y3HsyYEPqXWzhvrgjRc16uW3FP/f7/4ff/2thx5/Ru9Nelb169TI1X1syWQyWT26HgAA2B6BPgAAsFpcfIJeeXu6xdy4gx/pruJFg9JdG5tqagFX18ynXnBPE7LHxMZmGabndw1R0TEKvnpdjo4OMpmkhIQExcTGKzQ8QtdCQnX2wmVdDr6mic+NkKeHu02nDXB0dMzweHRMrMa88o5GPtb3vzD5VprctWMrlS1dQikpKTIajTIYDHJyclJ0TKyee+1983X3tW2ut18Z+9/rj9M7H3+lU2cv6NTZC9q2Y2+60cC58fi4iTaZyiEjTw3pq1GP98vRtRXLl9GcT95V3+EvmNdcSB3mOzk56dMpE1W7RpUc9WcymfTmh5/r6vVQ87EmDeqoY+tmMplMemfCOCUm3RpJfuLMef2wcHmO+pakRx95UKOf6G9xzNnFOcvpRAID/OTq4qywiKh0QWRandu1UKniRTX1s++0a9+hdOdLlyymp5/or273tclxzdZwyWVAmmEfOVjvYPSTAyymWbqTzl+8rPdmfm3e79frfrVu1tCqviKiorX49/UZnjt8/JR+Wb5GfXp0sarvvDCZTIpP9Q0GL687E+h7eXqYH9Y6GAw5fkjil+ZB4JVrIRmOjE/9+20wGOTr7Zmj/hMTk/T29Fla/N/UVjd1aNVET//3e92ofm3NeGeCnp30nnk6nstXrunQsVO3NdCfPmuuSha/NcVQSkqKrl4LzaJF1h558jkdOXE61+2GP/9Gjq4b0q+Hnn9qSK77BwDgbkGgDwAArPb6+5+ap6aRpMoVymjEY49keK2tF/EsKDWcPndR9z0yLNvrHuneSQ3q1rTpvR995EHd376ljCajIiKjtefAEf20ZKUuXr6iuPgETftyjs5fCtbrLzxlbuPt5ZnhlAY354TOSHhElJat2mDT2guCLf/s1qQpM81hvsFgUO3qlXX42Cklp6QoOTlZw194Qy+Oely9MvjGR1ozv55nMY2Gm6uLJowbZu77wc5tLa7/6+9duQr0vTw95OGRuwdCU197Xo3q19ar787I0Z9h7RpV9P3Mt3Xx8lXtP3xM4RFR8vRwV+UKZVW9SoVMF4D19fYybzs4OFg9l7cktWl2r46dPGN1eycnpzsyDYm1UlJS9MrbH5tHr1csVzpP61J8/u3PioyKNu8/cF9rbd+5z/xzPe3LuWp6bz2VLX1n1zyIjom1eM9NG5jfLi+PeVI972+f63ZVKpa12D909KQqlS9jcSwuPkGnzl4w71coWyrHI/T/3XMgXZjfqW1zvfvqMxa/V80a1tNPX07Vy29+pMPHT6lOjSrq3+v+3L6cLKV9GLzv0LF0a8yk5ufrrQ2LvzXvX75yVV0HjMr0+sjo6EzP2cLNaYkAACisCPQBAIBVvpr7i1au32ze9/by0PTJ4+WWycj31CPTExIyn3c6Ps00I1mNaM+vGnx9vBQRmbvA4uz5SzYP9D3c3SxCunq1qqlvzy4a88q72r7zxgKZvyxfo1ZNG6h9yya56tugWwGTm5uLnJycLEav27vlqzdq0nszzd/sqF+nut54YZQqli+j8xcv6+W3pmn/4eOKio7Va+9/qlPnLmQ5InT6rLn6+sfFFscmPTdSFdMEgvaiVImimS4KmpGBD3fTwIe72eTeY4cN0lND+io+IVFpn8H1GjLWPEK6aFCAlnw3w+K8wXDj9yKjb69MmTE7x2sSWKNKxXJa/O30bK+b/eNi86K3zs5OmjLx2Uzfs7Jz6NhJzV+62rzv5uqi50Y+pr/+3qXX3/9U0o1g/fnXp+qHz6ZkOs3Y7RAabrnoc4C/9dMT3QmN7rFca2DxinXpHsL9vnaTxcLWadtkpUXj+hrw0AOat/h3OTk6atijD2vkY30ynA6pQtlS+nnWVC1fs1F1a1YzX5P2WmunUqpcvmz2F6VSq1plOTnd+p1ycMj422E32eJbNlnJywNDAADuBgT6AAAg11au36yZX99adNDBwUFvTxincqVLZtomdZgTGRWjxMSkDKfFSD2dgbuba6ZT3eRnDS+Melyzf/hFF4OvmUNug8EgZ2cnebi7yc/XRwF+vipWJFBVKpRVtcrl1bhBnUzrsiU3V1e9MvZJ9XhsrPnY/F9XZRvoBwX4a8zQAeaHGc0b3WM+F+jvp93rF1pcv3v/YW3++8binQaDQVUr5jwgWj1/Vo6vvR3OX7ystz76whzm16xWSbM+fMMcqpYpVULffjxZTzwzyTxq9bufl+qeWtXVoXVTi75iYuP0xtTP0i14++gjD6p7l3Z34NXcHv2Gv6iLwVdy3c7ZyUlVK5XXR/97MdffJrDox9k545HPqb8hYDDIJ4fTnUhSVJpFT20tbYCdkYuXr+qL7xeY95OSktVn2PNZtnnimUmSbrzHrV34lXlR1tjYOL385kcWD9qeHNhbRYMC1KtrB63esEVb/90jSTpy4rQmvPOxpr7+/B2bTz8szSjqnK43EBoWoUlTZlrUaTKZdC0kLItWeVe7RhVVrlBWJ07fWDx9x56Dmrd4hQY81FWSdO7CZc2c/aNFmx735+53/KXRj8vTw03tWzbJdiovBwcH9ehi+U2DR7p3Us2qFWUymWRwcFCDutZNw9O1YytVKl9awVevKzkl8zUGDAbJ29NT9WpVy1X/i7+drqSk2/cA2D2Xa9oAAHC3IdAHAAC58u/uA3r13RkWUym8+PQQtWvROMt25cuU1JZ/dku6Ec6cPndB1SpXSHdd6ukMypUumeEUH/ldQ8/725undEhKTpZMplwvjHg7lUwzsvpS8NUsr1/y+zr9vXu/xbFflq/RL8vXZHsvF2dn1a5eWWVK3dnpPPJi6aoNiks1t/fj/XqmGyHt6uqit8aPUY/BY8zHflj0m0Wgv3PvIb3+/ifpFo7t36urXhr9hM3r3rX/sH5ZvkYmkxQbF6eQsAgFX72usxcu6fzFYC2b+4nN7nXu4iVFRVsXgF8LCdPeQ8cynNopP7m53N7R6V45eIBxY0Fo64JO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alt=&quot;2020년 3월 8거래일 &amp;mdash; 모든 날이 4시그마 이상 변동, 정규분포로는 우주 나이보다 긴 시간이 필요한 사건&quot; /&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;이 글의 결론 &amp;mdash; 한눈에 보기&lt;/b&gt;&lt;/p&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;&lt;b&gt;시장은 종형 곡선을 따르지 않는다.&lt;/b&gt; &quot;있을 수 없는 폭락&quot;은 평균 수년에 한 번 정기적으로 일어난다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;5,000일 중 10일이 20년 수익의 절반을 결정한다.&lt;/b&gt; 그 10일은 예측 불가능하고, 최악의 날과 이웃이다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;그래서 살아남는 유일한 길은 모델을 두 배로 의심하고, 폭락 중에 팔지 않으며, 레버리지를 두려워하는 것이다.&lt;/b&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;/blockquote&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;용어 미리보기&lt;/h2&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;용어&lt;/th&gt;
&lt;th&gt;뜻&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;정규분포 (Normal Distribution / Bell Curve)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;평균을 중심으로 좌우 대칭인 종 모양 확률분포. 현대 금융 이론(포트폴리오 이론, Black-Scholes 옵션 모델, VaR)의 기초&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;표준편차 (&amp;sigma;, sigma)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;데이터가 평균에서 얼마나 흩어져 있는지를 나타내는 단위. 정규분포 가정상 &amp;plusmn;1&amp;sigma; 안에 68%, &amp;plusmn;2&amp;sigma; 안에 95%, &amp;plusmn;3&amp;sigma; 안에 99.7%의 데이터가 들어감&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;팻테일 (Fat Tails)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;정규분포의 꼬리(극단값 영역)보다 훨씬 두꺼운 꼬리를 가진 분포. 극단적 사건이 모델 예측보다 훨씬 자주 발생&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;블랙스완 (Black Swan)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;Nassim Taleb가 대중화한 용어. 일어날 확률이 극히 낮다고 여겨졌으나 일어났을 때 충격이 큰 사건. 사후에 &quot;당연했다&quot;라고 합리화되는 특성&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;VaR (Value at Risk)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&quot;95% 신뢰구간에서 일일 최대 손실 X%&quot; 형식의 리스크 지표. 2008년 이전 월가 표준이었으나 팻테일 사건에 무력함이 노출됨&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;변동성 클러스터링 (Volatility Clustering)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;큰 변동이 일어나면 그 다음에도 큰 변동이 이어지는 경향. 최악의 날과 최고의 날이 같은 시기에 몰려 발생하는 이유&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;LTCM (Long-Term Capital Management)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;노벨 경제학상 수상자 2명이 운용한 헤지펀드. 1998년 정규분포 모델이 &quot;일어날 수 없다&quot;고 한 사건이 일어나 46억 달러 손실, 글로벌 금융시스템을 위협&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;드로다운 (Drawdown)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;자산 가치의 최고점 대비 하락폭. 살아남는 투자에서 가장 중요한 지표 중 하나&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;8거래일 동안 &quot;수학적으로 불가능&quot;이 일어났다&lt;/h2&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;핵심:&lt;/b&gt; 지난 50년 모든 금융 재앙 직전에 누군가는 &quot;이건 모델상 불가능하다&quot;라고 말했다 &amp;mdash; 그리고 매번 일어났다.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;2020년 3월 9일부터 8거래일 동안 S&amp;amp;P 500은 &lt;b&gt;매일 4시그마 이상 변동&lt;/b&gt;했다. -7.6%, +4.9%, -4.9%, &lt;b&gt;-9.5%(1987년 이후 최악)&lt;/b&gt;, +9.3%, &lt;b&gt;-12.0%(서킷브레이커 발동)&lt;/b&gt;, +6.0%, -5.2%.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;정규분포(bell curve)에 따르면 4시그마 변동은 &lt;b&gt;63년에 한 번&lt;/b&gt; 일어나야 한다. 8일 연속이라면 &amp;mdash; 우주 나이(138억 년)보다 긴 시간을 기다려야 한다는 계산이 나온다. 수학은 정확하다. &lt;b&gt;모델이 틀렸다.&lt;/b&gt;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이 사건은 처음이 아니다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;1987년 10월 19일 블랙먼데이&lt;/b&gt; &amp;mdash; S&amp;amp;P 500 -20.5%. 정규분포로는 약 &lt;b&gt;20시그마 사건&lt;/b&gt;, 일어날 확률 &lt;b&gt;10⁻⁸⁹&lt;/b&gt; (소수점 아래 0이 89개). 비교: 관측 우주의 모든 원자 수가 약 10⁸⁰개. &lt;b&gt;우주의 모든 원자 중 1개를 무작위로 맞히는 것보다 일어나기 어려운 사건이 일어났다.&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;1998년 LTCM 붕괴&lt;/b&gt; &amp;mdash; 노벨상 수상자가 운용한 헤지펀드. 모델이 &quot;10시그마, 사실상 불가능&quot;이라고 한 사건이 일어나 46억 달러 손실, 글로벌 금융시스템 위협.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;2008년 글로벌 금융위기&lt;/b&gt; &amp;mdash; 리먼 모델: &quot;전국 주택 가격 동시 하락은 가능성 없음.&quot; 일어났다.&lt;/li&gt;
&lt;/ul&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;재앙은 모델이 &quot;불가능&quot;이라고 표시한 영역에서 정확히 발생한다.&lt;/b&gt;&lt;/p&gt;
&lt;/blockquote&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;왜 종형 곡선이 무너지는가 &amp;mdash; 팻테일의 정체&lt;/h2&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;핵심:&lt;/b&gt; 정규분포는 우아하고 계산이 깔끔해서 모든 금융 시스템이 쓴다. 다만 한 가지 문제가 있다 &amp;mdash; 정확하지 않다.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;자기는 정규분포를 쓴 적이 없다고 생각하는 독자가 많을 것이다. 그러나 &lt;b&gt;자기 돈을 굴리는 시스템은 모두 정규분포를 쓴다.&lt;/b&gt; 증권사 앱의 리스크 지표, 로보 어드바이저의 자산 배분, 레버리지 ETF의 위험 모델 &amp;mdash; 전부 종형 곡선이 기초다. &quot;이런 폭락은 다시 안 올 거야&quot;라는 직관적 안도감마저 종형 곡선식 사고다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;이론과 실제의 충돌&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;정규분포가 가정하는 건 일일 수익률의 종형 분포다. 이론대로면 다음과 같이 변동이 분포해야 한다.&lt;/p&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;&amp;sigma; 범위&lt;/th&gt;
&lt;th&gt;정규분포 이론&lt;/th&gt;
&lt;th&gt;실제 S&amp;amp;P 500&lt;/th&gt;
&lt;th&gt;배율&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;3&amp;sigma; (~3.3% 변동)&lt;/td&gt;
&lt;td&gt;연 1회&lt;/td&gt;
&lt;td&gt;&lt;b&gt;연 7~8회&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;10배&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;4&amp;sigma;&lt;/td&gt;
&lt;td&gt;63년에 1회&lt;/td&gt;
&lt;td&gt;&lt;b&gt;수년에 1회&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;20배&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;5&amp;sigma;&lt;/td&gt;
&lt;td&gt;7,000년에 1회&lt;/td&gt;
&lt;td&gt;&lt;b&gt;5~10년에 1회&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;약 1,000배&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
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alt=&quot;이론 vs 현실 &amp;mdash; &amp;sigma; 변동 빈도 비교 (로그 스케일). 모든 단계에서 실제가 이론을 압도&quot; /&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;분포 자체를 비교해 보면&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;가운데(평범한 날)는 종형 곡선과 비슷하다. 차이는 &lt;b&gt;꼬리에서 폭발한다.&lt;/b&gt;&lt;/p&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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rt2MwOZd/+HvDTusz9do3NGxbYtS/BSlI5PZzjb9v8++xzfL/3T6+QF+vvjlqwWliiE+MRnXbkaU6hgFJSQlY/d/x/DP5l3Wmcl5/Hy98d3Hb6NZozDUrRWCuQs/t5YYOX7mAp6aOQ+N69dD/15dMKRfd9QKqV6msdnHev/iXbWgwmur5y/LpVYV3j/LW/4ZytocHQaPex4qlfOnsqOHDcSkMcOdbp+j09ksIFvXwUXx/BfKLRYL0jMyi/2bLKRUV3lYtW4r9h++v97D0AE90apZI/zv/z4TXOvfaDThwJFT1sc9u7Qr8gKPXC7HvNlTsfvAMevi4PsOnSgysb/4u59x6PhZ6A2GQtvkl1mKsj2ulH9yCJB7J2P9erWLfZ5MBvj5+uCxof3LKzQiIpIYJvaJiIiclJaRiVnzPrA52R838iHUqx2C8Gs3XRZHZtb9mrz+AmZt6fUGDJkwrci6u+kZmYXuE9szs97C8TMXAADjRw7B3Jcm2+w3GAzo8+gz1jInH731Mob07wGDwYA//t6EHfsOIyIqBnq9ASHVg9GqWWM8OrS/4Jnw/2zaiY079lkfBwb4IzE5N0m26t+tkMvleP3FZ0q0IGp+azfdT8TWqBbk0hn7V/MlPMtiLYWCPvhyKY6euj8btkFoHYwdMcjp5+v1BpjNFkgtr3/rTjQiou4vJNy9U9sSH2vurMm4fPWm9Q6boyfPWctdKZW5Q3xHJR7kcjnenvO8XX19Zxw9dc6mZnVhC7IWp+AdTmnpmTbliYoT48Si5sX5dvlKfLt8ZamPkycyOhYPT5zhsN58zy7t8O6rLyCwSm45rd7dOmDdL19hwWc/YveBo9Z24ddvIfz6LaSlZ5R4QU6nYo2JsyZWAaBJw8LLiWTnu/hWVMmU8ubtbfuZiY69K+j5tyOji2+Uj7ubG7y9PK018M9eumq3NsD5y/fvxlAqFIV+VzZvXB/u90rdNGtUX1AcZenQ8TP48Ktl1sdKpRJzpj0JAJDLhH+Zpqal26zz09iJsjQeGnfUrlkdl67kXuBMSC58XY8cnQ4/r/xXcFz5FXWxuCIZ2r8nhg3qLXYYREQkQUzsExEROSE9IwvTX3vfWrogT3a2FjqdHtWrBiG0Tk2Y782wTk1LR2pahqNDlYpeb0BqvgRYjarBRbQG1AVmNObVA3aWkAWEy1vPLu2sif2d+w/jjVnP2cz8PXrqvDU5qFQo0KV9K5jNZkx/fQGOnLRdePb6rUhcvxWJyOhYLPv8fadj2LB9L95bfL+MQYCfD9YsXYy3F32D/47kzoL885/NuB0Zjfden4FqwYXPhC3K8dMXcCH8/ozf0cMH4cjJc/hyyR+wwFLqBReLcjsyGvH5yjGdOHsROTpdqers5zGZTPjoq5+wat1Wm+23IqLw429/YfLEUYWW/Qnw84GnpwcAwMvTAwqFxLL6AP7ZvMvmcd8enUp8rOpVg7B66WIs/u4XbN75n00Sv7CazS2bNsQr058qcQ3v0tauzlOvdggeHtALu/47YnOh1FklrQdenmqFVEejsLq4fO8ir0wmQ8/O7fDk2BHo0Ka5XfvgwAB8seB/OHXuEn5e9S/2HToBs9kMpUKBxx97uFxjPXn2ks1jZxP7Xvf6X0FnL17Bxh377O5iAgr/LAo1fFAf7D14HBGRMYIWjc9TkhI3vbq0t17E/W31erRp3th6Me7UuUv47ufV1rad2rWEWyF/LxfMneWSRZKLsvfgcbwy/xO774k3FnyBT96ZgxeeGY8h/e+vuTH/42+LLcvn5+sDpUJhfT/ykvVFyc7WIiIyxvo4qIi1Y/T6kn92lAoFWjVvhKAqrlubpjTmLvwCcxd+4XR7pUKBveuWl2rRYyIiejAwsU9ERFSMmLh4THvtfdyMiLLbt3bTTly8ch0fvfUy/v31K+v2b5evxHc/r7JrX1qRMXE2M0Lr1i66Zn7Xjm2wdvMuJKek2ZR1KY5SqUSrZg1FT0bkN7B3V+vinwlJKTh/+ZrNLPb8M187tWsJfz8fbN75n01SX6GQQ61SWZOJwYFVnHptg9GIr5etwPI/11l/j2q1Cp/MfxWBVfzxyTtzMHPeB9ZZ6IdPnMXIp2bht28+cOr2+vwsFgu+WPK79bFarcKjQ/tjz4FjduU9ykNeeZc8mVnZWL91D8aMGFyq46alZ+CV+YvtLrIAgNFkwrfLV2LfoRN45YWn0L5VM7s2MydPtC7WLEVJKalYuW6L9XG7Vk3RKKxuoe2XrViL3//aACB3lv3fP32OqkG2n9cAP18seGMmXn5+Ev47cgrnL13Fneg4pGdmwmwyw8NDg+pVA9G4fj107dCmQi18+8GbL4n6+i2bNkStENsyU0JLkRQ0c/Lj2LB9H7p2aIVuHdsiMMCv2Oe0bdkUbVs2RUpqOo6eOgeDwYiQ6kVfsC2t7Xvvr23RtFEYAvx8C22blu8ursLuEPv4m+U4e/GKU69d0ovFoXVqYt0vX5bouSU19cnR1otP2hwdpr32PkKqBUOukNtcJFco5Jj21Ngyec1srbZMjpPHYrFg2Yq1+HrZCphM9neTHD15DmOnvIKFc1+yuYNI40SZP6VSge6d21r/Zhw4egrrtuzGIw85LsdjNpvxf5/9iKzs+z9jr67tHbZ1ZOG8WRg2sLfT7cU29PFp1v/v3K4Vvv/4bevjwi6SOctoMtmV8yEiosqJiX0iIqIiHD5xFnMXfGEttQLklg3p0Lo5VqzdBAC4cv02Rj37MiaOGoqpk8aU+oStKJfzlfxRKpVoUEzSuH2rZtj7z/JyieXFNxbidlTuzLv8C+1lZGZh2BMzbNrejU+0/v+p85et+zVubvj1m4VOzQavUS0YLZs2tC5GufvAUWti32Kx2CSkB/ftDgA4feH+YoBhdWvh168/gI+3J1JS07H/yAmnFz1+84OvsHnn/aSfu5saH739snUmroeHBt98+CYWfP6jdVa2n693ierTr9200yZJZjZbkJWVLWg9hZKyWCz4a8N2u+3f/bwaQ/r3LPFne+vug1j83c+Iy/c5CA4MwMJ5s/DDL2usd2JcvHIdT898E/17dsYr058u2Q9RQX3wxVKbNQWeGT+yyPZ6vcFmBrROpy+0bRV/PzzyUN9CE2pl5eXnJyEjXwmXC5ev4fAJ+ws1UvDo0P52F4pKm9jv3qlticsr+fv5WL+3ylNicqrNezagZxds2rEfEfe+y5s0DEWfbh2t++9E3y8dFVzF8ULPWdnO1TX38/VGl/atSxC1OOrWCsGit+fgtfcWWy8GRxcoA6VUKvH2y1PRqlmjEr1GwfUm8i+06wylUokNv3+NmtWr2u27dPUGPvhiKc5cCLduU6mUWPDGTJy9eAV//J07homJS8DTs97EsEG98doLTwuaBf7is4/j8PGz1gV03/rwKxw8dhqjhg1AkwZh8NC4IzUtHSfOXsTPK/+1uThdK6QaRg0b6PzPWsrydq6W/0JKwQs2Xp4emDzxMew/chI6B3e6FMdNrXK4MDIREVU+TOwTERE5kJ6RhU++XW5XOqNH53b4+J058PTQoGmjUPzfpz8gR6eH0WjEzyv/RRV/Pzw17pEij/3i3IV2s6JLwmg0om3/MdbHwYEB2PX3siKeUbbOh19DUnKq3XaTyWyz+GpBWm2OzX6t1vkyL4P6dLuf2P/vKF6a8gQA4Nylq9bFIFUqJfp2zy1xkj8Z7uXpAS/P3BNhfz+fIhf5K2jcI4Oxfc9BGE0mVK8ahE/mv2JX897NTY33Xp+BXl074Otlf+C1Gc8WWpqhMBFRMVj09U8224xGIz74chm+/ehNDOzdFRYLsPfQMcx+a5GgYztj76HjNjXg8yQmp+C7n1fh1ReEJdtvR0bjnY++wanzl222t27eGB+/MwfVggPRrmUzfP/LKiz7Y621pENgKcsn/LTiHyxf+U+pjuHIlwveKFEZmzXrt2PbnoPWxz27tLOr112Qu5vaWpdboVDgbmISXvjf/8HkoIZ7acggw8zJj2NQn27Ftn26wMWI39ZscDqx/3+f/WCzrkJZqRpUBUs/fbfMj+usxORUDBj1XInKwxRn6qTRmPHshDI95m9r1lvLscjlcgzq2w2vzP/EWkalW8c21sR+VrYWySn3L9rWqFb8nQQDenXB/FdfsNsul8vg6aGxS2QXJi09A0/NfLNcfq8THh2C8SOHONW2d7cOWLPsU3z/82rsPXTcujaBRuOObh1aY+qkMWjcoJ7Ncwr+jEX9zCUt15bHaDTaXDDM88EXS7Fy3RabO/yCqvhj0Ttz0L5VMzzUrwcahNbBB18shU6vh8Viwcbt+/DEqGGCEvsNw+rgo7dm4/X3P7Mm97fuPoCtuw8U+bzgoCr4csEbgtZt+PDLpfhW4J2QXdu3xhuznhP0nLISHFQFynsl4+rWCrHbP3PyRMycPNHVYRER0QOGiX0iIiIH3vrwK5vSLnK5HE+MHobZU5+wLoo6YnBfNGtUH3MXfoHLV28ipFowxj7yULHHzr9oYVlKTc+t6d/5oQk2t7qXlYf69cCit1+2Pvb39XGY2BdCo3EXlPwe2LsrPvn2Z1gsFty6E43bkdGoWyvE5r3q1qENfO4ttPjo0P5Y+c8WZGtzcPbiFTw96y28Ov0pNG/SQFCcbVo0wSvTn0JEVCxmTn68yJnr/Xp0Qr8CtdMff2wo2t5LCBdWDiUjMwsz535gU9M6z39HTuK3NRvwxOhhAABZCRY6LI7BaMSn90odAYCPtxceHtDLemfKH39vRO9uHdChtX298MLcuB1lk9R3U6vx7OOP2tTSVyoVmPHsBPTv2QUffLEE0XHxeGnKE6VaoyJHpyuXNS6MRuFJxv2HT2Dh5z9aH3t7eWDurCnFPu/p8SMx/elx1sfHT1/A7Xy1qctSZIywtTdK4sbtyCIv+JVUcXXAy5tOpy+X5DNgWwanLJhMJqxZf/+OnF5d2xd5V9GdAhf56terVexraDTu1u/f0sjM0uL6rTulPo4jjsrqFaVOzRr44M2XYDKZkHzv7jR/X99C1wNp37o5/vfiszBbLJDL5ahetfDkfevmjTF54mM4cPQ0tDrb9SYio2Ots769vTxQxUE9erVKBX8HpZRi4uJtkvqD+nTD/2Y+Z1Me6rGHB6BN88Z466Ovce7SVYwZMcjuIoUz+vXsjBXfL8JHXy3FsdMXimyrUMgxpF9PvDztyWJLVbkVWPg2OTUdyanpgmILceJiVHn59auFNmW1PvxyqfUuibLk7qbGvn9/ccldfUREVPEwsU9EROTAxNEPW5PFLZo0wLzZU9GsUZhdu/r1amPFd4vw14btaBBax7qoY4smDTCgVxcAuQnS/BrUq4PEAglxo9GIqJi71sdVAvxsysQU3B8Y4A8vL9vkcvC9Wc7lkdQHgPQCSaZ/fi58obdX311snbFXK6QaNq/4rkxiqBYciNbNG+H0+dzSArv/O4ZnJozEngPHrG0G9b0/87hOzRpY+tm7mLvwS9y+E41T5y5hwrTXMbB3V8yeOklQLevHR5V8Qcs+3TralLcoKFubgxlvLLRJOD01bgTS0jOtd4188u3PCA4McGpmdUks/f1vm8Txc48/irGPPISd/x1BfEISTCYzXn/vU6xe+qlTtcOB3IscrZo1woXwaxjUpztmPDMOtUKqO2zbuEE9/PL1QmhzdNC4u0GlVGLqpNEwGI2QyWRo07xxWfyYLrVl13+Y98GX1sSvXC7Hh2+9XKIa6h4ad8jlcptkXVnxc8ECjCVZvNQZroi9KJ4e7girW6vM76QAgLA6xSfShVAoFFj5w8dYv20Pdh84hpeKmS3s5qbGwN5dkZSSCovZgtC6ZRtPca9d0T7vCoUCQYWUI8ovMMBP0N+LwmZu9x75tPXi+YBeXfHua/Z3QhTmpalP4MDRU2jVvBGmPzUOHdu2cNgutG4t/P7th9h94Bi6tGtp3T6wd1frhZ0u7VsV+3oNw+pg2efv48btSOz+7yguhF9HQlIytDk6eHl6WEvpDejVBcGBxf8OgdzPwJD+PbFz/2GHCzM7w8fJcnslkaPTISIqFknJqejaoXWx7TPKaVJHjk4PnU7PxD4RUSXFxD4REZEDHVo3xwvPjEdQFX+MHNIPcrntDOmbEVHYfeAoLly+hvjE3JNXTw8NatWohtbNG6Nfj07o8V47h8ee+9Jku23RsfEYPG6q9fGUJ0ZjwqP3SwXciYrF0MenWx/PmjKx0HraLZo0KPYEUq/XIyYuwfo4OKhKsSeFjerXLXK/qwzq0/1+Yv/AUfTt0RG37s0EdlOr7RLoLZo0xD/Lv8C6Lbvw3c+rEJ+YjG17DuLgsdNY/O6rTp2QF3T+8lVMnP6G4KSTu5sa058eZ1PSJCU1HTPnfWBTB7l31w6YPXUStDk6nLt0FTduR8JsNuP19z9Fjk4HL8+yTVacPHsJP/y62vq4fr1amDjqYahUKix4YyamzJkPi8WChKQUvPjGAiz59F2n6+1/Mv8VGAwGu4R+jk6HfYdO4PjpC7gREYn0jCwo5HL4+XqjQWgddOvYBs8/ObbQWbFFmf70OJvZ7q5mNJrw5ZLf8fOqf20WrX71hafQs7Pj74XiNGtcH2f3/F1su59XrrMuMg0ABzf+XqIZ1KlpGVj5zxYolQro9AakZ2QiKTkVd6JjkaPT4devPxB0vG8/elNwDOXph1/XYOOOfdbHJU0c+vn6uHxR19KoXbM6Zjw7wakSP6F1amLxu6+W2WtbLBbE3k3A7cgYtGjSoMg1TgID/Jz6vLvK9Nf/D7F3c+vrjx4+2Obvc0G7DxzFG//3OSzIrQu//tevSl1eTKiwurWw8++lqOLvV2xbmUxmd5fZiyUsARVWtxbCyvAC0EdvzQYw2257eU0eKOjilRuY/dZHkMlkMJpMyMrKRnpGFu4mJCEl7f7dA/v//aWIo+SqHVIddWvbl+QpLY27G5P6RESVGBP7REREhXj+yTF22+5ExWLhF0tw8Nhph885e/EKNu7Yhw+/XIphg3pjzrQnBdWrLQsrvi++9vrF8OsYN/V+wmburMl2J/YV1cDeXbDo659gNptx/vI1rP53m3Vfj85tHdbsVSoVGDVsIB7q1wNvf/Q1tu89hMysbMx+6yNsWfk9AhyUMihKZpa2RDNJc3R67D5wzJrY1+bo8Pj01xEZfb8UStNGYfjwrdmQy+Xw9NDg6w/nYdILbyAhKQUmkxkxcQloGFZ2if2bEVGY/dZH1pIPSoUC77/+IlSq3DIIndu1xPNPjsF392obXwjPXeB21ZJP7C54OeKohvTqf7fi62V/2iRG8jt84ix+Xb0eIdWr4pXpT6J/zy4l/fFc7uKVG3h/8fc2i0QCwP9efLZUd324gkp5/9QgW5uDBflKCBVU8K4jIdLSM/DTn//AZDJDoZBj0pjhTiUgS0Olsj3tib2bgNi7CYW0zi1xUpZ+WfUvfln1L2QyGULr1MKST+eX6fErisPHz+DltxfBYDBCbzBAbzBAp9MjMTkVickpMBhy6/t/+OZsDB3Q0/njnjhr/btbs3pVjBtZfNm7snT+8lVrea/IaPt1SPJLz8iyKanmqLyaK+TvU0/NnIf4xGRBz5dBBn8/H7wx8zk0a1y/jKOruBT5FunVanOwc/+RYp9z607x5Z2mThqNqZNGlyo2IiKigpjYJyIictKlqzfw7EtvO1Uj32gy4Z/Nu3Dk5Dn8+vXCUi+QV1JLf/8bR06dAwB0bNMcU56Q/kllUJUAtG3ZBCfOXITZbLbWgAeAwX27F/lcTw8NFr39Mg6fOIOMzGxka3Nw6twlwYnjwAA/QeU34u4mIEeXu7Bg/gsCbmoVatWoZk3s9+rSHovemWMz+65m9apY+um7mPzKu2gUVhdTJ43GnjJYfBnIres/9ZV3bRLsb7w02W4NgulPj0Ps3QSs27IbQG75BmeS+o7836c/YNW/W51qGx17F7PfWoQZz06QREJk0479mLvwC5v32NNDg3dfe6HMSygNHjsVyWnpkAGYM+1JjBkxuNTHbNuyCX5bs6HINjKZDLVDqkGbU/Jk5Y3bkfhpxf3FjTu3a4Uu7f1KfDxnVPH3RZMGobh87Waxbb29PNA5X1mSsrD30HHrAt9VnCxlJRUq5f2LIAlJKdix73Cxz7l2K0LQa2zdfQBrN+0EkHuHmasT+/mt37YXBwq5uA8AmZnlU3KlNG7cjizRuiN3omPxz+ZdlSqx37xxfZw4c7HQ/XK5HP5+PqgWFIi6tWugSYNQ1K9Xx3rnoDPMZjOmvvIeTpy9aF3M2lmBAf5Y9PbL6NDG+fVuiIjowcXEPhERkRMsFgve+L/PrUl9mUyGhwf0wsih/RBapya8PT2RlJKKsxevYs36rdYF5GLvJuDtj77Gj4vnixL3kVPncPRkbmLfZDKVOrF//dYdvDL/k2IT2gn5ZgbG3k3EsCdmFNleBuDF5x63rktQnMF9ultPvPNmmms07ujZpb1Nu32HjiMyJg7dO7VFzerVoFQqcOz0BWRm3V+HoCQJ6gahdbDqx0+QkJwCs6n45H5hd3nI5XJ8Mv8VTJrxBjq2aYnXZjxtM1swT2jdWvhr6afw9NCUOKHuiKeHBk0ahiIuPhEAMPmJURgzfJDDtu++9gK8PD1wIfw65r863WGb4uw9eNwmqR8cGIAnx45Ar67tERxYBXq9HhFRsdix7xBWrdsKbU7uYpJfL1uBzu1aolWzRiV6XVdpEFoHCsX9uuBNGobiwzdnI7ROzTJ/rbiEROtnP//seZlMZtOuwMMi9e/ZBX989xEuXrkOrVYHk8kENzc1PDTuCPD3RdXAKqhbO8ThXTEVnUKhwOqli5GVrS2y7I5cIYePl6fd77E0rt+6g5NnL1kfX756E6fPX0abewtql5cPvlhqc+HTGQePnUaLXiOLbOOmVmPvuuXWclw9u7Qr8oKJu5sagVX8EVwlACHVqyK0Tk2772opSc/ItFtzRoj1W/dgyR/FlxlKzXfBdce+QzYLkTuiVCjw1QdzUbN6Vbt9nhpNiRcUL7huT+eHJpTLWj79e3bGC8+MF32MMWfaU3h06ACkpqXDaDJBJpPBXa2Gh4cG3l4eRS6c7KzouHgcOXm2RM9NTM69eMbEPhERAUzsExEROeXG7UjbhU3HjsDL0560aVO9ahCqVw3CoD5dMXPuB9h7KHdW9eETZ5GWnuHykjxFKXhSWrBMRWFSUtNx43akoNcyGo247cRMtoiomGLb5OnfqzM++HKJNbEJAL27tLcuXpxn94FjWLtpJz766ifI5XK4uamhzVcWQePuhnatmjn9unlS09IxZMI0ZJRgZmbBhKG3lyf+WvaZw4R+fv5+PoJfqzhyuRyL57+CeR98hdbNGxdZN1oul+P1F58t1evt2H9/Jq9KpcRv33yAGtXuLySrcXdDy6beaNm0Ifp064gnX5xn3bdtz8EKn9hvGFYH054ci+Ur/8ELz0zAuEcGF/u+lrXe3TpArVbBYsm9I6SoOuaOtGzaEC2bNiyn6MTn6aFx6YWJ9Iys3Hrr+dZaAIDZby/ClwveKNffdWZ2+cwc1+n1yLm3KCoAzHh2Ap4YPQyp6Rkwmcwwm81Qq1Tw0LjDw0PD+t8FRMXedepvYn4ZmdlO/b1JSk51mNjfuuoHp1/LbDaj/6jnrHeYWGD72S2PpD4ApKZnVJgxRr3aIQDKvh5+npx7F63zBPj7wsfbq/AnWCyIiIq1fo/o9Ppyi42IiKSFiX0iIiInmEwmm8fBQQGFtpXJZKhW1bb0jrMlW1ylUf162PfvzzCbzJDJZU7XmPfQuEMul5eovnxxfL2dv/BRxd8P7Vs3t96NAACDHJThSco3k9lsNtsk9RUKOebNngLfok6mCxFzN6FESX0g9zb/glyd/M1PpVJh0dsvu+S18t/doFap4F/E5y6kelXIZDJrIqM8PnPl4bmJj2HSmOFwc1OL8vp1atZAnZo1RHntkiqY9H5QhF+7hTcWfIbrt+4nKpVKJYxGI5KSU/HkjLl4/qmxeGrsiHL5vNSrHVIui3W6q9XwLLB4tq+Pt8suXltE/i6YOOrhIi9yrtuyG299+FWh+51deFwopUJRJseWy+VFXuxv0jDUqZKEQjUMrVuuYwy/CjS5oqC350wrdp2jfqOeQ3xCkosiIiIiqWBin4iIyAmhdWshODDAuvjcV0tXQAYZhg7oCT/f+zOpb0ZE4a8N27Fq3f1yIy2bNhS8OGt5KFh+oiQxNWtcH2f3FF9CwBWG9u9pTez7+nihR6e2dm1efG4CqlcLwpnz4YiKvYscnR6BAX5o3KAenhk/ssSlMCxm20Tkx++8gvatmhb7PJVaVaILCQ+Krh1aY+OOfQByZ30+/+p7mPHMeLRr1dRaYkibo8O+Q8fx2Q+/2iR8pVK6QyaTuTypn7d+g1S9seDzomerFqBUyPHlwrmoVaNaOUZVcjduR+LnleuwYftem7uKRgzuizEjBmHyy+8gW5sDo8mEr5etwB9/bcSjD/fHsIG9EVa3lsNjfvzNcvy6er318buvvYBHh/YvMo7nHn8Mzz3+WNn8UBVIQlIKhk6YDrnC+bJkTRuG4aO3ZpfJ6xsLXOgvqLik9KQxwzFpzPAyiUUMq5csLtfjV5Qxhis5U2df7AtaRERUMTGxT0RE5ASVUok3X56Kl978CGazGdnaHHz41TJ89PVP8PPxhqenBimp6Xa3qHt7eeCdV0pWj7ysnbt0tdjayQWpVErs/GtphbgwUdDIIf0wcki/Its0ql8P816aUu6xLPp6md0M1sLIALz8/JPo3a1D+QZVAQ3p3wObdu63rjdw6twlPPPSW1CrVaji7weDwYjk1DS7xNhjQ/uja4fWIkQsDcv//AfL//yn+Ib5NK5fD2uWfVpOERWt4Gzg5JQ0JKekCTpGckpahUrsZ2Rm4a8N27Fz/xGcu3TVZp9MJsPEUQ/jlelPQS6X4+cvF+D19z+1LraZkpaOZX+sxbI/1qJqUBWMe+QhPDfRNiG/M18ZK3c3Nfr17Fz+P1QFolLafmbuRMeKFAmw8p8tWPnPFtFenx48r8z/BK/M/0TsMIiISIKY2CciInJSn24d8d2it/DuJ98iJi4BQG4JiZS0dKTkW+QuT5sWjfHe6zNQt1b51Wktjru6dDOHDQYjtFod4Fc28TwoCi5gm5CUYq1H7Iz4xNLdTq9xd7OWqZFS/WqFQoEvF7yBj79djjXrt1lnM+v1BsTeTbBr7+mhwdRJo/HUuEdcHGnF56ZWIztfaSmh0jNLvvhnHne3+2taeGicr1sfVrc2GtWvi2s375So5IZMJoNbKb/bylpMXDw+/f5Xu+3169XG3FmTbRa6bNIwFH8t+wxL//gbv65eb3NB+G5Ckl1polt3oq1/cwBgSP+ele7On55d22PL7gMlXrRW4+ZWfKOinu/uXuLFZ6X0HU2uIeT70uHzJbiAORERlQ8m9omIiATo2qE1Nv7+DXYfOIY9B4/h4pUbiE9Igk6vh6eHB2rVqIbWzRthYO+uaNuy+NIseTQaN6hUShgMubdj+3jbLnjp5qaGUqGwlgBwdkHMMY8MRmJyKrK0JVvsTiGXMynhQJ2a1VG/Xm3cjIgqUWJSSNkRR7p2aI1ze9fabHPPV/5FLpdDrVaV6jWcpXG///lw5rOiVqsw76UpmDRmODZu34fjpy/gRkQkMjKzIJfJEeDvi0ZhddGtYxs81K97hVp0ujzJ5TJo3N2gvbeoYsGFoAt67vHHsHXPQegNhiLbFaZOSPUSPS+/0cMHYvTwgTbb1PkS7oV9Bj007vhr2Welfn1X0ri7W+uKO/qcN6pfDy2bNsS5S1ehVCjQsW0LTHh0CHp2aW+3YDaQ+7uZ/vQ4PDl2BNZt2Y3NO/fjQvh1yGUyuzuRDh0/Y/N4/MjCF7mWmuJ+r3l6dm6Hgxt/c1VYdp6d8Cj+3rTD2j+d4aZWoWObFgis4l+OkZWP/BfOSjtBoLLI//mVy+VwK+JvcEj1YIwdMRgnz12E0eT8GEKG3IV2RwzqU5pQiYjoASKzPKirVRERERFVMnq9ARaLBXKF3K50BZGr5H0OFQoFlErxFoZ2tbMXryAiMga9urYv0QWptPQMxCUkoVFYXZvtr733Kbbs+g9A7kW9Hz55pyzCJSpUjk6Xe7ceAC8vD/49ISIiqqCY2CciIiIiIiIiIiIikhB58U2IiIiIiIiIiIiIiKiiYGKfiIiIiIiIiIiIiEhCmNgnIiIiIiIiIiIiIpIQJvaJiIiIiIiIiIiIiCSEiX0iIiIiIiIiIiIiIglhYp+IiIiIiIiIiIiISEKY2CciIiIiIiIiIiIikhAm9omIiIiIiIiIiIiIJISJfSIiIiIiIiIiIiIiCWFin4iIiIiIiIiIiIhIQpjYJyIiIiIiIiIiIiKSECb2iYiIiIiIiIiIiIgkhIl9IiIiIiIiIiIiIiIJYWKfiIiIiIiIiIiIiEhCmNgnIiIiIiIiIiIiIpIQJvaJiIiIiIiIiIiIiCSEiX0iIiIiIiIiIiIiIglhYp+IiIiIiIiIiIiISEKY2CciIiIiIiIiIiIikhAm9omIiIiIiIiIiIiIJISJ/TI2efJkTJ48WewwiIiIiIiIiIiIiOgBpRQ7gAfNhQsXxA5BdKmpqQAAPz8/UeMgehCxfxGVL/YxovLD/kVUfti/iMoP+xdR+WH/Kh3O2CcipGVkiB0CCZCRlSV2CCQA+xcRERERFcQxorTwHExa2L+osmBin4hwOzpG7BBIgOj4BLFDIAHYv4iIiIioII4RpYXnYNLC/kWVBRP7RIRWjRuJHQIJ0LheXbFDIAHYv4iIiIioII4RpYXnYNLC/kWVBRP7RITLN26KHQIJcCMySuwQSAD2LyIiIiIqiGNEaeE5mLSwf1FlwcQ+ESEowF/sEEiAAF8fsUMgAdi/iIiIiKggjhGlhedg0sL+RZUFE/tEBF8vL7FDIAG8PDzEDoEEYP8iIiIiooI4RpQWnoNJC/sXVRZM7BMRTl66JHYIJMAl3lYoKexfRERERFQQx4jSwnMwaWH/osqCiX0iQudWrcQOgQRo1aih2CGQAOxfRERERFQQx4jSwnMwaWH/osqCiX0iQkR0jNghkADR8fFih0ACsH8RERERUUEcI0oLz8Gkhf2LKgul2AEQkfhkMpnYIZAAfL+khe8XERERERXEMWL5MZvNSElJQUZGBnQ6HSwWS6mOZzQaoTcaER4eXkYRUnnT6fXQZqSLHQY5wWg0AgDi4uJEjqT0ZDIZ3Nzc4O3tDX9/f8jl5T+fnol9IkLtGtXFDoEEqBEUJHYIJAD7FxEREREVxDFi+TCbzYiKikJWVpZ1W2kvoigUCmgUitKGRi7kplaLHQI5SfEA9S2z2QytVgutVousrCzUrFmz3JP7TOwTEQ6fPoMubVqLHQY56XR4OPp07ix2GOQk9i8iIiIiKohjxPKRkpKCrKwsqFQqVKtWDZ6enqVO7BuNRmTn5MDHy6uMoqTylpmdDS8PD7HDICfkzdhXKqWforZYLMjKykJcXByysrKQmpqKgICAcn1N1tgnInRs2ULsEEiAlg0aiB0CCcD+RUREREQFcYxYPjIyMgAA1apVg5eXV5mVPPJwdy+T45BreGo0YodAlZBMJoOXlxeqVasGAEhPL/9yUEzsExGSUlPFDoEESM3IFDsEEoD9i4iIiIgK4hixfOh0OgCAp6dnmR7XaDKV6fGofPH9IjHlff/kfR+VJyb2iQgpLriKSGUnPYuJfSlh/yIiIiKigjhGLB8WiwUymazMFyc2m81lejwqXyYm9klEed9BpV242xlM7BMRGtWrJ3YIJEC9kBCxQyAB2L+IiIiIqCCOEaVFrVKJHQIJ4O7mJnYIRC7BxD4R4czly2KHQAJcvnlL7BBIAPYvIiIiIiqIY0RpydHpxQ6BBMjWasUOgcglmNgnIoTVri12CCRA7erVxA6BBGD/IiIiIqKCOEaUFrVKKXYIJICbWi12CEQuwcQ+ERERERERERERUQWxevVqXLt2TewwqIJjYp+IcP3OHbFDIAHuxMaKHQIJwP5FRERERAVxjCgteoNB7BBEkZWVhXPnzrl08eAjR44gMTHRqbZnz55FZGSk3XadXrzSSTdv3sTq1atLfZyxY8fi77//LoOICrd7926cOHGiXF+DyhcT+0SENk2aiB0CCdAkNFTsEEgA9i8iIiIiKohjRGl5EBZjTU1NRXh4uMN/165dQ3Z2tt1zNm7ciFatWjlMngPApEmTIJPJnP4XHByMPXv2FBpjTk4OunTpgpUrVzr1M40aNQoLFy602+6h0QAALBYLjEajoH8mk8mp13bEZDJh4sSJCAoKKrRNZmYmYmJiSvU6AODj4+P0793LywtfffWV3THq1q2LsWPHIikpqVSxkHhYJIyIcOXWLTSqV0/sMMhJt6Kj0cbPT+wwyEnsX0RERERUEMeI0qI3GKBUSjuF9s033+DNN98sdL+3tzdu376NgIAA6zaLxWLz34IWL16MuXPnOvX6RqMRffv2xb///os+ffoIiLxwFovFYWw5Oh3c3dwwY8YMfPvtt4KPe/HiRTRt2lTw8z7++GMEBQU5/Pn27duHV199FcePHwcAeHl54dlnn8XChQvh4eEh+LXOnDkDvRN3JlgsFjzxxBNYv349XnzxRZt9oaGheOSRRzB79mz8+uuvgmMg8Un7W4mIyoSfj4/YIZAAPp6eYodAArB/EREREVFBHCNKi1wu/YIX8+bNw7x58xzue/TRR7F9+3Z4CjzXDAoKKnJ2ekEBAQFOlfV58cUX7ZLQhenfv7/dNoVCAQBYsGABZs+eDQDo0aMHBg8e7PB30KVLF4wYMQL/+9//IJPJUK8EF91iY2Px7rvvWhP3+W3btg1Dhw7FxIkTsWLFCgQHB2Pfvn2YOnUqTpw4gV27dsFN4F0hoQLu5A8MDEROTo7DffPmzUPNmjUxbdo0dOnSRVAMJD4m9okIgZz9LSl+3t5ih0ACsH8RERERUUEcI0qL8l6i+EF04sQJ/Pvvv5g2bZrg5LJQGRkZTs1Of/PNN/H4448X227QoEEOt+e9X35+fvC719cUCgV8fX1Rv359u/YKhQJ+fn4O9znr008/RadOndC8eXOb7Xq9HpMnT8bAgQPx888/W7cPGzYMderUQbt27fDpp5/ijTfeEPR6RqMRd+7ccWrWfkJCAqpUqeJwX0BAAMaMGYN3330XW7duFRQDiY+JfSLC0XPn0LVNG7HDICedu3oNfbo4/qNMFQ/7FxEREREVxDGitGTn5MDHy0vsMMqcwWDAtGnTEBwcjHfeeQdJSUlISEiw7o+JiSmz17JYLIiPj0e1atWKbVu1alU0bty42HYqlcrh9iytFl4lKG9TUhkZGfjhhx/w448/2u3bvHkzIiMjHe5r2bIlBg0ahG+++cZ6t4Czunbt6vDuAEc8PT3xwQcfFLr/+eefR9euXXHjxg2EhYU5HQOJT/r3EhFRqXFAKS1tmhQ/wKGKg/2LiIiIiAriGFFaPNzdxQ6hzFksFjz55JM4ffo0Vq1ahaCgIPzf//0fmjRpYv03Z86cMnu9mJgYGI1G1K1bt9A2eYntjIyMYo9nNBqh1WodJsNdmdQHgF27diE7OxtDhgyx27dv3z54eHigX79+Dp87evRoREdH49KlS4Je8/z585g3b551nYGi/mVmZhZZ2qhz584IDAzExo0bBcVA4uOMfSLCndhY1K5eXewwyEmxCQnW2wmp4mP/IiIiIqKCOEYUz+oLqfjrUrrzT7iXHJXlq7PfqIoa7/crfOb5W7vicCWp+BIpRRnV1AdjmvuV6hiFMRqNmD59Ov7880/IZDKcOXMGPXv2xGeffYbPPvvM2m7lypUYP358mbzm5cuXAaDImfhubm4IDQ3F3LlznV6U19Eitzq9Hm5qdckCLYFt27ahXbt28HGwdsbNmzcREhJS6N0FeeV/rly5gmbNmjn9mkJm9zujd+/e2LZtG2bNmlWmx6XyxcQ+ETm1eA1VHGazRewQSAD2LyIiIiIqiGNE8aTmmHArpXRJdx+3ogtgxGYaS/0aqTmmUj2/MFFRURg3bhzOnj2Lv//+G9euXcNLL72Effv2YdGiReVWiuXs2bPQaDRo0KBBke0uXryIqKgoGI3GYo/p4+ODGjVqlFWIJXb8+PFCF57NzMyEv79/oc8NDAwE4NxdCvm1bt0aCxYswIIFC5x+ztmzZ9GyZUuH+zp16oQPP/xQUAwkPib2iQh1Q0LEDoEECKkaLHYIJAD7FxEREREVxDEiuZrRaMQPP/yAd955B/7+/jhy5Ih1hni7du3w9NNPo3Hjxnjqqafw5ZdfQqPRODyOwWDAzZs3YbEIm3C2d+9ehIaG4tq1a9ZtVatWtUt6u7u7l2oRWwDW2fo3btyAwWAAkPvzp6SkIDw83K69yWRCcnKydV9QUFChi806cvfu3ULXDvDy8kJ0dHShz81b08Db29vp1wNyS/xERkbaLJ67atUqzJ8/H8eOHbM7nkwmK/L3WrVqVSQlJcFoNEKpZLpYKvhOERGOnD2Lzq1aiR0GOenslavo1amj2GGQk9i/iIiIiKggjhHJlQ4fPoynnnoKN27cwLRp07BgwQKbsjH9+/fH5cuXsWjRIuzZs6fIxO6JEyfQtWvXEsfSpEkT6/+//vrr+OCDD3Dt2rUyuYslICAAwcHByMzOhptKhcaNG9vM/P/111/x66+/Onzu8uXLsXz5cgDAtGnT8O233zr9ugkJCQgKCnK4LywsDLt374bBYHBYjufq1asAHJcUKopKpUJoaKjNtqpVqwIAGjRoILh8b1BQECwWCxITE51a4JgqBib2iQhtBf4BIXE1DQstvhFVGOxfRERERFQQx4ji8XNXoJ6/gPrreTPT89U0r+5VdDqtupcS6UJewwE/d0Wpnp+fWq1Gt27dsH79ejRq1MhhGy8vL7z33nvFHqtLly4OZ+srlUrMnz8fb775ps3233//HU888QQiIyNRs2ZNu+fFxMSgcePGgu8AcGTs2LFYuXIlPNzdIZfLrbP1C1q6dCkmT56M2NjYMkliazQaZGdnO9zXu3dvfPbZZ9i7dy8GDBhgt3/16tWoXbt2kWsP5Ll586bNDP2C7t69CwC4du1akXcAeHt7I6TAXUNarRYA4OHihYepdJjYJyKkZ2YisIiab1SxZGZnw/FcAKqI2L+IiIiIqCCOEcUzprmfoEVpjUYjTCYT3NzcnH5OUQvriqFdu3b46aefCt2fnp6OpKQkALk13/OSwmFhYRg9ejR8fX3LLbYaNWoUO1t/3bp1GDlyJC5fvuxUAtxkNkMuL3odhLIUHBxsLalT0ODBg1GrVi18+eWXdon906dPY+fOnU7Xtm/SpEmRif08HTsWfYd/p06dcOTIEZtt8fHxcHd3d7gAMFVcrvuUE1GFlZCcLHYIJEByWprYIZAA7F9EREREVBDHiNJiNJXPQrZiunbtGqZNm4batWvD19cXoaGhCA0NhY+PD+rVq4cXX3wR/v7+WL16dZGLv5alAwcOoG/fvtaLDCXlzMK7Zalu3bq4ceOGw31qtRpLlizBli1b8Mwzz+D27dvIzs7Gxo0bMWTIEHTv3h2zZs1y6nV0Oh0sFgssFguSk5NhMBisj4X8K5jUB3LvBqhTp06pfg/kekzsExGalNOq91Q+wmrVEjsEEoD9i4iIiIgK4hhRWvIWY31QrFu3Di1btsSFCxfw3nvv4fr168jIyEBGRgauXLmC//3vfzh+/DhatGiB1atXuyyuqKgo7NmzBxkZGaU6jsbdvYwick6/fv2wf//+QvcPGjQI27dvx5kzZ1CvXj14enpi3LhxGDt2LLZs2eKw9n5RsrOzERAQgCVLlpQ2dKu9e/eiX79+ZXY8cg2W4iEinLtyBS0LqbNHFc+V27fRqXVrscMgJ7F/EREREVFBHCNKS45eD68iFpSVEqPRiMmTJ6N3797YvHkzZPnWDgCAhg0bomHDhpg8eTJGjx6N5557DoMHD5ZUiZaLly9DUeDnyi8uLg4AcP36daSmphbazsfHBzVq1Cj29QYNGoTXX38dly5dKnQR3L59++LUqVNISUlBRkYGqlevLjihnyevdJGpjO4kSU9Px8mTJzF37twyOR65zoPxrUREpVLHiT9UVHHUCGKFfSlh/yIiIiKigjhGlBb1A5LUB4Dk5GQkJiZiyJAhdkn9/ORyOR599FGsXbsWERERaNGihQujtNWmTRt89NFHqOXk3evt2rSBTqcrtl2PHj2K3O+oFr0jrVq1Qvv27fHzzz9j0aJFRbb19/d3WWkjZ/3+++/w9/fHoEGDxA6FBHpwvpmIqMRUD9AgpTJQ8v2SFPYvIiIiIiqIY0SJKSIBLjVBQUEICwvDypUr8dxzz0Gj0Thsp9VqsWzZMtSoUQMNGzZ0SWzqeyWPLly4gJycHJt9w4cPR2RkpMPn1alTx+bnyMrOhsKFi+cCwNy5czF58mS89957cC/nUkB5M/1v376N8PBwp59Xr149h4tAf/fdd3jxxRcFLRBNFQP/khARLt+8iXbNmokdBjnpZmQUqletKnYY5CT2LyIiIiIqiGNEadHr9VCXsGxKRSOTybBy5UoMGzYMTZs2xcSJE9GtWzcEBwcDAGJjY7Fv3z78+eefMJlMWLdunVMJX7Va7TChrVarIZPJnCo707lzZ9SvXx/Dhw+HxWJx+mdasWIFxo8fb32co9PBs5ALFuXlkUcewYIFC7Bs2TK88MILpT6eSqWyXugoyM3NDSNGjMAXX3yBxYsXO33M9evXY9iwYTbbtm7diqSkJLz00kulCZdEIrMI6SlUrC5dugAADh8+LHIk4smrT+bn5ydqHEQPIvYvovLFPkZUfti/iMoP+xdRrrzZy40bNy6zYxqNRgAP3p3TaWlpWL58OTZt2oSLFy8iMTERQO6M/pYtW2Lo0KF48skn4e3tLXKk0nHx4kUMHjwYFy5cgK+vr9jhFMtkMqFVq1Z477338Oijj4oSw4Pav8rju8gR196XQkQV0rWICLFDIAEiYmLFDoEEYP8iIiIiooI4RpQWvcEgdghlztfXFy+99BJ27NiBmJgY6PV66PV6REdHY8uWLZgxY4Zkk/o5TtTXLw/NmjXD7NmzsWDBAlFeX6hly5aha9euoiX1qfQerMshRFQiXh4eYodAAnhoyrdeH5Ut9i8iIiIiKohjRGmRu7heO5WOmO/Xyy+/LNprCzVlyhRMmTJF7DCoFPjNRESoFhgodggkQCBvsZYU9i8iIiIiKohjRGlRKhRih0ACcHFqqiz4SSeqhPYePYart29br2IbTSYoFQoM69MbVTnArND0BgPW7d4DT40Gjw8fVvwTyOWOnj2HG5F3kK3NgUwmg1KhQO+OHVEnpIbYoRERERGRyBJTUnD49BnEJCRAIZfDTa1GaM2aaN+iOdwKWSiTxJedkwMfLy9ka7XIzM6Gj5cX3J1YUJZcy2QyISk1DZABsnzb1SoVfCVaVoioKEzsE1VCJrMZPTu0R+PQULFDIYFOXb6M6kGBSM3IFDsUKkRQgD8ah4XCx9MTJpMJV29HYOt//2Fo716oWa2a2OERERERkYhUSiVaNW6MwT17QKVUIiUtHftPnMDmffsxckB/scOjQni4u8NoMkGr00GpVMIidkBUKIVCjiq8y50qCZbiISJE370rdgjkhDsxscjIykagn7/YoVARQmvVgq+XV+5sfaUSvt5eaBIWhpuRUWKHRkREREQucuL8Bew+ctRuu6+3N2rXqI74pCQAgL+vDwZ264bYhARoc3JcHSbdk5WtRXpm4ZOnDEYjMrKy4OXhAZlMVmg7co3i3q8HcbFjIkc4Y5+IoNPr7bZpc3Q4eu4cImJioNVq4eamRpB/AB7u09vl8VHuwOS/kyfRo01rRMTG2u03GI04ceECbtyJRGZ2NlRKJTw1GowbOkSEaCk/nV6PHL0Ogf73L8iwfxERERE92MwWCyyWwud15z8Hy9HroFIqbUrx3IyMwulLl5CclgaT2QwvDw/0aN8OdWqwvGP5KHoOvt5gsJZOynZwAUZvMCBbq4XBaITFkjtr3MPdHRp39/IKuJIr+v0qqu8Buf0vW6uF0WSCBYBCLoeXhwfLYZHkcMY+ESG0Vi2bxyaTCZv27UNwlQCMHjQQ7Zo3g4+nF4b06ilShHTo9Bk0Dq0HHy8vBAcE2O3ffuAgVEoVHh3QHz3at4O7mxseGzhAhEgpT259x1TcTUxCWkYmWjRsaN3O/kVERERUudWrWRM5Oh1uRUVh+4GD6NmhvXUNtBt37uBseDj6demMR/r3g4+nJ7q3a4va1auLHHXlZDabYTAa4eXh4XC/3mBAZnY2PD084O/rC5VSAQ93d9bgF1FRCfocnQ7ZOTnw9vKCn4+PNamvVqlcGCFR2eCMfaIHWGZ2NlZt2my9lu2uVmPiiOGQyYBTly7h6NlzMJnNUCoU6Nm+PerWDAEA3LgTiUA/PzQNCwMAdGjRAjHxCYiMjeMCoOWosPcrKi4OCUlJ6Nm+HdLT03GjQEmX2IQEmMxmtG/eDADQrH593E1MwpVbt9G8YQMX/xSVR2HvFwBs2rsPd2JjYbFY4KHRYPTgQVApc//ksn8RERERPXgKjg1N92YC34rKHbvLADzcpzeqBgYiLiER63buhNligVwuR/e2bdGoXj3rsY6eO49hfXrD29MTANC7U0ccOnUadUNCXPkjPdBMJhOS09JstlkA6JKTrY/9vL2hVCqRqdVCqVBYL7wUlK3VwsvDwzre9/HyQkp6OhP7ZcjZ90sul8NsNiMxJQUWCyCXy6BWqeCp0VjfvyytFn7e3lAoFAAAb09PZGZnc7Y+SRIT+0QPMC8PDzw7epTd9vbNm0OpUMBDo4HeYMCNO3ew6/Bh9OjQHg3r1kVkXBxCa9W0eU7dkBDEJMQz8ViOHL1fBqMR+4+fwMDu3awDkdrVqiEp36AmMjbO7pbcejVDcC0igon9clRY/wKAob17wWw2I0urxdnwK/hnx06MHjwIbmo1+xcRERHRA6jg2PDYufPIyMpCvy6d7dpWCwrEU4+OhEIuR1xSEg6ePAWzxYyWjRohPTMTSoXcmtQHgBrBwUjLzITRaIRSyTROWVAoFAjKdyd0VnY2TGYzfLy8bNppc3Igl8ngqdE4PI7FYoHRZLKZ7a24dxEgbxIdlZ6z75fFYoGfjw/kcjnkMhlMZjOysrORmp4Bf18fmM1myGQya1IfANQqFUwmMywWC9dPIMlhKR6iSsjHywse9wYmapUKVQMD0a55M1y4eg0AkJ2jtZtd4KFxh05nX4ufytfRs+cQVru2TX12vdF2IaDsnBxo3Au8X+7uyOH7JSq5PPeErGn9MAT4+uLyjRsA2L+IiIiIKHcMr1KpUKtaNfTr0hnHzp2HxWJBdk4O3N3s67Jr3N0dro1G5cdkMiE7JwceGg3MhdRsNxeSDJbLcmeOk2vJZDKolEpY7iXwlQoFfLy8YLaYYTAYYDabIXf0fsllfL9Iknipl4gQEx8PPx8f5Oh1AAB3tRv0etvksU6vh7s7byV0tYTkZCSlpuL81asAcmcgmMxmmM1mLF3zF5rWD4O7Wm33fuXo9dDw1s8KISY+Hr5eXkjLyATA/kVEREREuWPEAF9fAICvtzf0BgO0OTn3xvb2CXydXs/SLi5mNJlgNpuRlpFhs91iAYxGIzKzshHg5+twoVazxVxo6Z7KLioqCgcOHMC4cePK7TW0OTnYsH49evbsiZo1a+aW6LFYoFQoHF6ksdwri0XSsnnzZtSpUwfNmjUTOxTR8FNLRGjeoAHuJibB3yd3YBng54u4xESbNjHx8aji6ydCdJXbyAH98dzoUdZ/owcOQJ8O7eHt6YnnRo9C1zZtUMXPF7GJCTbPi4mPRxU/P3GCJhtNw8IQk5AAPx8fAOxfRERERJWBXCYrsqxH8wb3S2ZGxd2Fu5sa7m5u1nrfesP9iSAp6elwU6ttyodQWbN/r9zUagQFBMDfxwf+Pj4ICghAUEAAVColvDw9ERTgD4VcDplMBqPJZH2e+d5ELEUFTxRrtVrk5OQU2cZoNOLGjRsw5fv5hDKZTDh16hR0utyJhDt37sT48eOLfe3CpKWlYdOmTcgocMElv6zMTDz++OPYuXMnzGYzTCYTFAoFFPdq8OefnW80mSArpr/m5OQU+XpFuXTpEm7cu3u7OLdv38aFCxdK9DrlRafT4fPPPxf8PL1ej7Vr1yIlJcW6bcyYMdizZ0+JY4mKisKtW7esj6dPn47ffvutxMfLLzMzExERETbbkpOTsXTp0jI5fnnhjH2iSuhOTCyCqwTA3c0NeoMBe44ew52YGAzv2xcA0CQ0FGu2bkNY7VoI9PfHnZgY3E1MQr/O9vUhyfWi7t61eRxaqxYOnzmLyNhY1KpeHQnJybhy6zbGPDRYpAgrr+S0NOj0egRXqQKFXI70zExs++8AjCYTmoaFAmD/IiIiIqoM2rdo7nD7zcgoVAusgptRUWgSGopb0dHYf/w4OrdubZ0xXL9OHRw8dRq9OrSH2WzGgRMn0aIB184qT54ejmvo59Hp9YWub6Bxc0dmVjZ8vXPrvWdmZ8Nd7Vbh67VPnToVx48fx+XLlwttc+jQIfTq1QtHjx5Fx44dS/Q6169fR7t27bB371706tWrpOFaHTt2DGPHjMHBgwcRUr26zT6TyQSzObekVd7jtMxMqFUq6+LGCrkcp8+chYcmt+RVRlYWVCoVEuLiIJPJ4O/vj+DgYJvjTp8+HUeOHMGlS5cEx/vMM8+gZs2a+Ouvv4ptu2DBAhw4cKDI98RoNAqOoTRrc7z99ttwd8/9Xe3YsQMnT54s9rXmzJmDmJgYPPbYY9iyZQsGD87NTaxZswZ9+/ZFnz59ShTLq6++iri4OKcvDhw8eBDr169HZGQkfH190aNHDzz22GNwc3D307fffov//e9/Nhd9AgICsHLlSnh7e2Ps2LElirm8MbFPVAlFxsVh95EjMJpMUKlU8PfxwcgB/a113D00GvTp3Ak7Dx2G0WSCm1qNwT26c4ZIBVHFzw93k5OtjxUKBQb37IH9x45j3/ETUCoU6Nu5Ezzc7WtzUvnK1mpx6PTp+2V33NxQu3p1dGnTGqp7C2qxfxERERFVXjci72D/8ePQGww4cuYsgqsEYHCPHqiRL5HYuVVL7D9xAn9s2AgACKtdC80bMrEvpvyJURls5/dr3N1gtpiRnJYGiwVQq5TFXiioCBISEuCfby03R/KSnAXrz0dERKBu3boOn+Ph4YEFCxbgpZdeAgBrqSJHJYtKQqvVAgC8Ciycm/caGdlZyL7XRqvTwU2lgibfufGNa9fQoUOHIl/jzz//tCkVVHCWf3mxWCxF/p7WrFmDMWPGCD7uN998g+nTpwt+3sGDB7FixQqEh4cDAE6dOoWNGzfizp07iI6ORpcuXQDkzs4/fvw4GjVqhGrVqlnfe2d89tlneOedd6zva37u7u4224v7/eTR6XR44oknsGbNGtSrVw+NGjXC1atXsXTpUrz55ptYu3YtWrdubfMcs9ns8NiLFy/GgAED0LdvXwQFBTn9c7kKE/tElVC3tm3QrW0b6+Mcnc6uXmPt6tVRe2j1gk+lCqB6YCBaN21qsy04IACjBg8SKSLKU7NaNYx56CGbbTk6HdT3kvp52L+IiIiIKqcBXbsCcHwOlkepVKIv7+asUPIvuJpXYjOPTCaDl4cHvDw8XB1WqZw9exbDhg0r0XNr1aqF8PBwu0RoVFQUBgwYYFMupawl35vk5lPgfQBy+06Ary9ysrIAAF4eHvDQ2F5kad++faHJ4e+//x7Tpk1DSEhImcb8999/O30HR6NGjQrdN3z4cFy7dg0A8Morr+Dq1atYv369XbuXXnoJERER+OeffwAANWrUKEHUwAsvvID//e9/8PT0BAC8/vrreP311zF//nx88sknOHDgAIDc971WrVqYP3++4LUTtm7dimbNmjksqaMqcB7trJdffhlr167FihUrMH78eOv2K1euYMyYMRgwYAAuXbrkVKK+VatW6Nu3L9566y18//33JYqnPDGxT0Q4f/UqOrRoIXYY5KSrERGoWuDWQKq42L+IiIiIqCCOEaUlR68vcZKxIjp8+DBiY2Ptaoo7Sy6XO0xAnz17FgDQ916Z3/Jw584dKJVK1KxZs9A2Janfn5ycjPnz56Nv377o0aNHaUK0M3DgQHzxxRfFtnvrrbdw/vz5Qve7ubmhfv36AHLvWFCr1dbH+Xl5edm0LYlNmzbhxo0bmDRpUomP4Qyj0YiAgAA0bty4TI6Xnp6OJUuWYNasWTZJfSD3osk///yDRo0a4dtvv8U777zj1DGff/55DBw4EPPmzUOtWrXKJM6ywsQ+EXFAKTGsrykt7F9EREREVBDHiNKiKeTuCqlasGAB3NzcsG3bNmzcuBEPP/xwmRz3r7/+gkajwYABA8rkeI5cunQJ9erVK7JuvIfAuyfMZjOmTJkCvV6PH3/80WEbi8WCzMzckqtyuVzQa3h7ezuVuPb19XX6mOXt448/xuOPPw5vb+9SHWfDhg24fv16GUVVvPDwcBgMBvTv39/h/tDQULRu3RrHjx93+pi9e/dGWFgYlixZgvfee6+sQi0TFXuJbiJyiRuRkWKHQAJExsWJHQIJwP5FRERERAVxjOhaFosFFoO+xP902Vmlen6Z/CujGvXLli3Dpk2b8Msvv2D48OF4/PHHce7cuVIfNzs7G1u2bMGwYcMEJ9aFOHbsWLEz8nP0eqePZzab8eyzz+Lvv//GjBkzEBYW5rDd1atX4e3tDW9vb3h6eiI6Otqp48tkMmRmZjr1/mVkZFSIRZeTk5Px33//Yfjw4aU+1vr16/H111/j66+/LoPIiqdWqwHAYc3+PJmZmdZ2znr44YexYcOGUsVWHjhjn4jgrn6wZh886ArWa6eKjf2LiIiIiAriGNHFjAbcfbRfqQ6RUUahlFTVtbsAlbBkZEErV67E888/j2nTpmHs2LEYMmQIBg0ahB49emDFihUYOnRoiY/93XffISsrCzNnzkRqairi7k1IK8t6+5cvX7Yeb8+ePejTp4/DdnInk+NpaWl47rnnsGnTJowcORILFiyASqXC3LlzoVAobNqGhYVh7969uceXy52uW9+0aVP89NNPkMudm1v96KOPOtWuPO3YsQNyubxMShItWbIEgwcPBoBCL1ro9Xrr58VkMkGr1SIjIwNNmjTB4cOHceXKFQDAjRs3rPX+C9OsWTMEBARg+fLlDn+X27ZtQ3h4OGbNmiXo5+jTpw8WL16Mu3fvomrVqoKeW56Y2CcihFRlvXYpqVqlitghkADsX0RERERUEMeI5Ep6vR5vv/02Fi1ahGeffRZfffUVgNwSMdu3b8czzzyDhx9+GCNHjsSXX35ZZP16R9LS0rBw4UK0bt0a3bp1w7x587Bw4cIy/zlWrFgBd3d3NG3aFG+99ZZ18daCnJkM999//+GJJ56ATqfDrl270KVLF3z11Vd49dVXsWLFCrz33nsYNWqUNRldXF3/wixZsgRvvvkmdDpdsW3d3NxQp04dwa9R1o4fP47GjRuXuAyP2WwW1H7v3r2oXr269bFarYaPjw927NiBffv2YefOnQCA27dvo1mzZkUeS6VS4cMPP8SUKVMwdepUvP/++wgODoZer8fKlSvx0ksvoU2bNnjmmWcExdipUydYLBacOHGiVBfAyhpL8RAR/jtxUuwQSIATly6JHQIJwP5FRERERAVxjEiu9Nprr+GLL77AZ599hiVLltjMRvfy8sLq1avx559/4tatWzAYDIKPv3DhQiQnJ+PatWuIjo7GggULcssfWSy4fPlymfwMWVlZ+Pbbb/H444/jyy+/xMGDB7Fy5UqHbTOzsws9ztWrVzFq1Cj07NkTzZo1w9mzZ9GlSxcAwIsvvoiTJ0+iatWqGDNmDD7//PNSxy2Xy1GvXj00bty42H/16tUrcmZ/bGwswsPDER4ejvT0dOh0Ouvj/P8yMjKQk5NjfRwpsPTX3bt3Ua1aNbvty5cvx7x587Br1y7o9XrMmjULTz/9NKZPnw4AeP311xEcHIyBAwcKer2BAwdaPy8WiwU6nQ4JCQlo3bo15s+fjwMHDuDAgQPo18+5u24mT56M77//HqtWrULVqlURFBQET09PPPnkk+jTpw+2b98uuBRPQEAAVCoV7t69K+h55Y0z9okIPdq3EzsEEqB906Zih0ACsH8RERERUUEcI5Irvf3225g2bRoaNWpUaJtx48Zh3LhxNtvykp9FJUE3b96MTz75BHPmzMGWLVswefJkbNq0qcxrxc+fPx+ZmZl4/fXX0aBBA0ydOhUvvPACunTpYjfL3auQGv+RkZFo1qwZ6tWrhzVr1mDUqFF2bZo1a4a9e/diz549aNu2bYlijYyMRFZWVomem5+7uzvq1q1rfTx+/Hjs27fPpk2TJk0KfX7eviZNmuCSgAmCCQkJCAoKstseGxuLK1euoGrVqhg5ciTS0tLg4eGBxo0bo1OnTggODkbNmjXRsmXLEl0gKktTp07FhAkTsHv3bkRERMDHxwfdu3dH/fr1HbZXq9VQFXGnh0wmQ5UqVRAfH19eIZcIE/tEhNiEBFR38KVNFVNCcgr8/PzEDoOcxP5FRERERAVxjEiuFBAQgICAAOtjvV7vVLmUDh06FLno67Vr1/D444+jR48e+PDDDzFhwgR069YN77//Pt5+++0yiR0ADhw4gM8//xyvvfYaGjRoAABYvHgx9u/fj9GjR2P37t3w8vKyttcXklSuVasWdu/eja5du9rV0C+osPr9zujfvz+uXr1a4ufnqVq1qrX2PABrjf+Crl+/jgYNGuDPP/+0uzhTEhqNBtkO7nqYO3eu08dISEhAhw4dHF4gcBVvb28MHjzY5jNc2MLLs2bNwssvv1zk8bRabbkuDF0STOwTEbKyC18tnCqebJ3jP0RUMbF/EREREVFBHCO6mFKVu/hsCRiNRugNBnhoNGUclEDK4uvGO0Or1cLT07PIhH1+YWFhOHHihN3ksqtXr2LQoEGoXr06/vnnHyiVSrRt2xZLlizBpEmTULVqVUydOrXU8d65cwejR49Ghw4d8M4771i3e3p6Yv369ejYsSMGDhyIzZs3W2Ms6qJFUQvCJicnIzU1FQqFAkFBQdYk7qBBg9CwYUOnY85b7LUwqamp8Pf3x3fffYfnn3/e6eO6SnBwMC5cuFCi5x4+fBhTp07F2rVrcezYMZt9KpVKcAmc0ti7d6/TF2hkMhkGDx6MzZs3O9yv1+uRlpaG4OCKtT4KE/tEhPp1aosdAglQJ9+iMlTxsX8RERERUUEcI7qWTCYDVCVLKMpkcrip1JApH4wUmkajQUREBEwmU7Ft9+7di6effhpXr15Fx44drduPHj2Khx9+GGFhYdiwYQP8/f2t+yZOnIj4+HhMmzYNGo3G5nlCxcXFoW/fvtBoNPjrr7/sksL169fH1q1bMWjQIPz++++YMWMGAMDdzc3p1zhx4gQ+//xzbN++HQkJCdbtMpkMDRs2xCOPPIKZM2di/PjxguNPT0/HI488gjfffBN9+/YV/Hyx1K1bF+vXry/Rczds2IDz58/j/PnzdmVv9Hq9XXsPDw9ERUXhzJkz0Ov10Gq1yM7ORkREBK5cuYLw8HAMGjQIL730kuBYunfvjtu3bzt1Eeuzzz6zLirtyM2bNwHApjRSRfBgfCsRUamcvHgR7YpZWZwqjovXb6Aba3JKBvsXERERERXEMaK05Oh08HpAEvtAbkkaZ+QtoJo/MWowGDBixAh07doVf/75p8PSJC+//DJCQkLQq1cvpKamljhOnU6H2rVrY/ny5ahRo4bDNh07dsTZs2dRs2ZN67ZsrXN3xHz55ZeYPXs2hgwZgm+++QYdOnRA1apVodfrERUVhR07dmDp0qX4/vvv8c8//wguz5OdnY09e/Zg0qRJgp4ntn79+mHu3Lm4cuVKkesyFBQZGYlvv/0Wvr6+mD17Nrp161bsDPcnn3wSL774Irp06QJ3d3doNBp4eHigVq1aCAsLQ69evdCtW7cS/RxKpdJu/YXC+Pv7F3kBYO/evfDx8UH79u1LFEt5eXC+lYioxJqEhoodAgkQWqtm8Y2owmD/IiIiIqKCOEaUFleWD3GFSZMmYdWqVQ5nUBfk4+OD0HyfV5VKhX379qF+/fpF1qkfO3YsAJQqsV+nTh3s3r272Ha1a9veAePmxIz9uLg4zJkzB88//zy++eYbm30ajQa+vr5o1qwZpk+fjgEDBmDSpEm4c+dOmS8K7Iy4uLgif4937twBAMTExCA8PLzQdkqlstDFY/Nr3749qlSpgl27djmd2E9KSsKwYcMQEhKCHTt2oE+fPhg2bBg2bNhQZHJ/1KhRGDVqFJTlcOEsOzsbPXv2xJkzZ5y6Q6VNmzaF7tu9ezf69etXLnGWRsWKhohEoTcY4SFyuUBynsFoFDsEEoD9i4iIiIgK4hhRWpytRy8VK1euxLPPPotZs2YV2U6hUCAkJMRuVr6QWdxicOb9unnzJoxGIx5++OEi26nVagwfPhyvvPKKtTZ+aXl7e2PRokXo3bu3U+2feuopbNu2rdh2c+bMwZw5cwrdr1AokJaWBk9PzyKPI5fL8fTTT+Pnn3/G9OnTi33dQ4cOYeLEiZDL5di2bRtq1KiBLVu2YOjQoWjbti2WL1+OAQMGFHucshYeHo6TJ0/iu+++K/Z3rVar7S4Q5UlOTsaGDRvwxx9/lEOUpcPEPhHhTmws/Hy8xQ6DnBSbkIDaISFih0FOYv8iIiIiooI4RpQWg9EItwdo1r7BYECdOnXQuHFjsUMpF3qDodg2zZo1g7e3N3755RcMGjQIcrncYbuUlBT8/vvvaNWqleCkft6dHjdv3rSbST9s2DAAcDjDPigoCFWqVLE+3rp1q6DXLQtz5szBV199hePHj6NDhw4O2xw7dgyffvopVq9ejf79++OPP/5AUFAQACA0NBSHDx/GlClTMHDgQPTs2RMzZ87EQw895LB8U3nIuyOlcePGpfqs//TTT6hVqxZGjBhRVqGVGSb2iQgtGzm/ujuJr1EFW6yFisb+RUREREQFcYwoLe4PUFIfyE043759u8iyLfkFBAQUWyu9MCqVyvqaef9VKBSFJtLLgo+XF2QyWZEllHx9ffHHH39gwoQJaNWqFSZMmID27dsjKCgIBoMBMTEx2LlzJ1auXAl/f39s2rRJcBwBAQEYNGgQPvjgA7z//vtOP2/KlCn44YcfBL9eWapWrRpeeOEFLFq0CGvWrLHZl52djaZNmyIiIgLNmzfHmjVr8Nhjj9kdw8/PD6tXr8Z///2H9957D2PGjIG7uzuuXr2KkBJMVlSr1TbvacHHBeWVZAoPD7euF1GckJAQeHvfv+iq0+nw9ddfY/HixUWWnhKLzPKg3U8ksi5dugAADh8+LHIk4smr++Xn5ydqHOS8S9dvoGn9MLHDICekpqbiemQk2rdoIXYo5CT2L2nh3zCi8sP+RVR+2L+kh2PE8pGXqC7LmehGoxE6vR6eLppl7AqTJk3CypUrYXBiZjsAjB8/HitWrCjnqMqONicHGnd3p9rGxsZi6dKl2LFjB8LDw5GSkgKFQoGqVauiTZs2GDFiBMaPHw93J4/3INFqtWjTpg2WLVtmt4DtV199hS5dughaTDYmJgaHDx+2uQhgvFdquDxq12u1WnTt2hXnzp2D2Wx26jlffPEFZs6caX384Ycf4tChQ1i/fr2g1y6P7yJHmNgvY0zsc1ApRYkpKQgsgzpxVP5SU1ORkp6OeoXUfqOKh/1LWvg3jKj8sH8RlR/2L+nhGLF8lFdi32QyObUgK1UMBqMRqgq2yKlUHTt2DLNnz8bBgwfL5fjlmdgvrYSEBPTq1Qv79u2zlhhylqsS+xXvt0ZELufj5SV2CCSAl4arbEkJ+xcRERERFcQxorSUZ9kYKnsKvl9lpmPHjuWW1K/ogoKCcOnSJbHDKBI/6USE05cuix0CCXDp1i2xQyAB2L+IiIiIqCCOEaUl594inCQN2Tk5YodA5BKSTOyfPHkSQ4cORUBAAHx9fdG/f/9SXT3auHEj5HI5GjVqVIZREklHp1YtxQ6BBGjVkAttSQn7FxEREREVxDGitGhYhkdSvB6g9RCIiiK5xP7Ro0fRo0cPeHt7Y+3atdi4cSNCQkLQt29f7Nq1S/DxUlJSMGXKFLRu3Ro6na4cIiaq+G5HRYsdAgkQdfeu2CGQAOxfRERERFQQx4jSYrhXB5ykQcc7LKiSkFyN/alTp2LAgAFYuXKldVuPHj1gNBrx3HPP4fr161AoFE4fb+bMmejevTuaNm2Kn3/+uRwiJqr4FErn+wyJTyngO47Ex/5FRERERAVxjFg+ZDIZzGYzLBYLZDKZ2OGQSPjek5gsFgssFotL1uaQ1Iz948eP4+zZs5g3b57dvrlz5+L27dvYs2eP08fbsGEDtm7diq+//roswySSnFrVqokdAglQLTBQ7BBIAPYvIiIiIiqIY8Ty4XavZE5WVlaZHlellNy82EpNrVKJHQJVYnnfP24uKOElqcT+7t274e/vjw4dOtjta9asGWrUqIF9+/Y5dayUlBRMnToVX3zxBYKDg8s6VCJJOXjqtNghkACnLoeLHQIJwP5FRJWZxWKBMT4OGefPQXvpIrSXLiLn+jVYuKgdEVVyHCOWD29vbwBAXFwcMjMzYbFYyuS4XIxVWjKzssUOgSohi8WCzMxMxMXFAQB8fHzK/TUldcnx8uXLaNiwYaG31DRq1Ajh4c4lvGbOnIn27dtjwoQJJYqlS5cuDrdfuHABTZo0QWpqaomO+yDIyMgQOwQSqEndOpX6MyslGRkZCKtRne+XhLB/SQv/hhGVTo7BjNvnwqE9egQ+188iMCUabsbcdazyRvCpAMyQIdWrCpKr14exVUdU79YJVQPL/+SH6EHFv1/SwzFi+ZDL5VAqlcjJyUFERARkMlmpy7LkXRxgeReisvcg9a+8EjwWiwVubm6QyWROf8/7+fmV6DUlldhPSEhAYBElKIKCgqxXRYqyYcMGbNy4ERcvXizL8IgkKzk9HYEl/BIh10vLyoKvr6/YYZCT2L+I6EFnNFtwOiIdSdu2ounpraibnVjsc+SwICAzEQHXEoFrR2D4W4GMdl3g+choyOuEuiBqIiJxcYxYPmQyGQIDA5GZmQmtVguDwQCz2VyqY5pMJphMJqjV6jKKksqb0WTi2nQSYTKZAEDQeqkVlUwmg0qlgkajgZeXl0suVkgqsZ+Tk1NkMsvNzQ05xdwelVeCZ/HixahRo0aJYzl8+LDD7Xkz+Ut6peVBwt+BdMSnpPL9kpDE9HS+XxLC/iVNfM+InBOdmIV/P12G/uGb0cJQ8nrGKosJOHEA+hMHoG7bCd5PPQ9VvfplGClR5cC/X9LBMWL58vf3L7Njpaam4lZ0NJo3a1Zmx6TydfXWbTSsV1fsMMgJeTPa+X1YMpJK7Lu7u0Ov1xe6X6fTQaPRFHmMmTNnonnz5njmmWfKOjwiyeIfPGmpFxIidggkAPsXET2odOdPQ/3Nx3g0OrJMj6s/dRRJZ07Ac+RYeI17GjJ39zI9PhFRRcAxorTwHExa2L+ospDU4rkBAQFITCz81t6EhIQir8pu27YN69atw5IlS8ojPCLJOn3pstghkACXbt4UOwQSgP2LiB40Fr0Oad9+gpS5M2FyIqlvlsmR5lsVSQE1kRQQghw3z+JfxGxC1t8rkDhjEvRXL2H3zUxoDaUrpUBEVJFwjCgtPAeTFvYvqiwkNWO/QYMG2LRpEywWi8M6RVeuXMHEiRMLff6JEyeQmZmJunXrFtpGJpNBqVTCYDCURchEktCgbh2xQyAB6lavLnYIJAD7FxE9SEzxd5HywZswXg8vsp22dgN4d+8N385doaxZGzVUauut1r6+vjCnJiPn4jkk7tsH5elDUOi0jl/vbiySXp+B3U0m4Ovm/fF+/2poFswZ/EQkfRwjSgvPwaSF/YsqC0kl9nv27Il33nkHJ06cQIcOHWz2Xbp0CTExMejZs2ehz582bRqGDh3qcN/333+P9evXY/PmzVCpVGUaN1FFl7cKOUkD3y1pYf8iIqm7lqRDdW8V1NfOI2XhPFjS0wptq+rUA95jJkLdsGmhbWQyGRT+VeDZvQ88u/eBOTsL2ZvXIfvf1TCnJtu3Nxow4/wv2JZ6C5PTJ+GZDkF4uo0/FPLyX5CMiKi8cIwoLXy3pIX9iyoLSSX2e/TogQYNGmDBggVYt26dzb6FCxciJCQE/fv3L/T5AQEBCAgIcLivWrVqUKvVaN26dRlGTCQNN+5EonWTxmKHQU66ExuHEM4YkQz2LyKSsq3XMvB/++LxjOwKhmxeDBSy3pWyTih8ZrwKdePmgl9D7uEJr1GPw2PoSGSu+AnZ69cAZvuyO4Mi98NXn45F5uk4dzcHC/pVhbebQvDrERFVBBwjSgvPwaSF/YsqC0nV2FcoFPj++++xadMmjB8/Hvv378eBAwfw9NNPY8WKFfjmm2/g5uYmdphEksM/eNLSJLSe2CGQAOxfRCRFZosF3xxNwlu776LTncMY+O8ix0l9uRxeE55Blc+XlSipb3MojQd8np2BKot/hKKm41voO989g3eOfYozt5Lw9LooRKQ6vtBARFTRcYwoLTwHkxb2L6osJJXYB4C+ffti7969SEhIwMMPP4zBgwfjxo0b2L59O0aMGGHTdvDgwRgyZIhTx1Wr1VCr1eURMlGFF37zltghkAA3o6LFDoEEYP8iIqkxmCyYt/Mufj6Tgp7RRzDn9I9QWkx27WTevvB/dzG8xj8NmbLsbgRW1W+EKot/gFvXXg73t0oKx/yjnyEuKRPPrIvC+bs5ZfbaRESuwjGitPAcTFrYv6iykFxiHwC6deuGnTt3Ij09HZmZmdi/f7/DEjypqanWRbqKM3fuXFy9erWMIyWShgA/X7FDIAH8vL3EDoEEYP8iIinRGsx4eWssdt7MRLv4c5h9ZinkDioLK2rVQeDnS+HWun25xCH38ITf/96H1+PPOtzfNOUaXj/5LbK0erywMRpHo7LLJQ4iovLCMaK08BxMWti/qLKQZGLfWUeOHMGhQ4fEDoOowgvw5R89KfH14qBSSti/iEgqMvVmvLg5BkeistEk+RreOPGNw5n6yvqNUeWDr6EIrlau8chkMniNewo+z7/scH+H+HN46cwy5BhMmL0lBvtuZ5ZrPEREZYljRGnhOZi0sH9RZfFAJ/aJyDnHz50XOwQS4Ny1a2KHQAKwfxGRFGgNZszeEoOzcTmomhWPN49/ATezff16VbNWCFjwOeS+fi6LzWPoSPi+/CYgtz916R1zBBOvrIXBDPxvRxwO3slyWVxERKXBMaK08BxMWti/qLJgYp+I0KVNa7FDIAHaNOZCQFLC/kVEFZ3eZMGr22NxJi4HGqMWb534Ej4G+wS5Mqwh/N/+CHIPT5fHqOkzCD7T5zjcN+b6JnSPOQqjGXh9exxOxrAsDxFVfBwjSgvPwaSF/YsqCyb2iQh3YmLEDoEEiElIEDsEEoD9i4gqMpPZgnk743A0SguZxYyXTy9BnQz7BQIVIbXgP/8TUZL6eTwGDYfXk8873PfSmZ8QlnYbOpMFs7fE4mI8F9QlooqNY0Rp4TmYtLB/UWXBxD4RwWK/Jh5VYBa+YZLCt4uIKrLPDidi7+3c2fljrm1E57un7drI/fwR8N6nUPj5uzo8O56PTYDHsFF2293Mesw7/hW89JnQGi14eWssYjIMIkRIROQcjhGlhedg0sK3iyoLJvaJCHVCaogdAgkQEhwsdggkAPsXEVVUf55PxaoLaQCApklXMf7qOvtGSiX83vi/cl8o11kymQzez74Adev2dvuCcpIx8+xywGJBstaEtZfSRIiQiMg5HCNKC8/BpIX9iyoLJvaJCEfOnBU7BBLgzJUrYodAArB/EVFFtP92Fj47lAgA8NZn4pXT30MB++ltPs+/DHXTlq4Or0gyhRJ+r70LRfUQu31d7p7CkIjdeLqNP6Z3rCJCdEREzuEYUVp4DiYt7F9UWTCxT0Ro17yZ2CGQAM3DwsQOgQRg/yKiiiYiVY+399zNTeNbLJh59icE5aTYtdM8NAIeg4a5PD5nyL194DfvA8jc3O32TQ1fhclBKZDLZCJERkTkHI4RpYXnYNLC/kWVBRP7RITU9HSxQyAB0rOyxA6BBGD/IqKKJjLNAJM5d3b+gMj/HNbVV9YNg89zL7o6NEFUderBe8osu+1yowFpi9+HxaAXISoiIudwjCgtPAeTFvYvqiyY2CciJKWmih0CCZCakSF2CCQA+xcRVTTd63hi+SM10VKRjmcvrbTbL3Nzh99r8yFTu4kQnTCaAUPh3qOv3XZjxE1krvpVhIiIiJzDMaK08BxMWti/qLJgYp+I0Dg0VOwQSIDQmjXFDoEEYP8iooooLECNDyN+h6dRa7fPe8osKGvVdX1QJSCTyeDzwqtQVK1uty9rze8wXGdNZCKqmDhGlBaeg0kL+xdVFkzsExHOhoeLHQIJEH7rltghkADsX0RUEWl3bobpzHG77W4du0EzYKgIEZWc3NMLvi/Ntd9hNiHt84XWkjx6kwXbr3PGJRFVDBwjSgvPwaSF/YsqCyb2iQh1OftAUmpWrSp2CCQA+xcRVTSmlGRkLPvabrvM0ws+L7wCmQQXnVU3bw2PYaPsthsjbiJr7Z+4narH0/9EYt6uu0zuE1GFwDGitPAcTFrYv6iyYGKfiKCU86tASuR8vySF/YuIKpqM5d/CkpVpt91nyiwoAgJFiKhseE2aAkX1ELvt6St/xZxfT+JqUu7M/YX74xGdbnB1eERENjhGlBaeg0kL+xdVFvykExGu3L4tdggkwO3oaLFDIAHYv4hITCeisxGekGN9rDt/Gjl7ttm1c2vfBe59BrkytDInd9fAd+b/7Lcb9Xjq7O+AxQIAyDJY8N7euzDfe0xEJAaOEaWF52DSwv5FlQUT+0SEtk2bih0CCdA0LEzsEEgA9i8iEktajglv7r6Lp9ZFYcmJZBhy9Ej/brFdO5mbO3ymzZFkCZ6C1M1bO1wjoEP8OXSJO2l9fCo2B6svpLkyNCIiGxwjSgvPwaSF/YsqCyb2iQjXeDVbUm7HxIgdAgnA/kVEYvn4YAKSsk0wmYEfTybjl4+WwhQZYdfOc/xTUAQ/OLWDvZ98HjJvH7vtky+ugJtJZ3389bEkRKTqXRkaEZEVx4jSwnMwaWH/osqCiX0igreXl9ghkABeGo3YIZAA7F9EJIY9tzKx7fr9Ovp+ujT0PfOPXTtl7XrwHDHWlaGVO7mvH7yfmma3PSgnBSNvbLU+1hkteHdvPEvyEJEoOEaUFp6DSQv7F1UWTOwTEYIDAsQOgQQI8PMTOwQSgP2LiFwtU2fCogMJNtsev/IPPIw5dm19ps+BTKl0VWguo+k/BKomze22P3ZjM6pok62Pz9/Nwd+X0l0ZGhERAI4RpYbnYNLC/kWVBRP7RITDp8+IHQIJcPpyuNghkADsX0Tkal8fS0Jitsn6uG56JAZG7rdr596zP9TNWrkyNJeRyeXwmfISUGDdAHeTHpPC/7bZ9s3RRMRnGV0YHRERx4hSw3MwaWH/osqCiX0iQrd2bcUOgQRo17SJ2CGQAOxfRORKZ+O0tjPQLRY8e2kl5AXLzajV8H7yedcG52Kq+o2g6TvYbnvf6ENokHrT+jjLYMHHBe5wICIqbxwjSgvPwaSF/YsqCyb2iQhRcXFih0ACxCUmih0CCcD+RUSuYjBZsGC/bYK6XcJ5tE68ZNfWc+T4B2rB3MJ4PTEFMnf7ushPX1oN5LvYsfd2FvbcyrRrR0RUXjhGlBaeg0kL+xdVFkzsExEMRt5+LiVGk6n4RlRhsH8RkausPJ+KWyl662OZxYynrvxt104eUAWej01wZWiiUVQJhOeoiXbbWyRfQduECzbbPj2UiByD2VWhEVElxzGitPAcTFrYv6iyYGKfiFCvZk2xQyABalZ98GdYPkjYv4jIFeKzjFhyMtlmW8+Yo6ibdseurdfEyZBrPFwVmug8HxkLeWCw3fZnr/4FmeV+Ij8u04jlp1NcGRoRVWIcI0oLz8Gkhf2LKgsm9okIx86dEzsEEuDc1atih0ACsH8RkSt8cTgRWuP90jJKsxFPX19n105Rqw40fQe5MDLxydzc4DX+abvttVPvoHvMcZttv51NwZ00vV1bIqKyxjGitPAcTFrYv6iyYGKfiNCqcWOxQyABGterJ3YIJAD7FxGVt5Mx2dh+w7Y+/KA7+1AlI96urfcTUyBTKF0VWoWh6TcYipp17LY/d+MfKMz3b9c3mIHFBxNhKbjYMBFRGeMYUVp4DiYt7F9UWTCxT0TIzM4WOwQSIDsnR+wQSAD2LyIqTyazBYsP2i7opzbpMenWJru2qkZN4da5h6tCq1BkCiW8n5hstz0g/S4GRB+0PvZWy9GppgeY1iei8sYxorTwHExa2L+osmBin4hwNzGx+EZUYSSmpIodAgnA/kVE5Wn9lXRcS7YtHfNI9H54ZNnXivd68nnIZDJXhVbhuHXpCVXDJnbbn7q9CW4WI8Y298Xa8XUwoaUf5JX490RErsExorTwHExa2L+osmBin4jQtH59sUMgAerXriV2CCQA+xcRlZdMvRnfH7ddMFdt0mPsrc12bdWt28OtRRtXhVYhyWQyeD0xxW67Z1oC/gy+jFe6BcHPXSFCZERUGXGMKC08B5MW9i+qLJjYJyKc50JAknL1doTYIZAA7F9EVF5yDGY0D3a32TYx4T+oMxzM1p/wjKvCqtDUrdpB1aSF3Xa3jX/AYjCIEBERVVYcI0oLz8Gkhf2LKgsm9okItapVEzsEEqBaYKDYIZAA7F9EVF4CPZVYPLg6vn24BhoEqKE26THsqoPZ+m06QO0gmV0ZyWQyeD1uf5HDnHAX2l1bRIiIiCorjhGlhedg0sL+RZUFE/tEBDe1WuwQSAC1Sil2CCQA+xcRlbcOIR747bFa+MHzNJTpyXb7OVvflrplO6iatbLbnrnmN1iMRhEiIqLKiGNEaeE5mLSwf1FlwcQ+EeHi9etih0ACXI+MFDsEEoD9i4hcQW4yInjvWrvt6rYdoW7cXISIKi6ZTAav8U/bbTfHxyFn/0677YlZTPYTUdnjGFFaeA4mLexfVFkwsU9EaN+cJ/xS0pwLAUkK+xcRuYJ273aYE+PttjtKYBOgbtkWqqYt7bZnrvkdFrMZABCZpsebu+IwbMVt3EnTuzpEInrAcYwoLTwHkxb2L6osmNgnIty4c0fsEEiAO7GxYodAArB/EVF5s5hMyPrrd7vt6pZtOVu/EDKZDF5jJtltN0VFIGHfXizcH4/Rq+5g2/VMGM3AjyfsSxwREZUGx4jSwnMwaWH/osqCiX0igsbdXewQSAB3NzexQyAB2L+IqKxYLBYYTRa77TmH9sEUE2W33XP0E64IS7LUbTtCGdrAbrvpnz+wITwN+X/V265n4mqSzoXREdGDjmNEaeE5mLSwf1FlwcQ+EaFGcLDYIZAAwQEBYodAArB/EVFZORKVjcdWRWDd5TRrgt9isTicra9q0ATqVu1cHaKk5M7at7/4Ibt1FTM8bttt//54kguiIqLKgmNEaeE5mLSwf1FlwcQ+EeG/EyfFDoEEOHHpktghkADsX0RUFiwWC5acSEZMhhEL9idYE/zaMydhvHnNrr3n6ImQyWQiRCotbp17QhFS2257//AtcFfa/v7+i8jG2Titq0Ijogccx4jSwnMwaWH/osqCiX0iQo/2nNEnJe2bNhU7BBKA/YuIysKRqGycj79fCiYmw4jvjicj+9/Vdm0VterArVN3V4YnWTKFAp6jJthtt5w9jinBaXbbvz2WBIvFvhwSEZFQHCNKC8/BpIX9iyoLJvaJCDHx8WKHQALEJ3MBPylh/yKi0rJYLA4Xb50WkgnjycN22z0fGQeZnMN8Z2l6DYDc377EwuAb2+Cttv09norNwbFoztonotLjGFFaeA4mLexfVFlwxE9E0ObkiB0CCZCj4+J9UsL+RUSldTgyGxfibb/7AzQK9Ly81a6t3NcPmt4DXBXaA0GmUsNj6GN22037d+LZ+vbtv+GsfSIqAxwjSgvPwaSF/YsqCyb2iQhhte1ry1LFVbt6dbFDIAHYv4ioNCwWC5actJ8l+FwDOfR7ttlt9xj6KGRqN1eE9kDxGDwcKPh7M+gx5PYeBGgUNpsvJ+hwODLbhdER0YOIY0Rp4TmYtLB/UWXBxD4R4cSFC2KHQAJcuH5d7BBIAPYvIioNR7P1q3goMOD2XkBfYPagSg3NQ4+4LLYHidzXD5p+g+22G7atw7PNPe22Lz+d4oqwiOgBxjGitPAcTFrYv6iyYGKfiNCsvoP7zKnCql+rltghkADsX0RUUoXN1n+ymRf0W9babdf0HgCFn78rQnsgeQ4fY7fNnJaKQfFH7Wbtn4nLwakY1tonopLjGFFaeA4mLexfVFkwsU9E0On1YodAAugNRrFDIAHYv4iopAqbrT806TjMKfYJf48RY10V2gNJWbM23Np3sdtuWL8aE1v42m1ffpoLKRJRyXGMKC08B5MW9i+qLJjYJyJExsWJHQIJEJeYKHYIJAD7FxGVRGGz9Se19IN+wxq77eq2HaGqU88VoT3QPB6xvzhijLyN4fqr8HGzPXU6EqXFxXguzkdEJcMxorTwHExa2L+osmBin4jQomFDsUMgARrWrSN2CCQA+xcRlcSxaK3D2frDTDdgvGVf59eTs/XLhLplWyjr2d++b9q0GuOa+9lt/5m19omohDhGlBaeg0kL+xdVFkzsExEucSEgSbl+J1LsEEgA9i8iKonfztonjCe18odxw2q77cra9aBu08EVYT3wZDIZPB3M2tefPo5RPknwUMlstu+9nYXryTq79kRExeEYUVp4DiYt7F9UWTCxT0SoGhgodggkQKC/n9ghkADsX0Qk1JVEHY5G2S7M6ucuxwjfNOhOHLZr7zFiDGQymd12Khn3Hv0g9w+w2y7fthajmtrW2u9e2wNy/u6JqAQ4RpQWnoNJC/sXVRZM7BMRvDw8xA6BBPBwdxc7BBKA/YuIhHI0W39Mcz+Ydqy32y739YOm9wBXhFVpyFQqeAx9zG67du8OjAtTwl0pQ/9QL/z+WC189lANhPqrRYiSiKSOY0Rp4TmYtLB/UWXBxD4R4Wx4uNghkADht26JHQIJwP5FREJEpxuw40amzTZ3pQyj6rtBu2uLXXvN4BGQqd1cFV6l4TF4OKAqkLDX6+BxeCc2PF4XHwyohkaB/L0TUclxjCgtPAeTFvYvqiyY2CcidGzZUuwQSICWXAhIUti/iEiIiFQ9fNxsh+gjGvvA7fheWDIzbBvLFbkJaCpzcl8/uPfoa7c9e8s6+LrxFIqISo9jRGnhOZi0sH9RZcFRKRHhVlSU2CGQAFF374odAgnA/kVEQnSt7YkNE+rite5BqOGthEIGTGjpB+3mf+3aunXqBkVgsAhRVg4eDz1it80UFQH9+dOuD4aIHjgcI0oLz8Gkhf2LKgul2AEQkfhUSn4VSIlSoRA7BBKA/YuIhHJXyTG6mS9GNvHBpfgcBMXdQNK1y3btPIaMFCG6ykPVqCmUoQ1gvHnNZrt28zq4tWwrUlRE9KDgGFFaeA4mLexfVFlwxj4RoWa1amKHQAJUCwwUOwQSgP2LiEpKKZehZTUNsress9unqFETaiaXy5VMJoPHkEfstucc2Q9TcqLrAyKiBwrHiNLCczBpYf+iyoKJfSLCwZOnxA6BBDh5yX7WJlVc7F9EVBrmzAxo9+202+7x0AjI5BzKlzf3XgMg8/C03WgyQbt9o82mbIMZqy6kYsamaJjMFhdGSERSxTGitPAcTFrYv6iy4NkAEaFLm9Zih0ACtGnSWOwQSAD2LyIqDe2uLYBeZ7tRrYam3xBxAqpk5O4aaPoOttuevW0DLCYj7mYa8dWRRAz9/TY+OZiIo1Fa7I/IEiFSIpIajhGlhedg0sL+RZUFE/tEhPjkZLFDIAGSU1PFDoEEYP8iopKyWCwOy/BoevSD3NvH9QFVUh4PjbDbZk6Mh+7YIZyJ0+LXs6nI1Jut+1acS3VhdEQkVRwjSgvPwaSF/YsqCyb2iQgZmZlih0ACZGq1YodAArB/EVFxfjqVjKtJOrvt+nMnYYqOtNvORXNdS1m7HtQt2thtz96yDv3qeSHY03aBvjNxObgYn+Oq8IhIojhGlBaeg0kL+xdVFkzsExEa1K0rdggkQN0aNcQOgQRg/yKiolyMz8F3x5Px+F+RmLo+CrtvZsJ4r0Z79uZ1du2V9RtB1bCJi6MkzUOP2G3Tnz4O3I3GuOa+dvs4a5+IisMxorTwHExa2L+osmBin4hw6tIlsUMgAS7duCF2CCQA+xcRFWXVhTTr/5+KzcHrO+Kw9lIaTEkJ0B05YNfew0GCmcqfe+cekPsF2G3P3vIvHmniA41SZrN9181MxGUYXBUeEUkQx4jSwnMwaWH/osqCiX0iQiNezZaUuiEhYodAArB/EVFhErOM2HEjw2abu1KGhxp4Q7tzM2A22eyTeXpB07O/K0Oke2QqFTSDhtlt1+7aAi+5CcMb2655YLIAK/NdtCEiKohjRGnhOZi0sH9RZcHEPhHBaDYX34gqDDPfL0lh/yKiwqy9nAZjga+IoQ294aWSQbtjk117Tb+HIHN3d1F0VJDHoGGA3Pb0yZKRBt3RgxjXwg9y20n7WBeebrOoLhFRfhwjSgvPwaSF/YsqCyb2iQi3o6LEDoEEiLp7V+wQSAD2LyJyRG+y4O9L6Xbbxzb3g/78KZjuxtrt83AwY5xcRxFUFW5tO9ltz96+ATV9VOhd19Nme5bejA1X7N9jIiKAY0Sp4TmYtLB/UWXBxD4RoVXjxmKHQAI0rldP7BBIAPYvInJk540MJGttS+10rqlBPX81tNvtZ+urGjWDsja//8WmGfiw3Tb9mRMwxcdhQks/u31/XUyD2WJxQWREJDUcI0oLz8Gkhf2LKgsm9okI4Tdvih0CCXCTsw8khf2LiAqyWCxYed6+/vq4Fn4wZ2Yg5/B+u32aAUNdERoVw61DV8j9/G03WizQ7tqCllXd0STIzWbXnTQDjkdrXRghEUkFx4jSwnMwaWH/osqCiX0iQhU/P7FDIAH8vL3FDoEEYP8iooLO3c3B5USdzbbavip0qeUB7d7tgEFvs0/mroF7j36uDJEKIVMqoek72G579o5NgNmM0c187fat5iK6ROQAx4jSwnMwaWH/osqCiX0igp+Pj9ghkAA+np7FN6IKg/2LiApyNFt/THNfyABot2+02+feoy/kHh4uiIycoelvf/eEOeEu9GdPYkCYF3zdbE+xDtzJQmyGwVXhEZFEcIwoLTwHkxb2L6osmNgnIpy8cFHsEEiACzduiB0CCcD+RUT53c00Ys+tTJttnioZhjb0gfHGVRhvXbd7DsvwVCzKWnWgatLCbrt2xya4K+UY0dg2mWC2AH9f4qx9IrLFMaK08BxMWti/qLJgYp+I0Ll1K7FDIAFaN2okdggkAPsXEeX396U0mAqspTqskQ+81HJkO5itr6hVB6rGzV0UHTnL0SK6OUf+gzktFY82zb37Ir9/w9OhM5pdExwRSQLHiNLCczBpYf+iyoKJfSJCRHSM2CGQANHx8WKHQAKwfxFRHoPJgn/D0222yZBbhseSk4OcfTvsnuMx4GHIZAXTxCQ29+59INMUKI9kNEC7dztCfFToVtt2X2qOGbtuZrkwQiKq6DhGlBaeg0kL+xdVFkzsExGYL5AWJnikhW8XEeXZezsTyVqTzbautT1Qy1eNnEN7YckukPhVKODeZ5ALIyRnyd01cO9pv6CxdscmWCwWm0V0GwW64a1ewehbj/WZieg+jhGlhedg0sK3iyoLpdgBEJH4ateoIXYIJECNoCCxQyAB2L+IKM/aS+l22x5rmpsAzt6xyW6fW6fuUPj5l3tcVDKagQ9Du22DzTZjxE0Yrl1G5wZNML6FL/qHeqFFVXcmhIjIDseI0sJzMGlh/6LKgjP2iQiHT58ROwQS4HR4uNghkADsX0QEALdT9DgRo7XZVtVLia61PGCMiYThwhm753gMsK/jThWHqkETKOuE2m3Xbt8EuUyGl7sGoWU1DZP6ROQQx4jSwnMwaWH/osqCiX0iQoeWLcQOgQRo2aCB2CGQAOxfRAQACjkwpIE31Ir7Sd6RTXygkMug3bnZrr08MBjqNh1cGSIJJJPJoBkw1G57zv6dsOTkiBAREUkJx4jSwnMwaWH/osqCiX0iQnJamtghkABpmZlih0ACsH8REQDU8lXj3b5VsWliXczqXAX1/NUY0cgHFpMJ2j3b7dpr+j0EmUIhQqQkhKb3QECpstlm0WYj58h+kSIiIqngGFFaeA4mLexfVFkwsU9ESE7lHz0pSc3goFJK2L+IKD8/dwUmtvLHqtG1EOiphP78aZgT4+3aafoPESE6Ekru6wf3Tt3ttmt3bRUhGiKSEo4RpYXnYNLC/kWVBRP7RITGofXEDoEECK0ZInYIJAD7FxE5kld3XbvbPgGsatYKympc9E0q3PsOstumP3sCpqSEQp9jNFnKMyQikgCOEaWF52DSwv5FlQUT+0SEM5e5EJCUXL55S+wQSAD2LyIqjDk7G7pD++y2a/oOFiEaKim3tp0g9/O33Wix2JVY0hnN2HotA1PXR+GdPXddGCERVUQcI0oLz8Gkhf2LKgul2AEQkfjCatcSOwQSoHb1amKHQAKwfxFRYXIO7YVFV2CRVbUa7t37iBMQlYhMqYR7rwHI/ne1zXbt7i3wfGwCZDIZfjiehDUX05CmMwMAVHIgRWuCv4brKBBVVhwjSgvPwaSF/YsqC87YJyJrOQCSBr5b0sL+RUSFydmzzW6be+eekHt4ihANlYajuyxMkREwXr8CAEjTma1JfQAwmIFNV9NdFh8RVTwcI0oL3y1pYf+iyoKJfSLCtdsRYodAAtyOjRU7BBKA/Yuo8tpyLQNfHU1EdLrBbp8pPg76c6fstmv6sQyPFKlCG0BZN8xuu3b3FgDAI0187PatC0+HxcJa+0SVFceI0sJzMGlh/6LKgol9IkKbpk3EDoEEaBoaKnYIJAD7F1HlZLFY8NvZFPx6JhUj/4zAzM0x2Hc705rI1TqYrS8PqAJ1q/auDpXKiKNZ+9p9u2AxGNCwihuaB7vZ7ItINeB0bI7dc4iocuAYUVp4DiYt7F9UWTCxT0S4euu22CGQALeio8UOgQRg/yKqnMITdbiWpAcAWAAcjszG98eTcx9bLNDu3mr3HE3vgZApWHNdqtx7DwDktu+fJSMNuhOHAQCPNPG1e84/l9NcEhsRVTwcI0oLz8Gkhf2LKgsm9okIvt7eYodAAnh7svaylLB/EVVO/4bb109/pIkPZDIZDFcuwhQTZbff3cGMb5IOhX8VuLXtYLc97yLOgDAveKpsa/7uvpWFtByTS+IjooqFY0Rp4TmYtLB/UWXBxD4RITDAX+wQSIAAH/s6vVRxsX8RVT45BjO2Xs+02aZWyDC4fu5JpnaX/Wx9ZVhDqOrwNn+pc3RxRnfiMMxpqfBQyTG4gW2iQW+yYPO1DFeFR0QVCMeI0sJzMGlh/6LKgol9IsKRM2fFDoEEOHPlqtghkADsX0SVz+5bmcjSm2229annCV93BSx6HXL+22X3HE3fh1wVHpUj947dIfP0st1oNEJ77z1/pLGDRXQvcxFdosqIY0Rp4TmYtLB/UWXBxD4RoVvbNmKHQAK0bdJY7BBIAPYvosrHURme4Y1yE7q6Y4dgybKdzQ+FAppe/VwRGpUzmZsb3Lv3sdued5dG4yB3NAm0XUT3Zooe5+5yEV2iyoZjRGnhOZi0sH9RZcHEPhEhMi5O7BBIgLjERLFDIAHYv4gqlztpepyKtU3S1vBWon2IBgAcLprr1r4L5L68ZfxBoXFQjsd4PRzGO7cA5K61UNA/l+0vBhHRg41jRGnhOZi0sH9RZfH/7N13eBzV2Tbwe7YX9WpJ7nKVe8VNNrblggs1tACppBCS8JKQ5A0pJPlCKukvBAiEhBZC7+69Y9x7t2VbtnpbafvO94fslVazsjWytLNHc/+uiyvSmdndR5Ef+5xnzz6HhX0iQjDAQ9tEEgjy9yUS5heRvrwfbbf+kCQYJAmh2hp4d25TXI9WCCZxmYeOgDEnTzHuXrcSADBvQCLspshDdFeedMHVqn0TEXVvnCOKhWswsTC/SC9Y2Cci9O2pXHxS/OqZna11CKQC84tIPwIhGR8djTwI1SABiwY17dD2bFoDtCoMSM4EWCdMjlmM1PUkSYJ95jzFuGfdCsiyDKfFgLkDIg/R9QZkrDzBQ3SJ9IRzRLFwDSYW5hfpBQv7RIRte/ZqHQKpsOcoD24SCfOLSD82FzeiojGycD+5lwPZCSYAgHvtCsVjbNNmQjJbYhIfxY5txhzFWLD0AvyH9wMAFg9OVFz/4AgL+0R6wjmiWLgGEwvzi/SChX0iwpiCoVqHQCoU9OundQikAvOLSD/eP9L2obmB0gvwH9qnuG6PUgAm8Zlye8I8SPn3v+dSO56R2Tb0STFHXNtb6sHpGl9M4iMi7XGOKBauwcTC/CK9YGGfiFDncmkdAqngcru1DoFUYH4R6UNFQwAbzzREjKXajCjs4wQAeNavVDzGkJEF87BRMYmPYi/arn33hlWQAwFIkoTFg5WH6H4Y5c0hIuqeOEcUC9dgYmF+kV6wsE9EKKus0joEUqGytlbrEEgF5heRPnx0rB5BOXJs4aBEmI0SZFmGJ0obHvv02ZAMnI53V7bCWUCr369cVwvf7u0AgAUDE2G4dIZu3xQzvnVdOu4anhLjKIlIK5wjioVrMLEwv0gvTFoHQETaKxiQr3UIpMKAXr20DoFUYH4RdX+yLOP9w8qd1jcNudSG5/QJBIpPKa7brp/b5bGRdoyp6bCMGgffru0R4+61K2AdPxmZThO+MyUDBZk2DM+yQpIkjSIlIi1wjigWrsHEwvwiveAWISLC3iM8CEgkR06f1joEUoH5RdT97S31oLjWHzE2MtuGvqlNh+J61il365t69YWpLxed3V20MxS8Wzcg5Glq6XDn8BSMyLaxqE+kQ5wjioVrMLEwv0gvWNgnIvTOydE6BFIhJzNT6xBIBeYXUfdnMkiY0ssRbqsCADde2q0vh0Jwr1P217ddP4fFXB2wTp4OWCwRY7LXA+/WjRpFRETxgnNEsXANJhbmF+kFC/tEBIuZXblEYjbx9yUS5hdR9zcsy4a/LMjFh/f0xbevS8fQTCtm908AAPgP7kWookzxGNv0oliHSRowOJywTZymGPesW65BNEQUTzhHFAvXYGJhfpFesLBPRDh08qTWIZAKJ8+e0zoEUoH5RaQfmU4T7hudihdv7YUES9M02x3l0Fzz0OEw9ciNdXikEdsM5Zs43p3bEaqt1iAaIooXnCOKhWswsTC/SC9Y2CcijBs2TOsQSIVhPAhIKMwvIv2S/X54Nq1RjNtn8NBcPbGOmwQpITFyMBSEZ+PaKz5OluWuC4qINMc5oli4BhML84v0goV9IsLxM8Vah0AqnLlwQesQSAXmF5F+eXdug+yqjxw0GmGbNlObgEgTktkM21Tl79wdpR1PIChj7SkXvrv0Av66tTIW4RGRRjhHFAvXYGJhfpFesOkUEcHpsGsdAqngsNq0DoFUYH4R6ZcnShse65gJMCSnxD4Y0pT9+jlwL3s/Ysx/aD8CF0vCbZn+b1sF3j9cj2pPEACQbDPgGxPTYTbykGWi7ohzRLFwDSYW5hfpBXfsExFyMjO1DoFUyExL1ToEUoH5RaRPocYGeD7ZqBi3sQ2PLpkLRsKQkaUY96xfGf76bK0/XNQHgFpPCJuKG2ISHxHFHueIYuEaTCzML9ILFvaJCBs+3aF1CKTCpwcPah0CqcD8Iuqejld68ereGlS5A1Gve7duAHy+iDHJaoP1uqmxCI/ijGQwwB7lEF3P2hXhXvqLBycprn98rF4xRkTdA+eIYuEaTCzML9ILFvaJCIXjx2kdAqkwvqBA6xBIBeYXUff09qE6/GlLBRa8dBrfWVqC1Sdd8AebDzt1r1X2T7dOKoTB7ohlmBRHbDPmKMYCZ08jcPoEAGBSTwdSbcaI6xvONKC2xS5+Iuo+OEcUC9dgYmF+kV6wsE9EOF9apnUIpEJpJQ/TEwnzi6j78QVlLD/etJM6KAMbzjTiJ6tL4Q6EmsaqK+Hbo9wpZr9eWdgl/TD1zYepdz/FuOfSm0Amo4R5AxIirgVCwIoTrpjER0SxxTmiWLgGEwvzi/SChX0igsfn1ToEUsHn92sdAqnA/CLqfjaeaUCtNxQxNr2PE0nWpt3Wng1rgFDkdSkpGZbRE2IWI8UfSZJgi/Lmjnv9KsiX/rwsGJSouM52PETdE+eIYuEaTCzML9ILFvaJCPm9emkdAqnQq0cPrUMgFZhfRN3PR0eVhdZFg5sLsp51yjY89mmzIJlMXRoXxT/bdGWf/VBFGfwH9gAAhmRY0S/VEnF9X6kHxbU+xeOISGycI4qFazCxML9IL1jYJyJs37dP6xBIhX3HjmkdAqnA/CLqXqrcAWw62xAxlu4w4rqeTb3zAyVn4T96SPG4aDu1SX9M2TkwDx2hGHevWwGgaVf/wii79pdEeTOJiMTGOaJYuAYTC/OL9IKFfSLCiEGDtA6BVBjUp4/WIZAKzC+i7mXFCReCkV12MH9AIkwGCQDgWbdS8RhjVg7MQ4bHIjwSQLSzFjwb10C+1OZh/oBESK2uf3ysHiFZVjyOiMTFOaJYuAYTC/OL9IKFfSKC28P+cyLx+PhxfJEwv4i6lyVR+p1f3mEtyzLcG1YprttmFEGSWpdqSa9sU2cCRmPEmNzggnfXJwCA7AQTxufZI66X1Aew56InZjESUdfjHFEsXIOJhflFesHCPhHhfFmp1iGQCmWVlVqHQCowv4i6jzM1Phwoi1woDkyzYGC6FQAQOHMSwbNnFI+zzVD2VSf9MiSnwDpmomLc0+JNoQUDoxyiy3Y8RN0K54hi4RpMLMwv0gsW9okIwwcO1DoEUmEgPwYqFOYXUfexNMpu/RtaFGA9G1Yrrpt694O5T/8ujYvEYyucpRjzbtsI2dv0xtHMfgmwmSI/5bHypAveQEjxOCISE+eIYuEaTCzML9ILFvaJCPt5EJBQjp0p1joEUoH5RdQ9yLKMJccjC/sSgLkDmtvwRCvsRyvgElknFQJmS8SY7HbD++kWAIDTYsDMfgkR112+EDacaYxZjETUtThHFAvXYGJhfpFesLBPRMjNytI6BFIhKz1N6xBIBeYXUfewr9SD83WBiLHxeXZkJ5gAAIETRxG8cE7xOBb2KRqDwwnr+EmK8ZZvDkVrx/PR0boujYuIYodzRLFwDSYW5hfpBQv7RASHzaZ1CKSCzWK5+k0UN5hfRN3DkmMuxVhEG56NUdrw9B8IU17vLo2LxGUrnK0Y82zfjJC7aVf+hDw7MhyRh+xuOduIKndA8TgiEg/niGLhGkwszC/SCxb2iQh7jxzVOgRS4chp5cGMFL+YX0Ti8wdlrDgZ2YbHapTCrVKa2vCsUTzONo279alt1gmTIVlbFR58Xng/2QwAMBokzB/Q/OZRltOEz45MQUiOZZRE1FU4RxQL12BiYX6RXghZ2N+xYwcWLlyItLQ0JCcno6ioCJs2bWrXY0tLS/HQQw9h9OjRSE1NhcPhwJAhQ/Dwww/j/PnzXRw5UXyaOHKE1iGQCiMH8SAgkTC/iMS3+Wwjaj2Rh5ZO7+tEgqVpKu0/ehDBsguKx7END12JwWaH9bqpinHPhlXhrxcNTsQtQ5PwzOI8fHBPH3x7UgYyHKZYhklEXYRzRLFwDSYW5hfphXCF/W3btqGwsBCJiYl4++238eGHHyIvLw+zZs3CqlWrrvr4iooKnDp1Cl/72tfwzjvvYOXKlXjggQfw3nvvYdSoUTh8+HAMfgqi+HLy7FmtQyAVzl68qHUIpALzi0h8S4/VK8Yi2vBEOTTXPHAoTD1yuzQuEl+0T3V4d2xDyNX0Zy4/zYpHp2dhbK4dBkmKdXhE1IU4RxQL12BiYX6RXgi33eNrX/sa5syZg9deey08VlhYiEAggPvvvx/Hjx+H0Whs8/HDhg3D+++/HzE2ZcoUfOYzn8H48ePx4x//GG+++WaXxU8Uj6zsFygUi9msdQikAvOLSGyyLKPGE4wYS7YZMLmno+l6KATPxihteLhbn9rBOu46SA4n5MaG5sGAH56tG+AoWqBdYETU5ThHFAvXYGJhfpFeCLVjf/v27dizZw9+9KMfKa49+uijOH36NNasUS6s2iMvLw933303tm/ffq1hEgknLztb6xBIhez0dK1DIBWYX0RikyQJf1+ch3fu6oOvjk9D72Qz5uYnwmRs2j3tP7QfocpyxeNs02bGOlQSkGSxwjqpUDEe7VMgRNS9cI4oFq7BxML8Ir0QqrC/evVqpKamYsKECYprw4YNQ25uLtatW9fh529sbEQ6/7ImHdq4Y4fWIZAKOw4e1DoEUoH5RdQ99Ew24yvj0vDmnb3x7eua54uejcpWkOahw2HM5IKS2sdeOFsx5tv9KUK1NbEPhohihnNEsXANJhbmF+mFUK14Dh06hEGDBkFqo7/k4MGDO9wj/+LFi3jrrbfwve99r133T548Oer4/v37MXToUNTU1HQoju6gvl7Zh5bi27D+/XX9Z1Yk9fX1GNizJ39fAmF+iYX/hlF7eQDIoSC8G5SfFpXHTWbeR8H8ik7uOwBISARcLf7/CQVRtWopTLPmaxcYCYX5JR7OEcXBNZh4mF/i4L9fTVJSUjr0OKF27JeXlyMjI6PN65mZmSgrK2v387lcLhw+fBhPPvkkrrvuOlx//fX4zne+0xmhEgmlgv/gCaWa//AJhflF1H2FjhwEaqsjByUJxolTtQmIhCSZTDCOn6IYD23dEPX+kCxjT5kPz+xuQEiWuzo8IuoinCOKhWswsTC/SC+E2rHv8XiQnJzc5nWr1QqPx9Ou5xo0aBCOHTsW/v5b3/oW/vCHP8Bkat//JVu2bIk6fnknf0ffaelO+P+BOMpra/n7EkhVvYu/L4Ewv8TE3xm1R+2ubfC3GjMPG4XUfvmaxCMK5peSt2g+qtcuixgLHd6HxFAAxrSmjU2na3x491AdVpyoR1lD04HOcwalYWyuPebxUvxifomDc0SxcA0mFuaXePj76hihduzbbDb4fL42r3u9Xtjt7ZvYLlmyBHv27MG6devw5z//GcuWLUNhYSFqa2s7K1wiYQzs00frEEiFPrk5WodAKjC/iLonORiAd7PybCf7tFkaREOiswwfA0NKWuSgLMOzaW3420PlXryytyZc1AeAZce5g5RIVJwjioVrMLEwv0gvhCrsp6WloaKios3r5eXlSE1Nbddz5efnY+TIkZg+fToeeugh7Ny5E1VVVfjJT37SWeESCWPHgQNah0AqHDh+QusQSAXmF5GYjld54faH2rzu27tLebipwQDrlBldGxh1S5LRCNvU6xXjng2rw1/P6OuE1RR51tiqky74g2zHQyQizhHFwjWYWJhfpBdCFfYHDhyIo0ePQm6jl+SRI0cwaNCgDj230+nEzTffjOXLl19LiERCGtq/v9YhkAr9e/XUOgRSgflFJB5ZlvH9ZRcx98VT+NHKi1h3ukFRPPVsWKV4nGXEGBhT0xTjRO1hK5ytGPMf2odgeSkAwGE2YEYfZ8T1Wm8IW842xiQ+IupcnCOKhWswsTC/SC+EKuxPnz4d1dXV+PTTTxXXDh48iJKSEkyfPr3Dz19VVdXmmwZE3Zk/ENA6BFIhwN+XUJhfROI5VOHF2To/PAEZy0+48MiyC/j+8gvh67LfD8+W9YrH2QrZhoc6zjx0OAzpmYpxz8Y14a/nD0xUXGc7HiIxcY4oFq7BxML8Ir0QqrBfWFiIgQMH4vHHH1dc+9WvfoW8vDwUFRV16Ln37duH//73v7jtttuuNUwi4ZwpKdE6BFKhpLxc6xBIBeYXkXiWHXcpxqb3bd4p7dvzKWRXq2Kq0QjbZLbhoY6TDIaobw651zd/OmRSTweSrZFLuHVnGtB4hbZRRBSfOEcUC9dgYmF+kV6YtA5ADaPRiKeffhrz5s3D3XffjQceeAAGgwHPP/88Xn31VbzzzjuwWq1XfI67774b1113HUaNGoWUlBSUlZVh2bJleOaZZzBp0iT22CddGjl4sNYhkAqD+/bVOgRSgflFJJZgSMaKVjugTQZgVr+E8PfuFn3PL7OMGg9DUnKXx0fdm61wFhrf/W/EWOD4YQQunIcpJw9mo4TZ/RPw9qG68HVvQMa60w24IcpufiKKX5wjioVrMLEwv0gvhNqxDwCzZs3C2rVrUV5ejkWLFmH+/Pk4ceIEli9fjptuuini3vnz52PBggURYz169MBzzz2HhQsXYvz48bjrrruwe/duvPTSS1i5ciXsdnssfxyiuHDoBA8CEsmJs2e1DoFUYH4RiWX3RTfKG4MRY5N6OpBsMwIAZJ8X3q0bFI9jGx7qDOaBQ2HMzlGMtzzTYd4AZQF/6TG24yESDeeIYuEaTCzML9ILoXbsXzZ16lSsXLnyqvfV1NTAYIh87+JPf/pTV4VFJKzMNB70J5K0ZO4IFQnzi0gs0drwtCykend+ArmxIfIGkxm2SYVdHRrpgCRJsBXOQsObr0SMezasRsIdnwMAjM6xITvBhFJXc//gbecaUe0OItVujGm8RNRxnCOKhWswsTC/SC+E27GvxtatW7F582atwyCKe0kJCVe/ieJGgsOhdQikAvOLSBz+oIzVJyML+1aTFNFf3xOlDY917EQYEtgGhTqHbbryzLDA6RMInD0NADBIEublR/7bEpSBlSeVb0oRUfziHFEsXIOJhflFetGtC/tE1D47Dx7UOgRS4eCJk1qHQCowv4jEse1cI2q9kYeQTu/jhMPcNGWWPR54P9mkeBzb8FBnMvXNhzGvt2K85dkO86L00192nO14iETCOaJYuAYTC/OL9IKFfSLCpFGjtA6BVBg1eJDWIZAKzC8icUQrjEa04dmxBbLHHXmDxQLrxGldHRrpiCRJsE2frRj3rF8FWZYBAAPTLOiXaom4vueiByX1/pjESETXjnNEsXANJhbmF+kFC/tEhNPnz2sdAqlwvrRM6xBIBeYXkRg8/hDWnY7snZ9oMWByr+aP3rujteEZNxkGfjyfOpk9yqdAgueLETjddBigJEmYP0DZZoC79onEwTmiWLgGEwvzi/SChX0iUhwyTfHNYJC0DoFUYH4RiWH9mQa4A3LE2Kz+CbAYm/7ODbkb4d2+RfE4tuGhrmDq1RemvvmKcc/6leGvW36a5LJohz8TUXziHFEsXIOJhflFesE/6USE3jk5WodAKuRkZmodAqnA/CISw/ITyoLo3BYHlHo/2Qz4vBHXJasN1gmTuzw20qdobxp5NqwOt+PJSzJjRLYt4vqJKh+OV3kVjyOi+MM5oli4BhML84v0goV9IsLmXbu0DoFU2HXosNYhkArML6L4V+8NYnNxZBuedIcR43Lt4e89G1YpHmedOAUGm10xTtQZbIXKPvvB0gvwHzsU/r51O55EiwFna9lnn0gEnCOKhWswsTC/SC9Y2CciXDdypNYhkAojBw3UOgRSgflFFP/WnGqAPxQ5VtQ/AcZLH7sPNbjg3bFN8bhohVeizmLKyYNpwBDFuKfFWQ+z+icgwWLADQMT8cf5OVj2uX6Y2U/Ze5+I4g/niGLhGkwszC/SCxb2iQgVNTVah0Aq1NTzYDyRML+I4l+0A0fnt+hf7t22EQhE7oKW7A5Yx13X5bGRvtmnK9888mxcAznU9E5UhsOEFZ/rh1/MykZhHyfMRvaAJhIF54hi4RpMLMwv0gsW9okINXV1WodAKtQ1NFz9JoobzC+i+FbZGMCnJe6IsbwkE4ZlWcPfR23Dc900SBarYpyoM9mmzlSMhSrK4D+8P/y9icV8IiFxjigWrsHEwvwivWBhn4gwuF8/rUMgFfrl5WkdAqnA/CKKb2l2I/59S0/cOzIFWU4TAGBufiIk6VIbnvo6eHdtVzwu2sGmRJ3NmJUN85DhivGW7XiISEycI4qFazCxML9IL1jYJyLsOnTo6jdR3Dh08qTWIZAKzC+i+CZJEoZk2vDQ5Ax8cE8fPLM4D7cMTQpf92xZDwSDkY9xJsA6ZmKsQyWdivYmkmfTGsit/lwSkVg4RxQL12BiYX6RXrCwT0QY0Lu31iGQCr1zcrQOgVRgfhGJwyBJGJtrR06iOTwWbWe0bfJ0SGazYpyoK9imzgSkyHY7oeoq+A/u1SgiIuoMnCOKhWswsTC/SC9Y2CciIiIiiiJUWw3f3p2KcbbhoVgypmfAXDBSMe6+QjseWZZxrNKLYEjuytCIiIiISEMs7BMRThQXax0CqVB84aLWIZAKzC8icXk2rwNCrdrwJCbDMnKcRhGRXtkLZyvGvJvXQg4GIsZOVfvw7KeVuOP1Ynz2zbPYfdETqxCJSCXOEcXCNZhYmF+kFyzsExFGDx2qdQikwtD+PAhIJMwvInFFbcMzZQYkk0mDaEjPrFNmAIbIpVuotga+fbvD328404A7Xi/GP3ZU43SNHwCw4kR9LMMkIhU4RxQL12BiYX6RXrCwT0Q4cuqU1iGQCqfOn9c6BFKB+UUkpmBVBXz7dyvG2YaHtGBMTYNlxBjFuGfDqvDX43LtsJoie/GvPtmAANvxEMUlzhHFwjWYWJhfpBcs7BMRUpOStA6BVEhyJmgdAqnA/CKKT/+zpAS/2VCGHSWNUfuQezatBeTIcUNKGizDR8cmQKJWbNOUbyp5tqyHHGhqx+MwG1DY2xlxvdoTxI4Sd0ziIyJ1OEcUC9dgYmF+kV6wsE9ESE9J0ToEUiElkZNKkTC/iOLPuVo/NhU34q2Ddfj6ByVY8PJpvLK3OuKeqG14pl4PyWiMVZhEEWyTpwOGyD9/cn0dfLs/DX8/J185R1h+nO14iOIR54hi4RpMLMwv0gsW9okIn+zdp3UIpMLeY8e0DoFUYH4RxZ+VJ10R31e5gwiFmr8PlpfCf0iZu2zDQ1oyJKfAMlp5cLNnY/ObUFN6O+A0R7bjWXOqAf4g2/EQxRvOEcXCNZhYmF+kFyzsExEmjxmtdQikwpghQ7QOgVRgfhHFn9aFfQCY3WKns2fTGsV1Q3omzENHdGlcRFcT7c0lz9YNkP2+pusmA6b3jdxVWu8LYeu5xpjER0TtxzmiWLgGEwvzi/SChX0iQnHJBa1DIBVKysu1DoFUYH4RxZeztT4cqfBGjA3LsiI30Rz+vs02PAZOnUlbtknTAZMpYkxucMG7a3v4+2jteFacUL6ZRUTa4hxRLFyDiYX5RXrB1QkRQZb58WyR8PclFv6+iOJLtN36Rf2bC6GBiyXwHz2kuMdWOLtL4yJqD0NCIqxjJirGPRtWhb+e1NOBREvkMm/daRc8gVDrhxGRhjhHFAt/X2Lh74v0goV9IkKfvFytQyAV8rKytA6BVGB+EcWXlVF2Ls9uUdj3bIzShierB8yDC7o0LqL2sk2bqRjzbtsI2dv0SRSzUcLMfs6I641+GZuL2Y6HKJ5wjigWrsHEwvwivWBhn4iwdc8erUMgFfYcOap1CKQC84sofhTX+nC00hcxNjzLipyINjyrWj8M9mkzIUmSYpxIC9ZJhYDZEjEmu93w7tga/n7ugETF49iOhyi+cI4oFq7BxML8Ir1gYZ+IMK6AuxBFUpDfX+sQSAXmF1H8WBWlsFnUoh95oOQsAiePKe5hGx6KJwaHE9Zx1ynGPRubz4YYl2tHqs0YcX1DcQMa/WzHQxQvOEcUC9dgYmF+kV6wsE9EqHVxB5dIXI38KL1ImF9E8WNFlP76s/u1aMMT5dBcY04eTPmDujQuIrVshbMUY95PNiPkcQMATAYJs/pHtuPxBmRsONMQk/iI6Oo4RxQL12BiYX6RXrCwT0Qor6rWOgRSoaq2TusQSAXmF1F8OF3jw7FWbXhGZNvQI6INj7Kwb5s2i214KO5YJ0wBLNaIMdnrgXf7lvD3c/LZjoconnGOKBauwcTC/CK9YGGfiDCUHysUSn6vnlqHQCowv4jiw6oou/WLWhyaGyg+hcCZk4p7ou2MJtKawe6AbcIUxXjLN6dG97AhwxHZjmdzcQNcPrbjIYoHnCOKhWswsTC/SC9Y2Cci7Dl8ROsQSIXDp05rHQKpwPwiig/R+uu3bFXijtaGp2cfmPrmd2lcRB1lK5ypGPPu2ILQpXYRRoOE2S3evAIAfwhYf5rteIjiAeeIYuEaTCzML9ILFvaJCH3zcrUOgVTIy8rUOgRSgflFpL3T1T4cq4pswzMy24YeCU1teGRZjt6Gp5BteCh+WcdNhmSzRw76fPB+sjH87ZxLh0ObDMC03g78bGYWCvs4YhkmEbWBc0SxcA0mFuYX6YVJ6wCISHsmE/8qEInJaLz6TRQ3mF9E2lsZrQ1Pfos2PKdPIHi+WHGPnW14KI5JNhusE6fCs35lxLhnw2rYr58LoOkciV/Mysa03g4kWjl/IIonnCOKhWswsTC/SC+4Y5+IcOTkKa1DIBVOnj+vdQikAvOLSHvRCvuz+jUX9j0bVimum/r2h6lX364Mi+iaRTsDwrvzE4Rc9QAAgyThhoGJLOoTxSHOEcXCNZhYmF+kFyzsExHGDivQOgRSYVg++z2LhPlFpC1fUEZBphWJluZp76geNmQnNO3karMNz7TZMYuRqKOs466D5HBGDgb88G7bGP0BRBQ3OEcUC9dgYmF+kV6wsE9EOHb6jNYhkAqnS0q0DoFUYH4RactilPDT67Ox7HP98OcbcrBoUCIWD04KXw8cP4LgReXfq9F2QhPFG8lsgXVSoWI82mHQRBRfOEcUC9dgYmF+kV6w6RQRIdHpvPpNFDecdvvVb6K4wfwiig9mo4SpvZ2Y2jsyJz0blQVQU/4gmHJ7xio0omtimzYTntVLI8Z8u7cjVFcLQ1KyRlER0dVwjigWrsHEwvwiveCOfSJCdka61iGQChkpKVqHQCowv4jilyzLcG9coxjnbn0SiXX0BEgJiZGDwSA8W9ZrExARtQvniGLhGkwszC/SCxb2iQibdu7SOgRSYeehw1qHQCowv4jil//IQYTKLirGbdNY2CdxSGYzbJOnK8ajfRoFAMoaAnhtXw2+/sF5uLzBrg6PiNrAOaJYuAYTC/OL9IKteIgI08aN1ToEUmFcwVCtQyAVmF9E8cuzYZVizDy4AKbsHA2iIeo427RZcK/4KGLMt3cnQrXVMCSnAgB2XXDjqU8qseeiB/Kle9afacCCQUkgotjjHFEsXIOJhflFesEd+0SE86WlWodAKpRWVmodAqnA/CKKT3IwGHVHM3frk4gso8ZCat1PPxSCZ/O68LcGCdjdoqgPACtOuGITIBEpcI4oFq7BxML8Ir1gYZ+I4PX5tQ6BVPD5A1qHQCowv4i0sf18I45VeiHLctTr/oN7EapqtUiXJPbXJyFJRhNsU65XjHs2NL95NSLbhixn5Ae2t51rRD3b8RBpgnNEsXANJhbmF+kFC/tEhP69emodAqnQq0e21iGQCswvotiTZRm/31iOz755Fre/Xoynt1fieJU34h53tDY8BSNhTM+MVZhEnco2baZizLd/N4JVFQAAgyShqL8z4ro/1NSOh4hij3NEsXANJhbmF+kFC/tEhE/27tM6BFJh79FjWodAKjC/iGLvRLUPp2qadmqdqfHj+Z3V+P3G8vB1ORiAZ9NaxePshbNjFSJRp7MMHw1DSlrkoCxH/Fmf3T9B8biVbMdDpAnOEcXCNZhYmF+kFzEt7JdXVuHeb/xvLF+SiNph5JDBWodAKgzp11frEEgF5hdR7EUrVLYsaPr27IRcVxt5g8EA69Truzgyoq4jGY2wRfkz3LIdz/BsG7ITItvxbGU7HiJNcI4oFq7BxML8Ir2IaWHf1eDGvkN8l5Mo3jQ2urUOgVRo9Hi0DoFUYH4RxZYsy1h5MrKwLwGY1aKw74nShscyciyMKaldHR5Rl4p2RoT/0D4EK8oANLXjmd0vsh1PgO14iDTBOaJYuAYTC/OL9KJLCvuyLOPcBZ5ATSSKC+XlV7+J4kZ5dbXWIZAKzC+i2DpR5cOZmsgD08bm2pHhaNqlLPt98GxZr3icjW14qBswDx0BQ5RzIjwb14S/LspPVFxnOx6i2OMcUSxcg4mF+UV60eHC/pjZt+NsycWo186cK8HCz36jw0ERUWwNGzhA6xBIhYG9e2sdAqnA/CKKrRUnlQXKoha79b27tkNuaHWPyQTb5OldHRpRl5MMhujteDa2aMeTZWU7HqI4wDmiWLgGEwvzi/Siw4X9YDCIYDD65E+WOxwPEWlgPw8CEsrRM2e0DoFUYH4RxY4sy4qdxwYJmNmi9YhnvbINj3X0BBgSk7o8PqJYiNqO58hBBEovAAAkSVIcohsIAetOsx0PUSxxjigWrsHEwvwivYhpj30iik952dlah0AqZKenax0CqcD8IoqdY1U+FNe2asOTY0f65TY8Hg+8n2xUPM42nW14qPswDx4GQ6by356Wu/aLWhX2ASjOpiCirsU5oli4BhML84v0goV9IoLNatU6BFLBarFoHQKpwPwiip1VUfqEF+W3aMOzYwtkd6vD1CwWWK+b1tWhEcWMJEmwTZupGPdsiGzH06NVO55t5xpRx3Y8RDHDOaJYuAYTC/OL9IKFfSLCgWP8mJpIjp0p1joEUoH5RRQbsiwrdhy3bsPjjtaGZ9xkGBxOxTiRyOxRDoMOnDiKQMk5AGzHQxQPOEcUC9dgYmF+kV50aWG/qqYWldU14f9qauu68uWIqIPGjxiudQikwggeBCQU5hdRbBytjN6GJ83etCs51NgI76dbFI+zsw0PdUOmAYNh7JGrGL9aO55VbMdDFDOcI4qFazCxML9IL0xXv6VjZFnGzFu+1FVPT0Sd6ETxWeT37qV1GNROxRcuIiUlReswqJ2YX0Sx0frQXACY07INzycbAZ8v4rpks8M6fnKXx0YUa5IkwVY4Cw1vvBwx7tmwGgl3fA4AMOxSO56LrkD4+uV2PElWY0zjJdIjzhHFwjWYWJhfpBddVtgHgMceeSDi+/LKajz1wmtd+ZJE1AF2G/vPicRmZX9HkTC/iLqeLMuKncZNbXiaC/st+4tfZp04FZLN1uXxEWnBNk1Z2A+cPoHA2TMw9eoTbsfzyt6a8PWCTBsqGlnYJ4oFzhHFwjWYWJhfpBddVtiXJAm3LiyKGDtVfJ6FfaI4lJuVpXUIpEJWWprWIZAKzC+irne00oezdZFteMbn2pFqbypOhlz18O7cpnicjW14qBsz9RsAY14vBM+fjRj3bFyNhLu/CKDpUy17Sz0o6p+AWf2d6JFg1iJUIl3iHFEsXIOJhflFesHDc4kIGz7doXUIpMKnBw9qHQKpwPwi6norTtQrxloeDOrZsh4IBCKuS84EWMdO7PLYiLQiSRJs02Ypxt0bVkGWZQDAsCwb/nlzT3x2ZAqL+kQxxjmiWLgGEwvzi/SChX0iQuH4cVqHQCqMLyjQOgRSgflF1PU2nGmM+N6oaMOzSvEY26RCSGZ+rJ66N1uh8lMpwbNnEDhzUoNoiKglzhHFwjWYWJhfpBcdbsUjSRL2HDgCr8+vuHbo6ElI0jXFRUQxdKGsHDlZmVqHQe1UVlXFg5sEwvwi6nrP35SH9WcaseqkC1vONmBsizY8wZpq+PbsVDyGbXhID8x9+sHUux8Cxacixj0b18DcN1+jqIgI4BxRNFyDiYX5RXrR4cJ+z5xs/OQ3/wcpSgVflmX06ZlzTYERUew0eNxah0AqeLxerUMgFZhfRF0vwWrEgkGJWDAoES5vENWeYPiad/NaIBSMuF9KTIZlJHdykT7YCmfB9crzEWOeDauQcM+Xo67liCg2OEcUC9dgYmF+kV50uLD/yt9/g8PHTyMYDCquGY1GDM7vey1xEVEMDejdW+sQSIXeOXzjVCTML6LYSrAakWA1hr93b1ituMc29XpIpg5Pg4mEYpumLOwHS84hcPIYzPmDNIqKiDhHFAvXYGJhfpFedLjHfkpyEiaNG4mpE8co/ps0biRSU5I6M04i6kKf7t+vdQikwv7jx7UOgVRgfhFpJ1hZDv+BPYpxtuEhPTH17A1TvwGKcU+UN70uc/lC2Hausc3rRHTtOEcUC9dgYmF+kV7E9PBcs9kEM3dHEcWdggHKxR7FrwG9emkdAqnA/CLSjmfjGkCWI8YMqWmwFIzUKCIibdgKZynG3BtWQW6RHy5fCB8frcd3l17A3H+fxENLSlDrUX46m4g6B+eIYuEaTCzML9KLmBb2e+Zk49MV/43lSxJRO/iiHIJN8csXCGgdAqnA/CLSTrQdybZpsyAZjVHuJuq+bIXKT6mEyi7Cf7h5R+MLO6vw2JpSrD/TAH8ICIaAdacbYhkmka5wjigWrsHEwvwivYhpYZ+I4tPZCxe0DoFUuFBeoXUIpALzi6hrhFrtxG8tcLEE/iMHFONsw0N6ZOqRC/PgAsW4Z/3K8Nez8xMU11eccHVpXER6xjmiWLgGEwvzi/SChX0iwojBPDhNJIP79tE6BFKB+UXUNf5vWyW+9O45vLq3BqUu5S46z8Y1ijFDZjbMg4fFIjyiuGObXqQY82xcAznYlD9DM6zITYxsm7r9fCNq2I6HqEtwjigWrsHEwvwivVDd8L68sgofLl/Xul2pgsViwr2fWYxd+w5hz4EjkGUZg/L7YurEMQCAkotluO+bj2LVm891KHAi6jwHj59AwYB8rcOgdjp+9izGp6RoHQa1E/OLqPPJsoyVJ1y44ApgX6kHf9pSgXG5djy5MBdGgwQA8GxYpXicvXAWJEmKdbhEccE2bSbqn/8/IBQKj4VqquHbsxPWsRMhSRKK+ifgxT014etBuakdz01DkjSImKh74xxRLFyDiYX5RXqhurBffO4i/vTMS1e9z2xuKux/84e/Qr2rqTej0WDAuvf+jaREJ7w+Pyoqq9VHTESdLjsjXesQSIUMTiiFwvwi6nwHy7240GqXvs0khYv6gXPFCJw8pnhctD7jRHphTMuAZcQY+PbsiBj3rF8J69iJAICi/MjCPgCsPFHPwj5RF+AcUSxcg4mF+UV6obqwP25UAfaufbtd9/r9ftS7GvD+S39DTlYmJsy7C9W1tUhKdKoOlIi6ToLDoXUIpILDZtM6BFKB+UXU+aL1/Z7dv7k/eLTd+sacnjDl82PZpG+26UXKwv6W9Uj6xnchWawYcqkdT0l98xtn28+7UeMJIsXGQ6eJOhPniGLhGkwszC/Siy7tsX+5XY/NaoXVark0dpUePkQUc3sOH9Y6BFLh8KlTWodAKjC/iDqXLMtYdTKysG8yADP6OsPX3VEK+7bps9mGh3TPNmUGYIrc2yU3NsD76VYAaGrH0+oQ3aAMrD3FQ3SJOhvniGLhGkwszC/Si5gcnstiPlF8mzhypNYhkAojB3HHqUiYX0Sd60CZFxdbteGZ1NOBJGvTbuLAqeMInj2jeJytcFZM4iOKZ4aERFjHTVKMu9evDH9d1D9BcX3lSRb2iTob54hi4RpMLMwv0ouYFPaJKL6dPnde6xBIhXOlpVqHQCowv4g614ooBcaWO4zda5crrpv69oe5T/8ujYtIFLYZRYox7yebEWpsOhdtSIYVeUmRu/o/Pe9GjTsYk/iI9IJzRLFwDSYW5hfpheoe+wBw8sw5/PnZl9DQ0Ki4JhkM6Nc7D48+9JVrDo6IYsNoYs9UkZiM/H2JhPlF1HlCbbThmd7nUhueUAie9dHa8MyJSXxEIrBNmIo6mx2yx9086PfBu3UD7LPmN7Xj6Z+Af++uCV8OysCa0y7cMjQ59gETdVOcI4qFazCxML9ILzq0Y3/Zmk3Ysn03TCYTzGZzxH8ejxevv7cMx08Vd3asRNRFevXooXUIpEKPjAytQyAVmF9EnWd/qQelUdrwJF5qw+M/sAehynLF42zTZ8ckPiIRSDYbrJOmKcbd667SjifKodVE1HGcI4qFazCxML9ILzq0Y9/r82H08KF45onHFNc8Xi8mzrsbHq/3moMjotjYtHMnpo4dq3UY1E47Dx3CrMmTtQ6D2on5RdR5Wu/WB4A5LdvwtChMXmYeOgKm7JwujYtINLbpRfCsXREx5tv9KUK11TAkp2JwhhU9k8w4V+cPX99R4ka1O4hUO3dBEnUGzhHFwjWYWJhfpBcd7rEvSW08ocS2/USimTx6tNYhkAqjBw/WOgRSgflF1DlCsoyVJxsixswt2/D4/fBsWqN4nP16tuEhas06egKkxKTIwVAQno1rASDcjqeloAysOcVd+0SdhXNEsXANJhbmF+mFZlV4WZa1emkiaqW8qkrrEEiFqro6rUMgFZhfRJ1jX6kHZQ2t2vD0ciDhUhse765PILvqIx9kNMI2dWasQiQShmQ2wzblesW4e32Ldjz5UdrxRPnUDBF1DOeIYuEaTCzML9KLDrXi6Sinw44f/vLPSElOQk1tHew2ayxfnojaUFvvQjZ7BgqjvqHh6jdR3GB+EXWOaP29i/onhr/2rF2uuG4dMwGG5JSuDItIWPYZRXAvez9izH9wL4JlpTBmZWNQugW9ksw426odT407iBS24yG6ZpwjioVrMLEwv0gvunTHvtFowIihA8MF/Ie/dh+SEhPg9fqQnJSI7z7wha58eSJqp0H9+modAqnQLy9P6xBIBeYX0bULyTJWt2oBYjFKmN63qQ1PqLERnm2bFI+zzWAbHqK2mIeNgiE9UzHu3tC0a1+SpPCu/T4pZnx5bCpeua0Xkm1svUrUGThHFAvXYGJhfpFedGjHvgQJtfUuVFTVKHrtV1bVQpIkSJBgNBrxyt9/G752x03zccdN868pYCLqfLsOHsSYggKtw6B2OnjiJKaM40FAomB+EV27pjY8wYixyb0cSLA0FRi92zYAPm/kgyxWWK+bFqsQiYQjGQywFc5C47v/jRj3rF+FhNvuAQDcWpCEOfkJGJBmgdTWIWtE1CGcI4qFazCxML9ILzpU2O+RlYFDR09i9m1fbvOetNTkDgdFRLE1sG9frUMgFfrm5WodAqnA/CK6diuitOGZ3eJgT/e6lYrrtknTYLA7ujQuItHZZ8xRFPYDJ48hcPY0TL36okeCGT2UrfaJqBNwjigWrsHEwvwivehQYf+2RXOQlZmGunrlIkuChNycLOT2yLrm4IgoNkKhkNYhkAr8fYmFvy+ia1eQacWYHjbsvuiBjKY2PIV9LrXhqa2Gb9d2xWPYhofo6kz5g2DM7YlgybmIcfe6lUi8936NoiLSB84RxcLfl1j4+yK96FBh32QyYubUiZ0dCxFp5NS5cxg1ZIjWYVA7nSstRc9c7hgRBfOL6NotGJSEBYOSUNYQwOqTLlS7g+E2PO6Na4BQZJseKTEJ1jGcqxJdjSRJsE0vQsNr/4oY96xfhYR7vsz2O0RdiHNEsXANJhbmF+kFTz4iIv6DJ5gh/fppHQKpwPwi6jxZThPuGpGCByamh8c861Yo7rNNnQnJbI5laETCsk8vUowFL5xD4PgRDaIh0g/OEcXCNZhYmF+kFyzsExEOnzypdQikwslz565+E8UN5hdR1wlcLIH/0H7FuH2GslBJRNGZevWBqf9Axbh77XINoiHSD84RxcI1mFiYX6QXLOwTEdJTUrQOgVRISUzUOgRSgflF1HU8G1YpxgwZWTAXjNQgGiJxRXszzLN+FeRgIGLMH5SxqbgBP19Tiu8tuxCr8Ii6Jc4RxcI1mFiYX6QXHeqxT0TdS0pSktYhkApJCQlah0AqML+Iuo5n3UrFmH36bEgG7l0hUsM2vQj1/3oakOXwWKimCr49O2Adex0A4NlPK/HavlrU+5oOJDRIQEVjABkOLimJOoJzRLFwDSYW5hfpBVc9RIRP9yvbGFD82n/suNYhkArML6Ku4T91HIEzyo9Z266fq0E0RGIzZmTBMmKMYty9Zln465CMcFH/8vdrTjXEJD6i7ohzRLFwDSYW5hfpBQv7RITJo0drHQKpMHrIYK1DIBWYX0Qdc7TSiw+P1KHeG4x6PdpufVOvvjD1ze/q0Ii6JdvMeYox75YNCLkbAQBF+crdqitP1Hd5XETdFeeIYuEaTCzML9ILFvaJCGdKSrQOgVQoKSvXOgRSgflF1DHvHKzDz9eWYe6Lp/DwkhJ8dLQOnkDTbmE5FIJ7vbKwb5sxB5IkxTpUom7BNmUGYLFEjMleD7xbNwAA8lMt6Jtijri+64IHFY2RffiJqH04RxQL12BiYX6RXnRJYf8vz74MV0NjVzw1EREREXVzwZCM1adcAIBACNhY3IhfbyhH6FL7b/+h/QiVlyoeZ4tyACgRtY/B4YTtummK8cvteCRJQlH/yF37MoDVJ12xCI+IiIiIWumSwv4///MOKqqqu+KpiagL9MnN1ToEUiE3K1PrEEgF5heRersuuFHljmzBM7WXAw5z09TVvW654jHmwcNg6sF8I7oW0c6o8O3ZgWBVBQBgdrR2PCzsE3UI54hi4RpMLMwv0osuKezLstwVT0tEXWTL7t1ah0Aq7D58ROsQSAXmF5F60QqFsy/tFJb9Png2rFZc5259omtnHXsdpKTkyMFQCJ71qwA0tePp16odz+4LHlQ0sB0PkVqcI4qFazCxML9ILzpU2F+/5VM8+9IbeO7lt7DnQNNfbhfLKnD7l78T9f6lqzfhT8+8iL88+zK27dyLcxdKMW7OHR2Pmog61fjhw7UOgVQYPnCA1iGQCswvInUCIRmrTzZEjFlNEgr7OAEA3u1bILtaHdhpMMJWODtWIRJ1W5LJBPt0ZS651zZ9SkaSJMUhujIQbp1FRO3HOaJYuAYTC/OL9EJ1Yb+2rh7f/tGv8fS/X8eTL7yGh3/yWwCA2+PF0ZNnFPfX1NbhB//vj3jno1V47d0l+MH/+xP8/gD8fu7qIIoXNXV1WodAKtS5uHgWCfOLSJ0dJW5UeyLb8BT2dsJ+uQ3PpX7fLVnHToQxJTUm8RF1d9Ha8QROHEWg+BSA5k/PtMR2PETqcY4oFq7BxML8Ir1QXdivrq2DLAOfLH0N/332CVRW10a9r6q6FmUVVTh++iwAYO27L+ClJ3+N6pqm5JIk6RrCJqLOVFlTo3UIpEJNff3Vb6K4wfwiUmflCeXCec6lHcKhulp4P92iuG6bNb/L4yLSC/OgAhhzeyrGL+/az0+zol+qJeLa7gselLMdD5EqnCOKhWswsTC/SC9UF/Yvt883mYwwm01t3vfFh36CObd/BV966CdNL2QwwGg0dixKIupSQ/r31zoEUqF/T+Vim+IX84uo/QJBGWtORxb27SYJU3o5AKCpt34gsngoOZywTZwasxiJujtJkmCPsmvfvXYF5FAIAFDU3xlxje14iNTjHFEsXIOJhflFetElh+cCwMNfuw+PP/ptPPy1+7rqJYiok+w5fFjrEEiFw6dOaR0CqcD8Imq/7SWNqPWEIsYK+zhhC7fhWap4jG3aTEhWa0ziI9KLaO14QuWl8B/YAyB6O55VUT5tQ0Rt4xxRLFyDiYX5RXrRZYX966dOwKI5M3D91Ild9RJE1En6cfeBUHpmZ2sdAqnA/CJqvyu14QmcL4b/yEHFdfvMeV0eF5HemHLyYB6iPHiwZTue/q3b8VxkOx4iNThHFAvXYGJhfpFedFlhn4jEYTDwrwKR8PclFv6+iNrHH5Sx9nRDxJjDLGHypTY87jXLFY8xZuXAXDAyJvER6Y19pnLXvmfTWsg+LwCgqNWufbbjIVKHc0Sx8PclFv6+SC/4J52IcOz0aa1DIBVOny/ROgRSgflF1D6fnG9EnTeyDc/0Pk5YTQbIoRA8UQr7tplzIXHhRtQlbNNmAa3OSJMbXPBubzrAena+sh1PtE/dEFF0nCOKhWswsTC/SC+4EiIijCko0DoEUqEgnwcBiYT5RdQ+K6K24UkEAPgP7kWw7ILierQdxUTUOQxJybCOn6wYd69ZBgDon2pBflpzO540uxGD0q0IyXLMYiQSGeeIYuEaTCzML9ILU1c98Qv/eRfJiQmoreeuDaJ4d/TUaQzq11frMKidTp0/jzEpKVqHQe3E/CK6Ol9QxrpWbXicFgMmhdvwLFM8xjy4AKa83jGJj0iv7DPnwrttY8SYd8dWhOpqYUhKxi1Dk3Cq2oc5+QkY3cMOo0HSKFIi8XCOKBauwcTC/CK96LLC/sr1W2E0GBAMha5+MxFpKjlR+VFqil+JTqfWIZAKzC+iq9t2rhEuX+Sc8fq+TliMEmSvF55NaxWPsc+cH6PoiPTLOmEKJIcTcmOLN94CAXg2rYHjhptx5/AUzWIjEh3niGLhGkwszC/Si2tqxWMyNj1847ad2LpjDwxS8w6NV/7+G6x//9946clfN7/YpR0cx08VQ+JmDqK4kZmWpnUIpEJaUpLWIZAKzC+iq9t9wa0Ym3Opf7fnk02QG1p9AtRkgq1wVixCI9I1yWKFber1ivFon6IhInU4RxQL12BiYX6RXqgu7EsSIF/qm5idmYGUpAR84we/xK//8hwG5veJcr8Uvj89NQUGScIjP3sCWRnp1xg6EXWWLbt3ax0CqbD7yBGtQyAVmF9EV/etSRl47fZeuH9sKvqkmJFoMWBiXlMbHk+UAqJ1/GQYkpJjHSaRLtlmzlOM+Q/tR+DCeQ2iIeo+OEcUC9dgYmF+kV6obsXTOy8H7/zrLwAAi8WMj//zNM5fKIPRaEDvvB6K+/N6ZOGvj/8QAJDgdOCtf/4JF8sr0b9Pz2sMnYg6y9SxY7UOgVQYO3So1iGQCswvovbJT7MiP82Kr45PQ0VjEGajhGBNNbw7tinutUcpNBJR17AMGwVDRhZCFWUR4+7VS5F4z5c1iopIfJwjioVrMLEwv0gvVO/YNxgMyO/bK/y902HHoPw+yO/bC2azGUDTLv3LLBYzrp86Ifx9/769MGXCaPTIyriWuImoE529eFHrEEiFixUVWodAKjC/iNSRJAmZzqa9J571q4BQMPJ6QiKsEyZrERqRLkkGA+wz5yrG3auXQuZ5akQdxjmiWLgGEwvzi/Timnrst0WW5YjiPhHFt2AgePWbKG4Egvx9iYT5RdRx7jVLFWO2wlmQzBYNoiHSL/usGxRjobKL8O3frRiXZRn7Sj3YUaI8O4OImnGOKBauwcTC/CK9UN2Kpz1eevLX6JWrbMtDRPGpb888rUMgFXpmZ2sdAqnA/CLqmEDxKQSOK/vZ2mfN1yAaIn0z9ewN85Dh8B/eHzHuXrUE1pFN7Q72l3qw4qQLq0+6cNEVwIgsK/55S69oT0dE4BxRNFyDiYX5RXrRqTv2n3rhNbz+3lKMGjYYBkOXfBiAiLrAJ3v3ah0CqbD36FGtQyAVmF9EHeOOcmiuMacnzIOHaRANEdlnK3ftezetRaixEQDwqw1leHVvDS66AgCAfWVeXKz3xzRGIpFwjigWrsHEwvwivejU6vveg0dx9MSZznxKIoqBUUOGaB0CqTCkXz+tQyAVmF9E0fmDMryB6P255VAI7rUrFOP2mXPZ7pFII7ZpMwFLZBss2euBZ/MaAMCc/gmKx6w65YpJbEQi4hxRLFyDiYX5RXrBbfVEBNelnVYkhkaPR+sQSAXmF1F0a0+7MO+l03hsdSk2nGmAPyiHr/n270aookzxGNvMebEMkYhaMCQkwjZpumLcvXIJAGB2vrKwv/IEC/tEbeEcUSxcg4mF+UV6obrH/sr1W1B8Lvrp0iUXy+BqaMQ/X30nPGaxmHDvZxYDALbt3IvDx04hGGzenTVhzDCMGDpIbRhE1IlKKyqRnpKidRjUThU1Nejbiz1rRcH8Iopu5QkXGnwhfHysHh8fq0eixYB/3twTfVMtcK/8WHG/uWAkTD1yNYiUiC6zFy2AZ/3KiDH/gT0IlJxD79yeGJRuwdFKX/ja/jIvLtT7kZNojnWoRHGPc0SxcA0mFuYX6YXqwv4b7y/Hlk/3XPGevQebe4+ZzU2F/dp6F77+yC8QDEV+5PrBL93Nwj6RxgoG5GsdAqkwgBNKoTC/iJQa/SFsKo7cSWU2SuiVbEaosQGeTWsVj7Fztz6R5iwjx8KQkaX4RI179VIk3ns/ivon4GhlVcS1lSdduG9UaizDJBIC54hi4RpMLMwv0gvVhf1nnnis3fc2NrrhcNgBANU1tQjJMj5Z9h/YrFa1L0tEXWjfkaMYMZhvsIniyOkzuG50itZhUDsxv4iUNp5pgLdF6x0AmN0/AUaDhMYNqwGfN/IBFitshbNiGCERRSMZjbDPnIeGN16KGHevXoqEz34Js/MT8NT2yML+ihMs7BNFwzmiWLgGEwvzi/Siwz32A4Eg1m/5FKFQ9EPPAGDBPd8IH6YrX1q7sahPFH965eRoHQKpkJOZoXUIpALzi0hpRZS+20WXDt50r1K24bFNmQ6DU9m/m4hizz57vmIsVF4K375d6J1swZCMyPXeoXIvztb6FI8h0jvOEcXCNZhYmF+kFx0u7F8oLcO3Hv01KqpqwmPVNXUR96SnpuBCqfLgMyKKLxYL+56KxGJS/WEr0hDziyiSyxfC5rORbXgyHEaM6mFD4Fwx/If2Kx5jL1oQq/CI6CpMeb1hHjpcMX75bIy5UQ7RjfZmHpHecY4oFq7BxML8Ir3ocGEfAORL2/DdHi/uf/inuP6WL+KzX/8+amqbCvzZmekRhX8iik8Hjx/XOgRS4fjZs1qHQCowv4gibTjTAF8bbXii7dY3ZPWAZcTYWIVHRO1gn32DYsyzeR1CjQ0oYmGfqF04RxQL12BiYX6RXqgu7Dc2unH+QtMufEmSAADPvPg6Tp45hx9++34AwO+ffAEAkJaSjMrqmk4KtdmOHTuwcOFCpKWlITk5GUVFRdi0aVO7Huv3+/Hyyy9j0aJF6N27N5xOJwoKCvDYY4+hoaGh02MlEsH44cpdVxS/hg8YoHUIpALziyjSihP1irE5+QmQg0G4Vy9TXLPPmg/JcE17UYiok9mmzQIsrVqs+rzwbFyDnEQzRmTbIi4dr/LhRFWrszOIdI5zRLFwDSYW5hfphepV0kcrN+DB//1l5NiK9fj2V+7FXbfcgF//+H+wZPVG+Hx+JCY64XI1tvFMHbNt2zYUFhYiMTERb7/9Nj788EPk5eVh1qxZWLVq1VUfv3PnTvzgBz/AyJEj8eSTT2LNmjV44IEH8Je//AVFRUUIBoOdGi+RCI4XF2sdAqlQfOGC1iGQCswvomb13iC2tmrDk+U0YkS2Db5d2xGqqlA8JtrOYCLSlsGZANuU6Ypx96olANiOh6g9OEcUC9dgYmF+kV6obhImQw634AEAt8eD0vJKTBjd9G5Yn565SE9NwUcr16O+vgEOu62tp+qQr33ta5gzZw5ee+218FhhYSECgQDuv/9+HD9+HEajsc3HT5w4EcXFxRH3TJw4Ef3798eiRYvwwQcf4Oabb+7UmInindNm1zoEUoGHkIuF+UXUbP2ZBvhDkWNF/RNgkKRwQbAly4gxMPXIjVF0RKSGffYCeNauiBjzH9yLQMk5FPXvgT9urkDLplsrTrjwtfFp4U99E+kd54hi4RpMLMwv0otr/lxzVXUtJElCUqIzPJaclIDHfvckPli+Fj6f71pfImz79u3Ys2cPfvSjHymuPfroozh9+jTWrFlzxeeQJClq4X/BggVISEjAzp07Oy1eIlHkZGVqHQKpkJWWpnUIpALzi6jZ8uPKHbtF+YkI1dfBs3WD4hoPzSWKX5YRY2DIyFKMu1cvRYbThLG5kUWV4lo/jlZ23tqQSHScI4qFazCxML9IL665sJ+cmABZllFX39yf3tXgxq9+9BDuuW0hPJ1Y2F+9ejVSU1MxYcIExbVhw4YhNzcX69at69BzB4NB+P1+OByOaw2TSDgbPt2hdQikwqcHD2odAqnA/CJqUuMOYtv5yDY8PRJMGJ5lhXv9SiDgj7gm2e2wTpkRyxCJSAXJaIR91nzFuHvVEsjBYNR2PMuPK8/YINIrzhHFwjWYWJhfpBfXXNhPSHAiIy0Fu/YfAgBcLKtAeWUV5s6Ygl55PRAIdF7P+kOHDmHQoEFtfnxz8ODBOHz4cIee++OPP4bX68X8+crJKVF3Vzh+nNYhkArjCwq0DoFUYH4RNVl9yoVgqzY8c/MTIEkS3Cs/VtxvmzYLBn6Mmiiu2Wcr106hijL49u3CrH4JMLZatm0+27nnrxGJjHNEsXANJhbmF+mF6h77k8aOREpSYsTYwjnT8bfnXoHdasV/3vkYRdMnw2IxA0BEP/6WX3dEeXk5MjIy2ryemZmJixcvqn7eQCCAn/3sZ5gzZw5Gjx7drsdMnjw56vj+/fsxdOhQ1NTUqI6ju6iv504c0ZRVVfGjhYKor69HZW0t+modCLUb80ss/Des63x0uEYxNjkbqNq3G4HjRxTXgtcV6no+1R0xv7ohRyKkQQWQj0buZK1d8h4sfQdgTLYZ+8v9mJRrwfW9rZiQY2FedxHml3g4RxQH12DiYX6Jg/9+NUlJSenQ41QX9nv3zEHvnjk4e775RPCv3Hs7tu3ch4d/+jvk9+2F3/zkO4rH5WRn4PFHv92hIC/zeDxITk5u87rVaoXH41H9vL/85S9x6NAh7NjBj+qQPnm87HcqEq/ff/WbKG4wv4iAisYg9pUHIsZ6JRqRn2JE4OOVivulHrmQBnFnHJEIjIWzEWhV2A9t3wz5c1/DQ+MTkGw1wG7igblErXGOKBauwcTC/CK9UF3YD5MkyLIMSQKSEp3477NP4GJZBbIz02EwKDv82KxWLJ57/TWECthstisexuv1emG3q/vI9ooVK/D444/j73//OwpUfLRqy5YtUccv7+Tv6Dst3Qn/PxAHf1diGZyYyN+ZQPi7EhN/b53r4+IatP7c5vxBSUhJcKJs01rF/c45C5GQmhqT2Cj2mF/dS2juQpS99Czg8zYP+n2w7tmOIQtu0S4wnWJ+iYO/K7FwDSYW/q7Ew99Zx3S4x35ejyz8+2+PIzO96aMtkiQhJzszoqhvNBhgjFLk76i0tDRUVFS0eb28vBypKhaBhw4dwu23344HH3wQ999/f2eESCSkT/ft1zoEUmHfseNah0AqML+IgIl5dtw9IhkZDmN4bG5+IjxbN0Kur4282WCIeiAnEcUng8MJ29TrFeONyz+MfTBEAuEcUSxcg4mF+UV60eGqu8FgwJgRQ694z2cWz73m9jstDRw4EEePHm2zV/+RI0cwaNCgdj3XhQsXsGDBAhQWFuKPf/xjp8VIJKJhAwdqHQKpMLBPb61DIBWYX0TAgHQrvjMlEx/e0xdPL87FV8eloW+qBe7lHyjutY6bBGNGlgZRElFHOeYtVowFThyFP8r5GUTUhHNEsXANJhbmF+lF522nj/bkBgPMZnOnPd/06dNRXV2NTz/9VHHt4MGDKCkpwfTp06/6PPX19ViwYAHS0tLw2muvRW0dRKQnHq/36jdR3PBeoSUZxR/mF1Ezo0HCuFwHvjI+DYGLJfDtVs7p7HMXaRAZEV0Lc8FIGPN6KcbdKz7SIBoiMXCOKBauwcTC/CK9EKqiXVhYiIEDB+Lxxx9XXPvVr36FvLw8FBUVXfE5/H4/br31VlRVVeHDDz+E0+nsqnCJhHG+tFTrEEiF0spKrUMgFZhfRNG5V36sGDOkpsE6frIG0RDRtZAkCY4ob8q5162A7PFEfYwvGP1T2ER6wTmiWLgGEwvzi/Si44fnasBoNOLpp5/GvHnzcPfdd+OBBx6AwWDA888/j1dffRXvvPMOrFbrFZ/jwQcfxLp16/Dyyy+jsrISla3+cnY4HOjfv39X/hhEcWf4IH5MTSSD+vTROgRSgflFpCQHA1EL+/bZN0AyCTU9JaJLbDPno/7FZ4FgMDwmN7jg2bw2fG7G2VofVpxwYfkJFwoyrfjp9dlahUukOc4RxcI1mFiYX6QXQu3YB4BZs2Zh7dq1KC8vx6JFizB//nycOHECy5cvx0033RRx7/z587FgwYKIsbVr18Lv9+POO+/EiBEjFP/Nmzcvlj8OUVw4wIOAhHKsuFjrEEgF5heRknfnJwhVlivG7XMWahANEXUGY2oarBOnKcYbl38IWZbxwAfncetrxfj79iqcqPJhzakG7tonXeMcUSxcg4mF+UV6IeSWqKlTp2LlypVXva+mpkbRP//o0aNdFRaRsHIyM7UOgVTITE3VOgRSgflFpORe/qFizDJiDEy5yh7dRCQOx9xF8G5ZFzHmP7AHwZKzyE6I/GS1yxfC1rONmN6XrVFJnzhHFAvXYGJhfpFeCLdjX42tW7di8+bNWodBFPccDrvWIZAKDptN6xBIBeYX6dWRCi9+u6Ecuy+4EZKbd+UGqyvh/UQ5P7PPXRzL8IioC1jGTIAhI0sx7l7+IebkJyjGl5+oj0VYRHGJc0SxcA0mFuYX6UW3LuwTUfvsPXxE6xBIhcOnTmsdAqnA/CK9+vhYPd48WIuvvH8eN756Bn/ZUoEqdwDulUuAUDDiXikhEbYp0zWKlIg6i2Q0Rm2p5V69FBOyzEi2Ri4/159ugMcfilV4RHGFc0SxcA0mFuYX6QUL+0SEiSNHaB0CqTCSBwEJhflFehSSZaxssRO31BXAa/trYADgXqFsw2O/fi4ki1UxTkTicRQtACQpYixUU43Qzi2Y2S9y1747IGNDcUMswyOKG5wjioVrMLEwv0gvWNgnIpw8e07rEEiFsxdLtQ6BVGB+kR7tvuBBWUPkrvxJPR2wH9+H4IXzivvtcxfFKjQi6mLGrB6wjJmgGG9c/iHmDlC241l23BWLsIjiDueIYuEaTCzML9ILFvaJCFaLWesQSAWLWchzz3WL+UV6FK1v9rwBiXAv/0Axbh44FOZ+A2IRFhHFiCPKm3W+ndswylSHDIcxYnxTcQPqvEHF/UTdHeeIYuEaTCzML9ILFvaJCHnZ2VqHQCpkp6drHQKpwPwivQkEZaw6GbkD12qSMC3ND8+mdYr77fO4W5+ou7FOnAZDckrkoCzDu/IjzG11iG4gBKw+yV37pD+cI4qFazCxML9IL1jYJyJs3LFT6xBIhR0HD2kdAqnA/CK92V7SiBpP5GGYhb2dkNYvB/y+iHHJZoetcHYswyOiGJDMZthmzVeMu5d/gHn97IpxtuMhPeIcUSxcg4mF+UV6wcI+EWHq2DFah0AqjB06ROsQSAXmF+lNtALd3P4ONC59TzFumzEHBoczFmERUYw55t+oGAtVVaLfqR3onRzZImFHiRtlDYFYhUYUFzhHFAvXYGJhfpFesLBPRCitqNQ6BFKhoqZG6xBIBeYX6Yk3EMLa0w0RY06LARNqjyBYojzELFrhj4i6B1NuL1hGjVOMu5e+h/kDEiPGZADLjyvP5iDqzjhHFAvXYGJhfpFesLBPRKhvaLj6TRQ3GtxurUMgFZhfpCebzzaiwRfZhuf6vk74l7+vuNc8cCjMAwbHKjQi0oDjhpsUY75d2zE3sU4xznY8pDecI4qFazCxML9IL1jYJyIM7NtH6xBIhb65uVqHQCowv0hPlh5T7rhdkOmFd+sGxbg9SsGPiLoX63WFMKSmKcbTtizB0ExrxNjhCi9OV/sU9xJ1V5wjioVrMLEwv0gvWNgnIuw8cFDrEEiFAydOaB0CqcD8Ir2o9waxsbgxYizVZsSQ/WuAYDBiXHImwFY4K5bhEZEGJJMJ9jmLFOONKz7CDX1tivGlbMdDOsI5oli4BhML84v0goV9IsLg/v20DoFU6J+Xp3UIpALzi/Ri9akG+IJyxNjcfnZ4VnyouNc+cx4MNnusQiMiDTnmLQYkKWJMrqvF7MpdkFrdu+y4C7Isg0gPOEcUC9dgYmF+kV6wsE9ECAQCWodAKgRa7Xyl+Mb8Ir2I1oZnsfcIQmUXFeP2+WzDQ6QXxqwesI67Tjm++gOMz2t6g88oAVN6OfCVcWkIsa5POsE5oli4BhML84v0goV9IsLp8yVah0AqnC8r1zoEUoH5RXpQ6gpgR0nkoXI9k8zI3Pqx4l5zwUiY+3AXFZGe2G+4WTHm378bX8iqw/emZmDJff3wlwW5WDAoEUZD6338RN0T54hi4RpMLMwv0gsW9okIo4YM1joEUmFIv75ah0AqML9ID5Yfr0frTba3ZLrh+3Sr4l4HD80l0h3ruEkwZGQpxofsWYE7hqcg1W7UICoibXGOKBauwcTC/CK9YGGfiHDoxEmtQyAVTpw9p3UIpALzi/QgKANJ1shp5awz64BQKGJMSkyGbcqMWIZGRHFAMhqbeu234l61BLLHo0FERNrjHFEsXIOJhflFesHCPhEhMy1V6xBIhbTkJK1DIBWYX6QHXxiTiiX39cMT83qgqH8CxmWZYFm/RHGfvegGSBarBhESkdbscxYBhsid+XKDC+6NqzSKiEhbnCOKhWswsTC/SC9Y2CciJCckaB0CqZDgcGgdAqnA/CK9sBglzOibgF/P6YE/ZpxAqKpScY9j/o0aREZE8cCYngHrdVMV440fvg1Z5om5pD+cI4qFazCxML9IL1jYJyLsOHhQ6xBIhYP8WKFQmF+kR+6P3lGMWUaNgym3lwbREFG8cEQ5RDdw4ij8R/hvJekP54hi4RpMLMwv0gsW9okIk0aN0joEUmHU4EFah0AqML9Ib/ynjsN/YI9i3LHoNg2iIaJ4Yhk1Dsa83orxxo/eCn9d0RjAf/bV4Mltyk/9EHUnnCOKhWswsTC/SC9Y2CcinDlfonUIpML5sjKtQyAVmF+kN40fva0YM2RmwzphigbREFE8kQwGOBbeohj3bFyDdbvP4psfncfCl0/jj5sr8MreatR5gxpESRQbnCOKhWswsTC/SC9Y2CciSJKkdQikAn9fYuHvi/Qk5KqHZ+0KxbhjwS2QjMYojyAivbHPvgGS3R45GAjAveJDbDvnRuhSu31/CFhzqiH2ARLFCOeIYuHvSyz8fZFesLBPROidm6N1CKRCbmam1iGQCswv6q6OV3lxpMIbceile+XHkL2eyBvNFjjmLIxxdEQUrwwOJ+wz5yvGR+xbDkMocof+0mP1sQqLKOY4RxQL12BiYX6RXrCwT0TYsmu31iGQCrsOH9Y6BFKB+UXd1fM7qnHvW2dx5+vFeGFnFUpqvWj8WHlorn36bBiSU2IfIBHFrWjteIzVFVhYtzdibEeJG6WuQKzCIoopzhHFwjWYWJhfpBcs7BMRJo4coXUIpMLIgQO1DoFUYH5Rd+TyhbDhTFOLjFM1fjy1vQp//PsSBC+cV9zLQ3OJqDVT736wjByrGL/l7OqI72UAy45z1z51T5wjioVrMLEwv0gvWNgnIlTW1GgdAqlQU+/SOgRSgflF3dGaUy54g3LE2F0X1ijuMw8ugHnA4FiFRUQCcSy8VTGWeWY/etedixj76Gh9RMsvou6Cc0SxcA0mFuYX6QUL+0SE6ro6rUMgFeoaOKkUCfOLuqPWfa9zGkqRd2qX4r5ohTsiIgCwXjcVhowsxfjnytZGfH+y2oejlb4YRUUUO5wjioVrMLEwv0gvWNgnIgzu10/rEEiFfnl5WodAKjC/qLspbwhg+3l3xNjtJesgtdpRa0hOgW3azFiGRkQCkYwmOG64STE+/sRGOP2NEWMfHWWBhrofzhHFwjWYWJhfpBcs7BMRdh86pHUIpMKhk6e0DoFUYH5Rd7P8RD1alvCtAS9mnFmvuM8+70ZIZkvsAiMi4djnLgZM5ogxo9+LOec2RowtO+5CIMR2PNS9cI4oFq7BxML8Ir1gYZ+IkN+7t9YhkAq9c3poHQKpwPyi7mbpsciPos88vxkWT0PkTQYjHPNvjGFURCQiY0oqbIWzFOO3nlsNgxwKf1/lDmLbuUbFfUQi4xxRLFyDiYX5RXrBwj4RERERtcvJah8OV3jD30tyCLefWaG4z3rdNBgzs2MZGhEJyrFIeRZHam0pJpTujhj76Gi94j4iIiIiPWNhn4hwvLhY6xBIheILF7QOgVRgflF30rrP9djy/ciqU/6d5Lzp9liFRESCswwqgHnwMMX4ra3eNFx3ugEubzBWYRF1Oc4RxcI1mFiYX6QXLOwTEcYMHap1CKTC0P79tQ6BVGB+UXcRDMlY0mrH7M0nlyvuMw0YDHPByFiFRUTdgOOmOxRjBeWH0a+2uTDjC8pYdapBcR+RqDhHFAvXYGJhfpFesLBPRDhyigcBieTU+fNah0AqML+ou9h+3o3yxubdsr3rz2N0xQHFfc4bb4ckSbEMjYgEZ5syHYaMLMX4Taci3zxs/akhIpFxjigWrsHEwvwivWBhn4iQkpSkdQikQpLTqXUIpALzi7qLD1sV1G6MslvfkJYO2zTlQZhERFciGU1wLr5NMT69ZBtSPLXh73dd8KCk3h/L0Ii6DOeIYuEaTCzML9ILFvaJCBkpKVqHQCqkJCZqHQKpwPyi7sDlC2Ht6eYWGEneOsw8v0Vxn2PBrZDM5liGRkTdhH3uYkhWW8SYORTAgjOrw9+Py7Wj3huKdWhEXYJzRLFwDSYW5hfpBQv7RIRte/dqHQKpsPfoMa1DIBWYX9QdrDrpgjcgh7+fX7wWllCrXbMWCxzzb4xxZETUXRgSEmEvWqAYX1S8Ft8cnYD3P9sHTy/Ow+AMqwbREXU+zhHFwjWYWJhfpBcs7BMRpowZo3UIpMKYoUO0DoFUYH5Rd/DRkeY2PKZQAAtPr1bcY585D4bklBhGRUTdjSNKO55Ebx1ur9uBnER+Goi6F84RxcI1mFiYX6QXLOwTEYovXNA6BFLhQnm51iGQCswvEl2dN4ijVb7w94UlnyDNW6u4z3nj7bEMi4i6IVNeb1gnTFGMN77/OmRZjvIIInFxjigWrsHEwvwivWBhn4gQCrFXqUhCIS5sRcL8ItElWY1Yem9f/L9Z2ZiUZ8NNJ5cp7rGMmQBT734aREdE3Y3jJuWbhIHTJ+Hbu0ODaIi6DueIYuEaTCzML9ILFvaJCH3z8rQOgVTIy87SOgRSgflF3YHNbMD8gYn4Q98K5NcVK647b7pTg6iIqDuyjBwHU9/+ivHGd/+rQTREXYdzRLFwDSYW5hfpBQv7RISte/ZoHQKpsOfIUa1DIBWYX9SdNLz9H8WYsWcfWMZM0CAaIuqOJEmC48Y7FOPeT7fCf+aUBhERdQ3OEcXCNZhYmF+kFyzsExHGFhRoHQKpUJCv3MVG8Yv5Rd1FoPgUvNs3K8adN34GkoFTSiLqPPYZRTCkpCrGG99penOxzhvE2wdrUesJxjo0ok7DOaJYuAYTC/OL9IKrMCJCnculdQikgquxUesQSAXmF3UXDe+8phgzJKfAPusGDaIhou5MsljhWHSbYrxx7Qr84u0DmP/iKfx6QzlWnOC/sSQuzhHFwjWYWJhfpBcs7BMRyquqtA6BVKiqrdU6BFKB+UXdQbCyHO61yxXjjkW3QbJaNYiIiLo7xw03Q7LaIsakYADp696D/9KZiB8frdMgMqLOwTmiWLgGEwvzi/SChX0iwtD8fK1DIBXye/XSOgRSgflForpQ7w9/3fjBm0AgEHFdstrgWHBLrMMiIp0wJCXDPmehYnx+8Vo4/E07Z/eVeXGq2hfr0Ig6BeeIYuEaTCzML9ILFvaJCHuPHNE6BFLhyOnTWodAKjC/SERlDQHc/J8zuO+ts3hjewkaPn5PcY99zkIYkpI1iI6I9MJx852AwRgx5gy4Ma94Xfj7D49w1z6JiXNEsXANJhbmF+kFC/ukG7VPPoGLiwtReldTL+Cqx76Li4sLUfaFW9v9HLLPi4u3zMTFxYVwvfEyvPt24eLiQlxcXAj3mmWK+91rl6Pyew+g9DNzUHrHXFT+7zfh2bRGcV/ZfTfh4uJCVD323Y7/gNegT26uJq9LHZObmal1CKQC84tEtORYPUIycLjCi2NvvAW4GyJvMBjguOkObYIjIt0wZefANu16xfiNp1bAFGr6FNFHx+oRCMkxjozo2nGOKBauwcTC/CK9MGkdANG1qnniF/CsW3HFe1J+8AvIPi8AQPb5ov6vd98u1Pz8+5C9HsXjzYOHIf2JpyEHg+FWBLLfB/iaP/or+yI/Blz71BNwL4nc4eg/sAc1B/bAcfNdSPryg82P9fuiPkesmE38q0AkJv6+hML8ItHIsoyPLu2ANYUCuPGU8t9Y27SZMPXggomIup7zlrvhWb8qYizDU43p57dida9pqGwMYuvZRkzr49QoQqKO4RxRLFyDiYX5RXrBHfskvPYUwy8X9a8kUHwqalEfaC68t5dn++ZwUd8yYgzSfv03pP36bzAPHw0AaHz3NXj37FD1nF3p0MmTWodAKpw8e07rEEgF5heJ5mC5F6dqmvrrTz+/FRmeasU9zlvujnVYRKRT5gGDYRk1TjF+68mlgNy0U/8DtuMhAXGOKBauwcTC/CK94FtYJLzkb34PnnHXoe7/fgcASHn0cQRLS1D//JMAgNSf/wGWEaOvXkiXmz/Cm/TQ/8IyeHj4e8mhbgeQZ23T7kbJmYCUH/0KBmdCUyw/+hXKv/QZyO5GeNYuhzXKIkUL44YN0zoEUmHYAB4EJBLmF4nmo6P1TV/IclPhrBXLyLEwDxgc46iISM+ct94NX6u5fJ/68xhXthc7skdh/ZkG1LiDSLEb23gGovjDOaJYuAYTC/OL9II79kl4hqRkGDOywt8bs3NgSMto/r5HLiSzpfkBfh8uLi6Ef//uNp/TmJ0LU68+4f+M6Rlt3htNsLIcAGDK7RUu6gOAISERxpy8iHviwbEzZ7QOgVQ4U3JB6xBIBeYXicQXlLH8eFNhf1zZXvSpP6+4x3nbZ2MdFhHpnGXMRJj6Kotqt51YAgAIhIAll/7uIhIF54hi4RpMLMwv0gsW9omuQA6FIAeDkGUZobpayPXt+5ivMb3pYJ1AyVmEGhvD4yFXPYIXzkfcEw8SHA6tQyAVHHab1iGQCswvEsm60y7UekMAgNtPfKS4buqbD8uYibEOi4h0TpIkOG9VtgAbUXUEg6uPA2A7HhIP54hi4RpMLMwv0gsW9kl/TGZkPPc6zIML2ryl+meP4OJts1F60wzU/vU38Gxcg7J7FqH8y7e36yVsM4oAAHKDCzW/ehS+/bvh3bsT1b/8IWR346V75lz7z9JJemSo+0QCaSsjJUXrEEgF5heJ5P3DTYWxYZVHMKzqmOK685a7IElSrMMiIoKtcDYMLT6le9mdxz4EAByr9OFIxdXP1SKKF5wjioVrMLEwv0gvWNinbkf2+SB7mg/B9WxZB9++Xc03SBJM2TlAy/Y8rfl8Tf8BkIzqe3XaJk6Ffd7ipqfaswNVP/wWqn/0EPwH9gAAHDfeDuvo8aqft6ts2rlT6xBIhZ2HDmkdAqnA/CJRXKz3Y9s5NwDgjuMfKK4bs3Jgm14U67CIiAAAkskU9eDuCWV70K+2GAB37ZNYOEcUC9dgYmF+kV7w8FwSXuUPvxXRL7/qe1+PuO7619OwTp4Oyd7+j2IlP/IYLMNGQrLamg7ONRhgHTUOssfd7l37yd/8PixDR6Dx43fgP30SksEAU78BcCy+DfbC2VEfo9UuyGnj4uMQX2qfcQVtf9qE4g/zi0TxwdF6yAAG1pzE2PIDiuvO2+6GZOLUkYi045i7CA2v/xuh2pqI8TuOf4jfjvsGlh6rx7cnZcBi5CeLKP5xjigWrsHEwvwiveDqjMQXCEQfN5lgSE6FMTsH5vzBgMEA04DBMDicV31KQ1p6xIG8ACAlJSNkNqsKzT77Bthn33DV+1IeeQyhRheMmdmqnr+znC8tRV62Nq9N6pVWViKFHwUVBvOLRBCSZXx4aafr7ceUvfUNaemwFy2IdVhERBEkmw2Om+6E68VnIsanXPgUPV0XcA452HCmAbP7J2gUIVH7cY4oFq7BxML8Ir1gYZ+El/qT3yDU2ADIMiBJkKxWSFY7DC0OSwk1NkKyWJBw+73hsfDu+GgbekJBAIAsy5Dr6xAsuwjJZochXX2ftvIv34Fg2YWr32g0wrH4dliGjlD9GtfKe6ntEInB5/drHQKpwPwiEWw/70ZJfQC9685hcqnyo8vOm++CZLFqEBkRUSTHwlvQ8NYrkBtc4TEDZHzm+Ef48+j78cGROhb2SQicI4qFazCxML9IL1jYJ+EZkpJhSEpu83rgfDEqvn4PAMB51xeQeM+XAQAJ996PYOkFSAmJAABJaj5yovqnjwBGIxDwN71hAMA6eQaSH35UdXxysI1PFLQWDMJ/9KDq5+8M/Xv10uR1qWN69eihdQikAvOLRHC5L/Xtx5W79aXEJNjn3xjrkIiIojI4nHAsug0N//13xPj157fg1UE3wx/shUBIhsnAdjwU3zhHFAvXYGJhfpFesLBP3Z5n87rw15KpuZWOpWAkUDAy/L15cAFgsTQdmhsKhnftA4AhLQPGDuzWB4DMf7wGua12QQAgAxVfvbOpV+ilNxFi7ZO9+zBxZOw/KUAds/foMUyfOEHrMKidmF8U7+q8Qaw51YCchlIUlmxTXHfeeDsMKs6pISLqas4bb0fje69D9rjDY0Y5hGelDchb9D0NIyNqP84RxcI1mFiYX6QXLOxTtxY4ewYNb7wc/r7hnf/AOmEyzP0HKu41DxiMrBffQ/BiCeRgAJLJDMnhhDE1HZK1qf1AyN2oOobaPz0Oz5YNQCjU9k2X30TQ6PDckYMHafK61DGD+/bROgRSgflF8W7psXr4gjJuPbEERkS+wSzZHXAsuk2jyIiIojMkJcM+/0Y0vvvfiHHj+qUIfu6LMKZ1bEMOUSxxjigWrsHEwvwivTBc/RYiMXn37ULVo9+GfKkYLzkTIDe4UPm9B9Dw0duQoxTaDc4EmPMHwTKoAOb+A2HqkRsu6neU/8ihppY+LT4BoHxhI2Aywzxg8DW9Vkc1ejyavC51jIf9AoXC/KJ4t+KEC+nuKsw+u1FxzbHgFhgutawjIoonzpvvAlp8GhcA4PehoVWxnyhecY4oFq7BxML8Ir3gjn3qVuRQCL69O9G45F14W7TgSfziN2C9biqqHn0IoaoK1D/9JzS+9zoci26DdfwkmHK7rv+afGn3o7FXH2Q+9fJV7tZGSVkZ0pLbPqeA4ktZZRX69OypdRjUTswvind/WZCLo3/8D8xyqzegLRY4brpDm6CIiK7CmJ4B+5wFcC95L2LcveQ9JNx2DwzJKdoERtROnCOKhWswsTC/SC9Y2Kduw3/6BKofewShqorwmCElFUnf+gFsE6cCANL//Bzq/u/38H6yCcEL51H/j7+i/h9/RfLDP4J91vyrvoZkNAIGAxAKQTKbr3o/AEhoaq8TPHsGFxcXXvX+tN//HZYhw9v13J1l+EBlayKKXwP79NY6BFKB+UXxzlpXhR7blirGHXMXw5iapkFERETt47z1s3Av+zDik7Gyx42Gd19D4ue/rmFkRFfHOaJYuAYTC/OL9IKteKjbMOX0hOz3AwAM6ZlI+NxXkfHMf8JFfQAwpqYj9Se/Qerjf4F1/GTAZIZktcHa4p4rkSxW9HhvHXp8sAEJt98HtGyJ30Z/fFNvlb34NDhAd/+xYzF/Teq4Y2fOaB0CqcD8onjX8ObLgL/Vx8tNJjhvvVubgIiI2snUIxe26+coxhs/fBuh2moNIiJqP84RxcI1mFiYX6QX3LFP3YZktSLl+z+D5HDAPHAopCscRGsdORbWkWMRamxEsLy0w/2DzUNHIPWXfwJkRD2QFwBSH/s9ZK8X8pV67Id/CAkGm71DsVyLvKzsmL8mdVxWerrWIZAKzC+KZ8HKcjQu+0Axbi9aCGMm/+wSUfxLuOM+eNYuB1qcnyV73Kh+4z/YOv1eLBiYeMV1AZFWOEcUC9dgYmF+kV6wsE/dinX0eFX3GxwOGPr06/DrGewOWEdd/TUlqxXxvJyw267tgGCKLZvFonUIpALzi+JZW7v1E26/T5uAiIhUMuX1hu36ufCsjmwpVv/hW/hj4yT0TBqKUT1iv3GG6Go4RxQL12BiYX6RXrAVDxFh39GjWodAKhzlx0CFwvyieBWsKEPj0ii79ecsgpG7nIhIIAl3fh4wGCPGbEEfbj2xFO8eqtMoKqIr4xxRLFyDiYX5RXrBwj4RYcKIEVqHQCqM4EFAQmF+UTyqbAyg4Y2XgYA/8oLJjITb79UmKCKiDjLl9oR95lzF+MIzq/DJoRK4vO1oiUkUY5wjioVrMLEwv0gv2IpHY+51K1H7h1/AMmIM0h7/i+rHNy55F3VP/QEAkPb7v8MyZHjEde/Obah+7JH2PZnJhIQ7P4+Eu76gOo6WZJ+vzYNk2yvU4ELZZxcBoSDs829C8oPt/BlIFdnnhRwM4lRZOfL79MHFW2YBAT+ct30WiV94AOVfvQvBC+dhHj4a6b/+W6e9bvWvfwzv5nWA2YIeb6+Kek/ld78K/9FDV30uQ0YWkr/9v7COmRAeC1wsQcXX7oYhJRUZf/s3DEnJnRZ7PDh78SJSUlK0DoPa6cTZs8jv1UvrMIjCvIEQHvjXLvxx2QeKiaBj7iL21iciITnv/Dzca5YDLc61sgV9WHTkIyw70R+3FXSv+SCJj3NEsXANJhbmF+kFC/saClZXoe6ZPwOyDOdt90Rck71eNLz9KtxrlyNYVgpDUjKsE6ci4bNfhDG1+dAW2dfcF1f2t9p1BwAhuf0BBQJtFlJ9+3ah6tFvAwCSvvl9OOYtjnpf4/IP4f3bbwEA3sf/AuvIsS1i9aLigfsQLLvQZgj2G25C8jceAQKB8KRc9nnb/zNcEqypRs3/+wH8Rw/BMm4S0n72+zbv9e3bBddr/4L/2KGmQ3AHDoHz7i/COmKM6te9kvqXn2vaHQkZmS+8BWNaRtT7QrXVqH/ln/Bu24BQXR2MWdmwFy2A89a7IRmVKes/dRyuV56Hb/9uyH4fzH3z4bz1s7BNvT58T7CqAuVfvA0IhZDwha8j4dKft9I7bwACftinzQJ+8PPwzs3Lf5bCf75a91+OovKRr8N/5EDUa4bkFCQ//GNYx13XNNCO55UDgau+JgCEKsrgP7w/orBv6pEL29Tr4dmwGnXP/Bkp33usXc8lCovZrHUIpILNwv6OFF/WnGrA/IMfwBRq9fesyQwnd+sTkaBMOXmwz54P94qPIsYXnF6D3+64CbcVcPcmxRfOEcXCNZhYmF+kFyzsa6j+ub9Brq+FeXABrGMnhsdlrxdVP/4f+A/vD4+FqirgXvoevNs3I/13T8GY1aNdr2EdPwnZb68C5LYL/HIohPJ7b4Ts9bR5X+QbCFco8gZbFAlavdEQqqm+YlE/2mM6IlhWiqqf/A+CJecAoOnnaoPnk02oefxHETt7fPt2wXdgL1J+9DhsE6deczxyKIS6p/8E95J3m8fa+DlDjQ2o/N43ELxwLjwWLDkH14vPInDyOFJ+8POI+/3Hj6DyBw8CLd788B89hJrf/ARJD3wHjgW3NL9eKNT0tbfFGyWXCvkOU2RP0o640p+LUG0NPFs3NBf22yH1p7+F3NioGA9cPI/a3/8csrvpmpSUDPv8GxX3Oe/8Ajwb18CzfiW8M+fBOn5Su1873mWnp1/9JoobedlZWodAFGHVJ8fx7eL1inHH/MUwZvDPKxGJy3nH5+BevRQINs/trSEfRm5/F4fnD8SQTJuG0RFF4hxRLFyDiYX5RXrBwr5GAsWn4NnQ1ILEsfDWiGuu//47XNS3z1kIx4Jb4N2+Ga5X/4lQZTlqn3wCaT9/ol2v4zt6EDW//km4CBqVLDcXvw1XP3ah/pk/o/6ZP7fr9SNfpvlNA9u0WUj47JcU9xiSU1Q/b0uBs2dQ9dPvIFRRdtV7Q40NqPvb74BQEIb0TCR++UFIkgF1/3wSofJS1P3td7A88yoMDmeH45EDAdT+6XF41q9s1/31/3o6XNR33vl5WIaNQuOy9+HdtBaejavhnjID9sJZTc8dCqH2T48DPi8kZwISv/QgDMkpcL3yPAKnjqP+n0/BMm4STNk5V33dssoqpHT4p2yS+tPfQW5siBhrXPIuGj94EwBg6t1X1fMZ0zOBFnOnUH0dGt75Dxreez2849+QloHUn/424lMsl5n79INl+OimT2T855/dqrD/6cGDKJoyReswqJ02fLoDhePHaR0GEQDgdLUPwza/BbPcqt+02QLnZ+7TJigiok5i6pEL++wb4F7+YcT4DWfW4O3td2DIgsEaRUakxDmiWLgGEwvzi/SChX2NuF5/CZBlSM4E2KZcHx6X/X40XtrZbezVB0nf/D4kgwHmAYPhP3EU3m0b4du5DYGSszDlXr1fWODYkXYVuQEAJhPMgwo68NOoZ0hOgalXn05/3saP30aoogyS3Q7IgOxxt3mvZ9NahGqqAADJ3/x+uPArJSah+sf/g1BNFTyb18JRtLDD8fhPHoVn4xoAgCE1DaHqqjbvDbkb4Vm9FEDTGx+J994PALCMGIOKk8cQvHAejR+9HS7s+/btQqD4FAAg8QWnVKUAALgQSURBVHNfhWPuIgCAqVdfVDxwD2SvB+6VHyPxni9fNc6s9LQO/4yXGdMzgPTI9kLh1k6SBNuUGR163sDFEriXvIvGJe8p3qCyzSiCIa3tnRP2ogXw7dsF/9FD8O7aHtGuR2TjC2KTp9Q5OKGkeLJiyxHccHajYtwx/8amv8eJiATnvONzcK9a0mrXvh+pS/8DV9FPkWC5+kYmoljgHFEsXIOJhflFesHCvgZCHjc8W9YBAKzjJ0OyNvf+8p86BtlVDwCwTy+C1GIHvf36ufBua1qM+/bualdhX5ZD4a9TH/sdrOMnX3P8zjs/D/uMOVGveTauhuvVf17za3RU4pceRKi+Ho4bP4Oa3z52xcK+d/tmAE2FfEuLFjHWUeNgSEtHqKoS3k+2XFNh3zKoAEkPPoJQZTlkWUbDf15o817f3p3hT07YZhSFxyWTCbap16PhzVfgP7gXoQYXDM6EcPwwGGCb3ny/KbcnzAOHwn/kALzbNysK++5l7zc/9vKYx3vNO/YVP8+BPeGe+5aRY5t24LdTqLYGnk82wbNxDXy7t4fbCAGAZLWF/39qfOc1NL73OizDR8M6qRC26wphzGo+9NE6aTpg/A0QDMK9dnm3KeyXV1Xz4CaBXCgvR05m+//8E3UVbyCEtA9fginqbv17oj+IiEgwpuwc2IsWwL3sg4jx2afXYs22u7G4kLv2KT5wjigWrsHEwvwivWBhXwO+XdvDrUQsI0ZHXAuVlYa/NvbIi7hmzGn+Plh2sV2vJUnNbwxU//z7V3+AwYCslz+AITGp7VtSUtvcbW9ISW1XXGrIjQ0InD3T9PyZWTDY7G3eK5ktSHnkp+163sCZkwAAU5/+kCQp4pqpbz58VZUIFJ+MjEWWETxXDDkUgimvFyRTcwoFzhdDstoU/Ykv76Svv8obHpfjAQBTvwGR8Vz+XpYROHsaliHDETjTtFvfkJEFQ0Ki4n7/kQMInD0DuUVRHABCVZUIVVVGvnYwssgjN7gQKDkXcfaAGnIg0HQw9CUJdyvbLoVf+9LvVnI4YUzPgP/YYVQ+8vXI1zYYYZ0wGY75N8EyZgJ8B/bAvWoJvJvXQfa44du7E769OxEoPo3kBx9pfpjDAfOAIZfe5NgCORiEZLz28wS01niFcyMo/jQ0tv0GI1Esbdm0H5PPblWMOxbc3OaB7kREIkq44/NoXLUUUqD5XCuzHATe/Bfkab9SzP2JtMA5oli4BhML84v0goV9DfgO7Qt/3br1jdyywNq6AGlqcQp7q2JtW0z98iN2OF+VLF/xoF0ACFWUhYuxrQXLS6OOXwvv1g3wbt0AAEj8ykNw3viZTnney8VtY6qyDY0hJS3iHgDwnz6Bmt8+huC5S4Voux2WsdfBdt00IBRC3fNPwpTbE2m//T9IRvWp1fK1Wsd0OZ6W94WqKq4Q/6U3WHxeyA2uiGvW8ZNhndjUG7DuqT8AABKdjoh73KuWNH2EuYMa3ngJgVPHATS9cWIZNrLNeyu+cW/Tff0HIuMv/4Spbz4MiYmQvd6mg6UnTIFt6vURb5hYR46FdeRYyA98F95dn8C7Yxv8B/fCEeUQXfPgAviPHIBcX4vAuWKY+/Tr8M8VL/rkXP3cBIofA/r01joEIgCA9PrzMCDy3/iQzYGE29lbn4i6F2NWNpwLbkbj+29EjI87uQkHdh7C8HFsqUHa4xxRLFyDiYX5RXrBwr4GQpUV4a8NrQ79NLQo0oZaFcmDpSVR77sSS8FIZL2xHPD7wmPV/++HTe1NDEZkv7Es8gGSAZLZDIUWu1oa3noVDW+9evUX74KdMFFj6yDZ5236wqR8zsuvI3u94bGaX/04fLAtAMhuN7yb1sK7aW14LFTtgOz1QXKoT61wPFFiavlzX36Tpj3xt7w//NQDh8Bxw80Amgv7VTW1ndaKx7vzE7hefzH8feDMSTQueQ+OG2664uMks+XS/5qR8eRLkBISrvoGiWSzwTZ5OmyTp7d5T8scC1VVAN2gsH/g+AlMZc9AYew4cADjhg3TOgzSuTOf7MTg4p2K8cRb7rzmg+uJiOJRwh33oX7phzD6mndtGiCj/sV/AOP+pGFkRE04RxQL12BiYX6RXrCwr4FQfW3469YtVMwDBjcVagN+eDavg/PWu8PXPC0KyJahI678GrXVihYszRebPxUQarWbuyVDUkq4bYmpZx8YUlIRqqm+4uuGpWXA1EkFVNus+Uh5+Eed8lwtSWZLU9G7xUd0L5P9TWOSxdIcx+RCuNeuQMqjv4Qppye8e3bAu3kdfAf3QG5ogGXUOCR97WEYHA7F87U3nrCAH7A0n71wOZ6WMYXvv0L84Z8zeOWPoSUnJER877jxdiR95dso+8KtCFWWt/tn8B09iJpf/xgIBACTCcacPATPnkHd038EzGY4ihYoHtPjgw3hr0Ou+uYDhutqFfe2h2S3R+zuNyQ251iog88Zb/r36ql1CKTC0P79tQ6BdE6WZdT+6xlktRr3OZKQdfNdmsRERNTVDMmpsN98J3yv/ytivN/JT1G1Zy/SRrX9iVKiWOAcUSxcg4mF+UV6wcK+Blr2r5cb6iElN/elNzicsE2fDc/qpfAfOQDXf16A85a74dm8Fp61ywE09U83Dxra5vMHy0tR/qV2tKsJBVH+uZvbvJz0rR+E+8Mbs7KR9dL7Edfd61ei9vc/BwAkf+fHsM+cBwCoqalpeswVDpYJ1lQ1tfORQwi5GxGqq0WougrBC+dgSEyCfbayANzZDMmpCJZdiPpmRaimqbjc8syAhHu+DMei22DMbDqc1V44C/bCWZ0XT4vXCtVUw5jVQxFP031pzfefPY1QdbT4L42ZzJASEoEWhwiHaqqa+ucHA+Gx4FXaL7WHd9d21Pzu0oHFRiNSvv9zmIcMQ9X3HkCw9ALq/vobhKorr9jyof75/4N75cfXFIchJTXiz2ro0mHUAK54doRI/IHA1W+iuOHzB+Bo+2gQoi5X/8kWZJ09qBi3fea+Dr8ZTUQkgpTb7kLxB2/B5q6PGC99/mmk/uVJ9tonTXGOKBauwcTC/CK9YGFfA4a05pO5g9VVMCRHHjib+IUH4Nu3C6HyUrhe/SdcLQ5dlaw2JH3ze1d5AUPTf+3sw9+WlgfDdoaWB/m2bmHTkjErJyaFfWPP3giWXYD/zEnIshwxsQ+cvnSwbu/mTx1IFmu4qN9V8VzmP30iorB/OR5IEkw9+zTfv28XghWlCDW4YHA277oPnDnRFH/PXpCMxoj/791L3oN7yXsRr93gubaDgFxvvQLXi/9o+jSIyYSU7/403B4n9Zd/RvWP/gfBsgtwvfgsjJk92n6izmi11OKTDgAi3rgxpGe2vltIF8rL0Tsv7+o3UlwovnABKUmJV7+RqAvIoRDK//kMnK3G6xPSMeCmWzSJiYgoVgwOJ3DTPcBrT0eMp57aB++uT2Abe51GkRFxjigarsHEwvwivWBhXwOWwQVovPS1//hhmPvmR1w3pqYh/XdPoe65v8G7bWNTWxNJgrlgJJLu/1ZTu54rMKZnosd76wAAwcpy+A7sASQJ1jETFa1/riZYUw25vi7qtcuHtwJAqLoyfKBu6NL9gUsth6SERBhT02BIS4dpwBAETh5rKgAbjJCsVkh2BwypaTBmZMHYIxfmwbE5zMo6Zjx8O7dBrquFb9cnsF6a2Pv27Qr/bJZR42MSC9B0IOzlN2Q861bANnEqAEAOBuDZuAZA06c1LvdCto6e0FSgD4XgWb8q3MM+cLEE/iMHI+I3JKc0tcW5WKI8HNliRfbkwg7HLXu9aHz/TSAUhCGrB1K+/zNYBjf3sjP1yEXa759CzW8fA2QZtqnXw7NuRdTnSv7GI0j+xiNRr/kOH0DV974OAEi4934k3Pn5dsXnP3YYQNOfQ1PPXmp+tLg1uG9frUMgFUYOHqR1CKRjng2r4Sw5qRgP3PoFSK3eCCUi6o763P4ZHPngdaQ0VEWM1/7rWVhHT4BkMLTxSKKuxTmiWLgGEwvzi/SChX0NWMZOBEwmIBCA/8BeoGih4h5jRhZS//f/QfZ4EKypgiExKWJHdnt5tm5A/dNNh0Ol/PS3sE2Yourxtb//GXx7lYfttVb/wt9R/8LfI8Yul/3Ng4Yi/Q/PQjKZkPGnfwCAYod8a6HaGlVxdoR91g1wvfpPyG43av/2OyR+6RuQJAPqXngKACA5nLDPmtflcVxmSE6FbdoseNavhGf9KtTn9IRl2Ci4l30QPrTXsei28P3WiVNhyMxGqLwU9f9+GjAaYUhJhevl55o+rWEwhov9ktWKzGdfa/O1Dx4/gY6+nSJZrUj54f9D40fvIOlr/xP1zSNjWgbSfvN/QMDfqQcgX43s98F/9BAAwDp+0lUP4xXF8bNnMf4Kra4ovhw8fgIFA/KvfiNRJ5MDAVS++A/FZO9iUi5G3qKcexARdUeSxYqahfci5fW/RozLp47Cs2ltp7bWJFKDc0SxcA0mFuYX6UX3qHIJxuBwwjphCrxb1sO7fTPkQKDNtjeSzQZTj9yOv1jL3dkd6aNu6oQibMtDYS+Jh36WhqRkJH3jEdT+8ZcIVZSh9nc/a74oSUj6xiOqP+FwrRLv/yZ8h/YhVF6Khv/+Gw0trlnHT4J99g3NIZpMSH74R6j+6XchN7hQ97ffRjxXwn1fgSmvN9ojKz3tmuK2DBkOy5DhV7xHkqSofxa6kvfTrYDfBwCwz5gT09fuSunJyVqHQCpca34RdVTj0vdgKitRjFct/hwMnfHvOxGRIMbceTNqN72L0PniiHHXi8/ANqkwphtPiC7jHFEsXIOJhflFesHCvkYSbr8P3i3rEaqtgXf75nA/8q4ULL0QbpfTJkmCMSc3vLM57edPqH6dy4fnpmj8brZ0qYh8pVYD9uvnwpCShobXX4T/+BEAgKn/QCTc+XlYx0zoknhgMEBqo6BiTE1H+h//AdfL/4B3+2aE6uthzMiCfeZcOG+/T/FRYeuIMUj//d/hevWf8B3aB/j9MPbqC+ctd8I+vajdsSUlqP80iAjcq5YAAEz5g2AdP1njaDpPgp2nAImku+YXxbeQqx6uV19QjB9P6YcJt8zXICIiIu1YLWYk3Xc/an7z04jx4MUSNH70Npw336lRZKRnnCOKhWswsTC/SC9Y2NeIeeAQWCdOhfeTTWhc8m6XFfZbHppa/+xfUN+Ox6Q+9ntYx0/qknhiKfPpV9p1n3X0eFhHd30v/YTb70XC7fde9T5jSiqSv/n9dj+vecBgpP70t1e/8Qp2HTyE60aNDLeI6uyDk7UQLCuFd8dWAEDCZ7+kcTSd6+CpU5iR2T0OAtaDcH4RxVDDmy9DvnTWTUvH530e06xGDSIiItKWdcr1MA8uCJ9FdZnrv/+GffYNMCQmaRQZ6RXniGLhGkwszC/SC54UpKGkrz8MyeGEb9d2+A7s7diTtGhpE625jan/AEh2h7rnNMbBgr/lzxUHbXu6u8v/4PV4Zw16fLABiV/8RtOF8P/3nfw76MjvVGrzm6hcr70ABAKwTZ0ZPoi4uxg1iAcBiYQTSoq1QOkFNLz/pmLcO2oSihZ3/ScEiYjikSRJSPzig4px2VUP1+svahAR6R3niGLhGkwszC/SC/G35QrMmJmNxPu/hbq//gau//4Lab/4o+rnsM+cB/OgAkACzP0GKK5bho5A9uvLOiPcmDIkJSP9D89CDoVgTM/QOpxu7/S58+jbM08xnvqz30N2u2FI6twdTIlffQjOOz6n6pMB5j75SPnhLwE5BPPAoVe8N1hWCvfqpTCkpCHpgYevNdy4c660VPNWV9R+beUXUVdxvfhs+HyRMIMReV/7JkzJ7CNNRPplGTYS1skz4N2yLmK88cO34FhwC0w5/PeaYodzRLFwDSYW5hfpBQv7GnPMWQjHnIUdfrwhMQmWIcM6MaL4YR505eItdR6jKfqnNMx9+nfJ65l65AIqD4WWbDbYpsxo173GrGz0eHdtByITgykePlVD7dZWfhF1Bd/Rg/CsX6kYd8y/EaZefTSIiIgoviR+4WvwfrIRCAabBwMBuP79DFL+9xfaBUa6wzmiWLgGEwvzi/SCrXiICL169NA6BFKhRwY/xSIS5hfFiizLqP/nU4pxye6A8+4vahAREVH8MeX2QmD2TYpxz6Y18B3er0FEpFecI4qFazCxML9IL1jYJyJs2rlL6xBIhZ2HDmsdAqnA/KJY8W7dAP+BPYpx5+33wpiSqkFERETxp8EXwv2mWXCZ7Ipr9c/9H2RZ1iAq0iPOEcXCNZhYmF+kFyzsExEmjR6ldQikwujBPLhJJMwvigXZ70f9v/6uGDdkZMF54x0aREREFJ+cFgOmDu2B1wcuVlzzHzkAz8Y1GkRFesQ5oli4BhML84v0goV9IkJFVbXWIZAKVXV1WodAKjC/KBYaP3oLwZJzinHHvV+FZLVqEBERUfy6Y3gKPuxbhFK7srVG/b/+Dtnr1SAq0hvOEcXCNZhYmF+kFyzsE8VQyFUP785tkFse1hUHauvrtQ6BVKhvaNA6BFKB+UVdLVhdBdd//qUYP5bcF3eVDEB5QyD2QRERxbHBGVYU5CXiX0M/o7gWKruIhrdf1SAq0hvOEcXCNZhYmF+kFyzsE8VQ3T/+iurHHkH9P/6qdSgRBvXrq3UIpEK/vDytQyAVmF/U1VwvPQu5UbnY/GfBnUi2m5HhMGoQFRFRfLtjWDI25kzE4ZR8xTXXmy8jWHZRg6hITzhHFAvXYGJhfpFesLBPFEPG7BwAQOPH78B35IDG0TTbdfCQ1iGQCgdPntQ6BFKB+UVdyXf0INwrPlKMb8iZgP3pQ3Dn8BRIkqRBZERE8W1mvwRkOE14dvhnlRd9PtT/86nYB0W6wjmiWLgGEwvzi/SChX2iGHLeejcMmdmALKPuqT9ADsZHe4SBfftoHQKp0DcnR+sQSAXmF3UVORRC/bN/UYx7DRa8UHAnUm1GzBuQoEFkRETxz2yUcOvQZBxL6Y/lvQoV1z2b1sC7d6cGkZFecI4oFq7BxML8Ir1gYZ8ohgw2O5K+/jAAIHDyGBo/eEvjiJrIsqx1CKQCf1tiYX5RV/GsWQb/kYOK8TcGLES5PR23FCTBauJUj4ioLbcUJMFkAF4achsaTHbF9fpn/xI3G3Go++EcUSz8bYmF+UV6wdUeUYzZJk6FdVLTriDXK88jWF6qcUTAieKzWodAKhRfYM9XkTC/qCuEGhtQ/6+nFeOl9gy8kz8fRgPwmYJkDSIjIhJHhsOE2f0TUGNNxn8G3aS4HjhzEo1L39cgMtIDzhHFwjWYWJhfpBcs7BNpIOkrD0Gy2SF73Kj7x9+0Dgejhw7ROgRSYWj/flqHQCowv6gruF77F0I1VYrx5wrugs9oQVH/BGQ6TRpERkQkls+OTAEAfNh3NooTchXXXS8/h1BtTWyDIl3gHFEsXIOJhflFesHCPpEGjFnZSPjslwAA3i3r4Plkk6bxHD55StPXJ3VOnjuvdQikAvOLOlvgXDEa339DMb4rowBbe4wFANw1PCXGURERiakg04YxPWwIGkz4xzDlQbqyqx71Lz+nQWTU3XGOKBauwcTC/CK9YGGfSCOOxZ+BqW8+AKDumT9D9ng0iyUthe0aRJKSyMMwRcL8os4kyzLqnv4jEAxGjAclQ1NBSpIwPMuK4dk2jSIkIhLP3Zd27e/OHIYt2WMV193L3ofvqPJME6JrwTmiWLgGEwvzi/SChX0ijUgmE5IefAQAECq7CNd//6VZLGnJ/EdPJMkJnFSKhPlFncmzbiV8e3Yoxj/sW4SziXkAgLtGpMQ4KiIisU3v40ReUlP7sucL7oTP0KqVmSyj7skneJAudSrOEcXCNZhYmF+kFyzsE2nIMmQ47PNuBAA0vPMa/Ge0+bjY9r37NHld6pi9x45pHQKpwPyizhJy1aP+eeW5LNWWpPChj5kOI2b348KTiEgNo0EKtzArdWbh7fwFinsCJ4+h8aN3YhwZdWecI4qFazCxML9IL1jYJ9JY4ue/BkNyChAMou6pJyCHQjGPYfKY0TF/Teq4MUN4EJBImF/UWepffAahmmrF+PPD7kKD2QEAuH1YMkxGKdahEREJb/HgJDgtTcvjNwYsRGVituIe18v/QLCyPNahUTfFOaJYuAYTC/OL9IKFfSKNGRKTkPilBwEA/oN74V69JOYxFJeUxPw1qeNKyrmgFAnzizqD7/ABuJe+rxjfnVGAdbmTAAB2k4RbC/ixYyKijnBaDLitIAlF/RPw9G39MeCR7ynukd1u1P3jrxpER90R54hi4RpMLMwv0gsW9onigG3mPFhGjAEA1P/z7wjV1sT09WU5pi9H10jmL0wo/HXRtZKDAdQ99YTiD5PfYMLfh98HSE079G8ckoRkm1GLEImIuoVvTkzHr+f0wIhsG6xjr4OtcJbiHu+mtfB+ukWD6Ki74RxRLFyDiYW/LtILFvaJ4oAkSUh64LuAyQS5vhb1/346pq/fJy83pq9H1yYvK0vrEEgF5hddq8YP3kLg1HHF+HuDFqIkoQcAwCABd/PQXCKiayJJka3MEr/8LUgOp+K+uqf/BNnjiVVY1E1xjigWrsHEwvwivWBhnyhOmHr1gfO2ewAA7hUfwXdgT8xee+vu2L0WXbvdR45oHQKpwPyiaxEsL4XrlecV48acnvj8T7+BhyalI8tpwqx+CchLMmsQIRFR92VMz0DCfV9RjAdLL8D1+osaRETdCeeIYuEaTCzML9ILFvaJ4kjC7ffBmJMHAKh76g+Q/f6YvO644cNi8jrUOYbn52sdAqnA/KKOkmUZdc/8GbLHrbiW9MB3kJjowL2jUvHe3X3w/WmZGkRIRNT9OW64GaYBgxXjDW+/Cv/pExpERN0F54hi4RpMLMwv0gsW9oniiGS1IunrDwMAAsWn0PDe6zF53Zq6upi8DnWOuoYGrUMgFZhf1FGejavh3bZRMW6bXgTrmAnh701GCal29tYnIuoKktGI5Ae/BxhaLZ2DQdT99beQgwFtAiPhcY4oFq7BxHIt+VX75BO4uLgQpXfdAACoeuy7uLi4EGVfuLXdzyH7vLh4y0xcXFwI1xsvw7tvFy4uLsTFxYVwr1mmuN+9djkqv/cASj8zB6V3zEXl/34Tnk1rFPeV3XcTLi4uRNVj3+3wz0fdi0nrAIgo0uWDujwbVsP1nxdgK5wFU3ZOl75mZU0NMtPSuvQ1qPPU1NdrHQKpwPyijgjV1qD+mT8rxiVnAhLv/2bsAyIi0ilPIISPfD3gG1CEmUeXR1zzHzuExvfegPPWuzWKjkTGOaJYuAYTS7T8qnniF/CsW3HFx6X84BeQfV4AgOzzRf1f775dqPn59yF7lWetmAcPQ/oTT0MOBoFA0xu/st8HXHpsy+e5rPapJ+Be8l7EmP/AHtQc2APHzXch6csPNj/W74v6HKRf3LFPFIfCB3X5vKh/+k+Qu/hI9yH9+3fp81Pn6t+zp9YhkArML+qIun/8FaHaGsV44he/AWNqeuwDIiLSGY8/hBd2VuGmV8/gNxvK8ff+N6PGqfz7t/6V5xAoOatBhCQ6zhHFwjWYWKLlV3uK4ZeL+lcSKD4VtagPNBfe28uzfXO4qG8ZMQZpv/4b0n79N5iHjwYANL77Grx7dqh6TtIXFvaJ4lDLg7q8n26Bd8v6Ln29PYcPd+nzU+c6fOqU1iGQCswvUsvzyaaou4ksI8fCPneRBhEREemPJAH/PVCLKncQAOA22fGnYZ9X3ujzofavv4UcCsU4QhId54hi4RpMLNHyK/mb30PSN78f/j7l0ceR2GI3fOrP/wBb4ayrP3mLjZdJD/0vMp56Ofxf6k9/pypOz9qmOb/kTEDKj34Fy/DRsAwfjdQf/QqS3XHpnuVXegrSORb2ieJUy4O66p79C0KNjV32Wn25+0AoPbOztQ6BVGB+kRqhBhfqnvqDYly22PDs2C/hWBU/dktEFAtWkwF3j0iJGNuZNQIHBk9X3Os/sAfuZe/HKDLqLjhHFAvXYGKJll+GpGQYM7LC3xuzc2BIy2j+vkcuJLOl+QF+Hy4uLoR//+42X8eYnQtTrz7h/4zpGW3eG02wshwAYMrtBYMzoTnWhEQYc/Ii7iGKhoV9ojjV8qCuUGU5XK8+32WvZWp9GBjFNQN/X0JhfpEa9S/8HaEok/d1192JtyqcuOfNs3h4SQn2XHRrEB0Rkb7cNjQJTrMUMfZ4n9shJ6cq7q1/4e8IlpfGKjTqBjhHFAvXYGKJdX7JoRDkYBCyLCNUVwu5vn2H9xrTMwEAgZKzEZs5Q656BC+cj7iHKBr+zUQUx8wDBsOx4BYAQOMHb8J/4miXvM6R06e75Hmpa5w+f17rEEgF5he1l3fvzqg7PoMDCvDnpOYdohuLG/Gtj0rg8gZjGR4Rke4kWI24tSA5YqzekoBVM76suFd2N6L2ySe6/Gws6j44RxQL12Bi6ZT8MpmR8dzrMA8uaPOW6p89gou3zUbpTTNQ+9ffwLNxDcruWYTyL9/erpewzSgCAMgNLtT86lH49u+Gd+9OVP/yh5DdjZfumXPtPwt1WyzsE8W5hHvvhyEtHQiFUPfUE02nq3eysQVt/0NF8acgP1/rEEgF5he1R6ixEXV//Y3ygsmMN6Z+FUEpcsp2W0EyEqzGGEVHRKRfd49IgbnVqvkpDAMmKlvy+HZshXvlxzGKjETHOaJYuAYTS3vyS/b5IHuaD8H1bFkH375dzTdIEkzZOUDL9jyt+XxN/6Gp64JatolTYZ+3uOmp9uxA1Q+/heofPQT/gT0AAMeNt8M6erzq5yX9ELKwv2PHDixcuBBpaWlITk5GUVERNm3apPp5PB4P7rrrLhgMBpSUlHRBpETXzuBMQOL93wYA+I8egnv5B53+Gse4W0Qop/n3lVCYX9Qe9c//DcHSC4px+db78Fp15G5RswH47MiUGEVGRKRvmU4TFgxKihjzh4D3J38BUkKi4v76f/wVgSh/nxO1xjmiWLgGE0u0/Kr84bdQ/bNHwt9Xfe/rqPvbb8Pfu/71NBo+eFPV6yQ/8hgyX3gLWa9+hKQHvwfbtJnIeuVDZD7/Rvuf45vfR/L/PArzoKGAxQrJZod56Agkf/9nSPrKt6M+RpKkqOOkPyatA1Br27ZtmDlzJm688Ua8/fbbMBqNeO655zBr1ix8/PHHmD17druep6ysDDfddBOOHDkCWZbh8/EwOopftmkz4V75EXw7P0H9v5+BddJ0GFPTOu35ExP+P3t3HR7F1bYB/J6Z9biSBHctDkVaKNJSd2/fFuotVaDupVShTkuFCl/d3aAUKVac4q4Boptks74z3x+bhITdTbLJ2iT377pyJTtn5AnLyZ7zzJlz4uveiWJGvNEY7RAoCKxfVBf7v0tg+/Nnn+2a9p3wYZvT4dlaXmP7OV0TkRGnuiYcEZFqXd07GT9uLUX1SXY+3S/i4vG3w/nGszX2VWxWlLzyDFKnvQqBc3JTLdhGVBf2wdTFb/1yu/3vrNFATEqB1CIb2o5dAVGEplNXiKa4Oq8jpqbVWJAXAITEJMhabVDxGsecAeOYM+rcL3nK45CtFkgZXMyZvFTXK7z55ptx6qmn4vPPP6/advLJJ8PtduOGG27Azp07IdXx+Mv+/ftxyimnoHv37pgzZw7OOeeccIdN1CiCICDxlkkomHgNlHILyt5/A8mTHwvZ+TNTQ3eTgMIvNTk52iFQEFi/qDZyiRmlr7/gW6DRALc+gO+XWGtsFgXgf319F20kIqLwaZeiw8h2cViw99iN1nKXgm9ST8TFJ54Ex4p/auzv2rgO1h+/Qtz5l0U6VFIRthHVhX0wdfFXv1IefQ6ytRxQFEAQIOj1EPRGiCZT1T6y1QpBp0P8JVdXbasaHe9vkLzsnSpZURQoZaXw5B2BYDBCTEsPOub86y+FJ68eT3xJEkznXAJd9xOCvgY1PaoaQrBy5UqsX78eDz/8sE/ZQw89hL179+Lvv/+u8zxJSUm46aab8OOPPyKed8lJJTTZLRF/2TUAAPuCuXCsXxWycy9buy5k56LwW7tla7RDoCCwflEgiqKg5M3pkM1FPmXxV92Az0vT4PDUXITx1I7xaJUY3AggIiJqvGv93FT9bGMJpJsmQ0hM8ikrm/MOXPv2RCI0Uim2EdWFfTB18Ve/xMQkaLJyoMluCU1WDqSUtBpJffeh/ci7bByOXjAKZZ/Mrtoef/UNSJr0CJLufggAIFRb+6r4sSk4cqF38dy8q85G4T03oGzOOw2KWfEEeKLgeB4PXNs3N+ga1PSoasT+/PnzkZKSgkGDBvmU9ezZEzk5OVi4cCHGjh1b63mSkpLwwAMPhCtMorCJu/AK2P7+E55D+1H65gykv/4hBJ2+0ecdPqB/CKKjSBnQo3u0Q6AgsH5RIPYFf8KxdKHPdm33XpDPvARff3HQp2w8R+sTEUVFrxYGnNjKiBUHbVXbypwyvjkk4orb74P5meMGn7mcKHlpKtKmvw0hyCkZqHlgG1Fd2AdTl4bUL3u1drmgOfZ3W9ejN9Cjd9VrbdcegE7nXTRX9lSN2gcAMTUdUgNG6wNAxrufQwk0XRAAKEDBTZdBLjF7nzoggsoS+1u2bEGXLl0CLhLRtWtXbN0ambuoQ4cO9bt948aN6N69O8xmc0TiiEVlZWXRDqFJE6+9BZ5nHoIn9yAKP3kfmguuaPQ5jxQUICu9YR8+FFllZWXILzajQ7QDoXpj/VKXSH2GKYX5cMx62bdAb4Bw/Z34eF0Byp1yjaKhOTqkSzaYzTbf44hUgG1EUrvLuuhqJPYB4JP1xTj97BMgnTQa8j/za5S5d+9AwZy3ob3oaoQb65f6sI2oHuyDqU+w9UvOPQDnl/9X9dry7adwdusFsa2fdz29BfSvz4GSdwTweLxTaBpNEJJTIOj0kAGUlJRU7W632+Est1S9ttqscPrJGTrfeAHy6mWALPuUHQvUW+b2eJpM3pGfX17JDZzuS1VT8eTn5yO9loqZkZGBvLy8CEZEFHlS9xMgnjQaAOD+6SvIR3IbfU63x1P3ThQzPDLfLzVh/aLjKbIM17uvAtZynzLNldfBkZaFb7f7Ju8v785F24iIoumEDC16Z9QcG1fiUPDLLju0/7sJ8DNK0/PjV5B3cgoP8sU2orqwD6YuwdQvz5b/4HzmIcBe0f42xQHWcjifuhfuub9A8ZNoF0xxENt1hNixC8S2HSBmZjV6NgVl1zbvAr+1JfZF0bvYb/tOjboWNR2qGrFvt9uRlOQ7f2ElvV4Pu90ekViWLVvmd3vlSP6G3mlpSvhvED6em+9GwbqVUCxlwCfvIempGQGfZKkPvlfqkpCQwPdMRfheqVM43zfLN5/AsWm9z3bdgCFIueByfLLBjBJHzcdrB+YYMaxTRthiIook/l0kNbt5sA4Tf6k5sObr7XZcPaAtTPc8guJH7q55gCzDM+slJL/6PsS48K/vxvqlHnyv1IV9MHWp671SZBnODWtg/e17uKpNwZMw4TboTxyOoofuglxUAPecWVDm/gTT2RdBP3AINDmt63V92aZD5bBjg8EAXVw8iitem4wmmPzElyeKUABIrdsi482P63WdpoT1q2FUNWLfYDDA6XQGLHc4HDAaOZqNmj4pOQUJ428BADjXrYR98V+NOt+/GzaEIiyKkA3bt0c7BAoC6xdV59y2CZb/e9dnu5CQiKQ774fdreD/1pt9ysf349z6RESxYFBLI07IrDkqUycKOFjqgr7PAJjOvcTnGM/Rwyh9czoUzolM1bCNqC7sg6lLbfXLtXcX8idchOJH76la70pMTkHyo88h7sIroGnZBmmvvAf94OEAAM/hQyh79zUU3HwlbPN/r9f1BUnyjq4H6r3OigDvYE3PgX04cs7JdX45t26s13mpaVNVYj81NRUFBQUBy/Pz85GSwo4vNQ/GU8+GtlsvAEDZe69DtjR8XrI+3bqFKiyKgG7t20c7BAoC6xdVksstKHnxSe9cnMdJum0KpNR0fLO5BEW2muW9WxgwuCUHLhARxQJBEHD9gFQAQOtELR4dmYlvL2+LTqneZH/CNTdDat3W5zj7or9g++vXiMZKsY1tRHVhH0xdaqtfmuxWUFwuAICYloH4a25C+tufwVCRyAcAKSUNKY8+h5Rpr0I/cCig0ULQG6qS/XURdHpk/bAQWT8tRvwl/wOqT7AQYLYFTRvfz45a8WYxQWVT8XTu3Bm//PILFEXxO+3Itm3bcPXV4V+YiCgWCKKIxNsmo/DuGyAXF8Hyf+8i8dZJDTqXxWqFXqcLcYQULtYITTlGocH6RQCgKApK35wBz9HDPmXGU8+C4aRRsLlkv6P1bxqY2qjp1oiIKLSGtTZh+rhsDG9jgkas+fdZ0OuRfO8TKJx8M+Cq+bR52axXoOt2AjSt2kQyXIpRbCOqC/tg6lJb/RL0eiTf9wQEkwnazt1rbWfre/eHvnd/yFYrPPlHIcYnNCgebfcTkPL0y4ACaDt09rtPyuMvQnE4oNRnPQdBgGjgwB9S2Yj9ESNGoLi4GKtWrfIp27x5M3JzczFixIgoREYUHdr2nWA6z/u4r/W37+HcvrlB5zlay5MwFHsKis3RDoGCwPpFAGD76zfYF83z2S61aouEm+4CAKw7YkOJnaP1iYhinSAIGNkuziepX0nbvhMSrp/os11x2GF+8QkorsDTy1LzwTaiurAPpi511S9934HQdelR78EzoskEbduGP7UhGk3Q9xkIfd+BEBMDrx0q6PUQjaa6v5jUpwqqSuyffPLJ6Ny5M6ZNm+ZT9swzz6Bly5YYO3ZsFCIjip74KyZATM8EFAWlM6dD8biDPkePTlxRXU06tanfgj0UG1i/yH1wP8refsW3QKNF8n1PVDXMh7aOw9eXt8V53RIhVfQxOFqfiEidTGdeAP2JJ/lsd+/egbIPZ0UhIoo1bCOqC/tg6sL6Rc2FqhL7kiRh1qxZ+OWXX3DFFVdg0aJF+OeffzBhwgR8+umnmDlzJvR6fd0nImpCRKMJiTffDcDbUbD+8l3Q5/iPCwGpyva9+6IdAgWB9at5U5wO7+hMu82nLOG626BtX7PT0SpRi0dGZuLry9vitkGpHK1PRKRSgiAg6c4HIKZl+JRZf/wK9n+XRCEqiiVsI6oL+2DqwvpFzYWqEvsAMHr0aCxYsAD5+fk4++yzcfrpp2PXrl34888/cd5559XY9/TTT8eZZ55Z6/l0Oh0EQYC2nqtUE8Uiw5CTq0YEWT5+F57C/KCOb52VFY6wKEyy0tOjHQIFgfWreSt993W4d+/w2a4fPBymsy8KeFyrRC0m9OdofSIiNRMTk5A8+VG/CyWWvDwNbj/rrlDzwTaiurAPpi6sX9RcqC6xDwDDhw/HvHnzUFpaCovFgkWLFvmdgsdsNsNsNtd6rmHDhkGWZbRs2TJM0RJFRuJNd0HQG6DYbCh997WgjuWiTeqi06pq3fNmj/Wr+bLN/x2233/w2S6mpiPpzgeYtCciamIURcE/+8px92+5sLtlAIDuhH6Iu/Qa330tZTA/9ygUpyPSYVKMYBtRXdgHU5dQ1y/ZUgaFCyhTDFJlYr++li9fjqVLl0Y7DKKIkDKzEH/lBACAY8kCOFYtq/exm3buDFdYFAY7DxyIdggUBNav5sm1dxdKZk73LRBFJE1+FGJScsRjIiKi8FAUBSsOWnH99wdxz++HsWS/Fd9sLqkqj79iPLTdT/A5zr1zG0rffT2SoVIMYRtRXdgHU5dQ1i/3gb3Iv+ly5N98ORQHb8ZSbGnSiX2i5sZ07qXQtO0AACid9XK97ygP7NUrnGFRiPXiQkCqwvrV/MjlFpiffQTwMwoz/srroe/dPwpRERFRuGw4asftv+Tiv7xjf/c/XFsMq8s7al+QNEi+/0m/N3Vtv/8A2/zfIxUqxRC2EdWFfTB1CVX9UlwumGdMhVJWCsXtBjR8coNiCxP7RE2IoNEgceIUAIDn6GFYvpxTr+N27d8fzrAoxPYf5nysasL61bwoioKSV5+DJ/egT5l+4FDEXXJ11etShwfTl+Qjv9wdyRCJiCjEercw4IQWhhrbzHYZX2w0V72W0jKQdO/jgOjbBS+ZOR2uvbvCHSbFGLYR1YV9MHUJVf2yfPYB3Lu8C/Em3TYZgiSF5LxEocLEPlETo+t+AozjzgEAlH/3Gdz799R5jNFgqHMfih0GvT7aIVAQWL+aF+sPX8CxbKHPdikzG0mTHoFQLaHz0bpifLGxBBd8vg+vLy9Aid0TyVCJiChEBEHALQNTfbZ/vN4Mi+PY33Z9n4GIv+p63xM4HTA/+wjkcks4w6QYwzaiurAPpi6hqF/OzRtQ/s0nAADD6NNhGD6q0eckCjUm9omaoIRrb4GQmAS43Sh5cwYURal1/5zMzAhFRqGQmerbcaTYxfrVfDg3rkPZB7N8CzRaJD/wFMSExKpNBeVufLHRO/+yw61gznozLvhsHwqtHL1PRKRGg1oaMSDHWGNbqUPGp/+Za2yLu/hq6AcN8znek3sQJa88A0WWwxkmxRC2EdWFfTB1aWz9kq3lKHnpaUCWIWZmIfGmu0IUGVFoMbFP1ASJCYlIvP52AIBr03rY65i3c/Gq1ZEIi0Jk1ebN0Q6BgsD61Ty4jx5G8bOPALLvqPvEm+6CtnO3GtveW1MEh7vmTde+2QakmThvJxGRGgUatf/pBjPM1Z7IEkQRSZMegZSZ7bOvY/liWD7/MJxhUgxhG1Fd2AdTl8bWr7J3X4Pn6GFAEJB8z8MQ4+JDFBlRaDGxT9REGUaNg7ZXXwBA6fszIZeWBNz35IEDIhQVhcLAHj2iHQIFgfWr6ZPtNpinPQTFz99Zw6hxMJ5+bo1tB0tc+H5raY1tAoDbBqWFM0wiIgqzvtlGDGllqrGt3KXgw7XFNbaJ8QlIfnAqoNH6nKP8sw9gX+o7pRs1PWwjqgv7YOrSmPplX7oQtnm/AgDiLrwCuoq8ClEsYmKfqIkSBAFJt00GNBoopSUo+8jP9BAVcvPyIhgZNVZeUVG0Q6AgsH41bYqioPSVZ+Hes9OnTNOuI5JumwJBEGpsn7WqEJ7jZlo4vXMCOqVx7lYiIrW7ZZDvqP0vN5qRW+aqsU3bqSsSb7nH7zlKXp7GxXSbAbYR1YV9MHVpaP3yFBWg5I0XAQCa9p38r4tCFEOY2CdqwjSt2yHuwisBALY/f4Zz8wa/+9ns9kiGRY1kdziiHQIFgfWraSv/cg7sS/722S4kJiH5kWchHLdw145CB/7cWXNxREkEbvIzfQMREalPz0wDTmkXV2ObSwZmrfRNCprGnQPTWRf6bFfsNpinPgi5xByuMCkGsI2oLuyDqUtD6peiKCh57XkoZSWAVoekyY9B0OrCEB1R6DCxT9TExV96DaSsHABA6ZszoLh9F2bs2KZNpMOiRmiT7TsnK8Uu1q+my758MSwfv+dbIElIeWAqNC186+qb/xbi+OXML+yehFaJvtMxEBGROk08MQ1SzYe18PuOMmwr8E0MJtxwB3Qn9PPZ7sk7DPMLj/ttu1PTwDaiurAPpi4NqV+2X7+Hc/VyAEDCtTdD27Z9qMMiCjkm9omaOEGvR+ItkwAA7n27Uf7DFz77rNq4MdJhUSNs3Ok75QfFLtavpsm1bw9KXprqtyzxxrv8JmnWH7Hhn/3WGtsMGgHX9U8JS4xERBQd7ZJ1OL97Yo1tCoA3VhT47CtoNEi+/ym/i+k6N6xB2XuvhytMijK2EdWFfTB1CbZ+uQ/uR+n7MwEAuj4DYDrn4nCERRRyTOwTNQP6ASfCMHwUAMDy6QdwHz1co7xnp07RCIsaqFPr1tEOgYLA+tX0eIoLUfzkvVBsNp8y47hzYTzzfJ/tiqLg1WW+CZ3LeyUj3aQJR5hERBRFNwxIhVFTc9j+8oM2rDho9dlXTEpG8iPPQNAbfMqsv3yL8h+/DlucFD1sI6oL+2DqEkz9UtxumGdMBZwOCHHxSLr7IQgi06WkDvyfStRMJNx4BwSjCXA6UPb2K1CUY5NBOJzOKEZGwXK6+Ei2mrB+NS2y3Ybipx6AnH/Up0zbsw8Sb77bZ7FcAJi7y4L/8mpOwZCgE3FN3+RwhUpERFGUbtLgqt7JPttfX1EIWTl+UjZA274Tku552O+5yt57DfYV/4Q6RIoythHVhX0wdQmmflk+/xDunVsBAIkTp0BKzwxXWEQhx8Q+UTMhpWUg/uobAQCOlUvhWL64quzAkSPRCosa4EiB76hfil2sX02H4vGgZPpTVQ3/6sSMFkh+YCoEre9c+Q63jDdWFPpsv65/ChL0UlhiJSKi6Lu6TwpSjTX/zm8rcOCP4xZRr2QYfgriLh/vW6AoKHnxSbh2bgtDlBQtbCOqC/tg6lLf+uXcuhHlX/0fAMBwyqkwnjwmnGERhRwT+0TNiOms86Hp2AUAUPrOq5Bt3keBT+jSJZphUZC6tGsb7RAoCKxfTUfZ+zPh8DNiUjCakPLY85CS/c+V/8XGEhy21Bzl1TJRg0t7JYcjTCIiihFxOhE3DEitsS1JL8Ij+47YrxR/xQQYTh7ts11x2FH81H3w5DEZ3FSwjagu7IOpS33ql2yzouSlpwFZhpieicSb74lAZEShxcQ+UTMiSBok3TYFEATIBXmwfPoBAGAzFwJSlZ37D0Q7BAoC61fTUP7zN7D++JVvgSgh+YGp0Lbr6Pe4YpsH768t9tl+x4np0Em+U/YQEVHTckG3RLRJ0kIvCbimbzK+u6Itzu6aGHB/QRSRdPdD0HY/wadMLi5C8ZP3QS73P+Kf1IVtRHVhH0xd6lO/yt57HZ7DhwBBQNI9D0OMT4hAZEShxcQ+UTOj7dIdpjMvAABYf/wKrj070SI9PcpRUTDSU5KjHQIFgfVL/ez/LkHZu6/5LUu8bRL0/QcHPPadVUUod8o1tvXJMmB0+7iQxkhERLFJIwl4anQLfH15G9xxYnq9pmATdHqkPPwMpOxWPmXu/Xtgfu5RKC5XOMKlCGIbUV3YB1OXuuqXfcU/sP35MwDAdN5l0PfuH4mwiEKOiX2iZij+fzdCTEkFZA9KZ05HnMEQ7ZAoCCa+X6oSbzJFOwRqBOemDTA//xggyz5lcRddBdO4cwMeqygKypwen+33DE33u8AuERE1TT0zDciK912DpTZiUjJSnngBQoLv6H7nulUoeeUZKH4+m0g92EZUF/bB1KW2+uUpLkLp688DADTtOiDhmhsjFRZRyDGxT9QMiXHxSLjxTgCAa9sm7Pr4/ShHRMHYumdPtEOgIKzf6rvQKqmDa89OFE+9H3A6fcoMJ41G/DU31Xq8IAh4ekwW3juvJU7I1AMAxnWKR89MdgyJiKhumpzWSHn4WUDje1PAvmgeyt59FYoSeL5+im1sI6oL+2DqEqh+KYqC0tefh1xiBjRaJE1+DIJWF9ngiEKIiX2iZspw0mjo+g0CAKTP+wkes+8c0BSbenOhLVUZ3Lt3tEOgBnAfyUXxE1Og+JnHWNutF5LufgiCWL9mVJ8sI2af3wrTxrTAxMFpoQ6ViIiaMF3P3ki65yG/Zdafv0X5l3MiHBGFCtuI6sI+mLoEql+2P36CY+VSAEDCNTcFXCeLSC2Y2CdqpgRBQOItkwCtDkq5BWXvz4x2SFRPB48ejXYIFIQ9Bw9GOwQKklJSjOLHJkMuKvQpk1q1Rcojz0LQ64M6pyAIOK1TArITgpuKgYiImjZFUVBgdde6j3HEWCRcN9FvmeXj92D97fswREbhxjaiurAPpi7+6pc79wDK3nsdAKDr3R+m8y6NdFhEIcfEPlEzpslphfhL/wcAsP/9Bxwb1kQ5IqoPjVT3omsUO7QaTbRDoCAoNiucLz4Bz2HfzoCYnonUJ2dATEqOfGBERNTk7Cpy4PZfcjHhu4Owu2ufLz/ugssRd9GVfstK33oJnn+XhCNECiO2EdWFfTB1Ob5+KR43Sl56GorDDiEuPqinb4liGf8XEzVzcRddCallawBA6ZszoLh855Km2JKVnh7tECgIrbKyoh0C1ZNit8P50lQo+3b7lAkJiUh9agakzBZRiIyIiJqSErsHL/6Tj6u+PoB/D9lwxOLGx+vNdR4Xf+0tMI4907dAUeB6azo8HKSjKmwjqgv7YOpyfP0q//L/4Nq2GQCQeMskSBls01PTwMQ+UTMnaHU4MOZcAIDn0H6Uf/tZlCOiuqzevCXaIVAQlqxmJ1sNFKcDxdMegrJ1o0+ZoDcg5fEXoGndrs7zlNg9YYiOiIiaktW5Nny5qQSeauvefriuGEcsrlqPEwQBibffC/2JJ/kWut1wvTKNT+CqCNuI6sI+mLpUr1/ObZtg+fwjAIBhxBgYTzk1WmERhRwT+0SEvhddCsMppwEALF/MgTuX8z3Gsn7du0U7BArC0H59ox0C1UFxuWB+9lE41630LZQkJD/0NHRde9Z5nvVHbDj7k714b3URHHVMqUBERM3XqPZxGJBjrLHN4Vbw+nLftV2OJ0gaJN/7BLQ9/CwM6XLC/NT9cG7aEKpQKYzYRlQX9sHUpbJ+yXYbSl56GpA9ENMykHjr5OgGRhRiTOwTEfKKipBw3UQIcfGAy4nSWS9BUZS6D6SoKDKbox0CBSGvqCjaIVAtFLcb5hefgGPVMt9CQUDSPY9A3//EOs/jkRW88E8+7G4Fb68qwmVf7cfifeVhiJiIiNROEARMGpYOUai5/c9dFqw4aK37eL0eKY8+B027jj5lisOO4ifvhXPbplCFS2HCNqK6sA+mLpX1q2z2THgqBi4m3fMQxPiEaIZFFHJM7BMRyiwWSCmpSLj2FgCAc+1K2P+ZH+WoKBCLzRbtECgIZRZLtEOgABSPByUvPw3HskV+yxNvvw/GkWPrda5vt5Rie+GxNUoOlbrx2PyjKHNwah4iIvLVJU2PC7on+mx/4Z/8ej31JcYnIGXqy5Bat/UpU2xWFD8+Ba6d20ISK4UH24jqwj6YupRZLLCvXArb7z8AAEznXgJ9n4FRjooo9JjYJyJ0btcOAGAcdw60FdNNlL37GuRyNjZjUbucnGiHQEGorF8UWxSPByWvPQf7or/8lifeMgmm086u17mKbR689a/v9Am3DkpFgl5qVJxERNR03TooDcmGml3y/SUuzKnHQroAICWnIPXpVyBlt/IpU8otKHpsElx7doYiVAoDthHVhX0wdemYkoTS154HAGjatEfCtTdHOSKi8GBin4iwZrN3dXhBFJE4cQogSpCLi2D5+N0oR0b+bN61K9ohUBAq6xfFDsXjRsnL02Cf/7vfcs2V18N01gX1Pt/MfwtR5qw5urJzqg4X9khqVJxERNS0JRkk3Dkk3Wf7h2uLcaDE6ecIX1JqOlKnvQIho4VPmVJWiqKH7+LI/RjFNqK6sA+mHoqiYN8zj0I2FwEaDZKmPAZBp492WERhwcQ+EaFrtdEi2vadYDr3YgCA9Zfv4NqxNUpRUSDtWraMdggUhK4cjRVTvHPqPwn7wrl+yzWXXgPNGefX+3xrcm34YWupz/Z7T8qA5vjJk4mIiI5zdpcE9Ms21Njm9HjXbanvmldSRgtoH5wGpPneJFDKSlH0yN2ccz8GsY2oLuyDqYdt7i8wbl4PAIi/+gZo23eKckRE4cPEPhHBLdccaRp/5XUQ0zMBRUHJzBeheDhHdCyR5brnXaXYcXz9ouhRXE6Yn3sUjiUL/JbHXTEBmnMuqff5nB4FzyzO89l+RucE9Ms2NjRMIiJqRgRBwP0nZUA6rme+/KAN83bXf1pMMaMFdA9Mg5ia5lOmlFtQ/OgkODdtaGy4FEJsI6oL+2Dq4D58CGXvvgYA0Pbsg7jzL49yREThxcQ+EWHvwYM1XotGExJvugsA4N61HdZfvotGWBTAwaNHox0CBeH4+kXRoTgcKJ72MBwr/vFbHnfZtYi/YkJQ5/xgTRH2mV01tiXoRNw5xDepQkREFEjHVD2u6p3ss/2lpQWwOOufTBSzcpA67TWIqX5G7tusKH5iChz/rW1MqBRCbCOqC/tgsU/xuFHy0tNQ7DbIBiOSJz0CQeJ6V9S0MbFPROjTrZvPNv2Qk6EfPBwAYPn4XXgKCyIdFgXQrX37aIdAQfBXvyiyZJsVxU8/AOfq5X7L46++EQlX3wBBqP/UObuLnfhwXbHP9juHpCHdpGlwrERE1Dzd0D8V2fE1Pz8KrB7MWum7OHttNK3aIPXZ171P3x5Hsdu8yf01KxoVK4UG24jqwj5Y7Cv/+hO4tm4EAKTcOglSZlaUIyIKPyb2iQhbd+/22SYIAhJvvhuC3gDFZkXZe69HITLyZzdH96iKv/pFkSOXmFH8yN1wrlvltzxhwm2Iv+ya4M6pKHhmUR7cxw2i7JdtwLndEhsaKhERNWNGrYgpwzN8tn+5sQT/HbUHdS5NTiukPvcGpBbZvoVOJ4qnPgDbonkNDZVChG1EdWEfLLa5dmyF5bMPAACG4aOwr23nKEdEFBlM7BMR0pKT/W6XMrMQd8V4AID9n/lwrObonliQnJAQ7RAoCIHqF4WfJ/8oCh+4Ha7tW/yWJ9x4F+IuvCLo8363pRTrj9RMsmhF4KERmRCDGPVPRERU3Yh2cRjZLq7GNgXA1AVH4fTUbyHdSpoW2Uh99nVIOa18C91ulEx/CuW/fNuIaKmx2EZUF/bBYpdit8M8Yyrg8UBMTUPibZORlpIS7bCIIoKJfSJCcmLgEaZx510GTRvvY4els16C4nBEKiwKIDEuru6dKGbUVr8ofNwH9qHwvtvgObjPb3nibVMQd+7FQZ83v9yN11f4TotwXf9UtEvWBX0+IiKi6qYMS4dJW/Mmsd2tILfMFeCIwKSMFt7kfqu2voWKgrJZL6Psk9lQlOBuGlBosI2oLuyDxa6yD9+C59B+AEDSXQ9BTExi/aJmg4l9IsLqjZsClgkaDRJvmwIA8BzJheWr/4tUWBTAxl27oh0CBaG2+kXh4dy+GYX3T4RckOdbKEpIuvshmM44r0HnfnFJPsqPW8iwfYoO1/blqCAiImq8rAQt7jjx2OK3l/RMwmeXtGnwzWMpNR2pz74OTQf/01KUf/4hSt96CYrH06DzU8Oxjagu7IPFJsfqFbBWPH1kOvsi6PsPBsD6Rc0HE/tEhCF9+9RaruvZG8ZTzwIAlH/zCdwH/I+Apcjo27VrtEOgINRVvyi0HKuWofjhu6GUlfgW6nRIfngajGPOaNC5/9xZhr/3lNfYJgB4eEQGtBKn4CEiotC4sEcizumagLfPaYn7TspAnK5x3XYpOQWpz7wG3Qn9/Jbbfvse5hce55O5EcY2orqwDxZ75BIzSl59BgAgtW6LhPG3VpWxflFzwcQ+EWHfodw690kYfyuEhCTA7UbpWzP4yG4UHcrzMwqZYlZ96heFhvXX71A89QEodptPmRAXj9SnXoZh8PAGn/+IxY3j8/cX9UhCnyxjg89JRER0PFEQ8NgpLdA/J3SfL2JcPFKeeBH6oSP8ljuWLkTRw3dBLikO2TWpdmwjqgv7YLFFURSUzJwOubgIkCQkT3oUgl5fVc76Rc0FE/tEhPqs9SgmJiHhutsAAM7/1sL+9x9hjooCEbg4p6rw7Qo/RZZR+v5MlL71EiDLPuViSipSn30dup69G3Wda/qmYPb5rdAuWQsAyIzTYOLg1Eadk4iIKFIEnR7J9z9Z9STu8VzbNqFwyi1wH9wf4ciaJ7YR1YV9sNhi++s3OJYtBADEX3U9tJ1qPlHBt4uaCyb2iQhtcnLqtZ9xzBnQ9vQ+0lY6+w3IZaXhDIsCyMnIiHYIFIT61i9qGMXhgPn5x2D97nO/5VJ2S6S+8Ba07TuF5Ho9Mw34v4ta48reyXjslEzE66WQnJeIiCgSBEmDxDvuR9zFV/kt9xzJReG9t8C5cV1kA2uG2EZUF/bBYof7SC7K3nkVAKDt0RtxF17psw/rFzUXTOwTEZatXVev/QRBQNJtkwFJglJagrKPZoU3MPJr7dat0Q6BglDf+kXB8xQXoejhO+FYutBvubZLd6Q+/yY0WaFt2Bs0Iu4Zmo4TW5lCel4iIqL6cHkUrDxkbfDxgiAg4dpbkHDLPYDomxJQLGUoenQSbAv+bEyYVAe2EdWFfbDYoHg8KHnpaSg2KwSjCUn3PAxB8h1ow/pFzQUT+0SEQb1PqPe+mjbtEXfhFQAA2x8/wbnlv3CFRQH07tw52iFQEIKpX1R/rp3bUDjpRri2bfZbrh86EqnTXoOUwqlyiIio6dhb7MT13x/EHb/kYuNRe6POFXfWhUh++BkIeoNvoduFkhlTUfbhLCgeT6OuQ/6xjagu7IPFhvJvP4WrIgeRcNNdAQfwsH5Rc8HEPhGhqKQkqP3jL70WUmY2AKD0zelQ3O5whEUBlFgs0Q6BghBs/aK62RbNQ+H9EyEX+F/EzHT+5Uh+4CkIBj+JCiIiIhVSFAVfbyrB1d8ewJYCBzwK8Nj8o7C6fNeWCYZh8HCkPvcGxNQ0v+Xl33wC89MPQC5n+zPU2EZUF/bBos+1azssn8wGAOiHjoBxzBkB92X9ouaCiX0iQpE5uA89wWBA4q33AADce3fD+uNX4QiLAjCXsVGpJsHWLwpM8XhQ9tEslLz4JOB0+O4giki8dRISr58Iwc/UAsHYZ3ZiVSOmOSAiIgqloxY3Xl1eAIdbqdp2oNSFV5YVNPrc2k5dkfbi29C06+C33LFqOQon38xFdUOMbUR1YR8suhSHA+YZTwEeD8SUVCRNvLfWBY1Zv6i5YGKfiNCtQ/ugj9EPHAr98FMAAJZP34cn72iIo6JAOrRqGe0QKAgNqV/kSy63wPz0gyj/+hO/5YLRhJRHn4PpzAsafS2nR8HDfx3FbT/n4q1/C+H2KHUfREREFEZZCVrcMzTdZ/t3W0qxcG95o88vZbZA6vNvQtd/sN9yz6H9KJxyMxyrljf6WuTFNqK6sA8WXWUfzYLnwD4AQNKdD0JMSq51f9Yvai6Y2CcirNvSsIWAEm+8E4LRCMVhR+k7r4Q2KApoy+490Q6BgtDQ+kXHuPbsROE9N8Kxapnfcim7FdKmz4J+4NCQXO/9DeXYVuCAAuD9tcW46adDyC1zheTcREREDXVB90Sc1MZ34fanFx5Fka1xU/IAgGiKQ8pjz8N0weV+y5VyC4qfug+Wzz6AIjf+es0d24jqwj5Y9DjWroT1p68BAKYzL4B+4JA6j2H9ouaCiX0iQsc2rRt0nJSWgfirbwQAOFb8A/vyxaEMiwJok50V7RAoCA2tX+Rl++s3FE65BZ7DB/2W6/oNQtpL70DTJjSjcv497MQ322suRvjfUTt+31EWkvMTERE1lCAIeGRkJlIMUo3tZruMGSvLoCiNf8JMkDRIvG4iku55GNDqfHdQFFg+fR/FT94LucTc6Os1Z2wjqgv7YNEhl5Wi5JVnAABSyzZImHBbvY5j/aLmgol9Iqp1brq6mM66AJoOnQEApW+/AtnGOanDreHvFkVDY+pXc6Y4HSh5/XlvQ97ffPoATOdfhpTHX4AYnxCSaxZY3XhxhW8Cv1+2Adf2TQnJNYiIiBojzaTBIyMzfbb/e9iF7467Md0YxtGnI/W51yGm+k7/AwDONf+i4O7r4dy2KWTXbG7YRlQXvluRpygKSmdOh1xUAEgSkic/CsFgqNexrF/UXDCxT0TYsXdfg48VJA0SJ04BBAFyQR7KP/8wdIGRX3sPH452CBSExtSv5sp9JBeF994K258/+99Bq0PSPQ8j8frbIUiakFxTVhQ8Pv8ozI6aox0T9SKeGt0CksjOARERxYYR7eJwYfdEn+3vrC/HxqOhS+7ruvRA2svvQtu1p99yuSAPRQ/cjvKfvwnJ0wLNDduI6sI+WOTZ//4D9iV/AwDir5gAbedu9T6W9YuaCyb2iQj9enRv1PG6Lj1gOuN8AED591/CtXdXCKKiQHp06BDtECgIja1fzY1t4TwU3jkB7t07/JZLmdlIe+FNGEefHtLrfrzejH8P2Xy2PzIyE1nx2pBei4iIqLHuHpqONkk1P588CvDgvCMosXtCdh0pNR2pz74G01kX+t/B7UbZ26/A/MzDkMtKQ3bd5oBtRHVhHyyyPHlHUPr2KwAAbbdeiLv4qqCOZ/2i5oKJfSLC9j17G32O+P/dCDE5FZA9KH1zOhfUCqM9hw5FOwQKQijqV3MgW60wvzwNJdOfhBJgSi/9oGFIe3U2tJ26hvTa/x21482VhT7bL+qRiFHt40N6LSIiolAwakU8e2oWdFLNJ8qOWNx4csHRkI6gF7Q6JN5yD5KmPA7BYPS7j2P5YhTcOQHO/9aG7LpNHduI6sI+WOQoHg/ML0+DYi2HYDQiadIjQT+ly/pFzQUT+0SEpITGz08txicg4YY7AACuLRthmxtgCg1qtIS4uGiHQEEIRf1q6lw7t6Hw7uthn/+7/x1EEfHX3ITkR54N2Xz6lYpsbjww9zA8x92L7JCiw91D/c8rTEREFAu6pOkxeZjvZ9XifVZ8vMEc8usZR45F2oy3IbVu67dcLshD0cN3oezj96B43CG/flPDNqK6sA8WOdYfvoBr4zoAQMINd0KT3TLoc7B+UXPBxD4RIT01NItCGkaMga7vQABA2Yez4DEXh+S8VFNqou+cqhS7QlW/miLF40H5t5+i8N5b4Dl80O8+YnIKUqa+jPhL/gdBDG2zxS0reHjeUeSV15yyQCcBz4xtAYOGzSQiIoptF3RPxLhOvk+XzVxRiPVHfKeYayxNm/ZIm/EODCPG+N9BUVD+xUcoevAOuI/khvz6TQnbiOrCPlhkuPbsRNn/vQsA0J94EoynntWg87B+UXPBHisRYfm69SE5jyAISLx1EqDVQbGUoeyDN0NyXqpp3bbt0Q6BghCq+tXUuI/kekf1ffAW4PY/qk/XbxDSXvsA+t79wxLDW/8WYlWub9JjYr94dEzVh+WaREREoSQIAh4akYnWCVKN7R4FeGjeUZhtoZtvv5JoNCFpyuNIvP0+CHqD331cWzai8I7xsP72AxfWDYBtRHVhHyz8FKcDJdOfAtxuiMkp3r8xglD3gX6wflFzwcQ+EWF4/34hO5cmpzXiL7kaAGCf/zscG9aE7Nzk1b97t2iHQEEIZf1qChRFgfW3H1B4x3i4NgVocGs0SLhuIlKemA4pJS0scczfbcGc9Waf7ae31+PMjv6TFERERLHIpBXx6LAE6Gvm9mG2e7ClwB6WawqCANO4c5D28nvQtO/kdx/FbkPpm9NR/MS98BTmhyUONWMbUV3YBwu/sjnvwL1/DwAg8c4HICU3fNQ96xc1F0zsExEOHDkS0vPFXXQlpJxWAIDSN2dAcTlDev7m7khBQbRDoCCEun6pmacwH8VPTPEusG33Pz2AlNMKaS/OQtwFl4d86p1Ke4udeHLBUZ/t3dP1uGMAF8slIiL1aZ+swe39j32GZZgkvHNuSwxtHd55wTWt2yJt+iyYzr0k4D7ONStQMPEa2BbM5ej9athGVBf2wcLLsX4VrD98CQAwnn4eDIOGNep8rF/UXDCxT0TwuEP7iK6g0yPx1snecx/aj/JvPw/p+Zs7tyf0j1RT+IS6fqmRoiiw/vkzCiZeA+eafwPuZxxzBtJemQ1tp65hi6XcKeO+Pw/D6qqZWEjSi3j+tCzopIY97ktERBRt49rrcVaXBJzQwoA5F7ZGz8zIPIEm6PRIvPFOpDz+AsSkZL/7KOUWlMx4CuZpD3H0fgW2EdWFfbDwkS1lKHn5GQDeQT4J109s9DlZv6i5YGKfiNCuVfCrzNdF33cgDCNPBQBYvvwI7sOHQn6N5qpVixbRDoGCEI76pSbu3IMofuRulL7+PJRyi999xOQUJD80DUl3PwTRaAp7TDmJ2hqvBQBPj8lCdoLW/wFEREQqIAgCHjw5A7POaYn0OE3Er68fOBTpM+dAP3RkwH0cK/5BwW3/g/X3H6HIcgSjiz3NvY2oNuyDhU/pWzMgF+YDooSkyY9CNBgbfU7WL2oumNgnIqxYvyEs5024/nYIcfGA04nSWS/z0dsQWb+dCzepSbjqV6xTPG5YvvkEBXdcC2cta23oh41E+hsfwTB0RETiitOJmDEuG1eckFS17ZZBqRjSOvw3FIiIiMJNrxGj+vSZmJSC5AenImnyo95+gB+KtRylM19E0cN3wX1of4QjjB3NtY2oVuyDhYdtwVzYF/0FAIi//FrouvQIyXlZv6i5YGKfiNCvR/ewnFdKSUXCtTcD8M6t6ViyICzXaW56tG8f7RAoCOGqX7HMtX0LCiffDMuHswCn/zU2hLh4JE1+FMkPTIWY1PCFsRpCEgVMGpaBB07OwKj2cRjfL7LXJyIiasoEQYDxlNOQ/sZH0PUfHHA/18Z1KLhjAixffNQs1+Rqjm1ENWMfLPQ8eUdROuslAIC2aw/EXfq/kJ2b9YuaCyb2iQilFv/TY4SCcdy50Hb13nUvffdVyNbysF2rubDY/C86SrEpnPUr1shlpSiZOR2FU26Ge1fgUU36QcOQPnMOjKecBkGI3qjCi3ok4flTsyBGMQYiIqJIWrq/HM8tzoMcgSdppfRMpDwxHYm33wvBFGARX5cTlo/fQ8Ed4+FYuzLsMcWS5tRGbArYBwstRZZR8uozUMotEPQGJE16BIIUuinEWL+ouWBin4iQV1gUtnMLoojE26YAogi5qBCWj98L27Wai8KSkmiHQEEIZ/2KFYoswzr3F+TfciVsv/8ABEgWiEnJSLrvCSQ/+hyktIwIR+lfNG8sEBERRYqiKJizrhh3/3YY32wuxVv/RqZ9IggCTOPORfqbH0M/5OSA+3kOHUDxY5Ngfv7xZrO4bnNoIzYl7IOFlvXHL6um60y4/nZoclqH9PysX9RcMLFPROjRqWNYz6/t0Bmmcy4GAFh/+RaundvCer2mrlPr0DZ6KLzCXb+izbVzG4oemIjS156DUhq4w2MccwbS3/wYxpPHRCyZbnHKcMtc24OIiJo3u0vGo/OP4vUVhaj8VPxwXTG+3Ry5RKWUlo7kh6Z5p+BLTg24n/2f+Si49SqUf/sZFJcrYvFFQ1NvIzY17IOFjmvvLpR99A4A75O8xtPPDfk1WL+ouWBin4iwYVv4FwKKv/J6iGkZgCyjZOZ0KB5P2K/ZVG3buzfaIVAQIlG/osFTXIiSV59F4aQb4dqyMeB+UlYOUp56CUl3PwQxMSngfqHmcMuY/Hsu7vktF2UO/r0hIqLmy+5WsDnP4bP9+X/ysXhf5KbJFAQBhuGnIP2tj2E89ayA+yk2G8o+eBMFE6+BffliKBGYNigammobsaliHyw0FJcTJTOeAtwuiEnJSLzj/rAM+mH9ouaCiX0iQpvs7LBfQzSZkHjTXQAA986tsP72fdiv2VRlZ8TGFCZUP5GoX5GkOB2wfPV/KLj5Ctjm/Rpw2h1odYi7YgLS35gDfb9BEY3RIyt45K+jWHPYjuUHbbj++4M4WNq0R/0REREFkmyU8OqZ2Ug21Oz+ywrw0Lwj2Jxvj2g8YnwCku58AKnPz4SmXeBRtZ7DB2Ge9hCKH70Hrr27IhhhZDS1NmJTxz5YaJT937tw790NAEi8435IKYGf4GkM1i9qLpjYJyLotKFbpKY2+qEjoB84FABgmfMOPIUFEbluU6PVROb9otCIVP0KN0WWYVs0DwW3/g+WOe9AqWUBMV3/E5H+xkdIuPI6CHp9BKP0ziH83OJ8LNh7bATiHrML4787gJ2FvqMViYiImoPWSTq8fHoO9JqaI2PtbgX3/HYYh6JwA1zXozfSXnkPCTfeCcFoCrifc/1qFN51HUreeLFJ9R+aShuxuWAfrPEc/62F9fsvAADG086G4cSTwnYt1i9qLpjYJyJs2b07ItcRBAEJN98N6PRQbFaUzX49ItdtanYfOBjtECgIkapf4aIoChyrV6DwnhtQ8uKT8OQdDrivmJ6J5AefRsoTL0KT0yqCUR4za2URvt9a6rO9XbIOrZK0UYiIiIgoNvRqYcDTo1vg+Ekvimwe3PFLLgqs7ojHJEgaxJ17CdLf+gSGEWMD7yjLsP3xI/JvuhxlH82CbCmLXJBhovY2YnPDPljjyJYylLz0NKAokLJbIuGGO8J6PdYvai4EpalOWBclQ4d6RyMvW7YsypFEj9lsBgAkJydHNQ6KXZavPoZlztsAgJQnp0Pf/8QoR6QerF8USc6tG1H20dtwbVxX+446PeIvvgqmCy6HaDBGJDZ/Pv/PjBlLfUfydUzV4Z1zWyJRL9V5DtYxovBh/SIKn2Dq1xcbzZi+xP/n5axzWiLZUPfnZbg4N61H6buvwb2r9vmxhfgExF18FeLOugiCwRCh6Ki54udX45lnPAX7grmAKCL1+ZnQdesV7ZAoRrB+NQ5H7BMRdu7bH9HrxZ1/GTSt2wEASme9DMXB6TGCse9w4BHTFHsiXb9CwbVvD4qffhBF995aZ1LfcMppyHj7U8RfMSGqSf0/dpb5Tepnx2vw2pk59UrqExERNQeX9UrGVb2TfbbvKnLizl9zYXHKkQ+qgq5nH6S99C4S73oQYi1zbyuWMlg+nIX8m6+A9fcfobgj/7RBY6mxjdicsQ/WcLbFf3mT+gDiLvlfRJL6rF/UXDCxT0SIM0U2GSdotUi8bTIAwHP4ECxf/V9Er692Jj1HJalJpOtXY7gPH0LJK8+g8M7xcKz4p9Z9tV17InX6LCRPfhRSemaEIvTvr90WPD7/qM/2ZIOI187KQWYc59gkIiKq7s4haTijc4LP9i35Dkz6LRd2V/SS+4IowjT2TKS//RniLr0G0OkC7isXFaB05osomPg/2BbOg+LxRDDSxlFTG5HYB2soT0EeSmdOBwBoOnVD/OXjI3Jd1i9qLjgVT4hxKh4+RkP1V/Lqs7DN+xXQaJD+2ofQtG4b7ZBiHusXhYP7wF5Yvvw/2BfNA+TaO/JSq7ZIuOYm6IecDEE4fpbeyPt7jwUPzjsCz3FhGzUC3jqnJXpmBtcJYx0jCh/WL6LwaUj9cssKHpx7pMaC85WGtDJhxunZ0EnR/6z3FOTB8tkH3n5DXe2UnFaIu+R/MJ5yGgQudkohws+vhlFkGcWPTYJz/WpAp0f6q+9D06pNtMOiGMP61TgcsU9EWLxqdVSumzD+VggJiYDbjdJZL4H3Getn1ebN0Q6BghCt+lUfrj07YX7uMRRMvAb2BX/W2lkW0zOReNcDSH/jQxiGjoiJpP7Cvf6T+hoReHFcdtBJfSIiouZEIwqYNjYLQ1qZfMqWH7Ti4XlH4PJEv30upWci6Y77kf7GHOiHn1Lrvp7cgyh99VkU3HwlrL/9AMXljEyQDRDLbUTyxT5Y8Kw/fe1N6gNIvG5iRJP6rF/UXHDEfohxxD7vtlFwrHN/QelrzwEAkiY9AuOocVGOKLaxflEouLZvgeXLOXVOtwMAQkIS4i/9H0xnng9Bp49AdPWzaG857p97GO7jkvqSCDw7Nguj2sc36LysY0Thw/pFFD6NqV92l4w7f83F2iN2n7IreyfjnqHpjYwutFw7tqJszjtwrltZ575iWgbiLrwSpnHnQNDHTjuG1IWfX8Fz7duDwntuAFxO6AYMQcrjL8TEwCCKPaxfjcMR+0SEQ0fzonZt45gzoO3ZBwBQNvsNyJayqMWiFkcLC6MdAgUhmvWrOkVR4Fi7EkWPTULh5JvqTOoLBiPiLh+PjPe+QNz5l8VUUn/J/nI84C+pLwDPjGl4Up+IiKg5MmhFvHRGDrpn1Pysb5+iw/i+KVGKKjBt525InfoSUp5+GZpO3WrdVy7MR9m7ryL/hkth+XIO5LLSCEVZt1hpI1L9sA9Wf4rLhZKXpgIuJ4SEJCTdeX/Ek/qsX9RcMLFPRLA7HVG7tiCKSLx1MiBJkEvMKPvo7ajFohZOlyvaIVAQolm/AEBxOWGd9ysK7xzvneNybe2j2wSjEXEXX4X0d79AwlXXQzTFRSjS+vlrtwVT/jiM49f0kwTg6TFZGN2BSX0iIqJgxetEvHZmDjqleheqbZOkxZtn5yDFKEU5ssD0fQYi7aV3kPzoc9B27l7rvrK5CJb/exf5Ey5C6VsvwZ17IEJRBhbtNiIFh32w+rN8Mhvu3TsAAEl33AcpNfJP/bB+UXPB1WSICB1bt47q9bVt2yPugstR/vUnsP3+A4xjToeuW6+oxhTLWmdlRTsECkK06pdcYob19x9g/flbyOaiOvcX4uJhOvcSxJ1zMcSExAhE2DAldo/PSH1RAJ4a3QJjOzKpT0RE1FDJBglvnd0SzyzOw+RhGUg3xX66QBAEGAYPh37QMDjX/gvL5x/BteW/gPsrDjusv34H62/fQz94OOLOuxTaXn2jMkVItPtgFBz2werHuXEdyr/9FABgHHsmDENHRCUO1i9qLjhin4iw8r/Ajd9Iib9sPKTMbABA6czpUDzuKEcUu/7bsSPaIVAQIl2/3Af2omTmdORddxEsH79XZ1JfSEhC/P9uRMbsr5Bw5XUxndQHgAt7JGHi4LSq16IAPDmqBU7rlBDFqIiIiJqGZKOEF07LRov42E/qVycIAvT9T0Tq8zOR8sxr0PXuX/sBigLHin9Q9NCdKJx0I2wL/oz4Qrux0Aej+mMfrG5yuQXml6cBigKpRTYSbrwrarGwflFzwcVzQ4yL53LhCzWyOxwwxMBiUvaVS2F+6n4AQMJ1ExF3weVRjij2mM1mOJxOtMjMjHYoVE+RqF+KywX78kWw/fYDnP+trdcxYnIq4i68AsbTz4VoNIU1vlBTFAWvLS/EZxvNeHJUC4wLYVKfn2FE4cP6RRQ+kaxfbo+CApsbWfHasF+rMZxb/oPl84/gXLOiXvuLSckwnnoWjKefB02L7DBHFzt9MKob+2D1Y355GuzzfwdEEanPvg5dj95Ri4X1Sz3YPmwcdd2GJ6KwsNlj40PPMGgY9ENHwrFsISyfvg/D8FGQMltEO6yYY3dGdjQRNU4465cn7wisv/8I29xf6jXdDgBo2naA6fxLYRwxNqYWxA2GIAi4c0gaTu+cgK7p6vwdiIiI1EhRFDy7OA+L91nxypnZ6JFhiHZIAem6n4DUJ6fDtXcXrD98CduCuYA78DzpcokZ5V9/gvJvPoV+wIkwnnE+9AOGQJDCs85ArPTBqH7YB6udfcnf3qQ+gLiLroxqUh9g/aLmg1PxEBEO5R2NdghVEm+6E4LRCMVuQ+m7r0Y7nJiUV1gY7RAoCKGuX4rHA8eqZSh+6n7k33gZyr/6v3ol9XX9T0TKUy8h7fUPYRp7Vswn9et6oFAQBCb1iYiIIuydVUX4cVsZiu0e3PLjISzZXx7tkOqkbdcRSXc9iIz3v0LcZddCSEiq/QBFgWPVcpinPoD8Gy+D5Ys58BSHvv0dS30wqhv7YIF5CgtQMnM6AEDTsQvir7guyhGxflHzwal4QoxT8fAxGmq88u+/QNnsNwAAyY88C8OJJ0U5otjB+tV8uQ/uh23+b7DN/wNyYX79DtLqYDzlVJjOuwzatu3DG2AIHSlz4aG/juLe4enoHuGRgKxjROHD+kUUPpGoX99uLsGzi2u2QSQBeGhEJs7tFttr9FSn2O2w/f0Hyn/4Ep5D++t3kChBP3AIjGPOgH7QMAja2J6GiEKLn1+BKbKM4iemwLl2JaDTIf2V2dC0bhftsEhFWL8ah1PxEBE27tiBXp07RzuMKqZzLoJt/u9w79mJ0rdfga7PAIgGY7TDihk79u3HIH7oqUZj6pdcboF98XzY/voNrq0b632cmJYB07hzYDz9PEgpqQ26drRszrdj0u+HUWj1YNLvh/HhBa1Vt4AfERFRU3TE4vbZ5lGAqQvzsK/EidsGpUEShShEFhzBYIDpjPNgHHcOHKuWwfrLd3Cu/Reobcyj7IHj3yVw/LsEQkISjCPHwjjmDGg6doEgNOx3jrU+GNWOfTD/rL98603qA0gYf2vMJPVZv6i5YE+ZiJATY4sACZIGiROnoOjeWyHnH0X55x8iYfyt0Q4rZmSmqStR29wFW78UjxvO9Wtg++s32JcvAoKYz1PXbxBMZ5wP/eBhECT1fcT/vceCR+cfhcPt7VgXWD245/dcvHdeK5i0nD2QiIgomm4bnIY0k4QZSwpwfAp8zjozdhU58fToFojXh2dO+lATRBGGwcNhGDwc7iO5sP3+I6xzf4ZSWlLrcUpZCaw/fwPrz99A064DjGPOgGHkqZBS0oK6fqz1wah27IP5ch/Yi7IP3wJQ0Q8568IoR3QM6xc1F5yKJ8Q4FQ8fo1GjWF0xvuTN6bD99gMgSUh7ZTa07TpGO6SoM5vNcDidaMGGimrUp34psgzX1o2wL/oL9iV/QzYX1/v8QkISTKeeCePp50GT3bKx4UaFrCiYvboY764u8kkUAMBtg1IxoX9kOlP8DCMKH9YvovCJZP2av9t7I97p8f3UbpusxYxx2WibrAt7HOGguJywL1kI62/fw7V5Q/0PFEXoTugHw8ljYBg2EmJC3VMTxWofjHyxD+ZLcblQeO8tcO/aDiEhEemvfwQpLT3aYVVh/VIPtg8bh8PfiAgbtm2Pdgh+JVxzM8TkFMDjQembM6DIcrRDignb9u6LdggUhED1S1EUuHZuQ+n7M5F//SUoun8irL98W++kvrZnHyRNegSZH36DhAm3qTapX2L3TrnzToCk/uW9knBN35SIx0VERET+je4QjzfOykGSwTedsM/swvjvDmKpChbV9UeoWJ8o7fmZSHvjI5jOvhBCfELdB8oynOtXo/SNF5B3zXkofup+2Bb8CdlqDXhIrPbByD/2wWqyfPYB3Lu8/4eTJk6JqaQ+wPpFzQdH7IcYR+zzbhuFlm3BnyiZMRUAkHjH/TCddnaUI4ou1i91UxQF7t07YF+2CPbFf8GTezCo48XMLBhHnw7j6NNVm8ivbluBA/f9eRi5Zb5z9ooCMHlYOi7tlRzRmFjHiMKH9YsofKJRvw6VujDlj8PYWeQ7baAoADcMSMV1/VJUMe9+bRSnA45/l8L2169wrPkXCGawkU4Pw6Bh0A8fCf2AoRBNpvAFSmHDz6+anJs3oOjBOwBZhmH06Ui+5+Foh0QqxvrVOOqbgJeIQm73gQPo0Lp1tMPwyzDyVNjm/Qrn+tUo+/AtGE4cDjGpeY/ePXDkCD/0VGTXvn1oXVbsTeYvXww570hQxwt6A/TDT4FxzBnQ9eoLQWwaD9v9uLUUL/yTD4efx/jjdCKmjWmB4W3iohAZERER1UfLRC1mn98KT/59FPP31ByhLyvAO6uKsCbXhqljWiDdpN7Ug6DTw3DSKBhOGgVPUQHsC+bCNu9XuA/srftgpwP2JX/DvuRvQKOFvu8A6IeMgP7Ek7CvzBKzfTDyxT6Yl2wtR8lLTwOyDDEzC4k33RXtkPyK5RwHUSip99OViEJGr4vdOTAFQUDirZNQcPt4KGWlKPvgLSTd/VC0w4oqnVYb7RCoDorTAcf61XAsWwTbzh0o2hPko6CC4J2nddRpMAwb1aRGd1mcMqYvyccv28v8lndM1eGF07LQJil2/y4RERGRl0kr4tlTs/D+mmK8varIp3xVrg1XfX0AT41ugRNbqb89I6WmI+7CK2C64HK4d26D7a/fYP9nPuQSc90Hu11wrFoOx6rlwJvT4Rg4HOUn9IF+6AhoWmSHPXZqHPbBvMrefQ2eo4cBQUDyPQ9DjIuPdkh+xXKOgyiUOBVPiHEqHj5GQ+FR9un7KP/sAwBA6jOvQXdCvyhHFB2sX7HLk3/U21lbvRzOdaugOOxBn0PbrZd30bWTToGUGlvzVIbChiM2PDr/qN+pdwBgXKd4PDwiE0Zt9J5KYB0jCh/WL6LwiYX6tWCPBY//fRRWl2+KQRSALy5pg3YpTS/ZpnjccG5YC/viv2BfuhBKuSXoc2jatId+0FDoBwyBtvsJEDQcgxlLYqF+xQL70oUwP/sIACDuoiuRMP7WKEdETQHrV+MwsR9iTOyzUqrRP6tX46QBA6IdRq0UpwMFt4+H5/BBSK3bIv3VDyA0w1ETZrMZqzdvxphhw6IdSrOneNxwbd0Mx6qlcKxaBvfe3X73W99/OPqsWRLwPJoOnWEYMQaGk0Y32dFablnBB2uKMXtNEfzMvANJBCYNTcclPZMgCNGdh5efYUThw/pFFD6xUr/2mZ14cN4R7CisOe/+5b2SMHl4RpSiihzF5YRjzb+wL/oLjhX/1DrQI1AbUYiLh77fYOgHDoFuwBBIyc17GtJYwD4Y4CkqqHiKvgSa9p2QNuNtCNrYvVGnhhwHecXK55daMbEfYkzss1KqkaIoUU+m1Ydj7UoUPzYJABD/vxsRf+k1UY4o8sxmMxRFQUoKG/iRpigKPIcPwbl+FRzrV8O5fjUUi//pZGocB+D42qXp1BWGISNgGDYSmtZtwxJvLHlteQH+b73Zb1lmnIRnxmahT5YxskEFwM8wovBh/SIKn1iqXw63jFeWFeLrzSUAgO7perx3fivopNjvb4SSbLfBsXIZHMsXwbFyGRSbtUa5vzaiD0GApmNX6PsOgK7vQOi6nwBBpw9XyBRAc++DKYqC4ifvg3P1ckCrQ9rL70Hbtn20w6qVWnIcFFufX2rE57uICEcKCpCdEfsjaPT9BsEwYizsi+bB8sVHMIwYC01WDgBAcTggl5c1yelLjldgNjfbRmWkeYqL4NywpiqZH+zCtwBQlJ6FtKI86Hr2gX7ICBiGnAwps0UYoo1dV/ZOxk/bSmG2yzW2j2ofh4dGZCLZIEUpMiIiIgo1vUbE/SdnYECOEa8sL8AzY7OaXVIfAESDEcaTR8N48mgoLiec69fAvnwRHCv+gWwu9rYRC+poWyoK3Du3wr1zK8q//gTQ6qDrcQJ0fQZC32cANB27QJDYjoqE5twHs/36vTepDyDh2ptjPqkPqCfHQdRYTOwTESxWa907xYiEG26HY/VyKOUWlL71ElKeeBGCIKDo4Tvh2r4Faa9/CG3bDtEOM6ystuDnbqf6ka1WuDavh2PdKjjXrwo4vU69SBpoO3UBRp6OzBGnQExqnh0BAEg3afDoyBaY/MdhAIBRI2DK8Ayc0zWBI2mIiIiaqLEd4zGyXRy0dST1lx+wYlBLIySx6bYJBK0O+oFDoB84BMqtk+Haugl5K5dDXPgH5IK8+p/I5YSz4slRC7zT9uh6D4C+zwDo+gyA1LI121Zh0hz6YIqioOT5x+EpOIqUp1+BaDDCfXA/St+fCQDQ9RkA0zkXRznK+lFTjoOoMZjYJyJ0bqueqUCklDQk/O8mlM56Cc41K+BYugCG4aPgPrAPUBS4Nv/X5BP7bXOa5jzs0eApLoJr8wY4K77cu3cCsqfB5xNTUqHt2hParj0BSYK2fSf06DOAHSwAI9rF4aIeidiS78DUMS3QJil25+QkIiKi0Kgrqb8614o7fs1F93Q9HhiRgR4ZhghFFj2CJEHXszd69+wN12lnwr5sETz798K9bxfce3cBnvq3RZVyCxzLFsKxbCGAirZoj97QVXxp2nfiiP4QaQ59MM/hQ7Av+dv786EDENp2gHnGVMDpgBAXj6S7H4IgilGOsn7UlOMgagwm9okIqzdtwoCePaMdRr0ZTz8Xtr9+g2vHFpS+8xp0/QZDTE6Bx1oO2VwU7fDCbtPOXRg+kAsBBUtRFHiO5MK5aX1VMt9z6EDjTiqK0LTrBG3XHtB27QkxI7Mqie/euwsAsGbTZgzopZ761VBL9pcj1Sihey0d8ruHpkMjCNA0w8fxiYiIqCaXR8Hzi/MBAFsKHBj/7UFc3DMJtw1KRby+6SejV2/ahD6pyZBS06DJyoFx7BlQHHa4dm6Da9tmuLZvhlJaEtQ55eIiOJYsgGPJAgCAYDRB260ndD37QNejN7RdekDQc47+hmgOfTBP7rG+kZSZBcvnH8K9cysAIHHiFEjpmdEKLWhqy3EQNRQT+0SE7h3UM8JdtlkhGk1IvG0yCiffBLmoAJZPZkNMToUn9yBkc3G0Qwy7Dq1bRTsEVVDsdrh2bYdr+2a4tm2Gc8sGyEWFjT6v2CIb2o5doOnUFdp2HSEYal/0tVuH2J+DsjH2lzjx8tIC/LPfih4ZenxwQSuIAZ5QMGjUMcKHiIiIwu/jDcXYY3ZVvVYAfLWpBPP3WHDniek4vXN8wDZFU9C9QwfguEFJgt7gTcL37ANFUSAfPQzXrm1w79wO154dgNMZ1DUUmxXOtSvhXLvSu0GjgbZTN2i79YK2S3fouvaAmNGCT5fWQ3Pog7krBj0JCUlwH9qP8q/+DwBgGHkqjCePiWZoQVNTjoOoMZjYJyK43O5oh1AvtoXzUDL9SWh79EbibZNhOvsiWH/8Ctafv4GuVz8AgKcZjNh3q+T9iiTF44H74L6K0U1b4Nq+Ge59exo1rU4lISkZ2k5doenYBdoOXSAmJgV1vFrqV7DKnTLeX1uETzeY4a5YE3dzvgM/byvDud0SoxscERERxTRZUbB4n/85sAutHjz+91F8vtGMu4eko39O7YMo1MrldqO2iQkFQYCUlQMpKwcYPgqKxwPPwX1w7dwG985tcB/YC8hycBd1u+HauhGurRurNonJqdB26V7x1QPazt0gxic06HdqyppDH6wysS9l56DkpacBWYaYnonEW+6Ba98eODeuhXHUOIimuChHWrem2gcjOh4T+0SEfbm56N21a7TDqJPi8C5Y5Nq8AYV3XQfT2RdBSEmDUlwI9z7vIqfNYcR+bn4+WrdsGe0wokaRZXiOHIJr1w64d23zJvJ3boVis4Xk/ILRBE2Hzt5EfqeuENMyGjWKaV/uYSQnNp1Et8uj4LstJZi9phhFNt8bJzP/LcTo9nHN4hF6IiIiahhREPDOuS3x5cYSvL2qEFaX4rPPlnwHbv7pEE5pF4fbT0xD2+SmtT7Pvtxc9EiMr/f+giRB07YDNG07AGO80/a49+7yJvp3bYfn6GFA8f13rItsLoLj3yVw/LukapvUsnVVkl/boQs07TtBNJmCPndT0hz6YJVT8SiWMngOHwIEAQnXTUTZ+zNh++s3QJYhF+Yj4Zqboxxp3dSS4yBqLCb2iUg1H3jGU8+CoNWibPYbkEvMsP7wJcSkZCgA5BJvQr85zLHftV27aIcQMYrLBff+PXDt2QH3rh1w7d4B956dUGz+R3g1hJCcCm27DtC07QhNuw7ex5FDuChU765dQnauaPLICv7YacHbqwqRWxZ4BIwoAPtKXOiZycQ+ERERBaYRBVzZOxljOsTjpaX5mL+n3O9+C/aWY/H+clzYPQkT+qUgI65ppDF6d+0K9+FDDT5e0Bug7doT2q7eecRlmxWefXvg2rsL7n274Tm4L6iFeKvzHDoAz6EDsP/9R8XFBEjZLb1J/g6doe3YGZoOXSAlpzQ4frVpDn0wd+5BAICn4rumUzeUvDKtagooMTkFhmGnRCu8oKglx0HUWE3jE5GIGmXLrl3o3rFjtMOokyAIMI4aB/3AoSj76G3Y/vgRcom5xj5ycdNP7O86cAADkpOjHUbIySXFcO3bA/fe3XDvqUji798DhPgxSrFFNrTtOnpHPLXrCDHMHZItu3ajR6fYr1+BKIqCRfvK8dbKIuwqCjyvq0YEruydjOv6pSJOx7n0iYiIqH5axGvw/GnZ+GdfOV5aWoADpS6ffTyyd/79H7aW4oLuiRjfNwXpKk/wb9m1C51NhpCdTzSaIHbrCW03b6JfcTnhPrgf7n274d67yztNZcUT0EFTFHhyD3oTvv/MP3bN1HRoO3T2Pu3ariO0bdtDymkNQaPu98afptoHq6Q4HJDzjx7bIIpw79gCABAMRpguuBxx51+umic31JLjIGqspvfXloiClpGaGu0QgiImJCLp9nthHHsGSme+CPfe3VVlis0KxemAoNNHMcLwSk0Kbo73WCOXW+DevwfufXu8HY393u/H36QJBcFghNS6LTSt2nq/t2kf8TkhM1LVOZLJIyv4a7cFH64txo5aEvoAcFIbE+4Zlo42SU3rEXkiIiKKnJPaxuHEViZ8vbkEs1cXocThO3+806Pgi40l+H5LKS7skYibBqYhXqUDCjJSUwF76J5CPZ6g1UHbvhO07TsBqJzOMhee/XvgPrgP7gP7IBfkNWj6nkpyUQEcRQVwrFp2bKNGA02rNtC06QBN2/ZV0wdJmVkhfSo20tTeB6uLq2IaniqyDIgSjOPOQfwV4yGlpEUnsAZSW46DqKGY2CciJMbXf27HWKLr1gtpL8+G9aevUfbR24DHO7JbLi2BlJ4Z5ejCJ14FoyQURYFcXAj3oQPwHNwP96H9VSOG5IK88FxUkiDltPIm8Vu1haZ120bPjx8KaqtfLo+CX3eU4aO1xX5HzFXXLV2PiYPTMKR17P+fJCIiotinlQRccUIyzuqSgPfXFOPLjWa4/KwP6/AomLfLgomD1ZVsrC4xPj6sif3jCaIITU4raHJaQY+TAQCK3eZtox/c522zH9gLpay0cRdyu71P4FYbfAV4pw7StGlfMeimDTQt20Bq2QaanJYQtLE/OEQNfbDGcK5dWeO1fthIJFxzEzQt20QposZRWx+MqKGY2CcirNm8GUP69Il2GA0iaDSIu+By6E88CeZnHoYQF9+kk/oAsHnXboxMT492GAC8j2y6c71zcFYl7w/uhyf3ABSr/3lSQ0IUIbXIhpTdClLL1tC0bgspKweCRhu+azbQ2s1bMKSveurXA3OPYNG+2t+7Nkla3DooDaM7xEGM8o0TIiIianoS9RLuHpqOi3smYdbKQvy504Ljx5WP75cCvUa9I8DXbN6MgZnRbdMLBiO0nbpC28k7H7miKFBKzXAfqEj2H/ZOv6OUWxp9LcVhh2vHFrgqpnepIoqQMrO8Sf7KhH+rNtC0bA0xJS3qg3QqxVIfLBx0fQcCWh3E+AQkPTgV+u4nRDukRlFzjoMoGIKiNOK5K/IxdOhQAMCyZcvq2LPpMpvNAIDkJjz/HFG0RKN+yTar97Hdal/uwwfhPnTAOw9juD9GdDpIWS2hyWkFKaeVN5nfIismk/jVuffugqZ1O+j6DIiZDkl9/LajDI/NP+q3LDNOwg0DUnFO10RoRPX8TsHgZxhR+LB+EYVPU69fu4udeG91Eebt8ib4M+MkfHt524CJfadHgawoMMR44t99+BCcWzdC0OkhJsbmVC/eZH8J3BVJfk/uQXgOH4zI2maCKQ5STmtvPyC7JaSsHGiyciBlt/Qm/SM0tU9Tr19E0cT61TgcsU9E2HvoENq1bBntMKieDh3NC+mHnqIokIsKK5L2h+Cu+O45chieI4cgm4tDdq26iMmpkFpkQ2yRDU12S0g5rbzT6ah4Ps69hw6hfatW0Q6j3sZ2iMerywtQaPVUbWuZqME1fVJwdtdE6KSmmdAnIiKi2NUhRYdnxmbh+v4OvLe6GANbGmsdrf/7jjK8trwAZ3VNxIXdE9E2Ofametl76BBaqaCJKwgChKRk6JKSgW69qrbLNmtVkt9z5DA8Rw/Dk3cYcNU+lWMwFGs53Du3wr1zq2+hTgepRTY0LXKqkv5Vif8WORD0oV1zLdR9MAov5jiouWBin4ggqjhp2hyJQY6UVpwOeAry4Mk/Ck/+Ucj5x36u/IKz9sVRQ02IT/BOpVP9KzMLgsEY0TgiQYqh+rU1344ftpahY6oOF/f0PypMKwm4qHsS3lldhA4pOkzol4KxHeOb7Ah9IiIiUo+OqXo8e2pWnft9s7kEJQ4Zn24w49MNZgzMMeKcrokY1T4ORm1stM28fTA/CwiohGg0QezYBdqOXaq2KbIMubjQm+Sv9iXnH/UuxhpKTic8B/bBc2Cf//hSUr1T/KS3gJjRAlJmC0gZLbzbMlpAiE8I6qnaYPtgFF3McVBzwcQ+EaFNdna0Q6AgZGdkVP2seDyQS82QC/LhyTtSLVnvTd7LBUcjOuK+BkGAmJzibUinZ0JKz/T+3CIbYnxCdGKKgtZRrl9HLW7M212GX7eXYXuh9wZO22QtLuqRGLAzc2GPRHRJ1+HktpxDn4iIiNRlS74dm/MdNbatyrVhVa4Nzy0WMLpDPM7snIABOUZIUUzWtsnOhvvwoahdPxwEUYSUlgEpLQPo0btqu+J2Qy7M9yb6849CLsirGHiUBzgdtZyx4eTiIsjFRXBt2+w/VqOxWtI/C1JGRX8lLR1SagbEtHSIpriq/av3wSj2McdBzQUT+0SEpWvXYli/ftEOg6qpnMvSU1TgnSanqAByUQFchw9hvcaIfru3eLcVFwGyp+4ThpPecKwhXJnEz2gBMS0dgjb2HnuOtKVr12F4/8jWr2KbB3/ttuDPXWVYd9jus9jcPrMLG47a0SfL/xMSaSYNRraLD3+gRERERCH2zebSgGU2t4Jftpfhl+1lyIzTYGyHOIzuEI8TWhgiPphh6dq1GJyVGdFrRoug0VQ9pVtdVZ+nIA9y/tGqp4zlgjzv4KQwruWl2GxwH9gLHNgbOG6jEWJqOpTEFGzo0A0nGjQQUzMgpaVBTMvw3gBISYWgje21v5oj5jiouWBin4hwYu/ede9EISHbrJBLzJDNRZDNxZBLir3fzUXwFBZCLiqoSNgXAm6333N0F0W4Qv0oax0EowliajrE1HRIqWneESyp6Q16jLW5ObH3CRG5Tm6ZC4v2lmPh3nKsPWyDp45+0A9bSwMm9omIiIjU6ozO8ShzeLBwb3mt7aG8cjc+/a8En/5XggyThFPax2NMhzj0yTJGZArCE3v3hpJ3JOzXiWWV8/eLSclAtSl9AEBxOSEXFniT/kUF8BR5+0pyUYE36R+B/pBis8Fz6ABw6AC6b9uI8gDXFJNTvH2l5BTvmmEV38XjvycmQZCksMdNzHFQ88HEPhGhwGxGi7S0aIehSorLBbmsBHJZ6XGJem+yXi4xe7cVe8sUh73R1yxJTkdqUV4Ioq9GFCEmpUBMTTuWvK9I5IupaRCNptBerxkpNJvRIj095Of1yAq2FjiweF85Fu0tx46i+q+ToBXBKXaIiIioSRqQY8KAHBPyy934YWspftxaisMW/wNmKuVbPfhqUwm+2lSCRL2IUzvG44GTwzuavsBsBntggQlaXdWCuMdTPB5vH6uo0Jv8Ly6AXOgdHOUpLABC0Oc6Xm19sMr+X51EEWJikm/CPznF2xdLTKr2lQzBFAeBc8U3CHMc1FwwsU9EMJeW8kMPgGK3Qy4tOZaoLzVDLiuFUlpSsb3UW1ZaAqXU+7Nis0Y8TkticvCJfZ2+ouF4XOOxcltiMkePhIm5tCzkif1XlxXgp22lKHEEN1KpW7oeZ3dNwOmdEpBk4PtNRERETVdGnAY3DEjFdf1TsPawHb/tKMO8XWUod9X+WGOpQ4bFGf7R4ObSUqQZOG1lQwiSBCk1HVJqOtCpa40yRVGg2KzHnpCuPuiqYiCWUhZ4uqZAGtQHO54sV7sJsLvu/UURYkIihIpEv5iQWCPxLyYmQUhIrPpZTEyCEBfPp6nBHAc1H0zsExG6tm8f7RBCorIRp1gskMvLoFjKIJdboJRbIJdbIFvKvD9Xfi+3ePepSNjDWf8Rz9HUZu/2mhtE0dugq56oT6qZxBcMRjbwoqRL+3YhP6dLVuqd1G+XrMVpnRJwasd4tEtm55GIiIiaF1EQMCDHiAE5RkwZno5Fe8vx244yrDhohStAc2p4mzj/BfA+NfnZf2b0yzaiS5oeWqlhbeyu7ds3ucVzY4EgCBBMcd6Fb3Na+91Hcbm8g7iqJ/zNxZBLzVDKSiGXmH0GcPn0wSJBliGXmIESMzzYV79jRBFCXDzE+ASf7/62CfEJEKu2JUDQNI00YVPJcRDVpWnUWCJqlLVbtqBf9+5RjUHxuKHYbFCs5ZBtVijWcm+S3mr1vq7YJpeXQykvg2yxeL9XS9wr5ZaIzLUYMYLgbWglJnlHaiQkwWWKx/bUFuiXYIKQmAgxoWJUBh/RjFnrtmxFvx511y+3rGBXkRPrjtiw7rAdD4/IQLze/6j6E1uZ8MXGkoDnapesxSnt4nFap3h0StXxpg4RERERAINGxGmdEnBapwRYHB4s3m/F/N0WLDtghaNiQn4BwNBWgaeh3F7owKvLCwEAeklAtww9Tsg04IQWBvRuYUB6XP3SLGu3bMEJyYmN/p0oeIJWCyktA1JaRsB9FJfTOwCspATlRQXY7lLQq+hwxdPbJd4bA6WlgNsVwcjrQZahlJXC04CnEgB4B4RVJPuFypsBFTdKBJMJgrHaz6Y4b5nRVKMMuuj3P2Ihx0EUCUzsExE6tWkT9DGK2w3FboPisHu/2+3eL4fN++ij9Vgy/vjXxxL3Nii2cshWK+B0hOE3i1F6Q43REZUNpqrHLBOqPUZ53PQ4JQ4nWrvc0MZzznu16NTGd6SQ26NgV7ET2woc2JLvwLYCO7YXOeFwH3s0/JyuCRgWYLTYgBwjNCLgrriPJQDonWXAyLZxGNEuDm05Mp+IiIioVvF6CWd0TsAZnRNgdclYsr8cS/ZbUeaQkWwMPGXhykO2qp8dHgXrj9ix/sixOd2z4zU4oYUB3TP06JymR5c0PVL8nK9TmzZAqTmkvxOFjqDVVU33I+S0RmuXG6b4ITX2qXpivHI6V0vFU+OWMu9T5JbSY69VMgjN27e3QS5oxLRDklSR8D92A0CsvBFgjINgNHlf6w0QjMaK79VeG6p/GbzbgxzI1pAcB5EaMbFP1AQpigK43VCcDu+XwwE4Hd455Ksn4h3e7+U2O+CoTNLbq32vTNhXK6v4Ge7aF6BqViobLpVJ+uqjG+LiIcYnQog/9sijoG1c0lVB7fOCUuxQFKDA6sZmsxV7zU7sKnJia4EDOwsdAR/9rrT+iD1gYt+kFTGqfTy0ooATW5kwpLURqUZ+pBMRERE1hEkr4tSOCTi1Y0Kd+1ZP7Ptz2OLGYYsFf+6yVG3LMElVSf7OaTr0yDQgicsdqYq/PljltD8wxfld5LfG8bJcMW1sWbUbANUT/+WQrRYo5eVVg+NUy+Np1FMD/tS8CWCEoDdWuwlggGAwVXz3vrZqdJCMRgg6PQR95Zeh6jV0Fa8ryyT2pUid+D+XKIwUWQbcLigu7xdczpo/OxxQXM6ayfeKn5XKcqcDcFbs4zy2r3e7o9p257FzuJxBjQbY0a0POm9dH8Z/CRXR6iDGxVU9VnjssUPfn4W4ykcN9RF91PBQWTly4gPP+0nR9+EBHZbld8a+oya0XbsRm1xZQZ9j7ZHaO43PjA3+nERERETUcG6PgvV1tNH8ybd6kG+1YukBb7L21I7xuLRlMXpxKh7VaGwfTKiY+x5x8ZBaZNe5v+LxHHsC3loO2VoOpdxS7edyKFaLd6paaxO4GVAHxeEdgFhfQec4JKlG4l/Q6YHqif/KGwE6XdUNAej0ELQ6CFotBJ0O0Oq8r3U6oGKboDnutbZiP533OGi0UZ+2iNSNiX1SNUVRAI/HOzrd4/Ym0d0ewOOG4nZVbPcALldFuds7hYzL6d3mckFxV/vZVcvP7uOS8263b6K+8me3s+K7Oka1N7mkvk4PwWj0zvVX+Qif0ei9i2+s9rrycb/qCXutNtrR16lLanK0Q2h23DJQ4BKQ7xBw2CGixC3gkuzA82nus4nY5PI2/Dd5GpaAP2pxQ1YUiGzoEREREcUEjSTgm8vbYs1hG/47aseGo3ZsL3TAE+QMK22TtOjbvbvfxXMVBbh4dRyStAqy9TKy9AqyDTKy9DKyK342cbR/xEW6DyZIEoT4BCC+7qdIKikeT9VUOkrlOnU2m/fLboVsq9heVV5tX7tNFVMF1VfQOQ6Pp+oGScRVJfqr3wDQQtDqj7shUO1njda7j0bj/bnyu7bytRbQaCD4bJNqlFUe428bJA3X8lMBVSb2V69ejcceewzLli2Dx+PBoEGD8OSTT2L48OH1Pse8efMwdepUrF27FlqtFieffDKmTZuGnj17hjHyps19JBfO1SvgLisFPB5YtBpv8tvtrki0u6sl4I9/fXxC3uPdXpWQ93i3+zkPNd7+dl3QZu/2aIcBCIJ3oR29odqX3ve1sXqC3uSbqJeadkt3X2kZemekRTuMJsElA8UuocZXkUtEvkNAnlNAvlNEnkNAkUuAgmMJdgkKLshyQVOxSVYAlwJ4FO85M3XHGsUdNQXY5U6vNQ6dJKBzmg7d0vXomWlAvywjWiZqOHqDiIiIKMZkxGkwrlMCxnXyJlztLhmb8x34L8+O/456v4psnlrP0TZZh2179qClVot8lwaSIELnEqARFJS4BBx1ijjqBLaX++/XxEsK0nUy0nQK0nUK0rTHXqdpFaTpZGQblKq2KjWeGvpggiRVPRUQLEVRvE//2/zcAHA4jk3ZWzFFLxw1X1euvRcrNwdiJsdRHy6nd8aGaMfhjyh5E/513USQJO92SVPtu1TtteSd7qjy52r7ul0uQNKgPD4eUloGDMNGRvu3VhXVJfZXrFiBUaNG4dxzz8W3334LSZLw3nvvYfTo0fj1118xZsyYOs/x/fff4+KLL8bNN9+MZ599FjabDS+//DKGDRuGJUuWoFevXhH4TZoe956dKJ31UtVrSy37UmxJKC1u+ME6HQStHoJOC2j13jvIBsOxR9Uqk/EGg3ckvSFQ0l7vvVPNO8J1StBxYdTjyQpg9QAWt4Ayj4BUrYI0nf+m0UGbgHu3mFDsEmDxNKy344GArRYR6TqlKpnvVgCPDHgAmDTHrm2WjTWONWgEdEnTo3uGHl3T9eiWrkf7ZB00EnteRERERGpj0Iron2NE/xxvm09RFBy1uLG90IkdRQ5sL3BgR6ETB0qPPe3ZLlmLFDERtjIbitwinNBAZxMgCcCOAMn86iweARabhL21zAr03QALMvT+28Mby0Rss0hI1ChI0ipI1ChI0CgwSUCcpEDHLpmPpt4HEwShYuoZA8Tkhp2jaq2/4xP+ldPoVF/Pz+mE4nJAcTiPm2LY+71yGzy13yQLpFE5DjpG9gBOj/d9CfOlygBou/ViYj9Iqkvs33zzzTj11FPx+eefV207+eST4Xa7ccMNN2Dnzp2Qahmta7fbccstt2DixIl49dVXq7aPGjUKp5xyCm677TYsWrQorL9Dk6VR3X+n5qHyjqpW602266rN6VbxOl2rh6Z7T7/l0FXOE1dRVu01tJwPLhqSVNqodCuAU/Ym4eNr+XOxrFhCnkOETQZsHsH7VfUzYJO926we77Yyj4ByNyBXG1F/ezs7Ls/xP1WOQQIO2BvfW9lUJqKzSYZb8T5sohEASQA0goJ2Bg90kNHKqKBbywx0SDOiXbIOHVK0yEnQQhJZb4iIiIiaIkEQkJWgRVaCFiPaHZuT3eqSsbPQge2FTrRN1kEnalFUZoNHEaABIAneASP7bI1vpwpQEKdR4Ja97dPju2z/FGnw8SF9wOO1goI4SYGxItEfp1EQJwEmSYFJ8v7cKc6DcRmBn6DfaxUhCt6bBAYR0IsK9CKg1mawWvtgkSQIgjdHoNUGNYVQbRSPx++6g76va94YSHe7IGbn1Jg2GW6Xdx+3q2LaZSdngYg1TXz2hXBQVSZ25cqVWL9+Pd555x2fsoceegi9evXC33//jbFjxwY8x08//YT8/Hw8+OCDNbaLooj7778fZ599Nnbu3IlOnTqFPP6mTtDE/tzkUSVVewxJo4EgaSBrtJAr5jBTKuZJg9Y7t5mi0VVs11ZtVzTH/6yDVqdFkqliLjSt9th3rRaQNMhzSXAfd2tVOe71toI8dE3PDHgH1juKw3+ZWwFy7bW3zhSl7tZblkGGPkAb1uIG8p2+hQHvGPspEAWgnSnwY4FHHQLK3HX8HrWWAgmSgixD4L12W0W4q4WgVDunrAAyvO+NDKHi+7EypeJ7ukZEbkk+Tm7lu+CSxQ0sK9ZU7Vt5fu/PQo3zKPCe3y0DHkXwjjZXvO/n/1o5A87b+U+RhN/ytHArAjzVjvF+F6qS9w5ZgEsBnLIAp+wd0e6pSLx3j/fg3d6BF3aac1CH/8oa9/FU7BJgcXt/V0+1f09PRXyhUOISkKRVIAm+HZQ4ScHTKbvRslUmCgxWDOvbLzQXJSIiIiJVMmlF9M4yoneWd2T/srXr0CnFO12jVlAQV9H8TdMp6GTyoMApwOxuWJI/QaMgt+IJALFi8IlY+TOAPEft53UpAsxuAeZacp4np7pqTezfu8WIw36uoxEUaCti0orenzUVP2sEeF+L3v2ubunEkBT/I7YLnAI+PaTz/l441iYXgRo/i0KgMu/20Wlu6AP0fQ7ZBey3ibC6tCi25KNtqrcPJsB7s6SyCyDi2M0TAd4bK5XlRhHoEBe4A3LYLsAmCxXHVZ5bqXYuX8ffqImXFCTVko45HKC/HrD366cgRasE7K87ZG/fqK7T1DUmMN3PE9eCJEEwmmDVmWD387R1oFNuzM9Dr4zMGtskUUHScd1MRZar1lMsszkhu7xrKaLihgDcrpqvXa6aZZVTRFes8Sh6XBCrppB2HZtK+rjX8PCGgj8CBwwHTVX/YvPnz0dKSgoGDRrkU9azZ0/k5ORg4cKFtSb258+fjxNOOAFZWb6LGY4aNQoajQYLFy5kYr8hYqACugUJblGCW5DgESW4BQ3cogSPIMEtHvvZJWrhEjXonCQgyaDxSbhDo0GuW4vfi4xwiZqq/Wv8LGnhrjyXpIHbz36yKOHXYQ7vHGJ+pph5Y68en+cGeedfAeCs+AIwONmNl1oFfgbzvi1G7LLWddczHjgQuPS2tnZc2dL/6Ocyt4Ar1wY/h9/xPuhTjs4BGjzLijV4cofRb1l9JWtk/Dw48EI4sw/o8Wte425OjUl34cku9oDlUzYbkefnBkUw7mknY2yAuR0LnGKj/50A4OJsF0yS/xsUh+wiFhY17t/JIXu/UO0GA4Cq5HsoHv09bBdwwCZUnN97U6Py5omseEcbWesxDU+SRkaqVkGqTkGqVkZaxc+Zehkt9TK0AWIVqiX7h/Tt0/hfiIiIiIialKH9+iJ/70Gf7SelunFSqjfp55S9Cex8p1j1Pc8hwOwSUezyJt8dsm+bNkGjoMwj1Bg8JFQk9UUByHM2fti8JABFTqEqgS1CASqS5wIAe4BcduVgIABAHe3xc1r474MC3oE8Xx5u/Cj6ISkW6AP0ff4u0GLW/sonGxKBI8Gfv0ucB+/3CTyo6fldBqwqaVwu5aqWDtza1hmw/JI1je+vv9zDikHJ/m+ybCiVcM9mU6Ov8c+wsoBlHx7Q4dPcwE+Z+IoH9tXcMjDJjVd61sydCKLonTJYp8c9O00B17Xw7gxAV/EVwC1tHLi6lf/3otQNnPmv90kGQZGhkT3QyS5oPS5oZZf3Z9kNrafazxXl1V9f3aIcGZLLO02Rx3NsXUqPG7nlMv4zAxrZDY3sgUZxH/ezBxrZDa3shkbxVJS5K7Z5ICkeaJSGTX8UElL084pqIyjK8WN3Y9f48eOxdetWLF++3G/56NGjkZaWhq+++irgOU455RRkZWXVmMqnug4dOuCiiy7Ciy++WGssQ4cO9bt91apV0Ov16NGjR63HN0WK0wGlqBCKoqDc7b3LrwiVC04KUATvqGEFldtRsV2oGFns/blyW7wkI0kjV9zWFY7dFod3/90Onc+5g9VK74ZJ9N/iKJdFHHI0/o9KF2PgD9h8l4Rid+MeNTJJMlrpAt/t3efQ+m3sVacTPHAqgeNI13qQqvH/x92jCNhlb/zTGm0NLugF/3+OSj0ijjgb915IgoKOhsANwyMuDUobOCKmUoIkI6uW92KP3TvSvTEytG6YRDd0ou/75VSAfSF6L7QVYR7/jpS4RRS4Gvd/VisoaK0/9u90/DXyXBLKPY17L+IkGelaj+8okYrvR50SZAiQKkbwSBUjdiRBgQTvd41QyyiWenC7PdBqNRC0Guh0fKJJLTwV83jWNq0fETUM6xdR+LB+qY/T5YKoAE67w5sQFxrW/pVR+QStUPUkrigAiVLNfm71Nvdhpwb2OvqIdUmQZKRpj/URjz/bPocWciOzTS10HsRL/vvrDlnAwRD01zsYXBADtPuL3CIKK/o+dfWZA9GLCtroA/dDDzm0sDbyvUjVeJCuDZyM3W5r/A2Q2nInVlkMyXsRytyJv/fLJClopQv8XtQnd1KXWnMnELDL1vh+YRu9CwbRf+Uq84g43NjcCRR0NFS8F0rFPAAKKr4rKHKJsLgrnzJRIChKte/e/byvUZkBBKr9LCiATpC9dVtRvGszKApEUYRgNEJIie1FqsOlT58+ePfdd4M+TlW3QvLz85Genh6wPCMjA0eO1H4LNT8/v9bFcTMyMpCXl9fgGDUaDeLi4ppng8poAlqasPG//yDLMjq3advIE0qQEfjfsX0tH471pnjXAvHHCBmdaknS1leg8wNAmigjrZYPllBco7XGUc+z1B5HoGsIADrpQnBHVz42cvt48RF4LzJFJzJDMG1ibTe322nr+14EtmPfXgBAp7btfMo0ADrW8V7U/PgP0GgJ8F4oABIEGQnHvxeK3x9rVdt7kSHKyAjFgl1+rlEZX2aADkLVDtWmMmooURAgCgIMRkMjzkKRtmXLFgCota1ARA3D+kUUPqxf6mOUJLgcToiiCNkjQw7YG6qbBtWSOxVN/Nra21mSE7V0teuv2jWObze3qXc/tKYaPZQA/fXKgdMdguqHHpvepgY5cLs/WfAgWefCzn174YC3D9aQtG9tfcScBv47Ha+297uTLvBT5fVWS+7EELO5E9/9Q5M7qV3Ycye1vBdxoXovavw5Eo59F4BknffrWFnDboZU/go79u0FBAHdu3aDxhDMUxkEqCyxb7fbkZSUFLBcr9fDbq/9D5bdboeulkVP6nMOAFi2bFmd+zRXlU8z8N+IKPRYv4jCi3WMKHxYv4jCh/WLKHxYv4jCh/WrcUIxJjJiDAYDnM7Aj+Y4HA4YjbXPLx2KcxARERERERERERERRYuqEvupqakoKCgIWJ6fn4+UlJSwn4OIiIiIiIiIiIiIKFpUldjv3Lkztm/fjkDr/W7btg1dunSp8xzbtm3zW2az2XDgwIE6z0FEREREREREREREFC2qSuyPGDECxcXFWLVqlU/Z5s2bkZubixEjRtR5jg0bNvhdZPfvv/+G2+2u8xxERERERERERERERNGiqsT+ySefjM6dO2PatGk+Zc888wxatmyJsWPH1nqOCy64AImJiXjuuedqbJdlGc899xwGDhyInj17hjRuIiIiIiIiIiIiIqJQEZRA89rEqPnz52PcuHG4+OKLceutt0IURcyePRsfffQRvvvuO5x33nl1nmPOnDkYP348Jk6ciCuvvBI2mw0vv/wy5s2bh4ULF2Lw4MER+E2IiIiIiIiIiIiIiIKnusQ+ACxZsgSPP/44/v33X8iyjP79++Oxxx7zGa1/+umnQxRF/Prrrz7n+Omnn/Dss89i/fr10Gg0GDZsGKZNm4b+/ftH6tcgIiIiIiIiIiIiIgqaKhP79TVkyBCIooilS5dGOxQiIiIiIiIiIiIiopBo0ol9IiIiIiIiIiIiIqKmRlWL5xIRERERERERERERNXdM7BMRERERERERERERqQgT+0REREREREREREREKsLEPhERERERERERERGRijCxT2Fz4MABTJ48GT179kRiYiJMJhN69uyJxYsXRzs0oibj4MGDSE1NhSiKyM3NjXY4RKr2999/45prrkGXLl1gMpnQvn17jB8/Hvv37492aESqtnr1apx11llITU1FUlISxo4diyVLlkQ7LCJVUxQFP/zwAy655BJ06NABJpMJXbp0wV133YWCgoJoh0fUJK1ZswZ6vR56vT7aoRA1GZs3b8att96Kzp07Iy4uDvHx8ejXrx+2b98e7dBUgYl9Couff/4ZPXr0wLJly3Dfffdh3rx5mDt3Lu68806kpqZGOzyiJuPGG29Eu3btoCgKnE5ntMMhUrVLL70UkiTh6aefxoIFC/DCCy9gxYoVGDBgAJP7RA20YsUKnHzyyUhISMC3336Ln3/+GS1btsTo0aPx119/RTs8ItXKy8vDhAkTkJ2djenTp2PBggV46KGH8PXXX2PIkCEoKyuLdohETYrT6cT48ePRs2dP9ruIQuTdd99F3759sXfvXjz99NNYuHAhfv31V1x77bWIj4+PdniqICiKokQ7CGpaNm3ahIEDB2L8+PGYOXMmRJH3j4jCYfbs2Zg2bRpef/11nH322dizZw/atWsX7bCIVMvtdkOj0dTYlpubi+7du2PChAl45ZVXohMYkYr17dsXbdu2xQ8//FBj+1VXXYWlS5di586dkCQpStERqZu/z63169djwIABmD59Ou6+++7oBEbUBD366KOYN28ebrzxRlx//fVgKo2ocebOnYtx48Zh2rRpePDBB6MdjmoxsU8hd8EFF2Dr1q3477//fBqaRBQaBw8exAknnICvv/4akiRh1KhRTOwThcnZZ5+N0tJSLFq0KNqhEKnKypUrMXjwYKxYsQKDBw+uUbZp0yb06tULc+fOxdixY6MUIVHT1KtXL/Tv3x9z5syJdihETcKaNWswcuRI/Pvvv1ixYgUmTJjAxD5RI/Xr1w9paWmYN29etENRNQ6lppAym8345ZdfMHHiRCb1icLoxhtvxCWXXIIxY8ZEOxSiJs9ms8FkMkU7DCLVmT9/PlJSUjBo0CCfsp49eyInJwcLFy6MQmRETRs/t4hCp3IKngcffBDdu3ePdjhETcKmTZuwbt06PlkWAkzsU0itXLkSLpcLp556arRDIWqyZs+ejY0bN2L69OnRDoWoyTt69CiWLVuGM844I9qhEKnOli1b0KVLFwiC4Le8a9eu2Lp1a4SjImra1q9fj927d/NziyhEpk6dCq1Wi/vuuy/aoRA1GUuXLoUoihg9enS0Q1E9JvYppHbs2AFRFNG2bVvMmDEDPXr0QGJiInr27IkHH3wQRUVF0Q6RSNUOHjyIyZMn4+2330ZiYmK0wyFq8p5++mmYTCZMmDAh2qEQqU5+fj7S09MDlmdkZCAvLy+CERE1fY8++ii6deuGc845J9qhEKnemjVrMGPGDLz//vuckYAohHbs2IFWrVoB8H5udezYEUlJSejbty+ef/55WK3WKEeoHkzsU4N07NgRgiDU+Fq8eDFKSkpgMplwySWX4I8//sD06dPx119/YcqUKfj0008xaNAg5OfnRzt8opgWqH4B3il4zj33XJx55plRjpJInWqrX8f7+++/MXPmTLz44ou8kUbUAHa7HTqdLmC5Xq+H3W6PYERETduHH36In3/+GW+88QZEkV19osaonIJnypQp6NOnT7TDIWpSSkpKoNfrMXLkSOzcuRNvv/02/vjjD9xwww148cUXMXLkSLYR64m3HKlBfv/9dzgcjhrbOnbsiEWLFsFisSA+Ph4//fRTVdmgQYNw2mmnoWvXrpg2bRpeeeWVCEdMpB6B6tfs2bOxdu1abN68OUqREalfoPp1vEOHDuHqq6/GVVddxdH6RA1kMBjgdDoDljscDhiNxghGRNR0bdiwAXfccQcefvhhrsFEFAJTp06FLMt45JFHoh0KUZMjyzJ27NiBBx54AM8++2zV9iFDhmD48OEYOHAgZs2axTn464GJfWqQzp07+92ekJAAALj33nt9ylq2bInzzjsPc+fODWtsRGrnr37l5eVh8uTJmD17NlJTU6MQFVHTEOjzq7ry8nKcc845aNOmDd59990IREXUNKWmpmLHjh0By/Pz85GSkhLBiIiapqNHj+Kcc87Bqaeeiqeeeira4RCp3saNG/Hiiy9i0aJFtT55RkQNU1vusF+/fhgyZAjmzp3LxH498Pk8CqkOHToA8Cbx/WnZsiXMZnMEIyJqGnbs2IGSkhJcfPHFPtOIjBo1CgDQvn17CIKAJUuWRDlaIvVyu9249NJLUVxcjB9++AEGgyHaIRGpVufOnbF9+3YoiuK3fNu2bejSpUuEoyJqWiwWC8466yxkZmbi448/DrhYNRHV3/r16+FwOHDiiSf69L0qn+SsfH3o0KEoR0ukPh06dIDRaAw4aJG5w/rjiH0KqcGDB0MURWzatAktWrTwKd+1axdat24dhciI1G3gwIFYt26d3+TIqlWrcOONN+KXX35By5Yt0a1btyhESNQ03HzzzVi6dCmWLl2KzMzMaIdDpGojRozA448/jlWrVmHQoEE1yjZv3ozc3FyMGDEiStERqZ/b7cbFF1+MgoICLF++HCaTKdohETUJ5513XsC+148//ojHH38ca9euhSAIyM7OjkKEROo2ZMgQ2Gw27N69u2qAcHW7du2q15PWBAhKoCE0RA10+umnw+Fw4K+//qqxaNOmTZvQr18/PPfcc5g0aVIUIyRqWhYsWIBRo0Zhz549aNeuXbTDIVKtxx57DM8//zz++OMPnHLKKdEOh0j1PB4Punfvjh49euD777+vUXb11VdjwYIF2LVrF/R6fXQCJFK58ePH44cffsCSJUvQo0ePaIdD1Cx8+OGHmDBhQsCn0YioboqioGfPnhg4cCDmzJlTo+zPP//EuHHj8M033+DCCy+MUoTqwRH7FHIvvfQShg4dirPPPht333034uPjsXz5ckydOhVDhw7F7bffHu0QiYiIavj0008xdepUPPjgg0hPT8fGjRtrlAuCgO7du9e4YU1EtZMkCbNmzcK4ceNwxRVX4NZbb4Uoipg9ezY+/fRTfPfdd0zqEzXQM888g48++givv/46ZFn2+dzSarXo2rVrlKIjIiIKTBAEvPnmmzjttNOgKApuuOEGCIKAv//+G8899xwuv/xyJvXriSP2KSw2b96Mhx56CAsXLoTVakWHDh1w5ZVX4r777mMHjijEli5dipNOOgkHDhwIuL4FEdXupptuqnOh3IMHD7KOETXAkiVL8Pjjj+Pff/+FLMvo378/HnvsMYwdOzbaoRGp1mmnnYa5c+cGLNdoNHC5XBGMiKh5+PTTTzF+/Hg4nc5oh0KketXbiC6XC926dcP111+P2267jQOq6omJfSIiIiIiIiIiIiIiFeHtDyIiIiIiIiIiIiIiFWFin4iIiIiIiIiIiIhIRZjYJyIiIiIiIiIiIiJSESb2iYiIiIiIiIiIiIhUhIl9IiIiIiIiIiIiIiIVYWKfiIiIiIiIiIiIiEhFmNgnIiIiIiIiIiIiIlIRJvaJiIiIiIiIiIiIiFSEiX0iIiIiIiIiIiIiIhVhYp+IiIiIiCjCSsos+HnuQpRbbdEOJWiVsVvKrdEOhYiIiKjZYmKfiIiIiFTB4/HgwKHDcLs9ITvngdwjcDicITtfpBQUmWtNqh7NL8TufQfr9ZV7JA+yLDcqnpLSMnz905+NOkdzs33nXjz49CvYuWd/WK8jyzI2b98FawhvIFTGvmvvgRrbP/n6Z1XWJyIiIiI10kQ7ACIiIiJqvg7kHsFvfy3Gnn2HIEkSunVuhzPHjkBqcpLPvpu378KVt9yPD157GgP79PR7voLCYvwybxG2794HRVbQoV0rnDnmZORkZfrsW1hsxplX3IppD96Jc08f1ejf5dNvf8V3v8zDl+/NgCAIQR9fbrVhy47dsNnsaJWThfZtWgbc9+rbHsBJg/vhkUk3+y2/+5HnsHHrznpf+9SRQ/HSU/cFHXOlqS+9jeGD+9XYpigKPJ7gbhgIAiBJUsDyGyc9geWr19d5HkkS0Sq7BV5/9uFa/x2DdceDz8DhdOKdGU/4LS8tK0dBUbHP9uwWGTAa9CGLw+5wwOl0ByyPjzNCFL1juI7kFeCyG6fgxccn4/TRJ9V57sJiM6xWG1KSkxAfZwoqLovVhhfeeB+PTr4lqOOIiIiIKHhM7BMRERFRVLz/6Xd4/b1PkBAfhy6d2sHlcmPeomV4/b1P8djkW3HWqSNq7C/LCgBAqfh+vJ/+XICpM2ZBkiR06dgOWo2ExStWY+b7n+OuG6/C+MvPr7F/5Xlkxf/5gjX/nxUoK7cGndS32R2Y8daH+PaXeXC5jiVrO7Vvg/vvuB5DBvT2OUZRZMhK4KT5Z2+/WO/rP/zsa1izYXNQMVf321+Lsf/gYbzw2KQa26e98g6++P73oM/3/UevoWO71n7Lnnn4TpRZap/+5eDho7j7kedgsdqQ4CcxXVBYjEtvnFyv910jSfjzy3eqkuQutxsud+CE+v999SNmffSlb9wP3YVzxp1S5/Xq4/EXZuLbX+bVus/0J6Zg3KjhAIDKX1Op5fctt9rw2be/4rPvf0NefiEAQBAE9OzaEVdffA7OHHtyvf5fX3vZuTj7qok4bc0GnNjf9/8tEREREYUOE/tEREREFHF//L0EL789B9dcei7uvOEq6PU6AN65u6e99DYeeuZVpKcl1zs5uH7TNjzy7OsYN2o4Hp10MxLi4wB4k+avvfcJZrz1EZKTEnH+GaPD8vus/W8LVqzeAABYvnqD32S8P4qi4I4Hp2H9pm246X+X4LSRQ5GcnIjtu/bh7Tlf4pZ7n8QrUx/AKcMHBR3TkbwCWG32Ovcrs5RDFBo2Q6fD4cTzb7yPp+6bWJX8rnTnDVfjmkvOhUeWce7/bseN/7sY55/u++9/71MzkBgfj0cn3QxBAFpmtwh4vYy0VGSkpfotc7s9+OL73/DG+5+hS4d2mP7kFKSnpfjsl5KciBcenwxFVvDtL/OwYOlKvDbtwaryz777FavWbcKMJ++FRiP5/F61mXjdFZh43RX13r8h1m3cipFDB+LBu24MuE+Gn987EJvdgQl3PoL8wmLcNuFyDB/cF2kpyTiSX4C5C5bhyelvYuGyVT43bvwx6PW46X8X49lX38O3H7wS1L8dEREREQWHiX0iIiIiiriPvvgBPbt2wpTbxtcYCZyUEI+nH7wT23btxdsffVXvxP7/ffUTMtJS8NT9E2HQH5vyxGjQ476JE7Bj9z7M+ujLsCT2C4vNeHDaq+jeuQNat8zCw8+8ijlvPIuW2b7T/xzvj7+XYsWa//DsI3fj7FNHVm0fMqA3BvXtievuehRPTn8Lw0/sB62m/k33p2a8ha9+rN+c93qdDldeeGa9z13dt7/Og0Gvx0kn9vcpS0yIQ2JCXNWaCClJiWjTKtvP9bUwGvV+y+rD4XDi57kL8d4n36CwyIwbrr4IEy4/H1qt1u/+kiRVTeW0bPV6aDQSBvXrVVU+/58V0Oq0GNSvFzZt24WLr7+nquxg7lF079LB55xutwcHco8EHBVvMhqQlZneoN/veLKiICkpoV7/v+rj25/nYuvOPfjqvRno2ql91fa2rXJww9UXoUO7Vrjr4edw7rhT/L7Pxzvr1JGY8dZH+OPvJThjzMkhiZGIiIiIfDGxT0REREQRt2P3Plxx4Vl+p/fQ6bQYMXQAvvjhj6DO17dXtxpJ/UqCIGDMySfimVfeRbG5FCnJiY2Kvbq8giLcet9UlJSW4c3nH0FWZjpunPQ4rrzlXrz01P0Y0KdHrccvXLoSOVkZNZL6lSRJwi3jL8NNk5/A2g1bMLj/CfWOa+OWnY2eN78uiqLgo89/wMXnnhaVkdn/bdmOn/9chN/+WoySMgtkWUZGWgoKi0qwct0mDOrbM2Byv75aZmXg+isvrHo9+9Nv/e63bddeXH7TlFrPde1l52HKbeMbFU847Np3AGkpyTWS+tUNH+RdO2Hbrr31SuzHmYw469QR+Pz735nYJyIiIgojJvaJiIiIKOK0Wg0cDmfAcqvVHtQI9TrPVzEljUYTeGHWYC1evhqPvzATsqLgg1efRoe2rQAAs195Co88+zpuuOcxXHzuabh1/GV+FwMGvKP9M9PTAl4ju4V3lHdBkTmo2ERRRKmlHLv3HazX/oIgoHVOVlD/Ptt27sWhI3kYNXxwULE1lKXcipXrNmLF6g1YvHwN9h86jE7t22DCFefj/DPGoKCoGH8tXoHFy1fj8+9/g06rwQndu6Bf7+44+9SRDVpENzkpsUZy+off/4bD6fv/rGfXjvhv4Xd+z7F91z5cdN3dMBkNQV8/lPYeyK1aSyG7RQayW2QAALp0aIevf5qLLdt3+30a4c+FSwEA3QIk/v05ZdggfPPzPJSUliEpMSEE0RMRERHR8ZjYJyIiIqKIG9C7J+YtXo7br7+iaj78SkfzC/HnwqUYNqhvUOf77re/kHskDzlZNacosVpt+O6Xeejdo4vPtRrivy3b8c6cr7Fg6UqMGDoAj066pcY0Kwa9Hi8+Phnf/foXXnvvE/z4+984deQwnD56OIYP7lfjKYWM9FQsr5ib3599B3Ir9qv/nOkAcMrwQXjv429w3jV31PuYL96djh5dOtZ7/yUr1yItNTngQrehdPDwUZxz1USIkojePbrgwrPHYtSwQehQ7dopyYno3KEtbrn2UpSUlmHluo1YvWELVq3diJMG9wMQfGL/4OGj+Py736pe791/CNlZGUGdY+b7n0Gn0+KSc08L+vqh9N4n3+CDz78HAFxwxhg8eNcNAICLzh6LPxYswa33T8Xt112Bk07sj5SkRBw6koef5y7EB599j3PHnYLhg/vV+1r9e/eAIADLVm3A6aOHh+PXISIiImr2mNgnIiIiooi7/forcPVtD+D2B5/BI/fchM4d2kJRFKzZsAVPv/w2PB4Zt19f/0VIr7vyAvw+fzEmPjANj0+5FX16doUgCNi28//bu/P4qOpzj+PfycxkJ5kkhBAIW1hyWYwSqYgISqFgQUHApQgIXLFCNSiIgAKibLKpRCyobKLkViMuUF6WYuWi1fZle4svuMUaZUtZAoGEJGDWWfoHzjSBWc4koTHt5/0PzDnP+Z0nYf7g9ZzfeZ6jWpq1QafOnNWiOcaL3L68sG6LNr/1gbqnddKLi2ZpUP8+XuNMJpNGDRukIQP6Kmf7Lu347V59+PGn2p2zXs3jbZ64IbfepB27/lc523fpnhG31VqjsrJKq1/bqqTEBF3X47+CynPKhHs0ZcI9Qf98wTj49SH1SOt0Ve/hlpKcpM0vLVbXzqmeQcv+xMY006D+fXz++xjlcDh04eJ3ns92hyOo6z/7Yp/2fPaFxt11u8+hv/lnznoeOLVoHq/oqMi6J+zH4jmZXlvjWK1WvbZqgXJ27Nb6rdv07Kp1nnNdOrbX0zMe0p1DBwZ1r+ioSHVom6KDud9S2AcAALhKKOwDAADgXy6tUwe9umqB5i97WaMmPaboqEg5HA6VV1QqrVN7bVq9SO1SWhleLykxQZuyFuvJJas1/uEnFREeJrPZrIvflal1cpLWrZivntd0rXfedw8frH59rtePrusROFiX+o1PGjNSk8aM1Lmi4lpFfUnq36eXhgzoq+eyNujk6QINvuUm2WJjlHv4qH656S0d+/tJvbxsrqG2RHeMe1jHvt/hXx8J8TbtfX9zwLjComK/7W2On8xXtd0hp9MpSSo6X+K1NVBFZZXKyis85+JtMbLFXjkHIdiHG8FyOp1yOl2qttvlcDj09bdHVVBYpJ7XdPUMXZ7yxEKvrXi8OZlfoHnL1qhdSrKmPTjOZ9wTzz7v+fujPx+nyWNH+13XarHoZP4ZHcw9rBCTSU6XS2Xl5SorK1fh+RIVnCvS8VOndTTvhB4YO9pQCx2r1aqxo4dp7OhhKjxfrLKyctliY+r1hktCvE2FRSV1vh4AAAD+UdgHAABAo8hI76Ydb67RvgN/06Fjf5fZbFZax/ZK79bF61Bdq9VS68/LdWzfRjnrn9f+g7nKPXRUTqdLqe1SlJHezWvveLPZLJPJFFQv/zatk9WmdbLh+JouL+q7LZs3Xeu3btOb7/xam/7nn33a07t10eaXFhsuaK9/4VnPLAG3zb96Xx///gttXbvsivhRkx7VmJFDdffwIbWOhxvYES9JRSWlyrB5Hw5cbbdr+PjMWjvcN2S/qw3Z7/pcz9026N4Rt2nejIc8xxv6gcUX+w5o2lPPySWputouu92u6348Wg6H0xNrMZv10MxnFB9nU5vWLTXitgFev5O+lJRe0NRZC1VYVKyunVP9fse2rl2ma7unGV576KB+euX1HM+wXovFoojwMEVHRcoW20zxtlglJSZoUP8+6pLa1vC6bglxNiXE2YK+7nLxsTEqKqawDwAAcLVQ2AcAAECjMZvNuq5HmtK7dfEcq6qq9hrbObWdzwGlNXVL61hrl7LD4ZDDSwuV6KgIHdj7nqE8XS6X8k6cktPpMhTvj7v46maxmDV14r16cNxdOpx3XOXlFWrVsoVaNPfeukW6tGvbarHWOlazz79bbEwzmc0hnsG+V+YS4/NcIOGhoaqorPSZ35d7tnk+T56xQBazWa+sfLpW3PniUvUfMUGL5mR6dsVfztsDi5rKyso1Zsos/WLSzzRkgO+2L+4HFtd2T9PGFxfK6XLJ5XLJZDLJbDYrIixUkZERiomOUmRkhM91AjmSd0KPzlumCxe/0wsLZ2nJ6tc0ff5yrVjwuCLCw+q8rtvksaP1wH2jZLfbZTKFBBx4fDK/wOe56upqOZ0uOZxO2e0OVVVVqaKqSpWVVbr4XZlKSi+oqLhUheeLdfZckU6dOaube2eoQ5vA8woqqqoMPyQCAABA8CjsAwAAoNE4nU71GvwzT7uWQFq1TNSvXl1ZqzB+udvH/kKnTp81tF68LUabshYHHAB7tvC8ho/PlMtV/8L+bT++WSsXPH7F8ZAQkzq2+2cedrv3fu4mk7Qze63fe5zIP6OqqmqVlF6Qw+H02gJHkopLSnUyv0DJSc0VEhISxE8hxcfFqqi4NKhr6qLmA4vyikqFh4XW2j1feuFSD/yEuFhDDynCw8LUo2vnhk9U0q49n+vZVWuVlJigN9YsVduUZHVs30ZTnlio8Q/P0coFM/22LzLKZDLJarUGDvSjrKxcNw4d6/c7HRkRrvi4WCUmxCk5qYU6dWirTu3b1Hq7wZei8yXq0rFdvXIEAACAbxT2AQAA0GhCQkL027dfNVQo3H8wV7MXvaAjeSf8Fvaz1y5XpY9d/zWdLjinidPm6uDXhwIW9ls0jw+4u/+lDdna8vZ2/eWjnID39mb4+EeUdyLfUGxUZISem/eYBvS9wev5ex+cqdILFz2f3W1uLrd1205t3bZTN/fO0LoV84PKt1XLFvrm8LGgrqmPouIS3TJiopY+9ajuGHJrg6377ZE8TZ21SFlLnlT3tI51WuNv3xzRil9u0l/2f6VRwwZp1sOTPLv+U9ulKHvdMk2fv0J3PzBD06fcr7Gjh9U7750ffaJvDudpxpT763R9ZGSE3nh5qewOhyxms6xWq8LDQlVSekETMufquXmP6faf3OL12j9/+deA65/IP6Nb+/6oTrkBAAAgMAr7AAAAaFTeWsh4c+r0pZYigXbNN0+IC+r+LtV/F35D2JS1WBUV3lvb1ORwOjXhkaf0xz/v91nY/3znm4bvu3zNRn34u08Nx7v1zkjXBx9+rLKy8nq1rjHK+f3DH4fBtzuMKiuv0JmzhSorKw8Y6621jMvlUuZTS9WyRXNtzlqs66+9cu5AYkK8Nr+0WFve3q44L4OB62Lfga/0+Z++DFjYt1i+nyXhZTaFt/kN7tY95iDf4KjpSN4JFRYV68aM9DqvAQAAAP8o7AMAAKBRPbNyrX69e6/P3vo1RUSEq11KK78xr2zJ0cbsd1VRWRVwPYvZrE4dfhjtQvz11L9cRESY7A67z/N2u0P5BWdVXe07xq2ouFSmOhRx+/RKl9Pl0v8d+Er9b7zec/z4qdNX3LeiolLmkJArWgJduHipjc65wvNXnIuOijT0OwkPC1W/G69X2wDfi4awevGcK46ZTCblbHje71sk0qW5A5PHjr5aqfmUlJhgeJZEQ/nTvv+XLbaZutXxDQgAAAAERmEfAAAAjWrXns80dGA/TRoz0m+c2RyixIR4RUaE+43bvfcPykjvptmZD/iNCwkxKSHOpmbRUUHn/EM3cdpc7T+Yayg2NNSqkT8dGPQ9YmOaaWC/3tr+mz21Cvt3Tpjm8yGNr5ZAWeu3Kmv91lrH0rt1Ufa65QHzCA21au3yeUFk3vACFfX/02zftUdDB/YPem4DAAAAjKOwDwAAgEZVbbcrOSnR0OBTo+s1T4hrsPWaopP5BfrpwH6aMuEew9dUVFYqPCwsqPs8OO4u3Td1tgrOFXl219d1xkAg7lYyJ06d9jkM2Jt4W4xsftrfWCyX1j16/KQS4m2G1kxOSlREeHC/q4ZmMVtUXl6pw8eO1xom7IvJZFJKcot6D90N5GDuYX196JhWeBkQDQAAgIZDYR8AAACNKtRqVf6Zs4aLtTHNotXcTwE21Gr12trFl8iIcMN9/v2xWiyyWn4Y/72+IeMa7d77B/3m498bvmbZvOka9pP+Qd2na5dU3XpTL735zg49PnVikFkGJzammfre0FMbs9/Tq2+8Y/i6u+4YrAUzp/o836Fta3VObaclL74mp8H+/QtnP6KRQ4N/y6Em94MKSx2/Mzf37qmdH32iOydMM3zN2uXz1K/G2xXe+OvJ7+Y+5y3m9bc+0N13DFabVi0N5wUAAIDgmVyBpo8BAAAAV9HTy1/Wzo8+MdQPXpIG9uvttde527rX39bG7PdUWRW4x74kde2cqpwNzxuK/aEYcX+mbrqhp2Y/8t+NnYrOFRXr3p/P1JY1S5SSnNTY6aAR7T+Yq5nPrNL7r2cpOiqysdMBAAD4t0ZhHwAAAEC9/O7TP2rXns+16pmZjZ0KGtGEzLnKnHyfel3bvbFTAQAA+LdHYR8AAAAAAAAAgCYkpLETAAAAAAAAAAAAxlHYBwAAAAAAAACgCaGwDwAAAAAAAABAE0JhHwAAAAAAAACAJoTCPgAAAAAAAAAATQiFfQAAAAAAAAAAmhAK+wAAAAAAAAAANCEU9gEAAAAAAAAAaEIo7AMAAAAAAAAA0IRQ2AcAAAAAAAAAoAmhsA8AAAAAAAAAQBNCYR8AAAAAAAAAgCaEwj4AAAAAAAAAAE3IPwCBdO6FVF65jgAAAABJRU5ErkJggg==&quot; alt=&quot;정규분포(파란 점선) vs 실제 시장(빨간 실선) &amp;mdash; 가운데는 거의 같지만 꼬리는 압도적으로 다름&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이 두꺼운 꼬리가 통계학자들이 말하는 &lt;b&gt;팻테일(fat tails)&lt;/b&gt;이다. Nassim Taleb이 &lt;i&gt;블랙스완&lt;/i&gt;에서 정리한 한 줄이 정확하다.&lt;/p&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&quot;종형 곡선은 큰 편차를 무시하고, 처리하지 못하면서, 우리가 불확실성을 길들였다고 착각하게 만든다.&quot; &amp;mdash; Nassim Taleb&lt;/p&gt;
&lt;/blockquote&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;극단 사건은 일탈이 아니다. &lt;b&gt;시장이 작동하는 방식 자체에 내장된 특성이다.&lt;/b&gt;&lt;/p&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;팻테일이 만드는 세 가지 비대칭 &amp;mdash; 모든 것을 뒤집는다&lt;/h2&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;핵심:&lt;/b&gt; 팻테일은 단순히 &quot;폭락이 더 자주 온다&quot;는 의미가 아니다. &lt;b&gt;극단의 날들이 모든 것을 결정한다&lt;/b&gt;는 비대칭 구조를 만든다.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;비대칭 ① &amp;mdash; 5,000일 중 10일이 20년 수익을 결정한다&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;JP Morgan &lt;i&gt;Guide to the Markets&lt;/i&gt;가 매년 발표하는 데이터가 팻테일의 비용을 가장 직관적으로 보여준다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;2003~2022년의 20년 동안 S&amp;amp;P 500에 1만 달러를 넣고 한 번도 손대지 않으면 6만 4,800달러가 된다(연 9.8%). 그런데 가장 좋았던 단 10일을 놓치면:&lt;/p&gt;
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&quot; alt=&quot;가장 좋은 N일을 놓쳤을 때 &amp;mdash; 10일 놓치면 수익 절반 증발, 40일 놓치면 손실&quot; /&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;시나리오&lt;/th&gt;
&lt;th&gt;최종 자산&lt;/th&gt;
&lt;th&gt;연 수익률&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;풀 보유 (5,000일 모두)&lt;/td&gt;
&lt;td&gt;$64,800&lt;/td&gt;
&lt;td&gt;9.8%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;최고 10일 누락&lt;/td&gt;
&lt;td&gt;$29,700&lt;/td&gt;
&lt;td&gt;5.6%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;최고 20일 누락&lt;/td&gt;
&lt;td&gt;$17,800&lt;/td&gt;
&lt;td&gt;2.9%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;최고 30일 누락&lt;/td&gt;
&lt;td&gt;$11,700&lt;/td&gt;
&lt;td&gt;0.8%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;최고 40일 누락&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$&amp;lt;10,000 (손실)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&amp;lt; 0%&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;5,000 거래일 중 &lt;b&gt;10일 &amp;mdash; 0.2%의 날 &amp;mdash; 이 누적 수익의 54%를 결정&lt;/b&gt;한다. 이게 마켓 타이밍이 통계적으로 위험한 본질적 이유다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;비대칭 ② &amp;mdash; 최악의 날과 최고의 날은 이웃이다&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;여기서 비대칭은 더 잔인해진다. &lt;b&gt;변동성은 클러스터링한다.&lt;/b&gt; 최악의 날과 최고의 날은 같은 사이클 안에서 며칠 간격으로 함께 나타난다.&lt;/p&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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alt=&quot;2008/2020 &amp;mdash; 최악의 폭락 직후 곧바로 최대 반등이 따라왔다&quot; /&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;2008년 10월 13일&lt;/b&gt;: +11.6% (역대 최대급 단일 상승) &amp;rarr; &lt;b&gt;불과 2일 후 10월 15일 -9.0%&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;2020년 3월 16일&lt;/b&gt;: -12.0% (서킷브레이커 발동) &amp;rarr; &lt;b&gt;다음 날 +6.0% 반등&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;VIX(공포 지수)가 2008년 89.5로 사상 최고치를 찍은 시기, 같은 주에 사상 최대급 상승과 폭락이 같이 나왔다. 우연이 아니라 구조적 현상이다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이 비대칭이 만드는 결론은 명료하다.&lt;/p&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;폭락이 무서워서 팔면 거의 반드시 다음 반등도 놓친다. 그리고 그 반등 중 10일을 놓친 비용이 폭락을 견디는 비용보다 크다.&lt;/b&gt;&lt;/p&gt;
&lt;/blockquote&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;비대칭 ③ &amp;mdash; VaR가 &quot;95% 안전&quot;이라고 말할 때, 5%에 파산이 산다&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;2008년 이전 월가의 표준 리스크 지표는 &lt;b&gt;VaR(Value at Risk)&lt;/b&gt;였다. 전형적 진술은 안심을 준다.&lt;/p&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&quot;포트폴리오의 일일 최대 손실은 -3%, 95% 신뢰구간.&quot;&lt;/p&gt;
&lt;/blockquote&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;치명적 결함은 한 줄에 있다. &lt;b&gt;이 진술은 95%의 시간에 무슨 일이 일어나는지만 말한다. 나머지 5%에 대해서는 침묵한다.&lt;/b&gt; 팻테일 세계에서 그 5%가 바로 파산이 사는 영역이다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;LTCM이 정확히 그 함정에 빠졌다. 노벨 경제학상 수상자 Robert Merton과 Myron Scholes가 운용한 펀드. 정규분포 기반 모델이 모든 위험을 통제하고 있다고 믿었다. &lt;b&gt;1998년 러시아 디폴트로 자기네 모델이 &quot;10시그마 &amp;mdash; 사실상 불가능&quot;이라고 한 사건이 일어났다.&lt;/b&gt; 펀드는 46억 달러를 잃고 글로벌 금융시스템을 위협했다.&lt;/p&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;리스크 모델이 &quot;이런 일은 일어날 수 없다&quot;고 말한다면, 그게 바로 가장 걱정해야 할 시점이다.&lt;/b&gt;&lt;/p&gt;
&lt;/blockquote&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;팻테일 세계에서 살아남는 4가지 규칙&lt;/h2&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;핵심:&lt;/b&gt; 모델은 두 배로 의심하고, 폭락 중에 팔지 않으며, 레버리지를 두려워하라. 이 세 줄이 50년치 시장 사고에서 살아남는 길이다.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;규칙 ① &amp;mdash; &quot;그런 일은 안 일어나&quot;를 금지어로 등록한다&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;지난 50년 모든 금융 재앙 직전에 누군가는 정확히 이렇게 말했다.&lt;/p&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;사건&lt;/th&gt;
&lt;th&gt;모델이 한 말&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;1987년 블랙먼데이&lt;/td&gt;
&lt;td&gt;&quot;이런 폭락은 모델상 불가능&quot;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;1998년 LTCM&lt;/td&gt;
&lt;td&gt;&quot;10시그마는 일어날 수 없다&quot;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2008년 글로벌 금융위기&lt;/td&gt;
&lt;td&gt;&quot;전국 주택 가격 동시 하락은 가능성 없다&quot;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2020년 코로나&lt;/td&gt;
&lt;td&gt;&quot;8일 연속 4시그마는 수학적 불가능&quot;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;투자 가설이 &lt;b&gt;&quot;특정 극단 사건이 일어나지 않는다&quot;에 의존한다면 그 가설은 모래 위에 지어진 것이다.&lt;/b&gt;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;규칙 ② &amp;mdash; 최악 시나리오를 두 배로 잡는다&lt;/h3&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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&quot; alt=&quot;모델 가정 vs 팻테일 현실 &amp;mdash; 항상 두 배로 잡고 견디는지 확인&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;스프레드시트가 &quot;최악 -20%&quot;라고 답하면 &lt;b&gt;실제 견딜 수 있어야 하는 건 -40%다.&lt;/b&gt; 종형 곡선은 -20% 일일 하락을 20시그마, 사실상 0% 확률로 본다. 그러나 1987년에 일어났다. &lt;b&gt;팻테일 현실에서는 항상 모델보다 두 배 가혹한 환경을 가정해야 한다.&lt;/b&gt;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;규칙 ③ &amp;mdash; Time IN market &amp;gt; Timing the market&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이게 가장 실용적 결론이다. 비대칭 ①②에서 봤듯 20년 중 10일이 수익의 절반을 결정하고, 그 10일은 예측 불가능하며 최악의 날과 이웃이다. 결론적으로 신뢰할 수 있는 유일한 전략은 &lt;b&gt;계속 시장에 있는 것&lt;/b&gt;이다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;마켓 타이밍에 관한 모든 학술 연구가 같은 결론에 도달한다. &lt;b&gt;최고의 날을 놓치는 비용 &amp;gt; 최악의 날을 피하는 이익.&lt;/b&gt; 두 날이 이웃이라 한쪽만 일관되게 피할 방법이 없기 때문이다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;적립식 투자(DCA, Dollar-Cost Averaging)&lt;/b&gt; &amp;mdash; 시장 상황과 무관하게 정기적으로 같은 금액을 투자 &amp;mdash; 가 팻테일에 친화적인 전략이다. 결정적인 극단의 날들이 왔을 때 항상 시장에 있게 된다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;규칙 ④ &amp;mdash; 레버리지는 꼬리를 증폭시킨다&lt;/h3&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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&quot; alt=&quot;1&amp;times;, 2&amp;times;, 3&amp;times; 레버리지에서 시장 -34% 하락 시 결과 &amp;mdash; 3&amp;times;는 전액 소실&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;정규분포 세계에서 2배 레버리지는 기대 수익을 두 배 늘리고 위험을 관리 가능한 수준으로 키운다. &lt;b&gt;팻테일 세계에서 레버리지는 다이너마이트다.&lt;/b&gt;&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;2배 레버리지 + 시장 -20% = 자기자본 -40%&lt;/li&gt;
&lt;li&gt;2배 레버리지 + 시장 -10% (하루) = 자기자본 -20%&lt;/li&gt;
&lt;li&gt;&lt;b&gt;3배 레버리지 + 시장 -34% = 자기자본 100% 소실 (전액 손실)&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그리고 -34% 하락은 일어난다. &lt;b&gt;2020년 3월에 S&amp;amp;P 500이 단 23거래일 만에 -34% 떨어졌다.&lt;/b&gt; 레버리지는 회복 가능한 손실을 영구적 파산으로 바꿔놓는다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;투자 결정 전 한 줄 질문이면 충분하다.&lt;/p&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;&quot;내 포트폴리오가 -40% drawdown을 견딜 수 있는가? 견딜 수 없다면 drawdown이 도착하기 전에 재구성한다.&quot;&lt;/b&gt;&lt;/p&gt;
&lt;/blockquote&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;한 줄로 끝내는 EP5&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;종형 곡선은 안전감을 준다. 팻테일은 현실이다. 5,000일 중 10일이 20년 수익을 결정하고, 그 10일은 예측 불가능하며 최악의 날과 이웃이다. &lt;b&gt;&quot;그런 일은 안 일어나&quot;는 금융에서 가장 비싼 문장이다&lt;/b&gt; &amp;mdash; 1987년 전, 1998년 전, 2008년 전, 2020년 전에 모두 발화됐고 매번 일어났다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;세 줄로 정리하면:&lt;/p&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;&lt;b&gt;모델이 &quot;불가능&quot;이라고 한 영역이 가장 위험한 영역이다&lt;/b&gt; &amp;mdash; 스트레스 테스트는 두 배로.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;폭락 중에 팔면 다음 반등도 놓친다&lt;/b&gt; &amp;mdash; 시장에 머물러야 한다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;레버리지는 꼬리를 증폭시킨다&lt;/b&gt; &amp;mdash; 회복 가능한 손실을 영구 파산으로 만든다.&lt;/li&gt;
&lt;/ol&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이 세 줄을 잊으면 50년치 시장 데이터가 가르친 교훈을 처음부터 다시 배워야 한다.&lt;/p&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;참고 문헌&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;Taleb, N. N. (2007). &lt;i&gt;The Black Swan: The Impact of the Highly Improbable.&lt;/i&gt; Random House.&lt;/li&gt;
&lt;li&gt;Mandelbrot, B., Hudson, R. L. (2004). &lt;i&gt;The (Mis)behavior of Markets: A Fractal View of Risk, Ruin, and Reward.&lt;/i&gt; Basic Books.&lt;/li&gt;
&lt;li&gt;J.P. Morgan Asset Management. (2024). &lt;i&gt;Guide to the Markets &amp;mdash; U.S. Edition (Q1 2024).&lt;/i&gt; &quot;Time, diversification and the volatile nature of markets.&quot;&lt;/li&gt;
&lt;li&gt;Lowenstein, R. (2000). &lt;i&gt;When Genius Failed: The Rise and Fall of Long-Term Capital Management.&lt;/i&gt; Random House.&lt;/li&gt;
&lt;li&gt;Sornette, D. (2003). &lt;i&gt;Why Stock Markets Crash: Critical Events in Complex Financial Systems.&lt;/i&gt; Princeton University Press.&lt;/li&gt;
&lt;li&gt;S&amp;amp;P Dow Jones Indices. &lt;i&gt;Historical S&amp;amp;P 500 daily returns 1928&amp;ndash;2024.&lt;/i&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;section class=&quot;sj-faq&quot;&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;❓ 자주 묻는 질문&lt;/h2&gt;
&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;팻테일(fat tails)이 정확히 뭔가요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;통계적으로 극단값이 일어날 확률이 정규분포가 예측하는 것보다 훨씬 높은 분포를 말합니다. 시장 일일 수익률 분포는 가운데(평범한 날)는 정규분포와 비슷하지만 양 끝(폭락&amp;middot;폭등의 날)은 정규분포보다 훨씬 두꺼운 꼬리를 가집니다. 즉 &quot;있을 수 없는 일&quot;이 자주 일어납니다.&lt;/p&gt;
&lt;/details&gt;&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;왜 정규분포로 시장을 모델링하면 안 되나요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;정규분포는 평균에서 멀어질수록 확률이 지수적으로 감소한다고 가정합니다. 그러나 실제 시장에서 4시그마(이론상 63년에 한 번)는 몇 년에 한 번 일어나고, 5시그마(이론상 7000년에 한 번)는 5~10년에 한 번 일어납니다. 1987년 블랙먼데이의 -20.5% 하락은 정규분포 가정상 10⁻⁸⁹의 확률 &amp;mdash; 우주 나이보다 오래 기다려야 하는 사건인데 실제로 일어났습니다.&lt;/p&gt;
&lt;/details&gt;&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;10일이 20년을 만든다&quot;는 게 무슨 의미죠?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;JP Morgan의 분석에 따르면 2003~2022년 20년간 S&amp;amp;P 500에 1만 달러를 넣고 가만히 두면 약 6.48만 달러가 됩니다(연 9.8%). 그런데 가장 좋았던 단 10일을 놓치면 2.97만 달러로 줄어듭니다(연 5.6%). 5천 거래일 중 단 0.2%의 날이 누적 수익의 절반 이상을 결정한다는 뜻입니다.&lt;/p&gt;
&lt;/details&gt;&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;마켓 타이밍이 왜 위험하다고 하나요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;변동성이 클러스터링하기 때문입니다. 최악의 날과 최고의 날은 보통 같은 시기에 모여서 발생합니다(2008년 10월, 2020년 3월). 폭락이 무서워서 팔면 거의 반드시 다음 반등도 놓치게 됩니다. 그리고 그 반등 중 단 10일을 놓친 것만으로 20년 수익의 절반이 사라집니다.&lt;/p&gt;
&lt;/details&gt;&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;평범한 개인 투자자도 팻테일을 신경써야 하나요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;직접 모델링은 안 해도 됩니다. 다만 세 가지는 기억하세요. (1) &quot;그런 일은 안 일어나&quot;라는 가정에 베팅하지 마세요(레버리지&amp;middot;옵션 매도). (2) -40% 이상의 drawdown을 견딜 수 있는 자산 배분을 유지하세요. (3) 폭락 중에 팔지 마세요 &amp;mdash; 같은 사이클의 반등을 놓치는 비용이 폭락 자체보다 큽니다.&lt;/p&gt;
&lt;/details&gt;&lt;/section&gt;
&lt;div class=&quot;disclaimer&quot;&gt;본 글은 제가 공부한 내용을 정리한 &lt;b&gt;개인 의견 및 정보 제공&lt;/b&gt; 목적의 글이며, 특정 종목&amp;middot;상품에 대한 투자 자문이 아닙니다. 투자 판단과 책임은 본인에게 있습니다.&lt;/div&gt;
&lt;/article&gt;</description>
      <category>주식 투자에 통계학 지식이 필요한 이유</category>
      <category>NassimTaleb</category>
      <category>S&amp;amp;P500</category>
      <category>레버리지</category>
      <category>리스크관리</category>
      <category>마켓타이밍</category>
      <category>변동성클러스터링</category>
      <category>블랙스완</category>
      <category>정규분포</category>
      <category>팻테일</category>
      <category>행동경제학</category>
      <author>Stock &amp;amp; Data</author>
      <guid isPermaLink="true">https://milordkim.tistory.com/26</guid>
      <comments>https://milordkim.tistory.com/26#entry26comment</comments>
      <pubDate>Thu, 7 May 2026 10:34:46 +0900</pubDate>
    </item>
    <item>
      <title>서울 아파트 불패 신화는 데이터로 살아남았는가 &amp;mdash; 20년 검증</title>
      <link>https://milordkim.tistory.com/25</link>
      <description>&lt;div&gt;
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&lt;script type=&quot;application/ld+json&quot;&gt;{&quot;@context&quot;: &quot;https://schema.org&quot;, &quot;@type&quot;: &quot;Article&quot;, &quot;headline&quot;: &quot;서울 아파트 불패 신화는 데이터로 살아남았는가 — 20년 검증&quot;, &quot;description&quot;: &quot;\&quot;한국에서 가장 강한 부의 신념 '서울 아파트 불패'를 20년치 데이터로 검증했다. 가격만 보면 통념은 깨진다. 자가거주 임대료까지 더하면 일부 회복되지만, 2025년 이후 KOSPI 폭주로 다시 흔들린다.\&quot;&quot;, &quot;datePublished&quot;: &quot;2026-05-06&quot;, &quot;dateModified&quot;: &quot;2026-05-06&quot;, &quot;author&quot;: {&quot;@type&quot;: &quot;Person&quot;, &quot;name&quot;: &quot;milord (Stock Jarvis)&quot;}, &quot;publisher&quot;: {&quot;@type&quot;: &quot;Organization&quot;, &quot;name&quot;: &quot;Stock Jarvis&quot;}, &quot;keywords&quot;: &quot;서울아파트, 부동산투자, KOSPI, 자산배분, 영끌, 강남아파트, 장기투자, 사이클분석, 한국부동산, 인컴투자&quot;}&lt;/script&gt;
&lt;article class=&quot;sj-post&quot;&gt;
&lt;div class=&quot;sj-meta&quot;&gt;  작성&amp;middot;갱신: &lt;time datetime=&quot;2026-05-06&quot;&gt;2026-05-06&lt;/time&gt;&lt;/div&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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&quot; alt=&quot;대표 이미지: KOSPI vs 서울 아파트 20년 누적 지수 (2006-01=100, 244개월)&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;서론 &amp;mdash; &quot;강남 아파트만 사놓으면 인생이 핀다&quot;&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;한국에서 부의 신념은 한 줄이다. &lt;b&gt;&quot;서울 아파트, 그중에서도 강남에 한 채 박아두면 인생이 핀다.&quot;&lt;/b&gt; 영끌(영혼까지 끌어모아 매수)이 정당화된 근거도, 노후 보장 공식도, 부모 세대가 자녀에게 물려주려 한 자산도 모두 이 신념 위에 있었다. &quot;주식은 작은 돈으로 노는 것, 진짜 자산은 아파트&quot;라는 통념도 같은 뿌리다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이 신념을 20년치 데이터로 검증해 보면 결과는 통념과 정면으로 부딪친다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;단순 가격으로만 보면 KOSPI가 서울 아파트를 두 배 이상 앞섰다.&lt;/b&gt; 2006-01부터 2026-04까지 KOSPI +371%, 서울 아파트 +142%.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;자가거주 임대료 saving까지 인컴으로 더하면 부동산이 17년 중 14년 동안 KOSPI를 앞섰다.&lt;/b&gt; 통념이 부분적으로 정당화되는 지점이다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;그러나 2025년 하반기부터 KOSPI 폭주로 인컴 보정해도 KOSPI가 다시 추월했다.&lt;/b&gt; 2026-04 격차는 사상최대 +230%p.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;&quot;강남은 다르다&quot;는 통념도 데이터로는 흔들린다.&lt;/b&gt; 강남11구 누적 +148%로 서울 평균(+142%)과 사실상 같고, 2010년대 내내 오히려 강남이 외곽보다 적게 올랐다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이 글은 데이터를 네 단계로 풀어본다. &lt;b&gt;서울 아파트 불패 신화가, 그리고 강남 신화가 어디까지 데이터로 버티고, 어디서부터 깨지는가.&lt;/b&gt;&lt;/p&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;용어 미리보기&lt;/h2&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;용어&lt;/th&gt;
&lt;th&gt;뜻&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;2006-01=100 정규화&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;두 자산을 같은 출발선(100)에 놓고 누적 수익률을 비교하는 방식&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;격차(%p)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;KOSPI 정규화 지수 &amp;minus; 서울 아파트 정규화 지수. 양수면 KOSPI 우위, 음수면 부동산 우위&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;전세가율&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;전세가 &amp;divide; 매매가. 시기별 변동이 큼 (서울 평균 44~65%)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;전월세전환율&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;전세보증금을 월세로 환산할 때 쓰는 연이율. 한국부동산원 발표 평균 약 5%대&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;임대수익률(귀속임대료)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;자가거주 시 &quot;내가 나에게 받는 가상 월세&quot;. 매매가 대비 연 임대수익 비율&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;영끌&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&quot;영혼까지 끌어모아&quot; 대출 최대로 받아 매수. 2020~2021년 서울 아파트 매수 트렌드&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;본론 1 &amp;mdash; 가격만 보면 신화는 이미 깨졌다&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;먼저 가장 단순한 비교부터. 2006년 1월에 1억 원을 KOSPI 또는 서울 아파트에 넣고 묻어뒀다고 가정하자.&lt;/p&gt;
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alt=&quot;2006-01에 1억 원을 KOSPI 또는 서울 아파트에 넣었을 때 시점별 평가액 &amp;mdash; 우위 자산이 시점마다 달라진다&quot; /&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;시점&lt;/th&gt;
&lt;th&gt;KOSPI&lt;/th&gt;
&lt;th&gt;서울 아파트&lt;/th&gt;
&lt;th&gt;우위&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;2008-09 (리먼 직전)&lt;/td&gt;
&lt;td&gt;1.03억&lt;/td&gt;
&lt;td&gt;&lt;b&gt;1.35억&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;부동산&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2014-01&lt;/td&gt;
&lt;td&gt;1.39억&lt;/td&gt;
&lt;td&gt;1.23억&lt;/td&gt;
&lt;td&gt;KOSPI&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2021-12 (양쪽 정점)&lt;/td&gt;
&lt;td&gt;2.13억&lt;/td&gt;
&lt;td&gt;2.22억&lt;/td&gt;
&lt;td&gt;거의 동률&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2022-10 (KOSPI 폭락)&lt;/td&gt;
&lt;td&gt;1.64억&lt;/td&gt;
&lt;td&gt;&lt;b&gt;2.21억&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;부동산&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2026-04 (현재)&lt;/td&gt;
&lt;td&gt;&lt;b&gt;4.71억&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;2.42억&lt;/td&gt;
&lt;td&gt;KOSPI&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;20년 누적으로 KOSPI는 4.7배, 서울 아파트는 2.4배가 됐다. &lt;b&gt;단순 가격으로만 보면 &quot;주식은 위험, 아파트는 안전&quot;이라는 통념이 무색하다.&lt;/b&gt; 같은 1억으로 KOSPI에 들어갔다면 17년 후 약 2.0배 더 큰 자산이 된다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;물론 부동산이 잠깐 앞선 적도 있다. 시기별 우위 자산을 음영으로 칠하면 다음과 같다.&lt;/p&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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&quot; alt=&quot;6개 사이클 음영 &amp;mdash; 분홍은 KOSPI 우위, 파랑은 부동산 우위 구간&quot; /&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;시기&lt;/th&gt;
&lt;th&gt;우위&lt;/th&gt;
&lt;th&gt;핵심 사건&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;2006~2008&lt;/td&gt;
&lt;td&gt;부동산 (-32%p)&lt;/td&gt;
&lt;td&gt;리먼 직전 부동산 강세&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2008~2010&lt;/td&gt;
&lt;td&gt;부동산 압도 (-44%p)&lt;/td&gt;
&lt;td&gt;리먼 &amp;mdash; KOSPI 폭락, 부동산은 +35%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2010~2017&lt;/td&gt;
&lt;td&gt;KOSPI (+5~+32%p)&lt;/td&gt;
&lt;td&gt;부동산 박스권, KOSPI 회복&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2018~2020&lt;/td&gt;
&lt;td&gt;부동산 가속 (-46%p)&lt;/td&gt;
&lt;td&gt;서울 아파트 폭주&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2020~2022&lt;/td&gt;
&lt;td&gt;부동산 사상최대 (-69%p)&lt;/td&gt;
&lt;td&gt;KOSPI 폭락, 부동산 정점&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2023~2024&lt;/td&gt;
&lt;td&gt;격차 축소&lt;/td&gt;
&lt;td&gt;부동산 조정 + KOSPI 회복&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2025~2026&lt;/td&gt;
&lt;td&gt;KOSPI 사상최대 (+230%p)&lt;/td&gt;
&lt;td&gt;KOSPI 폭주&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;17년 동안 우위 자산이 6번 뒤집혔다. &lt;b&gt;&quot;서울 아파트는 무조건 오른다&quot;는 명제는 시점에 따라 4~5번 무너진다.&lt;/b&gt; 다만 이 단순 비교는 부동산에 불리한 면이 있다. 그게 본론 2다.&lt;/p&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;본론 2 &amp;mdash; 자가거주 임대료까지 더하면 통념이 일부 회복된다&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;위 비교는 한 가지를 빠뜨렸다. &lt;b&gt;자가거주로 보유하면 매월 임대료 지출이 사라진다.&lt;/b&gt; KOSPI에 1억을 넣은 사람은 어딘가에 살아야 하니 매달 주거비를 낸다. 자가거주 부동산 보유자는 그 돈을 안 낸다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이 차이를 빼고 단순 가격만 비교하는 건 부동산을 부당하게 손해 보게 한다. &lt;b&gt;&quot;강남 아파트 한 채면 평생 안전&quot;이라는 통념의 실질적 근거 절반은 사실 가격 상승이 아니라 이 임대료 saving이다.&lt;/b&gt;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;가정&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;양쪽에 인컴(현금흐름)을 더해 다시 계산했다.&lt;/p&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;항목&lt;/th&gt;
&lt;th&gt;KOSPI&lt;/th&gt;
&lt;th&gt;서울 아파트&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;인컴 종류&lt;/td&gt;
&lt;td&gt;시가배당률&lt;/td&gt;
&lt;td&gt;자가거주 시 임대료 saving (귀속임대료)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;가정값&lt;/td&gt;
&lt;td&gt;&lt;b&gt;연 2.0%&lt;/b&gt; (KOSPI 평균 근사)&lt;/td&gt;
&lt;td&gt;&lt;b&gt;전세가율 &amp;times; 5.5%&lt;/b&gt; (전월세전환율 5.5% 단일 가정)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;데이터&lt;/td&gt;
&lt;td&gt;KOSPI 종가&lt;/td&gt;
&lt;td&gt;2011-06 이후 KB 매매&amp;middot;전세평균가, 이전은 외부 추정&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;재투자처&lt;/td&gt;
&lt;td&gt;KOSPI에 재매수 (복리)&lt;/td&gt;
&lt;td&gt;한국은행 정기예금 금리에 적립 (시기별 1.05~5.67%)&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;부동산 saving을 정기예금에 넣은 이유: 1억짜리 아파트 한 채 보유 중인 사람이 매년 saving 200~300만원으로 부동산을 추가 매수하는 건 비현실적이다. &lt;b&gt;잉여 현금은 안전자산&lt;/b&gt;이 가장 자연스러운 가정이다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;시기별 임대수익률&lt;/h3&gt;
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alt=&quot;서울 아파트 자가거주 시 연환산 임대수익률 &amp;mdash; 2011-06 이후는 KB 매매&amp;middot;전세 평균가격으로 직접 계산&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;서울 아파트의 임대수익률은 시기별로 3.5%(2006) &amp;rarr; 4.0%(2015~17 피크) &amp;rarr; 2.4%(2026-04, 사상최저권)로 변동했다. &lt;b&gt;매매가가 전세가보다 빨리 올라 임대수익률은 점점 압축돼왔다.&lt;/b&gt;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;보정 결과&lt;/h3&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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&quot; alt=&quot;1억 원 시뮬 &amp;mdash; 가격만 vs 인컴 보정 (4가지 시나리오, 시계열)&quot; /&gt;&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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&quot; alt=&quot;시점별 4가지 시뮬 비교 &amp;mdash; 인컴 보정 후 우위가 자주 뒤집힌다&quot; /&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;시점&lt;/th&gt;
&lt;th&gt;KOSPI 가격만&lt;/th&gt;
&lt;th&gt;KOSPI + 배당&lt;/th&gt;
&lt;th&gt;부동산 가격만&lt;/th&gt;
&lt;th&gt;부동산 + saving&lt;/th&gt;
&lt;th&gt;우위 (인컴 포함)&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;2008-09&lt;/td&gt;
&lt;td&gt;1.03&lt;/td&gt;
&lt;td&gt;1.09&lt;/td&gt;
&lt;td&gt;1.35&lt;/td&gt;
&lt;td&gt;&lt;b&gt;1.47&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;부동산&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2014-01&lt;/td&gt;
&lt;td&gt;1.39&lt;/td&gt;
&lt;td&gt;1.63&lt;/td&gt;
&lt;td&gt;1.23&lt;/td&gt;
&lt;td&gt;&lt;b&gt;1.59&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;부동산(거의 동률)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2021-12&lt;/td&gt;
&lt;td&gt;2.13&lt;/td&gt;
&lt;td&gt;2.92&lt;/td&gt;
&lt;td&gt;2.22&lt;/td&gt;
&lt;td&gt;&lt;b&gt;3.06&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;부동산&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2022-10&lt;/td&gt;
&lt;td&gt;1.64&lt;/td&gt;
&lt;td&gt;2.29&lt;/td&gt;
&lt;td&gt;2.21&lt;/td&gt;
&lt;td&gt;&lt;b&gt;3.13&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;부동산 +37%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2026-04&lt;/td&gt;
&lt;td&gt;4.71&lt;/td&gt;
&lt;td&gt;&lt;b&gt;7.07&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;2.42&lt;/td&gt;
&lt;td&gt;3.65&lt;/td&gt;
&lt;td&gt;KOSPI&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;(단위: 억 원. 굵게 = 그 시점 4개 중 최대)&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;여기서 통념이 일부 회복된다.&lt;/b&gt; 인컴까지 더하면 부동산은 2008~2024 거의 내내 KOSPI를 앞섰다. 17년 중 약 14년 동안 부동산+saving이 KOSPI+배당을 이겼다. 2022-10에는 무려 +0.84억(+37%) 차이.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;&quot;서울 아파트 불패&quot;는 가격 상승만의 신화가 아니라, 매월 받는 임대료 saving이 함께 만든 신화였다.&lt;/b&gt; 자가거주 + 시점 운(2025년 이전에 잘랐다면)이 결합될 때 통념이 데이터로 정당화된다. 이건 중요한 발견이다.&lt;/p&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;본론 3 &amp;mdash; 그러나 2025년부터 신화는 다시 흔들린다&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;문제는 그 다음이다. 2025년 하반기부터 KOSPI 폭주가 시작됐다.&lt;/p&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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qeFvryjxw5+U+PZs9/bvr/q895JGuAMAAHCGGj9+vFc1SMWKFfXss88WqRVQhQoV1KFDB7/fSt+8ebNXFcWp/Ib1qbJ161b16tXL8x5ERkZq5syZfltLrV69WvPmzfNslylTRt98841XsJNT//79tXr1ao0fP16SO1D73//+pylTpnjG5F7rJmfwUxxyh3w7d+4s1usXp9TUVP3777+e7fPOO8/r+P/93//lWWNo0aJFAV+/atWqWr58uZ544glNmTJFDoejwHMMw9ANN9ygV199VbVr1w74tXJKS0vT2rVrPdutWrXy+QF+x44dvSrIlixZUqrCnaI4cOBAkc/98MMPPT+HhYXpxhtvDOg8p9OpXr16affu3Z59tWrV0tCh7g9qCrNmWXE4evSo17avNc5CQkK81npKTU3V559/rh9++EEbNmxQamqq4uLi1KRJE3Xr1k3dunXLd42vk5UzZMr5OrlD8ezfY8OHD/eqdnzuuefyrHeVn5kzZ6p79+6yLEs2m03z5s3T9u3bNWnSJK1evVqRkZFq0aKFHn74YXXu3NnvdXr16uUJdyzL0kcffaQxY8YEPA8AwJnNyszy+l9JskxTe0ZMketwsozwUFX9vzu8znElp2nnoIlKX73Na3/WjoM6/NkvSvp+iaq9dI+iL/YOPY7M+E37XpwmmSfaBDv3H9GxH/9WleG9c8zJ+9+rVpZTmVv26uD475SxdruqvewOcqwMh8/x+dk7+lMd/X6pQqtXUL2vvVuCW1kn/q63HP6/XOLYn+T+wWXKsOVtX5x9nfyuEYjs+8p9f76CIUmKvvQ81Xh9gCynyzM/y7RkOXJsu0zCHQAAAJwan332WZ41YCZOnKjVq1dr8+bNXvsD+cC0UqVK+vnnn/0e79atm1e4079//3yv988//3ha7kRERKh58+YFzqFz586exeoL6/nnn9ewYcOKdK7k/nC0W7duXuHK+++/r4suusjvObnXmHjwwQcLXGNk5MiReueddzwfGH/55Zd69913PYu8524j9f777+vOO+8sthZXudcaCbTNV0lYsGCB14fGuasUcq7XUVQJCQl67733NHbsWM2aNUt//vmn/vvvPx0+fFhpaWkKDw9XXFyc6tWrp4svvljXXnvtSa9Js3PnTq8Q1V8lRe7XyV43J7ekpCSvCqfq1asX6oPyQG3dutVTOWW329WwYcMirznkT3x8fJHOy8rK0qxZszzbbdu2DahyyOVyqU+fPl4hreR+DzMzMxUZGempNDlVtm3b5rVdUKXNr7/+qltvvdXnHFesWKGPP/5YzZs314wZM4qtrWFu1atX9wSxP//8s/755x/VqFFDU6dO9YyJiIhQhQoV9M8//3iFlueff36hqqwk9zOfvUaWaZoaMGCAV/VQWlqafvjhB/3www965JFHvNrB5dSwYUPVqVNHW7ZskeSu3iHcAQDkJ/GDH5X293+SpEqP3aSIelW9ju9+arIn2Im66FzF3dhGtpgIpS39V4e/WCjzWJp2PfqOan/+lMKqur8Q5jySrP2vfiWZloyIMJXr21GhVcspa+s+WQ6Xz8Ahpt35Sritg6yMLB3+fIFSl2xQ8i+rlLZ8k6IurJdnfCCcR1KKdF5Ojj0n/lsqtIrvL7zlx3K68lRCSZJ8BEW5mVkOn8GOJMlVuC4VpxPCHQAAgDOIaZp64YUX9PTTT3stAP/YY4+pe/fuuuKKK7RgwYJifc1ff/3Vq0KoTp06uv766/M9p3v37l7bqampioqKyvecjIyMIs/xZL9d369fP61atcqz/dRTT+mWW27J95zFixd7bffo0aPA1ylXrpw6duzoWScpIyNDf//9t2d9lK5du6pevXratGmTJPeHs5deeqk++uijgAKyguT8/1GSzj33XD8jS97XX3/ttf37779r7dq1aty4cbG/VoUKFXTnnXfqzjvvLPZr55a7MqNKlSo+x+Xen7tKKds333zj9f/r448/nmctp+Jw1113eW2vXbs2TzVVTomJiT7Xi8lPREREkea2bNkyr0qQSy+9tMBzjh07pptvvtlnoLxo0SJdeOGFmj59ulasWOF17PLLL9fChQuLNM9A/Pfff56fDcPwuW5QtrVr16pz585e6zf5smLFCnXs2FErV65UmTJlfI45ePCg58+dkJAQ1apVK+A5d+nSxfPlgGPHjvmsOLz66qsVEhKiRx991KsN6KuvvnrSIXPOYCe31157TfXr18/T+jBbmzZtPOHOxo0btWfPHlWtWtXnWADA2S1txWYlvuv+N3yZThcq/kbvf28kL1il1CUbJEmxHZvrnLH9ZByvaI1te74im9bW7qc+kJmaoQNvfqNqY93/tkpbvtlTgVL5iZ6Ku751gXMJqVDWU/0TcX5N/Xf1cMllKmXx+iKHO+Yx97+l7LGRBYz0L3Xpib+TnYlHFVrZ9xd3LNOUmZYpGZIRESbDMJT03Z/aO+pTv9cOq1NZtac87mlRl/eiJ35MuL2jyt/VybNtlOI1gIJXew0AAIBTat26derQoYOGDx/uFez069dPL774oiR57S8OSUlJ6tevn9e+cePGFbrFTyBr+pzMB3wn03Lo999/15dffunZ7ty5s55//vkCz8vZMiw0NFRNmvjuPZ1bixYtvLazFxyX3G2Mpk+froSEBM++VatW6eKLL9agQYP8fsDvS3p6ujZt2qSNGzfql19+0cCBA70+9A8NDQ24dVV+du7cqU2bNvn8tXfv3iJd8+jRo3kqoyTp2Wef9fz8/PPP68knn/T61bq1//8YHjhwoAzDCNqvli1bBnRvoaHe/3GZkuL7W5K592dXdxWksOtnFVVBr+N0OhUREVGoX0W1cuVKr+2mTZvmO37r1q1q06ZNnmAn53orW7du1SWXXKKnn37aKzgKtpzrBtWpU8dvGCNJL7zwglewc//992vLli1KT0/XmjVrdN1113mObdu2TZMnT/Z7rWeeeUbnnnuuzj33XNWuXVsbNmwIeM4DBgzI9z1PSEjQuHHj9N133+mXX37x7O/atauuuuoqSe6/uw4ePKg9e/YUaS2hli1b6ueff9aKFSs0fPhwr78Thg8f7vfLA7nXHMsZ8gMAkM11LE27n/5IcpkKrV5BlYfn/RJY0rd/un8wDFUceIMn2MlW5soLFN3a/aWNlAWr5Toeptgi/YQVAQqJi5E9zv2FGldS0atvsnYmSpLCqhVtjcvMzXuVvmKLZ3vfuBl+26+l/rFeGy97TBvbPaZjPy4P6PrOA0cDquCRJFtEmOyxUZ5ftvDSG+5QuQMAAFDKbd68WS+++KImT56c50Ovxx9/XC+88ILng6y+ffvm+ab3sWPHfH5QXhCn06nevXt7vtUsSTfccENAgUDNmjU9i83HxMQE9MHtF198UajwIqeC2qHlJ/d7mv3hYu71InI7fPiw5+dy5crl+dDen9zfCs+9zk6zZs30+++/q3v37p7gx+Vy6c0339S0adM0YcKEPJVRvixdujTfypynnnpK1apVC2jO+alZs6bfULF27dpez0+gJkyY4PMD9RkzZmju3Lm6+uqrfbbhe+qpp/Tnn3/6vGZycnKh51EYga4Xk93aLNuePXt8jsu9399aThEREV5t2E62bZw/8fHxnt8ToaGheVqo5W7RVpTfk2FhYdq8eXOhn8utW7d6bfurOjFNU+PHj9ewYcOUmprq2W+z2fTWW2/p7rvv1r333quPPvpIkrsi8Pnnn9eUKVO0dOnSAu/pq6++0k033VSouedn8+bNXu9reHi4tm7d6qnqWr16tedYnTp1NHHiRM9248aN9cUXXyg2NtbTBjBn+76CFCZgiYyM1IIFCzRs2DBNnTrV8+d4eHi4OnfurJdfflm1atXyCptCQ0P1yiuvyOl06qWXXtL48eM9YXBsbKxuvfVWjR07NqBWfVWqVNFPP/3kCcKaNWsmu92u5557TpL7z+rZs2f7/HMz97OS+1kCAECS9o7+TM59R2SEheicsf1kj8773zbpK92tsSOb1/EbkMReeYFS/9wgy+FU+qqtimnbWJHN6sheroxch45p//++VmilOEW38l+5m5uZnilXkvvfNfYy+XdK8Cdzy15PMORKyb8i2BfLsrT/ta+89mWs2aY9oz5V1VG3y7D7/yJedtu5uOtaK+66E1/Ucialatfj7yr9H/f7WmlId9lKcQVOURHuAAAAlGLr1q1T06ZNvdbokNzfhJ44caJuvvlmr/133XVXnvZJmzZtKnS443Q61adPnzzfbD9w4ICOHDlS4AduCxYsKFRbH8n9oXfuD75LwqpVqzRs2DCNGzcuKNcPpLKiYcOGWr58uUaOHKlXX33VsxD5/v37ddNNN2nw4MF69dVXi7TmiWEYGjJkiEaNGlXoc33Jr1qsKFUk+/fv19ixYz3bdrtdISEhnvWCHnzwQa1atarANn+5VaxYMaDqF9M0Pe93ztcvSKCBRLVq1RQfH68jR45Iylt1ki13BYG/tny9evXShx9+GNBrn4yvvvpKl19+ud/jxfF7Nysry28lU35yt7rztebQwYMH1a1bN/3xxx9e+8uVK6fPPvtMnTq5W3d8+OGHatGihR577DFPtUdCQkJA93fs2LFCz70wMjMzdfToUU+4U7lyZc/zs3v3bv3111+6+OKLPeO//fZbr787Ag3cDMModCVVfHy8Jk6cqLfeeksHDhyQ0+lUxYoVPYHghAkTvKqBHnjgATVo0EC33XabPvvsM69rJScn6+2339Yff/yhxYsXF9je75577slT4XTfffd5wh1JnsA8t9znFfULBgCAM1fWzoPK2u7+Ek+5vlcqsmH1PGNcyWlyHXV/MSm8ViW/1wqvUfHEdXcdlCTZoyNUdVQf7Rryjsxjadrx0ATF3dhGlQbfKFtU/v92dRxI0oE3v/WsKRPVokG+4/1J+eNEJ4HUPzcoc/sBhdes6HPs7qc+0G5JRmSYGi56RZKU+P5cpf7p/ns+pn0ThdWoqMMf/6xjP/wl17FUVX22j0LKnfg7N6ZtY1X/n++WqZZp6ujsZTrw5rdyHXL/2yrh9o4BtasrjI2XDinW6wULbdkAAABKsUaNGql+/fqebcMw1KdPH61ZsyZPsONPeHi4V8uzgj4UT09PV/fu3fXFF1/kObZ48WK1a9cuKAuMZ6/5UJRfRflAOCebzeZVUfPqq696tQ/yJWfrtEOHDnkFAvnZt2+f13ZcXJzPcREREXrhhRe0cuVKXXHFFV7H/ve//+mxxx4L6PUkKTo6Wo0bN9aAAQO0fPlyjRs3rkjBkC/5BSZFabX1yCOPeFXZ3HPPPV73unnzZg0YMKDQ133ppZeUkZFR4K/Zs2d7nffUU08FdN5vv/0W0DwMw1D79u297mfZsmVeYyzL8gpk7Xa72rZtW+h7PpUee+wxVa+e98OOwrDb7YqJiSmmGXkzTdOr0kVyrwOzYsUKT7CT7cEHH9Q///yj9u3by2az6Z133vEb8OX8fVTYwLGw7Ha7YmNjPduDBw/2vH5mZqZat26tK6+8UrfffrvatGmj3r17e8ZGRETku6bUm2++qfT0dKWnpyszM1P16hWtX7/NZlPlypVVrVo1T7Bz7NgxjRw50jMmISFBzz77rH744Yc8wU5Oq1ev9rQczU+rVq3y7KtatarXn61U5AAAisw88UWm5AWrZDldeYekZXp+zm6R5os94cTf42bqiXNiWjdSzbcHKbRqgmRZSvrqd2257UVlbt3n6zJK+up3rb94oDZ1GaFjc9z/joxu00gxrQOv+MlmOV068uWiHDdjaf9LX/o/Icc4yzR1YPy3Spw0S5IUUjleVYbfoooDr1fcje41RVP/WK89z35c4OVcKek6Mv03benxvPaO/MQT7EjS4U/na+cjb+vonGUyswL7b64zBZU7AAAApZhhGHrsscd0//33q1evXnrsscfyrBFQkOrVqwfcYmfLli3q3r27VzVBWFiY6tat62kRtnbtWl1yySWaOnWq2rRpU6i55KdXr14FBir+jBw50ms9lsKaNGmSLrzwQrVu3VpOp1OWZemOO+7QqlWr/IYv9evX97TOcjgcWrlypde35v3J/UF+nTp18h3fqFEj/fzzzxo1apRXtc1rr72me+65R40aNfJ5Xvv27bVgwYIC53Oy/K1lURQfffSRV6hRtmxZjRo1SrGxsfrss888H9BOmTJFrVq10gMPPFDk1+rcubNnAfmcci9OP2HCBE2dOtVrX3a7qVdeeaVIr3333Xdr5syZnu1Bgwbpl19+8YRhr7zyitatW+c5fvXVVxeqzdnvv/+uzZs3y2azeVWTHD16VG+//bYyMzO1efNmr3M++OADffrpp9q7d2+e6pZAXHrppdqxY4cyMjKKtGaK5G7VFejaQjnlrtTx1YKvUqVKGj16tAYPHqzq1atrzJgx6tOnj99rNmzYUAsWLNC2bdu8qhCHDBmiK6+8UpI7mM0ZnN98883q2rVrnmq2H374QT179vRsP/HEExoxYoTXmFtuuUXff/+9Z3vjxo15Wjjmfn+yW5499dRTcjqdcrlc+vnnn/PcS0JCgqZMmaK6dev6vd+QkJCTWvcoP2PGjNHBgwc92yNHjlR8fLxXsJPd2q1GjRq66qqrPC3kPvnkE68KHF/8/RkdExPjqcTx15Yxd7WVr6ovAABs0REyUzOUuWmPDn00T+Xvvtr7eI4Km+wWab64Dp/4+yj3WjuRTWqr9udDdeC1r5Q0c7EcOw9q+/1vqPanTyq0fD5/P4XYFXdda1UaUrS1NA9PXSDHbvd6O2W7ttTRWUuVumSDDn+xUAm92ucZX/W5voq9vKlktylj/U4d+mieJCm0SoJqvPWgQo4HWFWG36LIJrV1cOL3qvjQ9fnOIWPTHm278xVZGVmSJHtcjMr1u0oxl56nxPd/1LEf/1bKojVK/XNDoVrW5af+gpd06MOfdOjDn4rlesFCuAMAAFDK3XXXXerZs6fnG9tHjhzJ06YtEDabTWXLlvX6MDKn9957T0OGDPH6ECw6Olpff/21WrZsqS5dung+9N25c6cuu+wyPfHEE8XW3utkFoLPrzVYQS699FLde++9kqSnn37a8w3znTt3asCAAX5b2rVu3dorPPniiy8KDHcOHTrk9eGrYRhq0aJFgXM0DEMjR47U5s2b9cknn0hy3/O8efP8hjulzZIlS/Tggw967Zs4caIqVXK3tvjss8/Url07T3AwaNAgxcfH65Zb8i5oG4i//vorz3pHvhw5csTTQi2ndevWacyYMUUKI7p27apLL71Uv//+uyTpzz//VMuWLXXTTTdp7dq1+vLLE9+WtNvtGj16dKGuP3LkSM2bNy/P/n379un++323wMhe70Qq3NosuQUrIMhP7dq1vbZ37NihCy+8MM+4gQMH6pxzztG1117rc56bNm3S1KlT9fvvv+vff/9VUlKSQkJCVL58eTVt2lQdO3bUTTfdpOuv9/8Bha8WYrlfKzQ0NE+FUu4/l6OiogKqYnr00UfVsWNHvfXWW/r666+9nul69eqpZ8+eGjRo0EmtS3Yytm/frtdff92z3bBhQ0/lXc7nrH379mrZsqUkqU+fPnrqqackuStukpOTvSqWcvMX3OTc7++93LFjh9d2QWE7AODsY4SHqsZbD+rQlJ+VPH+FEj+Yq9grL/BqW2aPjZKtTJTMY2nK3Lbf77Wydpz4skNIlYQ8x+3REary9K0Kr1dV+8fNkOtQso58tkAVB93gNS6m3flKuK2DbJFhCq9ducD2bf5kbt6rg5PcVesR59VQlZF95EpOV8qvq7X/ta8VXq+qoi/yXsPTCAvxvF5k45qq8MC1yvh3lyo/2UshuaqW4q5vrbLXtfJUGofXrSIjLESh1St4jQuvXVkhFcoqJD5GZa9tpejWDZX47g/K/G+3Em65XBUfuk7Hflwuw27zhEf5sZwuWaYpuUw5DyfLsfuQQnO930ZoiGQ7/ZueEe4AAACcAbI/2FqyZIlaty56v+HIyEjNnDnTqw3R2rVrNWDAAC1atMhrbN26dfXVV1+padOmkqR58+apT58++uor92KZLpdLY8eODbg9XEGK8iF5tpP5QDlnu6Xhw4dr1qxZnuqaqVOnqmvXrj6/4d+rVy+98MILnu2JEyfq4Ycfznftleeee05ZWVme7Y4dOxbqm+KtW7f2hDuSlJaWFvC5p7N169apS5cuXovc33XXXV7BTevWrfXaa69p4MCBktzPX58+fdSoUSO/69HkJz4+PqBwJz/p6elFem4Nw9BHH32kSy+9VPv3uz8AWL16dZ62YZI0duxYn0FFfk4m7AwPD/esb1RaNGnSxGt77dq16tatW55xNptNPXr0yLN///79Gjx4sL744guf792BAwe0bt06TZ06VY888ogeffRRDR8+XKGhp8eivs2bN9e7776rxo0b65FHHvHsnzhxoqfKqKQMHTrUq7rvlVde8fyZm7NqJmeby5w/S+6Ks/zCnRUrVqhz585e+3bu3Om1FlPuADDb2rVrvbZzP0sAAIRWjlfk+bVU6bGblLpkg8zUDO17/nPVeHuQd3vWprWV8ttapa/YoqxdiQqrlne9vmPzV7h/MAxFnl/L72sm9L5cie/+INfRVGVs3pPneEiFsoq++FwfZwbOeeiYdj3+rqyMLBlhIaryzG0yDENVnrlN2/q+JMeew9o15B1VfyP/dsjl+3m3t83adVBHvlyk1KUblbUrUZbDpZCEWEWcV0Nlr22l2A7NZOQKVQy7TXVnPO3Zn7ltn45+96ckKeqicxV5XmuVu71jvvMw7CeueWjyjzo0+Uev4wm3XqGwOiXzZZeTQbgDAABwBgl0XRd/0tPT84Q7o0ePzhPs3HLLLZowYYJXu5vIyEhNnz5d//d//6dRo0bJ5XJpwIABRfpg3Ze5c+cWy3VORkhIiKZMmaILL7zQ057roYceUrt27VSzZk2vsc2bN1f79u21cOFCSVJqaqquu+46zZ07VxUr5l2A9P3339cbb7zhte/hhx8u1Px+/fVXr+382iyVJl9++aUOHz7s2b7iiis0adKkPOMeeughbd++XePGjZPk/rZ/UT+M/e+//wp9Tq9evTRt2rQivV5udevW1cKFC3Xrrbdq+fLleY7HxMTolVdeUf/+/Qt97S5duqhMmTIyTVOmacqyLIWEhCg8PNzzKzY2VgkJCUpISFC5cuVUrVo11axZU1WrVpVhGJ7KifwkJSUVuQVbQWw2W54P+f1p2bKlIiIiPCHC0qVLA36drVu36rLLLtOuXbsCGp+SkqJRo0Zp/vz5mjt3riIjIwN+rZKQmZmpw4cPa+/evdq2bZu2bt1abH9mF2Tp0qVeLQ07deqkLl26eLbLlDmxsPK2bds8P+esIss9zpfJkyfr0Ucf9QrbJkyY4DWmXbt2Ps9dsmSJ5+d69erpnHPOyfe1AABnr9CKcapwf1ftf2WG0pZvUtI3ixXf7USL6rJdWyrlt7WSZenA61/rnBfu9gocjv2yUql/uNvuRrU4V6EV3F/wyv5iSc6gyLH/iFwp7v8WsccE598au5/+yFNJVGX4LYqo524HGxIXrepvDND2+96QmZYpW3REvq3mckr67k/tG/OFLEeOfx/aDDkPJCnlQJJSFqxS1IX1VO3V/l73ZVlWnsAnmyspVelrt8t5MEmOg0cVeV5Nn+OMELtiOzZX8i8rT6yTZLfJHhejsOrlFVa7UkD3cLoh3AEAADiDxMTEyGaznVQLs9zVHmPHjtV3332ntLQ01a1bV6+99pquu+46n+cahqERI0bo6quv1uTJkz0fsp9JGjZsqLFjx2rw4MGS3N8a79u3r3755RfZcv1Hx6RJk9S8eXNPpcOKFSvUtGlTPfzww2rfvr3KlCmjLVu26MMPP9TXX3/tde5NN92ka6+91mvf2rVr1bNnT11//fVq1aqVatWqpfDwcO3cuVNTpkzxChYSEhLyfFu9tHr66ae1bt06TZs2TR07dtTM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&quot; alt=&quot;격차 시계열 &amp;mdash; 양수(분홍)는 KOSPI 우위, 음수(파랑)는 부동산 우위. 2022-09 부동산 사상최대(-69%p) &amp;rarr; 2026-04 KOSPI 사상최대(+230%p)&quot; /&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;월&lt;/th&gt;
&lt;th&gt;KOSPI(정규화)&lt;/th&gt;
&lt;th&gt;부동산(정규화)&lt;/th&gt;
&lt;th&gt;격차&lt;/th&gt;
&lt;th&gt;비고&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;2024-12&lt;/td&gt;
&lt;td&gt;171&lt;/td&gt;
&lt;td&gt;207&lt;/td&gt;
&lt;td&gt;-36%p&lt;/td&gt;
&lt;td&gt;부동산 우위&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2025-06&lt;/td&gt;
&lt;td&gt;219&lt;/td&gt;
&lt;td&gt;215&lt;/td&gt;
&lt;td&gt;+4%p&lt;/td&gt;
&lt;td&gt;우위 반전&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2025-10&lt;/td&gt;
&lt;td&gt;293&lt;/td&gt;
&lt;td&gt;224&lt;/td&gt;
&lt;td&gt;+69%p&lt;/td&gt;
&lt;td&gt;KOSPI 4000 돌파&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2026-01&lt;/td&gt;
&lt;td&gt;373&lt;/td&gt;
&lt;td&gt;233&lt;/td&gt;
&lt;td&gt;+140%p&lt;/td&gt;
&lt;td&gt;사상최대 1차&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2026-02&lt;/td&gt;
&lt;td&gt;446&lt;/td&gt;
&lt;td&gt;236&lt;/td&gt;
&lt;td&gt;+210%p&lt;/td&gt;
&lt;td&gt;갱신&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2026-03&lt;/td&gt;
&lt;td&gt;361&lt;/td&gt;
&lt;td&gt;239&lt;/td&gt;
&lt;td&gt;+122%p&lt;/td&gt;
&lt;td&gt;&lt;b&gt;한 달 -19% 조정&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2026-04&lt;/td&gt;
&lt;td&gt;&lt;b&gt;471&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;242&lt;/td&gt;
&lt;td&gt;&lt;b&gt;+230%p&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;V자 반등, 재갱신&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;10개월 만에 -36%p에서 +230%p로 뒤집혔다. 같은 사이클 안에서 한 달 단위 격차가 &amp;plusmn;88%p 출렁이는 변동성도 사상최대다. &lt;b&gt;20년 데이터에 전례가 없다.&lt;/b&gt;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;여기서 통념이 다시 깨진다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;인컴 보정 후에도 KOSPI가 +94% 우위.&lt;/b&gt; 2026-04 KOSPI+배당 7.07억 vs 부동산+saving 3.65억. 자가거주 임대료까지 더해도 KOSPI 폭주를 따라잡지 못했다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;임대료 saving은 매년 일정하게 누적되는데, KOSPI 폭주는 한 분기에 +30~50%씩 점프한다.&lt;/b&gt; 인컴은 결국 &quot;저축의 누적&quot;이고, 자산 가격 폭주는 &quot;한 번에 점프&quot;다. 두 속도가 다른 게임이다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;물론 한 가지 단서가 있다. &lt;b&gt;2026-03 한 달 만의 -19% 조정에서 KOSPI 가격만(3.61억) &amp;asymp; 부동산+saving(3.62억)으로 격차가 거의 완전히 사라졌다.&lt;/b&gt; 인컴 빼고 가격만 보면 &lt;b&gt;KOSPI 폭락 한 번에 그동안의 우위가 즉시 증발할 수 있다.&lt;/b&gt; &quot;서울 아파트 불패&quot; 통념의 일부였던 &quot;변동성에서 자유로운 안전자산&quot;이라는 측면은 여전히 유효한 셈이다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;현재 KOSPI 우위가 영원할 거라는 가정도, 곧 부동산이 따라잡을 거라는 가정도 데이터로는 증명되지 않는다.&lt;/b&gt; 과거 6번의 반전은 모두 사후에야 보였다.&lt;/p&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;본론 4 &amp;mdash; &quot;강남은 다르다&quot;는 통념도 데이터로 흔들린다&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;여기서 한국 독자가 즉시 떠올릴 반론이 있다. &lt;b&gt;&quot;서울 평균은 외곽이 끌어내린 거지. 강남은 다르다.&quot;&lt;/b&gt; 강남 한 채에 인생을 거는 영끌의 근거이자, 한국 부동산 신화의 진짜 핵심이다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;KB 매매가격지수에는 &quot;강남11개구&quot;(강남&amp;middot;서초&amp;middot;송파 등 강남권 11개 자치구) 별도 시계열이 있다. 이걸로 강남만 따로 비교하면 다음과 같다.&lt;/p&gt;
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&quot; alt=&quot;KOSPI vs 서울 평균 vs 강남11개구 &amp;mdash; 20년 누적 (2006-01 = 100)&quot; /&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;자산&lt;/th&gt;
&lt;th&gt;20년 누적 (2006~2026)&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;KOSPI&lt;/td&gt;
&lt;td&gt;&lt;b&gt;+371%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;서울 평균&lt;/td&gt;
&lt;td&gt;+142%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;강남11개구&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;+148%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;강남도 서울 평균과 사실상 같다.&lt;/b&gt; 격차는 +6%p. 그리고 KOSPI와의 격차는 -223%p로 변하지 않는다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;더 흥미로운 건 &lt;b&gt;시점별로 뜯어볼 때&lt;/b&gt;다.&lt;/p&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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HtSwYcM0bNgwDR8+PNn+Xr166ciRI9q5c6d8fX1N2xs0aKABAwZoxIgRGjBggEqWLCk/Pz/T/mnTpuny5cs6cuSIihUrZtpev379FOOwsbFRjRo1TD/XqFFDnTp1UqNGjTR27FiFhIRkxelmSKFChVK9mSolPqQIIO0++eQTjRs37rHlbGxsUk0ApSY6OlrBwcHJvttlxi+//CJ7e3u1bt3abHtK3zddXFzUtWtXrVixItm+9957T2XLltXMmTPTNUr7n0JDQ7Vy5Ur98ssvyWIYO3asvvjiCwUGBurFF19Mduy+ffs0ffp07dq1Szt37kyxfmtraw0bNkyTJ08mCYQcQRIIQIacOnXqkRfpAJ5sUVFRcnZ2Nv28fv16+fr6ytvbO1nZVq1aydbWVhs3bjRLApUqVUojR45MV7tJ08Dt378/w0+lRUdHJ5v+jenggLwvaVqg1G4U2tnZpTh10D8fjomPj1ejRo3UvHlzbd682fRkfOHChfXTTz+pffv2OnnypAICAkzTlQwdOlQfffSROnfurDNnzsjFxSVdsR87dkxPP/202rRpo9GjR2vXrl1mN3olJZtPPiX37t1Tp06dFBMTo3nz5kmSatasqdu3b6crHgBZJyIiQr1791bDhg01c+bMZPuXLVumkJAQBQYGmiWAktjY2GjWrFnauXOnXn/9dbMbitu3b5efn59ZAii9rKys9Nxzz2n06NGKiopK983grBIVFaXNmzebrTEiJV6XSUpx3bWoqCjdu3dPVlZW6e53AUvn4eFhmvrszp07+umnn/TXX3/J3d1dXbt2VaNGjSRJkZGRplHR/1w/MTWBgYGKi4vTCy+8kGXxzpkzR4MHD05z+X9+35SkW7du6bffftPUqVNTTB6lx8aNG5WQkKB27dol21eoUCHVr19fGzduTJYESpoGbvz48apWrVqqSSBJev755/X222/rzJkzqlChQqbiBR6HJBBgoS5fvmy6YE5iGIbu37+fqachklSqVEm7du0y/bxlyxZ169Yt0/UCyP8OHjyos2fPqlOnTqZtx48fV9WqVVMs7+zsrFKlSunEiROZajdpGriJEydmaroQpoMD8ic/Pz/Z2Nik+FRmRESElixZYjbHfJLLly9LSrzBWLRoUdnY2OjcuXOyt7dPVrZo0aL69NNP9corr5jdcKxUqZLmz58vwzDSnYDev3+/unXrpri4OF28eFHHjh1T48aNzZJTP/74o/71r389sp6rV6/K399fly9f1p07d/TVV1/pvffeMxu5HRoamqmbxQDSxzAMDRw4UAkJCVqyZEmKiYwffvhBVapUSbF/SmJjY6M333xTAwYM0OHDh03JIk9PT61Zs0a3bt1K8/oeKSlZsqTi4+MVERGR7iRQTEyM/v77b0mJN5NtbGxMN5STREZGysrKSufPnzet8WNjY2NW5rXXXtPPP/+cbIpLKysrdejQQc2aNUvWdufOnU3vd+zYYbqpDeB/Nm3aZFoOoFatWrpx44b+/e9/a/DgwZo7d65++OEHvfrqq6byKU0z+7AHDx7oo48+0qhRo+Tp6ZklMd6+fVs7duzQtGnT0lT+wYMHWrVqlfr162e2fffu3YqNjU0xcZNex48fV9GiRVN9+LlKlSo6fPhwsu2TJk2SnZ2d3nzzzce24e3trerVq2v16tUpjhIFslLm7wQDyHNeffVVlSpVKtnCfZUrV9b9+/eTzUGdEdbW1ipYsKDp5erqmgWRA7AE77//vqpWrWqWGA4PD1eRIkVSPcbT0zNd0x2l5L333pOHh4dpHaKMevbZZ2UYhtkrN6dHAZA2JUuW1NixY/X6669rxowZunLliu7evat169apbdu2kpTitCVdu3ZV165d1bNnT9O2lBJAkuTj46Mff/xRq1atSnF/ehNAs2fPlp+fnzp06KArV66oTZs2ql+/vsaNG6fw8PA01/PHH3+odu3asre314EDB7Rq1Sp98803qlOnjpYvX56umABknY8++kgbN27UihUrUr0O2rJli7p37/7Yurp27Spra2tt3LjRtG3MmDG6ffu22rZtqwsXLmQ4zoiICNnY2GRopofffvtN5cqVU7ly5bRq1SoFBwebfk56rVmzRsuWLVO5cuVUtmzZFBdzv3z5svz9/XXkyBGz1+HDh/XHH3/Iy8sr2TGBgYG6evWqQkND1bBhwwydO2DJ7t+/r6efflpdunTRpUuXtGbNGu3bt09bt27V4sWLNWPGDI0YMcL0nadDhw6PrfOzzz7TyZMnkz10LEnXrl2TlZWVrKysFBAQkOY4t2/fLgcHB9WpUydN5b/66ivduHFDr732mtn2U6dOydraWmXKlNGUKVNUvXp1ubu7y8fHR+PHj9fNmzfTHFNGvr/u27dPU6ZM0bx589I8Eql58+bJ1sYFsgNJIMACHT16VIMHD052E9MwDN28edN0I+RRrK2tdffuXZ04cUKnT582e128eDHZk1sAICU+rR4cHKyvvvrKbNRhdHR0qjdVpcRpjlL6IpFW27Zt0zfffKN58+alabRj0kX5qVOnFB4eroiICF27dk1nz57Vnj17tHTpUn377bcZjgdA7vjkk080e/ZsffnllypZsqTc3d3VrVs3Va9eXTt37lTRokWTHXPgwAEdOHBA27dvl5Q4HVxcXFyqr/Pnz+vmzZup7k/LuhVbt26Vn5+fxowZoxkzZmju3LlydXXVN998o0WLFmnx4sUqX768jhw58sh6jh07pm7duqlbt24aMmSI1qxZI09PT7Vs2VJHjhxRgwYN1Lt3b/373//O2D8ogAxbtWqVJk6cqJdeeinFad6kxKmLbt68abZOT2rc3NxUpkwZnTlzxrStZs2aWr16ta5evaoaNWro008/1YMHD9Id67Jly9S8efMMTQXXq1evFL939uvXTz169EhxX0oJm4ysW+vh4SFvb28VLVo0yxanByzJgQMHdP36dX388cdm08r6+fmpR48e+uOPP9JV37Zt2zR58mSNHDlSX331VbLrlCJFiujUqVM6derUI0c3/tOVK1dUrFixNN1nOn78uN5//329/fbbyUYt3b59W87OzvL399fq1av1xRdfaN26dRo7dqx+/vlnNWjQwOwhmwoVKpiSVkmvzZs3S0r/99ekaeDGjh2rWrVqpfncS5QoYRpNCWQnpoMDLJBhGGmaN/5R6tWrp5iYGFWrVi3ZPltbW4aqAkjm0KFDGjlypN59991ki1s6OjqaFiZPyYMHDzI8B33SNHDvvvtuin1WSnx9fVWxYkU1b97cbLuNjY2KFCmiUqVKqWrVqho2bFiGYgKQO5LWtnjuuecUGhqqqKgolShR4pFf4h8WGxsrR0dHJSQkPLJc0gLvqbl8+bJKlCiR4r6dO3eqRYsW6tevn3799VeVLl3abH/37t3VoUMHLVu2TNWrV39kHN26dZOPj4/27duX7CZzkSJFNHfuXL355psqXLiwpMQ+zsrKKsUpqQBknXPnzunZZ59V8eLFNWfOHL366qsqX758snL37t2TJLm7u6epXnd3d9MxSZ566ikdP35c7733nt577z3NmzdP8+bN01NPPfXIuu7fv68LFy5o5syZWrt2renGZ26xtbXV33//rZMnTyouLk4PHjzQnTt3dOPGDZ0/f970qlq1qkaPHp2rsQL5RdK1yPHjx82uSxISEnTy5EnVqVPHNCpIkk6cOJHiGq6SdPr0afXo0UMvvviiZsyYocjISD3zzDPasmWLChQoICnxOiNpWm43N7c0P+QXFhaWpqnl7t69q759+6phw4Z6//33k+1PSEjQvXv35OrqqpUrV5q2N2jQQO3bt1eVKlX073//W9OnT5eUOJL6n4nzpLV50vv9ddKkSUpISNB777332PN4WFbMiAGkBUkgAClq06aN7t69m9thAMgnrl27pm7duqldu3b66KOPku338PDQ9evXUz0+PDw8w1NVfvTRR3J2dtZbb72V5mMKFCigU6dO6fbt23rw4IGsra3l4OAgFxeXLFk3DUDue/gmxs2bN3Xnzh25uLiYbjI0aNDAdBMgiZ2dnS5fvpym0Typsba2VvHixVPd36hRI507d06lSpVKts8wDIWFhSkqKkodOnQw9Ud169ZNcSq7I0eOPDaBXqVKFdN7T0/Pxya4AGReUFCQOnfurP/+97+qVauWhg4dqvXr1ycbrZK0ttidO3fSVG9SP/ZP7u7umjFjhl5++WW98sorat26tX755Rc9/fTTZuVu3LghW1tbGYahhIQEWVtbq1mzZtqyZYvq1auXrnP84IMPNGnSpMeWe9QInZdfftk08rpLly566623VLt2bTk5OcnR0VFOTk5ydXWVt7e3SpYsKT8/P/n5+aUrTuBJVrZsWY0ZM0YDBgzQhAkT1LhxY928eVOzZs3SxYsXtXTpUl25csU0vX9qI3FOnDihTp06qWHDhqZ1e2bMmKGnnnpK3bt31+rVqzMVp7OzsyIjIx9ZJj4+Xv369VNUVJQCAwNTnG7Nzc1NkjRu3Lhk+0qUKKEePXpozZo1pm2VKlVKtb20fH9NmkLzyJEj+vzzz7Vp06Y0P3iUJDIyUs7Ozuk6BsgIkkCABbK2tta9e/cUHR2tyMhI0+vOnTs6deqUTpw4oePHj+vSpUtpeuLr+++/V6tWrUxPRADAw+7du6cuXbrIy8tLP/30U4pf9itVqqT9+/eneHxUVJQuXbqkypUrZ6j9PXv26MCBA6k+2b5x40YFBASobdu2Zhf9UmIyaOvWrSpevPgj53wGkP+cPHlSn376qYKDg82m/ihYsKA6dOig0aNHa9SoUcmOK1asWLbH9s8E0Lp16zRt2jRt2LBB9+/fN21PumExbtw4TZgwIVk9DyeAhg8fru+++05xcXGPbLt48eLas2dPjpwn8KTy9fXVr7/+KldXV3377bfq2rWrvv76a40YMcKsXMGCBVWgQIEUFxf/p7t37+rChQspJpCT1KhRQxs2bFC/fv00dOhQNW/e3Ozp+oIFC5q+/9na2qp48eJpHoX0T2PHjtWgQYMydGySpFGKkvTKK6/olVdeSdNxkZGReuONNx67gD2AxDV8qlWrpqlTp+qNN96Qm5ubunTpol27dqlEiRIqUaKEaYrGPXv2JDt+48aN6tWrl5o1a6ZFixaZki/Ozs5auXKlmjVrpjfffFN169bNcIxeXl66du3aI8sMHz5cO3bs0Pbt2836jocljbhMbTR2iRIltGHDhjTFVKlSJV27dk23bt1SwYIFk+3/66+/TN9fDx48qAcPHqhRo0ap1pf0Hfmfo8XDwsJSXPMMyGokgQAL1LBhQ/3nP//RggULzLa7u7urZMmSKl26tGrUqKGePXum6Yn3V199VbNnz35kEqhEiRJ65plnTE+QAHgyxMXFqU+fPrp+/bp27NiR6lNMzZs3V0BAgEJDQ5NNMRASEqK4uLhkU7Ol1dy5c1Nd5PPFF19U8eLF9dFHH6W62PHQoUPVv39/ffjhh6m2UbhwYfn5+WV4yjoAOWv9+vXq1q2bGjdurO+++0716tWTl5eXbty4oQMHDuiHH35QkyZNNGvWrFSndevcubNWrVqVpva8vLy0bt26NK3r8U+ffPKJ3n33XQ0dOlSrVq1SlSpVVKBAAYWGhmrLli2aPXu2fH19tXLlSrVs2TLVejZs2KBBgwalOGIoyfnz59WuXTudOnWKJBCQjdq3b2/6XtSlSxcNHDhQb7/9trp06aKyZcuayllZWalJkyZauXKlPv/880fWGRwcrISEBDVu3PiR5WxsbPTFF1+oXLly2rBhg/z9/c32ZaSfSom7u3uGE0iPcvbs2ceOWLSystKkSZNSHBUFwJy1tbX69u2rWrVqqX79+uk+Pmlts8mTJycbKVSiRAlt3LhRhmFo/fr1GY6xWrVqunbtmsLDw1OcFu6jjz7Sjz/+qD///NNshPM/NWzYUNbW1jp69GiK60CeOXPmkYn0hyV9N12zZo1ZPypJERER2rNnjwYMGCBJ6tGjhw4cOJDi2mYrVqzQhAkTtH//fllZWSW7/jp06FCapzQHMoMkEGCBPv30U73zzju6d++eaX2gAgUKZOv875UqVdLPP/+cbfUDyJtefPFF7dy5U1u3bk11/mgpcdHgN954Q59++qnZ9EsJCQn69NNPVb9+ffn4+GQohtKlSydbUyOJq6urPDw8VLt27QzVncTX11fbtm3LVB0Acs7IkSPVpk0bLVu2zOyBl2LFiqlYsWLq1KmTJk6cqNdff13+/v7y8PBIVkdAQIBu37792Lbi4uJUq1Yt7d69O903V69evar3339f//nPf5JNXVKmTBmVKVNGAwYMUJ8+fTRs2DD99ddfqdaVkJCgUqVKmebiT0nSTWmmhANy1vTp07VmzRoNHTpUa9euNRs1PXjwYPXr10/Lli1Tz549Uzw+ISFBn3/+ucqXL5+m6XOTRhQ6OjpmSfyPsmvXrkc+/f4wOzs7DR48WHPmzElx/40bN1SxYsUUb6T+k4uLi06ePPnI6TcBJPrzzz/Vp08fxcXFpTrlmyT1798/WXJ33bp1j5zWMa1JlUepVauWPD09FRISor59+5rtmzdvnj788EPNnz9fLVq0eGQ9Xl5eateunSZNmqSWLVuaXQMePXpUK1eu1KeffpqmmMqWLatWrVrpP//5j3r16mU2/dyUKVNka2trSg65urqqVq1aKdZz4MABSUrx+2hcXJw2b96sV199NU0xAZlBEgiwUNn1ZBYAJJk8ebICAgI0c+ZMJSQk6MiRI2b77ezsTE9qFShQQF9++aUGDx6s+Ph4DRgwQFFRUZo2bZp2796tjRs35sYpALBQJ0+e1MiRIx854rlbt2768MMPdf78+RSTQJ6enmlapFhK7O8yso7QmTNnFB8fr27duqVaxsrKSj169NDSpUsVHx//yJs3APImDw8PffPNN+rVq5dmz55tNu2Zv7+/Zs6cqaFDh6ps2bLJbhQmJCTo1Vdf1f79+7Vs2bJH3oxN8t1338nNzS3Do6zTo27dujp9+nSaEjezZs1SUFBQqvsLFy6cpiT1uXPnVL58eZ0+fZokEJAGSX+fj/s7HTx4cLJtaelzMsvKykrdu3fX8uXLzZJAmzZt0rBhwzRo0CDVqlUr2fdNKysrVapUyWwdnqlTp8rPz09du3bV66+/LldXV+3YsUOTJk2Sn59fuhIuM2fOlJ+fnzp37qxx48bJ3d1dS5Ys0ZQpU/Tll19mehq3kJAQWVtbPza5BWQFkkAAHsvGxkYXL17U6dOnH1u2UKFCqc7PCsCyJM2nPHLkyBT329raKjY21vTzoEGDVKhQIX3yySeaN2+ebG1t1aRJE23duvWxc0jb29tnaDSjvb39YxfntLGx0dWrV+njAAtSt25dLV68WC+88IIcHBxSLDN//nwVLFjwkdOKZLfq1avL0dFRP/30kz7++OMUy8TGxmrBggWqX7/+IxNAVlZWunTp0iP7svPnz0tSmqYDBpC1evbsqf79++vNN99U586dVaZMGUmJf7tLly5V+/bt5efnp+HDh6tLly5yd3fXiRMnNGvWLO3atUtTp05Vjx49zOqcMGGCbt68qY4dO8rb21thYWFasGCBfv31V/33v/9VgQIFsv28bG1t07x2bIkSJTKUMP+npOl5GdUIpE3S9cOxY8dSnb47iZWVlcqWLZvjD52MHTtWderUMVsjZ/PmzYqLi1NAQIACAgJSPG7Lli1q2rSp6efq1atr+/bteuedd9SvXz9FRkaqfPnyGj16tN58883Hfjd8mI+Pj3bs2KHx48erX79+io6OVvXq1fXzzz+rf//+aarjUd9jk9aKe9z/CZAVSAIBkJ2d3SNvrnbs2FEfffRRigsS/1OvXr0e+XQXAMvx559/pvuYbt26PfKJ99QMGDDANOdyeqQlxvbt22vWrFmpTk3yMPo4IH/49ttv1b59ezVq1EhDhw5V7dq1VaRIEUVEROjw4cNasGCB9u3bp19//TVX15Tw8PDQt99+q6FDh+rAgQPq37+/KlWqJDc3N4WHh2vHjh0KCAjQnTt3tHr16kfW1bRpUwUEBGjevHmPLFeqVKlcTXwBlu5RD6DMnDlTW7Zs0b/+9S+zNceKFCminTt36ttvv9XChQs1b948RUZGqmjRomrZsqVmzZqV4gMzPj4+mj17thYuXGhavLxNmzYprjGRngdq0vIQDYD8o3bt2ipevHiqU5b9086dO9WwYcN0tfHPPia9o6SrVKmiXr166euvvzat1fruu+/q3XffTVccUmIiaNmyZek+LrW6li9fnuHjU/see+7cOW3YsCFN30GBrGBlpGXMLgAAAADkI+Hh4fr666+1evVqXbp0SWFhYSpUqJBKly6tVq1aacSIEamuJ5ZenTt31muvvaaOHTtm6PijR4/q66+/1oYNG3ThwgXFxMTI29tb5cqVU5cuXTRs2LAceaIfALLTF198oenTp+vy5cuZqic0NFTFihVTSEiIWrZsmTXBAch1YWFh8vPz05YtW1SsWLHcDidb9e3bVx07dtSQIUNyOxQ8IUgCAQAAAAAAIFstWbJEixYt0qJFizJVT0REhJo2baoFCxaoTp06WRQdgLxgxYoVWr58uebOnZvboWSbbdu26fPPP9fSpUtzOxQ8QUgCAQAAAAAAAAAAWCBWBAUAAAAAAAAAALBAJIEAAAAAAAAAAAAsEEkgIIcdOnRIGzduzO0w8q2ffvpJERERuR0GYPHoqzLn22+/VWxsbG6HAVg8+qrM4boKyBn0VZlDXwXkHPqrzOF7IPIqkkBADoqKitLgwYNVoUIFGYah5cuXy9/fX+XLl5ezs7MqV66sUaNG6fr166nWsXbtWrVo0ULu7u4qXLiwevbsqaNHj6ZaftGiRWrQoIFcXFxUtGhRDRw4UJcuXUqxbHh4uMaPH68qVarI2dlZJUuWVM+ePbV58+YMne/XX38tX19fU10jRozQrVu3Uix77tw5vfDCCypRooTs7e1VqlQpjRo1Kll5Nzc3jRgxIkPxAEib3OirpMRFflu3bi1HR8d0xTtu3DhZWVlp2LBh6TpOkuLi4vTxxx+rUqVKcnJyUrly5fTuu+/qwYMHjzxu/fr18vDw0L/+9a8U90dHR2vChAnpjgdA2uVkX3X//n198803atu2rYoXLy5XV1fVqlVLX3755WO/6F+8eFG1atVS1apVM33OaanrypUr+vDDD9WwYUMVKlRIhQsXVvPmzRUcHJysLNdVQPbLy33VzZs39fnnn6tZs2by9PRUgQIF1LBhQ/33v/9VZpaPTmu/l9brMPoqIGfk5f7qYQsXLlSXLl1UvHhx2dvby8vLS88//3y6zzc996z+yd/fX1ZWVvrkk0/MtvM9EHmWASDHjBw50pgwYYJhGIYRGhpqFCpUyBg5cqQRGBho7Ny50/jhhx+M4sWLGxUqVDDu3LmT7PilS5caNjY2xvDhw42tW7caa9euNbp06WK4u7sbhw8fTlZ+xowZhq2trfHBBx8YO3bsMIKDgw0/Pz+jePHixtWrV83KXr582ShdurRRrVo1IyAgwNi1a5exdOlSo0WLFoa1tbXx66+/putcR48ebbi4uBhTp041du3aZSxevNioWrWqUaNGDSMyMtKs7OHDh41ChQoZvr6+xk8//WQqX6NGDaNOnTrJyrdu3dpYtGhRuuIBkHY53VcZhmGcPn3aqFy5slGoUCEjPZcnW7duNdzd3Y2KFSsazz//fLrPtXfv3oanp6fx/fffG7t37zYCAgKM4sWLG23btjUSEhJSPGbu3LmGg4ODUaBAgVTbjI2NNXx8fIzt27enOyYAaZOTfdXChQuNChUqGJMmTTJ+//13Y/v27cakSZMMBwcHw9/fP9UYd+3aZXh7exuFChUyypQpk6nzTWtd//rXv4ymTZsas2bNMkJCQoyQkBBj8ODBhiRj1qxZycpzXQVkr7zcV3366adGrVq1jClTphh//vmnsWXLFmP06NGGtbW1MW7cuAydb3r6vfRch9FXAdkvL/dXhmEYUVFRRseOHQ1nZ2dj3Lhxxpo1a4w9e/YYK1euNGbPnp2uc03PPat/+uWXX4wSJUoYnp6epn+vJHwPRF5FEgjIISdPnjQKFChg3L5927QtNjY2WbkDBw4YNjY2xrRp08y2R0VFGUWLFjVee+01s+3x8fFGs2bNjGbNmplt//vvvw0nJydj6tSpZtvv379vVKxY0Rg4cKDZ9qFDhxrFixc3bt68abY9NjbWaNasmVGlSpU0n+vevXsNKysrIygoyGx7aGio4eHhYbz//vtm2xs3bmzUqFHDiI6ONtseERFheHt7G5999pnZ9pCQEKNcuXIp/vsByJyc7qsMwzD27dtnFClSxBg6dKgxZ86cNCeBIiMjjcqVKxuzZs0yWrRoke4k0NKlSw1ra2tj9+7dZtuPHDli2NnZGXPnzk12zEcffWS4uLgYK1aseGybP/zwg/HUU0+lKyYAaZPTfVVcXFyKieGvvvrKkGTs378/2b4//vjDcHZ2Nj744ANjwoQJmUoCpaeu1K6P+vTpYxQuXNiIi4sz2851FZB98npfldrf/dixYw0bGxsjPDz8UaeXTHr6qvReh9FXAdkrr/dXhmEYzz33nFGoUCHjyJEj6Tiz5NJ7z+ph165dM4oUKWL89ttvRpkyZZIlgQyD74HIm0gCATlkyJAhxrBhw9JU1sfHJ1mSZtGiRYa1tXWyETyGYRjBwcGGJOPUqVOmbZ999plRqFChZIkVw0j8UHVwcDDu3btn2ta8eXOjZ8+eKcbz8ccfG87OzmmK3TAMY/jw4Ub16tVT3Dd27FijZMmSpp8vXbpkSDLmz5+fYvl///vfhq+vb7Lt1apVM/773/+mOSYAaZPTfZVhGMbFixeNGTNmGIaReMGc1iTQ6NGjjRYtWhgJCQkZSgJ17tzZ6NSpU4r7+vTpYzRt2jTZ9oULFxp79uwxDMN4bJuRkZGGh4eHsWnTpnTFBeDxcqOvSkl4eLghKcWk8f79+40FCxYYhmFkOgmUFXUtXrzYkGScOXMm2T6uq4DskR/6qpTs3r3bkGSsW7cuTeWTpKevysh1GH0VkH3yen+1f//+R947So/03LP6p969e5vOPbUkEN8DkRexJhCQA+7fv68FCxbohRdeSFP5qKgoOTs7m21bv369fH195e3tnax8q1atZGtra7Z43/r169W8eXM5ODgkK9++fXs9ePBAO3bsMG2rXbu2du/erXv37pmVTUhI0KpVq/TUU0+lKfakttu1a5fivvbt2+vy5cs6c+aMpMT5oiWpcuXKKZb39fXVkSNHdP/+fbPtzz//vObMmZPmmAA8Xm70VZJUqlQpjRw5Ml2xbtu2TXPmzNH3338vKyurdB0rSfHx8dq4caPat2+f4v727dtr165dioqKMtver18/1atXL01tODk5qW/fvvRVQBbLrb4qtbolJatfSry2GjBgQJpifJysqOtRsXJdBWS9/NJXZUX5JGntqzJ6HUZfBWSP/NBfLViwQF5eXllybZWee1YPW7hwobZt26bp06c/sn6+ByIvIgkE5IANGzbIwcFB9evXf2zZgwcP6uzZs+rUqZPZ9uPHj6e6sKazs7NKlSqlEydOpKl8+fLlZWtra1b+7bffVkJCgp5++mlFRERISvzwfe6553TixInHfsgliYuL0+nTp1Ntu0qVKpJkatvV1VWSFB4enmL5GzduyDAMnTt3zmx769attWPHDt25cydNcQF4vNzoqzIiKipKL7zwgiZOnKiKFStmqI5Lly7p/v37j+yrYmNjdfbs2cyEqtatW+vPP//M1OLKAMzlpb5q6dKlsre3V5s2bdIWfC5aunSpateuneLNGa6rgKyXn/uqpUuXytPTM02xZ0RGr8Poq4DskR/6q23btql169ayts7crez03rNKEhYWpldffVWzZs2Sh4fHY9vheyDyGpJAQA7YvHmz/Pz8ZGNj89iy77//vqpWrapu3bqZbQ8PD1eRIkVSPc7T01NhYWFpKm9jYyMPDw+z8sWKFdPmzZt19+5dVa5cWe+88458fX11/Phxbdq0SdWqVXts7JIUERGhuLi4VNv29PSUJFPb1apVU6FChRQUFJRi+fnz50tSsgv9unXrysHBQdu2bUtTXAAeLzf6qox477335OHhoddffz3DdSQlntPaV2VU8+bNFRYWpr/++itT9QD4n7zSV925c0f/+c9/9Pzzz5v6jLxqz549WrZsmcaNG5fifq6rgKyXX/uqS5cu6dtvv9Xrr78uW1vbx5bPiIxeh9FXAdkjP/RXp06dUuXKlXX48GH16tVLnp6eKlasmDp06KA1a9Y8Nu4k6b1nleSVV15R69at1bt37zS1w/dA5DUkgYAccOXKFZUqVeqx5X788UcFBwfrq6++SvZ0Q3T0/7V37+ExXXsfwL8zySSRkCtJSJAgLjklcuIQlwp1KxWOU7RFk1Jpm2oEaWmo+7Xv0YOGE6pUEpdXqbuqRCpxqaQoQdTRIJSQRGKQ6yQz+/3DM/NmMvdkIuR8P8/jj1l77bXX3rOz7Fm/vdYqg5WVlc59ra2tUVZWVuP8wLOH8DfeeAOPHz9GXFwcbt68iX79+sHR0VEtX0JCAkQikdo/5VsayjJ1HVs5PZ0yn0QiwcKFC7FlyxbMnz8ff/75J2QyGTIzM/HOO+8gNzcXADSuh4WFBdzd3ZGTk6PzHInINPXRVpnql19+QWxsLDZv3mzwLbDFixdrtFXvv/++qp6A8W1VTbm6ukIikbCtIjKjF6Wtmjp1KioqKrBkyRLjKq6DvucqcygtLUVISAj69u2Ld955R2sePlcRmd/L2FYJgoD33nsPLVu2xIwZM9S2mbOtqulzGNsqorrxMrRXjx8/xqVLlzB48GD07NkTP/74I+Li4tC6dWsMHjwYX331lSqvOfusgGfTwKWmpmLt2rV6618VfwfSi6ZuXusgIjV5eXkG15C4dOkSIiIiMGfOHK0P0zY2NpDJZDr3Ly8vR6NGjWqc/7fffsPf//53uLu748iRIxgwYADOnTuH2bNno2PHjti4cSPeeustAMCIESNw+fJltfKaNGmiOi4AnccuLy8HALVjR0REwMnJCYsXL8aiRYtU5YSGhmLZsmUYOXIkHBwcNMoyx4gCIvp/9dFWmUI5DdycOXOMGp0YHh6OUaNGqaUph+7XpK2qCZFIBBcXF7ZVRGb0IrRV3333HRISEnDkyBG4uroaX3kt9D1XmUN4eDgKCgqQlJSkdw01PlcRmdfL2FYtWLAAaWlpOHPmjOpZScmcbVVtnsPYVhGZ38vQXikUCvz44484e/YsunTpokofPHgw7OzsMHv2bEyYMAFubm5m7bNSTgO3Zs0ak575+DuQXjQMAhE9B7a2tigpKdG5PTc3F8HBwRg0aJAqCFKds7MzHj58qLOM/Px89OrVy6j8crkchYWFcHJyUn0ePXo02rRpg+TkZNUQ4G7duiExMRHh4eGYMGECAgIC0K5dOzg4OGgNygCAg4MDxGKxzmMrh/4rj600YcIETJgwAVKpFA8fPoSHhwcaNWqEuLg4WFhYwMvLS6OskpISkxcrJSLd6qOtMsWiRYtga2uLWbNmGZW/adOmOof5K4NBprZVNcG2isi86rutSk1NxYcffoivvvpK56LmptD3XFVby5Ytw86dO3H8+HF4eHjozcu2isi8Xra2avv27ViyZAl2796t1sGqZM62qjbPYWyriMzvZWivmjRpgj59+mhtnz7++GOsXr0aJ06cwJgxY8zaZxUZGYmePXti/PjxOs9NF7ZX9CLhdHBEz4Grq6tqWrPqioqK8MYbb8DV1RVbt27V+Yamj4+PzrlES0tL8eeff6J9+/ZG5b958yYqKytV+S9fvoxbt27h008/1ToH7JdffgmFQoHDhw/rPU/g2ZDa1q1b6zy2Mr1qXatydHREu3btVG9d7N+/H6+88orWN0by8vJq/fYtEf2/+mirTHHu3DlcvHgREolEY3h/amoq4uLiIBKJMGjQIINltW7dGhKJRG9bJRKJ0K5duxrVVam8vBxPnjxhW0VkRvXZVl29ehWjRo3C5MmTa7Uu2fOwfft2zJ07F1u2bEFgYKDB/HyuIjKvl6mtSklJwaRJk7B8+XKNUdR1oTbPYWyriMzvZWiv2rRpo/OFFmW6VCrVub+SqX1W586dw6FDhzR+f4pEIty+fRsLFy6ESCRCWFiYWjn8HUgvGgaBiJ6DTp06aQxFBYDKykqMHj0aDx8+xMGDB/W+IdC3b19cunQJDx480Nh2/PhxVFZWom/fvmr5U1NTVUNZq0pKSoKlpaXqLQy5XA5A9xvvtra2kEgkqKys1H+iVY6dmJiodVtSUhJcXV3RsWNHg+Xcv38fhw8fxrhx4zS25eXlITc316gpoYjIOPXRVpli06ZNuHDhgtZ/AQEBCA4OxoULF/Dtt98aLEvZBuprqwICAmBnZ1ejuipdunQJYrG4xoEvItJUX23VvXv38Prrr6Nnz56IiYmp/YnUoeTkZLz33ntYsmSJajpfffhcRWR+L0tbdfnyZfz9739HaGgoZs6cacSZ1V5Nn8PYVhHVjZehvQoMDERmZqbWbTdu3AAAo9Y1UtbV2D6rI0eO6PwN2rx5c3z44Ye4cOGCxggp/g6kF45ARHUuMzNTACA8ePBALT00NFRwdHQUMjMzDZYhlUoFR0dHITIyUi1dLpcLr776qtCtWze19Bs3bgiWlpbCqlWr1NJLSkoEHx8fYfTo0ao0mUwmuLm5CSNGjBAqKio0jh0bGysAEH799VeD9RQEQUhNTRUACHv37lVLf/DggeDs7Cx8+umnBsuQSqVC7969hVatWglPnz7V2P6///u/gpubm6BQKIyqExEZVh9tVXXfffedUJPHk6CgICE0NNSkfeLi4gSxWCycO3dOLT0zM1OQSCTC2rVra33MFStWCN27dzepXkSkX320VVKpVOjcubPg7++v9bnEkPnz5wutW7c2eb+alHXx4kXB3t5eCAsLM7pMPlcRmd/L0FbduXNH8PDwEIYOHar1d2BtGGqravIcxraKqG68DO3VmTNnBABCcnKyxrZx48YJrq6uQklJicFyBME8fVaCIAitW7cW5s+fr3UbfwfSi4ZrAhE9B76+vmjXrh0OHDigGiK6bNkyxMXFISYmBgqFAleuXFHbRyKRoEOHDqrPDg4OWLNmDd577z3I5XKMGzcOpaWlWLVqFc6ePYvU1FS1/du0aYO5c+fis88+g1QqxbBhw/Dw4UMsXboUhYWF+J//+R+1Y8XFxWHUqFEICAhAVFQUOnXqhIcPH2LXrl2Ii4vDJ598gr/97W9GnW/fvn0xceJETJgwAUuWLEGfPn1w+/ZtzJ07F05OTpg9e7Za/sOHD6O8vBxeXl4oLi5Geno6YmJiIJPJkJiYiMaNG2sc48CBAxgxYoTeBY6JyDT10VbVp/HjxyMhIQHDhg3D8uXL4efnh6tXryI6OhoBAQEaQ/pr4sCBAxg5cqQZaktESvXRVo0ZMwa3b9/G7t27kZ2drVEnR0dHeHp6mv9kTVRQUIChQ4fCy8sLU6ZM0bgOwLMpU6qP/uZzFZH5vehtVUVFBYYOHQoAmDdvHq5du6aRv1mzZnBzc6vVddClJs9hbKuI6saL3l4Bz0YCTZ48Gf/4xz+wYMEC9OnTB/fu3cPGjRuRmJiIH374QesyAtqY2mdVE/wdSC+c+o5CEf232Lhxo9C1a1fV50GDBgkAdP6ztLTUWs6BAweEnj17Cra2toK9vb3w+uuvC+fPn9d53M2bNwt+fn6CjY2N4OzsLIwePVrIysrSmvfmzZvCRx99JHh6egoSiUT1VtjBgwdNPt/Kykrhn//8p9ChQwfB2tpacHV1FSZNmiTk5uZq5F21apXQsmVLQSKRCA4ODkJAQICwYMECQSqVai07NzdXaNSokXDt2jWT60VE+tVXW6W0bds2QSKRmFzvQYMGmfTWu1Jpaakwe/ZswcvLS7CyshI8PT2F6dOnG/U2mqFjXrx4UWjcuLFQWFhocr2ISL/n3VZJJBK95Q8cOFBvfZcuXSr4+PjU7qSNKOvUqVN66wlAWLJkido+fK4iqjsvclv1559/CiKRSG/+yZMn1/jcjWn3THkOY1tFVLde5PZKqbKyUli5cqXQoUMHwcrKSnB2dhaCg4OF9PR0k8/XlD4rXXx8fISlS5dqpPN3IL2IRIIgCLWIIRGRkSoqKtC+fXt899136NevX31X56W2aNEi/P7779ixY0d9V4WowWFbZT6TJk2Cm5sbli9fXt9VIWpw2FaZD5+riOoO2yrzYVtFVLfYXpkPfwfSi4hBIKLn6Oeff0Z0dDTS0tI4hL2GcnNz0atXL/zyyy91NjUB0X87tlW1d/nyZbz99ts4d+6c0dMSEJFp2FbVHp+riOoe26raY1tF9Hywvao9/g6kF5W4vitA9N/ktddeQ58+fbB169b6rspLa968eVi5ciUf/onqENuq2vv888+xZcsWPvgT1SG2VbXH5yqiuse2qvbYVhE9H2yvao+/A+lFxZFAREREREREREREREREDRBHAhERERERERERERERETVADAIRERERERERERERERE1QAwCERERERERERERERERNUAMAhERERERERERERERETVADAIRERERERERERERERE1QAwCERERERERERERERERNUAMAhERERERERERERERETVADAIRERERERERERERERE1QAwCERERERERERERERERNUAMAhERERERERERERERETVADAIRERERERERERERERE1QAwCERERERERERERERERNUAMAhERERERERERERERETVADAIRERERERERERERERE1QAwCERERERERERERERERNUAMAhERERERERERERERETVADAIRERERERERERERERE1QAwCERERERERERERERERNUAMAhERERERERERERERETVADAIRERERERERERERERE1QAwCERERERERERERERERNUAMAhERERERERERERERETVADAIRERERERERERERERE1QAwCERERERERERERERERNUAMAhERERERERERERERETVADAIRERERERERERERERE1QAwCERERERERERERERERNUAMAhERERERERERERERETVADAIRERERERERERERERE1QAwCERERERERERERERERNUAMAhERERERERERERERETVADAIRERERERERERERERE1QAwCERERERERERERERERNUAMAhERERERERERERGRVvHx8Xjw4EF9V4PopSKXy/H1119DJpPVd1VgWd8VICIiIiIiIiIiMperV69izZo1GumWlpYYNWoUBg4cCADIyspCfHw8Fi1apJYvLS0Np0+fRlRUlN7jrFq1Cr1790b37t3NV3ktCgsLER0dbTCfp6cn5syZA7G4Yb/zffHiRaSmpiIyMhJSqRQLFy7EqlWrjN5/8eLFGD9+PNq0aYOtW7fC3d1ddU8AzzpuqxOLxRCJRKrPf/zxBxISEjTunXPnzqFEhiQAABy6SURBVGHjxo0a+9vY2CAiIgLt2rUDANy8eRObN2/GkiVL1PIpFAoIgqCWJhKJNL7TNWvWoEePHggMDNR7rllZWUhISMDChQv15tMnMzMTgiDA3d1dlXbr1i2sXr0aZWVlevd9++230b9/f7U0hUKB1NRUJCcno7CwEE5OTujXrx9ee+01WFhYqPJt27YNjo6OeOONN/QeY+PGjTh//rzGdQOA6OhoeHl5QaFQICIiAkuXLoWjo6NGfYy55lOmTMHixYvh7Oyssy6CIEChUGikVz0v4Fkbk56ejsjISLX0o0ePYs+ePRr729vb47PPPoOrqysA4OzZszh16hSmT5+usy4A8OOPP6KgoADvvvuu3vTCwkLMmzcPa9eu1Shj+fLlyM7O1nucVq1aYc6cOXrzAMb9bRUWFmLu3LlYt26dRt6MjAz8+9//1lm+SCRC27Zt8dlnn6mlf/3118jMzNS5n6enJ+bOnQsASEhIgLOzs8Z9d/jwYRw4cEBnGQBgbW2N8PBwdOrUCcCz77179+44ePAg3nzzTb371jUGgYiIiIiIiIiIqMHw9fXV2lEYGxuLJ0+eqD5XVFSgsrJSI59CodDaWVmdrv2V0tPTER8fj7CwMHTt2lVnvt9//x0bNmxAcHAwBgwYoLHd2dkZsbGxWju5lUpLSxEVFYWSkhI0btzYYN1r6tGjR4iOjsZXX30FOzs7VbpUKsWKFSvQq1cvjBgxAgAwd+5c5OXlAXgWBGnWrBn69u2LV199Va3Tt7qUlBR8//33at+BWCxG//79MXbsWLXrXllZqfaWfUVFBRYuXIj8/Hy1Mhs3bozZs2fDxcUFFRUVqKioUO1f9Ts8f/48vvnmG406WVpaqn2P1fdT6tatG/z9/dXSBEHAwoULcefOHVUQqGodqoqOjoZUKtVIb9u2LWbOnKn6rOv41Z0+fRpPnz5FaWkpGjVqZDB/dYIgYNeuXZgyZYpaek5ODtzd3dXqpI22gOSePXtw5coVjB07Fs2bN8f9+/dx4MAB3L17FxMnTlTl03WNqrt16xamTJkCX19fjW3K4IsgCFqvWW5uLubNm6exn0gkwpAhQzBq1ChVmjHXPDExUWsQx9raGjNmzICXl5fesgYPHqwWkASeBU6ioqJw//59VRDI2Gsjl8u1tmXV0ysrK7WWp1AokJ2djblz56J58+Y6j6Pv71kpOzsby5cv10gXi8UYO3asKlio7zr7+fnpDAI9ePAAq1evho+Pj8a2qVOnAngWuO/Rowd69eoFAPjss88QHh6ONm3aqPLK5XKt12Lo0KEYPHiw3nP85ptvcPv2bVUQCAC6d++OBQsWICgoCE2bNtW7f11iEIiIiIiIiIiIiOpVWVkZkpOTVW9fP3r0CMuWLcPw4cMRFBQEALhy5QqsrKzQvn17g+VVf/NeLpfjzp07eO2118xfeS2OHj2K1NRUWFlZ6Q0opaenY/fu3bCxsdGbz9DoHisrKwDPgi11SS6XQxAEtYCUXC7Hxo0b0bx5cwwfPlwtffz48ejWrRvKyspw/fp17Ny5E3K5XGN0SFXZ2dkICgrCP/7xD1VaSkoKLl26ZLB+T548QX5+PlauXKm6FgqFArNnz0ZBQQFcXFz07h8QEIANGzZopK9evRoPHz40eHxA895TKBR48uSJ3hEkSl9++aVG2t69e3Hnzh2jjl3V+fPnkZGRgY4dO2Lbtm2YNGmSyaPEMjIyYG9vj2bNmqmlC4IAKysrjXM15MmTJzh27Bjmz5+vCio0a9YMXl5emD17Nvr27Yu2bduaVCbwLEhnal0AwM3NTev3vWLFihr9LQ0ZMgRDhgxRSxMEAfPnz8ejR49UQSBdRCKRxnmUlpZCJpMZdf+Y4unTp7h58yaAZ+2tNsq/cxsbmxpd36q8vLy0XuuEhARVsNgY1etRWFiIpKQkpKWlYcSIEXrbFl0uXLiA9evXqz4PHTpUI49YLDb492NhYQFLS/Vwi1gsRo8ePZCcnIy33nrL5LqZC4NARERERERERERUr2xsbFBUVIRTp06hT58+AKAWaMjNzcVPP/2ETz75pEblnzp1CtbW1ujYsaNZ6qskCALkcrna9FG//fYb0tPTMWvWLK2d+krZ2dnYt28fZsyYge3bt9eqHkVFRZBIJBodkM/D3r178fjxY0RHR2t0klpZWcHW1ha2trYIDAxEUVERfvnlF4MdtdbW1pBIJKrPxo5iUd4ztra2ap3FlpaWekdSGSKVSmv8Fn9WVhbKysoQGxurll59WjJtBEHAuXPnVKOrjHXs2DEcPHgQYWFh6NChA1avXo3169dj4sSJJo0IOnXqlFmnO8zPz4eVlZXGqBJ7e3u4u7sjNze3RkEgc3r48CFu376NDz74wCzlCYJQq/vn8uXLAKAxdWBtr9OVK1dw5cqVWpVhDlKpVG3kjDEqKyvx+++/Iz09HefPn4dCoUC/fv3QoUOHGtXB399fFaDasmVLjcoAoHMkZo8ePbBkyRKMGTOm3qbrZBCIiIiIiIiIiIjq3ZgxY7B+/Xq4ubnBx8cHK1euBPDsTfiEhARMnDixRm/n37lzB3v27EFYWJhGB1xBQQE+/PBDAEBISAh69+5tUtnx8fGIj4+Hs7OzaqojPz8/+Pr6Gqyrl5cXvvjiC7Vp1Wrq0aNHcHJyqnU5prp48SJOnjyJWbNmGXUebm5uOkcdvKgeP36MBw8e1LjT/ejRo+jduzdCQkJUaf/5z3+wefNmg/tmZmZCJpNpTDGny40bN3D48GHk5uZi6tSpqjpPmzYNcXFxmDdvHoKDgxEYGKgaPaaLXC7H9evXtY5eEIlEkMlkBqdNrL7ei4uLC2QyGfLz89VGFxUXFyMvL0813VldUU57ZmFhobMzPjU1FZ07dzbbyJvbt29DLBbDw8PD5H0VCgWSkpIwYsQItTVqfvnlF5w6dcqoMs6cOYMzZ85opPfo0UO1JlB+fr7WdaOU3115ebne71rbGkrGkMvlyMrKMirImZubi4yMDNy6dQvXrl2Dk5MTunfvjpEjRyI/Px+XLl1CbGwsSktL0bZtW/Ts2VPvNJx1oaioSGs73LRpU9jY2CA7O1tt6rnniUEgIiIiIiIiIiKqd2KxGBMnTkRsbCxCQkLQtGlTCIKA+Ph4jBw50uBUXtr85z//wfr16zFs2DC88sorGtudnZ2xaNEiAKjRKJqQkBAEBgaqdXRbWFgYPXWSOQJAwLP1MFq0aGEw39GjR3HkyBG9eYYOHaoxpZU2Dx8+RFxcHEJDQ406NvAsIFeT77E+/frrr/Dx8UGTJk00tik7xnV93ykpKbh16xbmz59v8nErKiqwc+dOBAcHGwzYAMCOHTtw/vx59O/fHx999JHaPhKJBJMnT8bly5exf/9+7N69GxMnTtQbXLp37x4sLS01poIDgBYtWuDBgwf4+OOP9dZp0KBBGD16tOqzo6MjgoKCsGHDBowfPx4eHh7IycnB999/D19fX9WaSXVF+T0EBgaqrT+klJOTg5SUFERHR5vtmGlpaejatatGkEQ5ihDQff/s3bsXMpkMgwYNqvHxe/bsiffee08t7eDBgygoKFCNttPV9onFYnh5eanaSF3s7Ozwr3/9y+S6ZWRkoHHjxmjVqpXGNuW1UQYSc3JyUFBQAH9/f4wZM0YtSNesWTPVmlCPHj1CVlaWSe2MMdPBGUMqleoMHnp7e+PmzZsMAhERERERERER0X+3Ro0aISQkBFu3bsVHH32En376CX/5y1+0LvatT0lJCQ4dOoSTJ09i7NixePXVV7XmE4lEatOOAc86HWUyGYqLi1FZWQm5XI7y8nIUFBQgPz8fUqlUtWC8tjU86kN2drZRIw369u2LgIAAvXmMCUxVVFRgw4YN8PX1xV//+leD+WUyGS5evIjExESEhoYazG/I9evXVSO4ahK8q9phrfwutZHJZEhOTsbbb7+tsa2goEAVBAkNDVUtNq+UmJiIQ4cOITIyEvv378fp06fVthuaDm7fvn3Iy8tDy5YtDZ0OAOD111/Hm2++qTdg1LlzZ3Tu3Bl37941ePzHjx/DwcFB6zZvb2+sWbNGLe/MmTOxZs0agyPgxo4di6NHjyImJgbFxcWwtbVFUFAQhg0bpnc/XUQiEcrLy1VrVZWVlaGoqAiPHj1Cfn4+FAqFaoTf0qVLdU7LVllZifj4eNjY2JhtVJ1UKkVaWhqioqI0tv3xxx+q+2fGjBlqU5nJ5XL88MMP+PXXXzFz5kysW7cO165dU9u/ttPB6RohVF31gNiaNWvQpUuXGq29U5VCocCRI0fQv39/tSC6kvLaDB8+XBXErxrIr6io0Fpu48aNVSOA5HK5wfZZoVDAy8sLK1asgJOTk8Z0cHK5HAqFwuD5FBcXQyaTwcHBARUVFRCLxWrHbtKkCR4/fmywnLrCIBAREREREREREdWr27dvY/Xq1Zg4cSK6dOmC4OBgrF69Gt7e3qo1gr788ku4uLhg8uTJess6ceIE9uzZA29vb8yZMwfu7u4m1cXb2xuPHz/GjBkzADxbr8jOzg729vZo2rQpWrZsWav1ZYwllUoxa9Ysk/Y5fPgwAGDSpEno0aOHxvZGjRqZtCaMLrt27YJMJsPly5dRWFio8+33bdu2YceOHSgrK4NYLMb48eONChoZ0q5dO0ybNg0FBQVYvHixyftHRkbCx8cHCQkJevPt27cPzZo10zqtlIuLC5YtW6aRfu/ePXz//fcoLCxEVFQUWrdujbZt25o0HdzJkydx/vx5jBgxAhs3bkR0dLTWkUhVmRK48PT0NJinpKRE415RKBRa731lJ3nV0S1VVZ0uzMLCAsOGDcOwYcMgk8n0Bq20BQeq69Chg2q9JZFIBGtra9jZ2cHBwQEuLi5GBZAVCgUSEhLQqFEjdOjQAZs3b0Z4eHit12/ZsWMH/P39tY50ad++vdbgUFZWFnbu3AmRSIRZs2ahWbNmmD59uloeU6aDq6ys1EirqKhQGyGUl5eHuXPnquXRN/2bMd+zIcePH0d5eTn69eundbtyjR4AWL16NX7//Xejyq2qY8eOmD59OmJiYlBYWIiCggLk5OTg8OHDkMvlePr0KWJiYuDs7Iw+ffpgwIABGmXExMSYdOyIiAi1YyvZ2tri6dOnJp+DuTAIREREREREREREL5TCwkLY2Njg6dOnqre5lW/6G+Lm5oaIiIgavynv5uaGf/7znwbzWVpa1mgUirEcHR0RGxur9ZyPHDmCnJwcvP/++1r3revRSXfu3EF0dDTi4+OxdetWTJ06VWu+0aNHw9fXF6Wlpbh16xYOHTqE4uJio6ab00csFkMikdT4+ltYWEAikejtsE5LS0NaWhq++OILo8vdvXs3Tp48iX79+iE8PFznqBiRSKQzwHHixAkcOHAAn376Kdzd3VFUVIS1a9di2rRpOgN48+bNQ25urtH1VOrTp49qXZjqbG1tUVpaqpYWExODq1ev6ixv2rRpWtM7deqkdZu+AFBwcLBR329ISAjGjx8PQRBgYWGh9brqC2jI5XIkJCQgNzcX06dPh0gkwr/+9S/s2LED48aNMyoQpc3hw4dx9+5dk+6fb775BteuXcOQIUMwYMAAneev7/6pytPTEz/99JNq1JyShYUFxowZo3O/X3/9FZs2bdK5/erVq9i5c6fWbcoRNfpcu3YN+/fvR1RUlFHfsa77ytgRaO+88w5kMhmA/x/9aWNjg0aNGhlsK7Ud+8MPP8TixYtVa1jt2bMHRUVFaoHe6kpKSmBra6v3WHWJQSAiIiIiIiIiIqpXrVu3xqpVqwAAp0+fRlZWFqZOnYorV67g22+/xaRJk/D5558bVVbVaZWKiopw4sQJXLhwAYWFhSgvL4eDgwO8vb3h5+dncO0HXVMOAc86B2s7UsAQXeUrO4FNDfaYa02gyZMnw87ODm+//TYWLFiAtLQ0BAYGauRr3Lixak2ZVq1aoV27dli8eDECAgJ0TssFPJuGrWrHfXl5ud76KCk7xsvKylSdwspRC6Z05p84cQI//PADIiIidI5y0uZvf/sbhgwZAjs7O52jJYBn93v1zmWFQoE9e/bg7NmziIyMVI1gGzt2LLZu3YqVK1diypQpWuuzYMECrcHCGzduYOPGjVixYoXWeui7fx0cHDSmr4qMjNSaVxAE1ageY69zdHQ0pFKpzu0WFhYICwuDn5+fwbJqGvQsKirCt99+C5lMhoiICFhbWwN4Nppj9erV2LRpE0JDQzWmjNRHEAQcPHgQJ0+eRFRUlEkj71577TWEhITAyspK7/3j5+dn1Agnf39/rFu3zujjK3Xv3h3du3fXuk0mk5m07ll1GRkZ2Lx5M0JDQ9G6desalVFeXo4//vgDd+/eBQCcOnUKLVq0QLt27bQGFqu3NTdu3MCePXvw559/QiqVwtLSEi4uLvD390eXLl1UwZ2qtE3xZoonT57Uegq/2mAQiIiIiIiIiIiIXgg///wzHjx4gJCQEIhEInTp0gVisRjffvstJk+ebFJn7NOnT7F8+XJ4enrizTffRIsWLWBlZYVHjx7h0qVL2Lp1q851SMrLy/HFF1/gyZMnOsu3sLDAtGnT0L59e5PPs76Ya00gZaeqk5MTRo0ahe+//x6+vr6wt7fXu5+HhwdsbW1x//59nUEgDw8P7NmzB8nJyao0sViMgQMHGqxXkyZN4OjoqJrKr2q6Mhilz9OnT7Fr1y5cu3YNkZGRJi/iruzUjomJwZUrV/Tm/etf/6o2QmPv3r24efMmPv/8c7WRFCKRCO+++y6OHTumsyxdwZyqU7CZysPDAxUVFcjPz9d67W7duoXU1FT88ccfKCgogCAIEIvFcHZ2Rtu2bdGvXz+912/58uV6j79p0ybcvn3bqCBQaWkpdu7cidDQUJOCfTExMWjZsiXeeusttbbFzs4OUVFROHbsmEmB3ocPH2Lbtm0oKCjAp59+Cjc3N6P3BZ5Ncwg8C+rdv39fZz6RSISBAwdi9OjRRpV7+/Zt7Nu3T2cQT5/i4mL8/PPPyMzMxN27d1WBcVtbW3h5ecHPzw99+/Y1eJ3Kyspw8OBBnD59Gu+//z66dOlicl0UCgX279+P5ORktQD9rl27AAASiQR9+/bFm2++qfOeP3v2LOLj4zF06FAMHz4czs7OkMlkyMnJQUpKClJSUrROw7l582a0bdvWqHZIm+zsbAwaNKhG+5oDg0BERERERERERFTvfvzxR5SUlGDcuHF49OgRli5diuDgYAQFBUEsFmPDhg344IMP9E4hVVVaWhrs7e0RHh6u1jHcvHlzNG/eHK1atcK6deswcOBAjQ7DoqIiPHnyBF9//bVqdEB1y5cvR0FBQc1PuB6Ya02gqoKCgpCeno6dO3ciLCxMb978/HwUFxfrnS5q0KBBNe4stbKywpdfflmjfQHgu+++g7W1NebMmQMHB4cal6NcF0SXq1evIj4+Xi1t2LBhsLKy0tl5XdPO55qysLCAj48Prl+/rhEEysjIwKZNmzBgwACEhYXB1dUVVlZWKC8vR15eHn777TesWrUKH330Ef7yl7/U6PimrLtVXFyMM2fO4N1339V6/cRiMUaMGIHGjRurpUdERGikKdnY2GD48OEm1Xnt2rXw8fHBBx98UKu/swULFujdfuLECaSnpxtdXklJid7pAl1cXPDJJ59opJeVlWHZsmVwd3fH8OHD4enpCTs7OygUCjx69AhZWVlITEzEzZs3MWnSJL11+OGHH5Cbm4vo6GiTg2NKSUlJSEpKQq9evdC5c2c0a9YMEokEMpkMeXl5yMjIwPHjx+Hi4qJ1fR/g2f8zo0ePRlBQkCrNxsYG9vb26NixI/7973/j+PHjGtPlyeVy1dpXgOZ6VfqCj/n5+SgtLYWXl1cNzto8GAQiIiIiIiIiIqJ6VVZWBmtra50jc3x9fSESiXDv3j14e3sbXa6lpaXOzjl9o4qUHdD61qtQrlP03045UmXJkiXIyMhQG7khk8lQXFyMoqIiZGdn49ChQ3jllVfg6elZjzXWLTw83KTRZjWl7d4xd3DOHPr06YOUlBT07t1bLf3ixYvo1q0bRo4cqZZuaWkJb29veHt7QyqV4tKlSzqDQIbWF7KystK55pWpRCIR3njjDY10XQGgmpozZ85zuX8sLS3N2vZYWFigc+fOGul37tyBVCrF4sWLNUb6uLu7w93dHc7Ozli/fr3BY4wdO7bW1yY3Nxc9evTAhAkTNLZ5eHjA398flZWVyMvL01uOvnbdmDWKoqKi1KZlDAoK0rvuVHp6OgIDA+t8rTZ9GAQiIiIiIiIiIqJ6ZWNjo/bmtpOTE1auXKmWp1OnTiaV2aNHDyQnJ2PTpk3o378/3N3dIZFI8PjxY2RmZuLAgQMIDg7W2jGnDByVlpbqHAlUUVFhcOopY9eQEIvFdb6+kDlYWlpqrWuLFi0wdOhQbN++HR07doS1tTXEYjG2bNkCkUgEKysruLm5oXfv3jrf0H8RPI8O/JdJ165dsW/fPuTl5amtk9K1a1ds3rwZTZs2hZ+fH5o2baoakZGfn4+LFy/i4sWL+OCDD3SWfffuXURERMDX17fW9VTej+Xl5Xq/w9qs6WKMF/X+EYlEkMvlkMlketus6tenZcuWcHR0xIYNG9C/f394eHioRgJJpVLcvHkTR44c0RpAqs4c16ZXr15Yv349EhMT8corr8DFxUV13xUUFCAjIwNXr17FlClTdJYxdOhQbNu2DaWlpfDz84OjoyMqKytx//59nDhxAtevX9e6/pxIJEJFRQUqKirg7e0NhUKhGhmknAZT+X9C1UCSQqFAeno6pk6dWuvzrw0GgYiIiIiIiIiIqMGxt7fHnDlzkJKSgvj4eBQWFkImk8He3h5t2rRBWFgYOnbsqHVfOzs7ODg4ICoqSmf51tbWBqc1WrJkiVF1nT59ulH5lCwsLOolaOTo6IjY2Fit24KDgxEcHKz6bOy5m0oikajO3dLS0ujpAavur+zolkgkRr35X52lpWWN9jMXY49vYWFRq6CHWCzG2LFjcfjwYUycOFGV7ufnhylTpiA5ORk///wznj59qtrm6OgIHx8fREZGqta40cbT0xNff/213hEtLVq0wPz58w3WU7nmk6G/Izc3NyxatMhgedqY8zt/3vePq6sr5HK5wWkKfX191dYNatSoEWbOnImkpCRs374d+fn5qsCHlZUVvLy88Oqrr6pNrVZb+q5Nu3btEBkZiaSkJCQnJ0MqlQJ4FqBxdnZG+/btMWPGDL0jDbt37w5HR0ccO3YMSUlJePLkCSwsLODi4gJ/f3/MnTtX61SQbdu2xb59+3DgwAGD9V+3bp3qc3p6Ovz8/Ixak6wuiQSOWyUiIiIiIiIiov8CCoXipRhxQw1bTk4OfvrpJ4PrqLwo4uLiMHjwYDRv3lzrduUICWtr63qd8uq/xbVr13DlyhWMHj36uR5XoVCgrKwMFhYWOkdIPk/K+87GxqbG7Xpd/p8gl8sRExODjz/+2ORgtbkxCERERERERERERERERNQA8dUHIiIiIiIiIiIiIiKiBohBICIiIiIiIiIiIiIiogaIQSAiIiIiIiIiIiIiIqIGiEEgIiIiIiIiIiIiIiKiBohBICIiIiIiIiIiIiIiogaIQSAiIiIiIiIiIiIiIqIGiEEgIiIiIiIiIiIiIiKiBohBICIiIiIiIiIiIiIiogaIQSAiIiIiIiIiIiIiIqIGiEEgIiIiIiIiIiIiIiKiBohBICIiIiIiIiIiIiIiogaIQSAiIiIiIiIiIiIiIqIGiEEgIiIiIiIiIiIiIiKiBuj/AGpFQbAbIFx1AAAAAElFTkSuQmCC&quot; alt=&quot;1억 원 시뮬 &amp;mdash; KOSPI vs 서울 평균 vs 강남11구 (가격만)&quot; /&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;시점&lt;/th&gt;
&lt;th&gt;KOSPI&lt;/th&gt;
&lt;th&gt;서울 평균&lt;/th&gt;
&lt;th&gt;강남11구&lt;/th&gt;
&lt;th&gt;강남 - 서울&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;2008-09 (리먼)&lt;/td&gt;
&lt;td&gt;1.03&lt;/td&gt;
&lt;td&gt;1.35&lt;/td&gt;
&lt;td&gt;1.29&lt;/td&gt;
&lt;td&gt;&lt;b&gt;-0.06&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2014-01&lt;/td&gt;
&lt;td&gt;1.39&lt;/td&gt;
&lt;td&gt;1.23&lt;/td&gt;
&lt;td&gt;1.18&lt;/td&gt;
&lt;td&gt;&lt;b&gt;-0.05&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2021-12 (양쪽 정점)&lt;/td&gt;
&lt;td&gt;2.13&lt;/td&gt;
&lt;td&gt;2.22&lt;/td&gt;
&lt;td&gt;2.13&lt;/td&gt;
&lt;td&gt;&lt;b&gt;-0.09&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2022-10 (KOSPI 폭락)&lt;/td&gt;
&lt;td&gt;1.64&lt;/td&gt;
&lt;td&gt;2.21&lt;/td&gt;
&lt;td&gt;2.14&lt;/td&gt;
&lt;td&gt;&lt;b&gt;-0.07&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2026-04 (현재)&lt;/td&gt;
&lt;td&gt;4.71&lt;/td&gt;
&lt;td&gt;2.42&lt;/td&gt;
&lt;td&gt;&lt;b&gt;2.48&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;+0.06&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;(단위: 억 원. 굵게 = 강남이 서울 평균보다 더 오른 시점)&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;충격적인 발견은 강남이 2008년부터 2024년까지 거의 내내 서울 평균보다 적게 올랐다는 점이다.&lt;/b&gt; 2010년대 내내 강남 정규화 지수는 서울 평균보다 5~9%p 낮은 위치에 있었다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이는 통념과 정반대다. 가능한 해석은 두 가지다.&lt;/p&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;&lt;b&gt;출발점 효과&lt;/b&gt;: 강남은 출발 시점(2006-01) 매매가가 이미 매우 높았다. 같은 % 상승이라도 외곽은 작은 출발점에서 큰 폭으로 상승한 반면, 강남은 절대값이 커서 % 상승률은 상대적으로 작았다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;2010년대 외곽 따라잡기&lt;/b&gt;: 노원&amp;middot;도봉&amp;middot;강북(이른바 노도강) 등 외곽이 2010년대 중반 이후 빠르게 추격 &amp;mdash; 강남과 외곽의 % 상승률 격차는 좁혀졌다.&lt;/li&gt;
&lt;/ol&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;강남이 서울 평균을 다시 추월하기 시작한 건 &lt;b&gt;2025년 이후&lt;/b&gt;, KOSPI 폭주와 같은 시기다. 자산 시장 전반의 위험자산 선호 강화가 강남 코어 가격에도 다시 프리미엄을 붙이는 모습.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;다만 &lt;b&gt;누적 +148% vs KOSPI +371%의 격차는 강남 한 채로 메울 수 없다.&lt;/b&gt; &quot;강남이 다르다&quot;는 통념은 같은 부동산 안에서 강남이 외곽보다 약간 나았다는 의미로는 일부 성립하지만 (2025년 이후), KOSPI 같은 다른 자산 클래스를 압도한다는 의미로는 데이터로 증명되지 않는다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;또한 &lt;b&gt;임대수익률은 강남이 더 낮다.&lt;/b&gt; 2026-04 기준 강남 전세가율 약 40%로 임대수익률 약 2.2%, 서울 평균 임대수익률은 2.4%. 매매가가 너무 비싸 전세가가 비례해서 못 따라가기 때문 &amp;mdash; 강남 자가거주 시 인컴 보정 효과는 서울 평균보다 오히려 작다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;하나만 단서를 달자. 위 분석은 &lt;b&gt;매매가격지수&lt;/b&gt;(동일 단지 가격 변동)로 본 것이다. 강남 매매&lt;b&gt;평균가&lt;/b&gt;는 같은 기간 6.2억 &amp;rarr; 19.5억 (3.13배)로 더 큰 절대 상승을 보였는데, 이는 &lt;b&gt;재건축&amp;middot;신축 효과로 평균이 끌어올려진 부분&lt;/b&gt;이다. 즉 &quot;강남 어떤 단지든 사놓으면&quot; 3배가 된 게 아니라, 신축 단지가 평균을 올린 결과.&lt;/p&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;결론 &amp;mdash; 통념의 어디까지가 사실인가&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;20년 데이터를 정리하면 &quot;서울 아파트 불패&quot; 신화는 다음과 같이 분해된다.&lt;/p&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;&lt;b&gt;가격만으로 비교하면 신화는 깨진다.&lt;/b&gt; 17년 동안 KOSPI는 서울 아파트의 두 배 이상 올랐다. &quot;주식은 위험, 아파트는 안전&quot;이라는 단순 명제는 데이터로 성립하지 않는다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;자가거주 임대료 saving까지 인컴으로 더하면 통념은 일부 회복된다.&lt;/b&gt; 17년 중 14년 동안 부동산+saving이 KOSPI+배당을 앞섰다. &lt;b&gt;&quot;강남 아파트 = 노후 보장&quot;의 실질 근거는 가격 상승이 아니라 매월 절약되는 임대료다.&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;그러나 2025년 이후 KOSPI 폭주로 인컴 보정해도 KOSPI가 다시 우위에 섰다.&lt;/b&gt; 임대료 saving은 누적 속도가 느려 한 분기 +30%대 자산 가격 점프를 못 따라잡는다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;&quot;강남은 다르다&quot;는 통념은 같은 부동산 안에서만 부분적 진실이다.&lt;/b&gt; 강남 매매가격지수 누적 +148%로 서울 평균(+142%)과 사실상 같고, 2010년대 내내 오히려 외곽보다 적게 올랐다. 임대수익률은 강남이 더 낮다. &lt;b&gt;다른 자산 클래스(KOSPI)를 압도한다는 의미의 &quot;강남 불패&quot;는 데이터로 증명되지 않는다.&lt;/b&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;서울 아파트가 &quot;절대 안전한 자산&quot;이라는 신화는 데이터로 절반만 맞다.&lt;/b&gt; 자가거주 + 17년 이전에 잘랐다면 통념대로다. 그러나 2025년 이후의 새 사이클은 그 절반의 진실마저 흔들고 있다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;영끌도, &quot;강남 한 채면 인생 핀다&quot;도 본질은 &lt;b&gt;사이클 한 방향에 신념을 거는 베팅&lt;/b&gt;이다. 위 데이터의 6번의 반전과 강남이 외곽에 추월당한 시기들이 보여주듯, &lt;b&gt;어느 사이클에 들어와 있는지는 사후에야 알 수 있다.&lt;/b&gt; 분산이 합리적인 이유는 미래를 예측해서가 아니라, 사후에야 보이는 사이클을 사전에 알 방법이 없기 때문이다.&lt;/p&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;부록 1 &amp;mdash; 시뮬레이션의 한계 (반드시 같이 읽기)&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;본문 시뮬은 단순화된 가정 위에 만들어졌다. 다음을 빠뜨렸다.&lt;/p&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;&lt;b&gt;세금&lt;/b&gt;: 부동산 양도세&amp;middot;재산세&amp;middot;종부세, 주식 금융투자소득세(2025~)&amp;middot;거래세 모두 미반영&lt;/li&gt;
&lt;li&gt;&lt;b&gt;거래비용&lt;/b&gt;: 부동산 취득세&amp;middot;중개수수료 (양방향), 주식 거래세&lt;/li&gt;
&lt;li&gt;&lt;b&gt;레버리지&lt;/b&gt;: 부동산은 보통 LTV 활용 &amp;mdash; 자기자본 기준 수익률은 위와 다를 수 있음. &lt;b&gt;영끌처럼 LTV 70% 이상이면 가격 상승률이 자기자본 수익률로 &amp;times;3~4배 증폭된다 (대신 하락 시도 동일하게 손실).&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;인컴 가정의 단순화&lt;/b&gt;: 전월세전환율 5.5% 단일값(실제는 시기별 4~7%), KOSPI 배당률 2% 단일값(실제는 1~3%)&lt;/li&gt;
&lt;li&gt;&lt;b&gt;지수 = 평균의 함정&lt;/b&gt;: 서울 아파트 평균 지수는 강남&amp;middot;강북&amp;middot;외곽 평균. 본문 4장에서 강남11구를 따로 분리해 비교했지만, 그 안에서도 압구정&amp;middot;반포 등 핵심 단지와 강남구 변두리는 또 다르다. &lt;b&gt;단지&amp;middot;평형 단위 양극화는 자치구 평균에도 여전히 묻힌다.&lt;/b&gt; KOSPI도 시총 가중이라 삼성전자 비중이 매우 큼&lt;/li&gt;
&lt;li&gt;&lt;b&gt;유동성&lt;/b&gt;: 부동산은 매도 시점을 고를 수 없는 경우가 많음. 주식은 즉시 현금화 가능&lt;/li&gt;
&lt;/ol&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;위 보정값은 가정의 신뢰 구간 안에서만 의미가 있다.&lt;/p&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;부록 2 &amp;mdash; 데이터 출처와 재현 가능성&lt;/h2&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;KOSPI 월간 종가&lt;/b&gt;: 한국은행 ECOS API + 2026-02~04는 yfinance ^KS11&lt;/li&gt;
&lt;li&gt;&lt;b&gt;서울 아파트 매매&amp;middot;전세평균가격 + 강남11구 매매가격지수&lt;/b&gt;: 한국부동산원 / KB부동산 월간 통계&lt;/li&gt;
&lt;li&gt;&lt;b&gt;정기예금 금리&lt;/b&gt;: 한국은행 ECOS &quot;예금은행 가중평균금리(신규취급액 기준) 정기예금 1년~2년&quot; 매년 평균 (1.05% ~ 5.67%)&lt;/li&gt;
&lt;li&gt;&lt;b&gt;전월세전환율&lt;/b&gt;: 한국부동산원 발표 평균 연 5.5% 단일 가정&lt;/li&gt;
&lt;li&gt;&lt;b&gt;기간&lt;/b&gt;: 2006-01 ~ 2026-04 (244개 월)&lt;/li&gt;
&lt;li&gt;&lt;b&gt;임대수익률&lt;/b&gt;: 2011-06 이후 (전세평균가 &amp;divide; 매매평균가) &amp;times; 5.5%로 직접 계산, 이전은 외부 추정 보간&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;분석 데이터셋 3종: - &lt;code&gt;data_kospi_vs_seoul_apt_20260506.csv&lt;/code&gt; &amp;mdash; 244행 월간 raw + 정규화 - &lt;code&gt;data_kospi_vs_seoul_apt_events_20260506.csv&lt;/code&gt; &amp;mdash; 분기점 19개 라벨 - &lt;code&gt;data_simulation_with_saving_20260506.csv&lt;/code&gt; &amp;mdash; 인컴 보정 4가지 시뮬 (월별)&lt;/p&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;i&gt;본 글은 공개된 통계 데이터를 정리한 것이며, 특정 종목&amp;middot;자산에 대한 매수&amp;middot;매도 권유가 아니다. 모든 투자 판단의 책임은 본인에게 있다.&lt;/i&gt;&lt;/p&gt;
&lt;div class=&quot;disclaimer&quot;&gt;본 글은 제가 공부한 내용을 정리한 &lt;b&gt;개인 의견 및 정보 제공&lt;/b&gt; 목적의 글이며, 특정 종목&amp;middot;상품에 대한 투자 자문이 아닙니다. 투자 판단과 책임은 본인에게 있습니다.&lt;/div&gt;
&lt;/article&gt;</description>
      <category>데이터로 검증한 투자 속설</category>
      <category>KOSPI</category>
      <category>강남아파트</category>
      <category>부동산투자</category>
      <category>사이클분석</category>
      <category>서울아파트</category>
      <category>영끌</category>
      <category>인컴투자</category>
      <category>자산배분</category>
      <category>장기투자</category>
      <category>한국부동산</category>
      <author>Stock &amp;amp; Data</author>
      <guid isPermaLink="true">https://milordkim.tistory.com/25</guid>
      <comments>https://milordkim.tistory.com/25#entry25comment</comments>
      <pubDate>Wed, 6 May 2026 16:35:49 +0900</pubDate>
    </item>
    <item>
      <title>테슬라만 기억하고, 4개의 무덤은 잊는다 &amp;mdash; 생존자 편향의 함정</title>
      <link>https://milordkim.tistory.com/23</link>
      <description>&lt;div&gt;
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&lt;script type=&quot;application/ld+json&quot;&gt;{&quot;@context&quot;: &quot;https://schema.org&quot;, &quot;@type&quot;: &quot;Article&quot;, &quot;headline&quot;: &quot;테슬라만 기억하고, 4개의 무덤은 잊는다 — 생존자 편향의 함정&quot;, &quot;description&quot;: &quot;생존자 편향(survivorship bias)은 사라진 실패 사례를 통계에서 누락시켜 현실을 왜곡한다 — 2차 대전 폭격기, 2020년 EV 5종목, SPIVA 펀드 통계로 살펴본 투자에서의 함정&quot;, &quot;datePublished&quot;: &quot;2026-04-29&quot;, &quot;dateModified&quot;: &quot;2026-04-29&quot;, &quot;author&quot;: {&quot;@type&quot;: &quot;Person&quot;, &quot;name&quot;: &quot;milord (Stock Jarvis)&quot;}, &quot;publisher&quot;: {&quot;@type&quot;: &quot;Organization&quot;, &quot;name&quot;: &quot;Stock Jarvis&quot;}, &quot;keywords&quot;: &quot;생존자편향, 인지편향, 행동경제학, 백테스트, EV주식, 액티브펀드, SPIVA, 투자심리, AbrahamWald, 리스크관리&quot;}&lt;/script&gt;
&lt;script type=&quot;application/ld+json&quot;&gt;{&quot;@context&quot;: &quot;https://schema.org&quot;, &quot;@type&quot;: &quot;FAQPage&quot;, &quot;mainEntity&quot;: [{&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;생존자 편향(survivorship bias)이 정확히 뭔가요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;어떤 표본에서 살아남은 사례만 관찰 가능해 실패한 사례가 통계에서 누락되는 현상입니다. 청산된 펀드는 펀드 순위표에 없고, 상폐된 종목은 차트에서 사라지므로 살아남은 것만 보면 평균이 부풀려져 보입니다.&quot;}}, {&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;2차 대전 폭격기 이야기와 투자가 어떤 관련이 있나요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;미군은 돌아온 폭격기의 총탄 자국이 많은 부위를 강화하려 했지만, 통계학자 Abraham Wald는 그 반대로 총탄 자국이 없는 부위를 강화해야 한다고 주장했습니다. 자국이 없는 부위를 맞은 비행기는 돌아오지 못했기 때문입니다. 투자에서도 우리는 살아남은 차트만 보고 사라진 종목은 잊어버립니다.&quot;}}, {&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;2020년 EV 주식이 어떻게 됐길래요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;당시 'EV 수혜주' 5개 — Tesla, Lordstown, Nikola, Workhorse, Canoo — 중 Tesla만 14배가 됐고 나머지 4개는 파산하거나 99%+ 손실을 봤습니다. \&quot;EV에 일찍 베팅했으면...\&quot;이라는 후회는 5개 중 1개만 떠올린 결과입니다.&quot;}}, {&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;펀드 순위표를 보면 액티브 투자가 좋아 보이는 이유가 뭔가요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;SPIVA에 따르면 지난 20년간 미국 주식형 펀드의 64%가 청산·합병으로 사라졌고, 사라진 펀드는 대부분 성적이 나빴습니다. 살아남은 36%만 보면 평균이 부풀려져 액티브 투자가 더 좋아 보입니다.&quot;}}, {&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;생존자 편향을 어떻게 해독하나요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;세 가지 질문을 자문하면 됩니다. 첫째, \&quot;같은 시기 같은 논리로 투자했다 망한 건 뭐가 있지?\&quot; 둘째, \&quot;이 데이터에 사라진 것은 없는가?\&quot; 셋째, \&quot;반대 사례를 능동적으로 3개 이상 찾아봤는가?\&quot; 답이 안 나오면 전체 그림을 보고 있지 않은 것입니다.&quot;}}]}&lt;/script&gt;
&lt;article class=&quot;sj-post&quot;&gt;
&lt;div class=&quot;sj-meta&quot;&gt;  작성&amp;middot;갱신: &lt;time datetime=&quot;2026-04-29&quot;&gt;2026-04-29&lt;/time&gt;&lt;/div&gt;
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&quot; alt=&quot;Abraham Wald와 폭격기 &amp;mdash; 보이는 자국이 아니라 사라진 비행기를 봐야 한다&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;2차 세계대전 중 미군은 폭격기의 어디를 강화해야 할지 고민하고 있었다. 전장에서 돌아온 비행기들의 날개와 동체에 빼곡한 총탄 자국을 보고 자연스러운 결론을 내렸다. &lt;b&gt;&quot;총탄이 많이 맞는 부위를 강화하자.&quot;&lt;/b&gt; 통계학자 Abraham Wald가 반대했다. &lt;b&gt;&quot;아니요. 강화해야 할 곳은 자국이 없는 부위 &amp;mdash; 엔진과 조종석입니다.&quot;&lt;/b&gt; 그곳을 맞은 비행기는 돌아오지 못했고, 따라서 데이터에 잡히지 않았다는 이야기다. 이 한 줄 통찰을 투자자가 매일 잊고 산다.&lt;/p&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;미리 알아둘 용어&lt;/b&gt;&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;생존자 편향 (Survivorship Bias)&lt;/b&gt;: 살아남은 사례만 관찰 가능해 실패 사례가 통계에서 누락되는 현상. 평균과 빈도를 체계적으로 왜곡한다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;확증 편향 (Confirmation Bias)&lt;/b&gt;: 자기 가설을 뒷받침하는 증거만 모으는 인지 편향. 생존자 편향과 짝꿍으로 작동한다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;SPIVA&lt;/b&gt;: S&amp;amp;P Dow Jones Indices의 &lt;i&gt;S&amp;amp;P Indices Versus Active&lt;/i&gt; 보고서. 청산&amp;middot;합병된 펀드까지 포함해 액티브 vs 인덱스를 비교한다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Chapter 11 / Chapter 7&lt;/b&gt;: 미국 파산법. Ch.11은 회생 절차(영업 지속), Ch.7은 청산(자산 처분 후 소멸).&lt;/li&gt;
&lt;li&gt;&lt;b&gt;SPAC (Special Purpose Acquisition Company)&lt;/b&gt;: 기업인수목적회사. 2020~2021년 EV&amp;middot;우주&amp;middot;테크 종목 다수가 SPAC을 통해 우회 상장했다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;백테스트 (Backtest)&lt;/b&gt;: 과거 데이터로 전략의 가상 수익을 계산하는 시뮬레이션. 상폐 종목을 빠뜨리면 결과가 부풀려진다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;상장폐지 (Delisting)&lt;/b&gt;: 상장 요건을 충족하지 못한 종목이 거래소에서 퇴출되는 절차. 대개 차트 데이터에서도 사라진다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Abraham Wald (1902~1950)&lt;/b&gt;: 헝가리 출신 통계학자. 컬럼비아대 통계연구그룹 소속으로 2차 대전 중 폭격기 보강 분석을 수행. 의사결정 이론의 선구자.&lt;/li&gt;
&lt;/ul&gt;
&lt;/blockquote&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;보이는 것이 전부가 아니다&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;생존자 편향은 단순한 메커니즘으로 작동한다.&lt;/p&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;성공한 것은 &lt;b&gt;눈에 잘 띈다&lt;/b&gt; &amp;mdash; 미디어, 책, 대화에 등장한다.&lt;/li&gt;
&lt;li&gt;실패한 것은 &lt;b&gt;사라진다&lt;/b&gt; &amp;mdash; 상폐, 파산, 청산되어 통계에서 누락된다.&lt;/li&gt;
&lt;li&gt;살아남은 것만 보고 &lt;b&gt;&quot;성공이 일반적&quot;이라고 오판&lt;/b&gt;한다.&lt;/li&gt;
&lt;/ol&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;투자에서 이 함정이 특히 치명적인 이유는 시장 자체가 실패한 사례를 능동적으로 지워내는 구조이기 때문이다. 상폐된 종목은 가격 차트가 끊어진다. 청산된 펀드는 다음 해 순위표에 없다. 파산한 기업은 뉴스가 더 이상 다루지 않는다. 살아남은 차트, 살아남은 펀드, 살아남은 기업가만 보면 &amp;mdash; 시장이 실제보다 훨씬 친절해 보인다.&lt;/p&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;EP1에서 다룬 베셈바인더의 연구도 같은 맥락이다. 26,000개 종목 중 57%가 국채에도 미달했지만, 우리 기억에 남는 건 Apple, Amazon, Tesla뿐이다. 무덤이 가려져 있을 뿐 늘 거기 있다.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;사례 1 &amp;mdash; 2020년 EV 혁명, 그리고 4개의 무덤&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;2020년은 'EV 혁명'의 해였다. 당시 시장에서 'EV 수혜주'로 묶여 거론되던 대표 5개 종목의 6년 후 성적표를 보자.&lt;/p&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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&quot; alt=&quot;2020년 EV 5종목 &amp;mdash; 4개는 파산, Tesla만 14배&quot; /&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;종목&lt;/th&gt;
&lt;th&gt;2020년 초&lt;/th&gt;
&lt;th&gt;2026년 3월&lt;/th&gt;
&lt;th&gt;결과&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;Tesla&lt;/td&gt;
&lt;td&gt;~$28 (분할 조정)&lt;/td&gt;
&lt;td&gt;~$390&lt;/td&gt;
&lt;td&gt;&lt;b&gt;+1,300% (14배)&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Lordstown Motors&lt;/td&gt;
&lt;td&gt;SPAC 상장 ($10)&lt;/td&gt;
&lt;td&gt;2023년 Chapter 11&lt;/td&gt;
&lt;td&gt;&lt;b&gt;사실상 전액 손실&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Nikola&lt;/td&gt;
&lt;td&gt;고점 $93&lt;/td&gt;
&lt;td&gt;2025년 Chapter 11&lt;/td&gt;
&lt;td&gt;&lt;b&gt;-99.99%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Workhorse&lt;/td&gt;
&lt;td&gt;~$2.50&lt;/td&gt;
&lt;td&gt;역분할 2회 후 ~$3&lt;/td&gt;
&lt;td&gt;&lt;b&gt;-99.5%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Canoo&lt;/td&gt;
&lt;td&gt;SPAC 상장 ($10)&lt;/td&gt;
&lt;td&gt;2025년 Chapter 7 청산&lt;/td&gt;
&lt;td&gt;&lt;b&gt;상폐, 전액 손실&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;5개 중 4개가 파산하거나 사실상 전액 손실이다. &lt;b&gt;Tesla 1개가 너무 크게 올라서, 나머지 4개의 기억을 가린다.&lt;/b&gt; 지금 &quot;2020년에 EV 주식 샀으면&amp;hellip;&quot;이라며 후회하는 사람은 통계적으로 5개 중 1개만 이야기하고 있는 것이다. 만약 다섯 종목 중 하나를 무작위로 골랐다면 80% 확률로 거의 전액을 잃었다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;핵심은 Tesla의 14배가 거짓이라는 게 아니다. &lt;b&gt;그 14배 옆에 4개의 무덤이 있었다는 사실이 차트에서 자동으로 지워진다는 점&lt;/b&gt;이다. 백테스트, 시각화, 후일담 &amp;mdash; 어느 형식에서도 Lordstown과 Canoo의 차트는 점선조차 남지 않는다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;사례 2 &amp;mdash; 펀드 순위표가 거짓말하는 방식&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&quot;국내 주식형 펀드 TOP 10&quot;, &quot;지난 10년간 가장 잘한 글로벌 펀드&quot;. 이런 기사&amp;middot;광고가 매년 쏟아진다. 여기에 두 단계의 생존자 편향이 동시에 작동한다.&lt;/p&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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&quot; alt=&quot;SPIVA &amp;mdash; 20년간 미국 주식형 펀드의 64%가 사라졌다&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;SPIVA U.S. 2024 연례 보고서에 따르면:&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;지난 &lt;b&gt;20년간 미국 주식형 펀드의 64%가 청산되거나 합병&lt;/b&gt;됐다.&lt;/li&gt;
&lt;li&gt;사라진 64%는 &lt;b&gt;대부분 성적이 나빠서&lt;/b&gt; 문을 닫은 것이다.&lt;/li&gt;
&lt;li&gt;살아남은 36% 안에서도 &lt;b&gt;15년간 S&amp;amp;P 500을 이긴 펀드는 약 10%&lt;/b&gt;에 불과하다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;SPIVA가 신뢰받는 이유는 &lt;b&gt;사라진 펀드를 통계에 다시 포함&lt;/b&gt;시키기 때문이다(생존자 편향 보정, survivorship-bias-free). 만약 살아남은 펀드만 보면 어떻게 될까? 사라진 64% &amp;mdash; 대부분 성적 부진으로 청산된 &amp;mdash; 가 분모에서 빠지면서, 평균 수익률은 자동으로 부풀려진다.&lt;/p&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&quot;성적 좋은 펀드만 살아남고, 살아남은 펀드만 보면 액티브 투자가 괜찮아 보인다.&quot; &amp;mdash; 이것이 펀드 광고와 운용사 홍보 자료가 의도하든 아니든 작동시키는 메커니즘이다.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;따라서 펀드를 평가할 때 다음과 같이 묻는 습관이 필요하다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;이 운용사가 &lt;b&gt;과거에 청산한 펀드&lt;/b&gt;는 몇 개인가?&lt;/li&gt;
&lt;li&gt;비교 대상 벤치마크는 &lt;b&gt;사라진 펀드까지 포함한 통계&lt;/b&gt;인가, 살아남은 펀드만의 평균인가?&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;사례 3 &amp;mdash; &quot;성공한 사람의 공통점&quot;의 함정&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&quot;성공한 기업가의 5가지 습관.&quot; &quot;억만장자들이 매일 하는 일.&quot; &quot;S&amp;amp;P 500 CEO 100명 인터뷰.&quot;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이런 자기계발/투자서의 클래식한 공식은 다음과 같다.&lt;/p&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;성공한 사람의 공통점을 모은다.&lt;/li&gt;
&lt;li&gt;&quot;집중&quot;, &quot;확신&quot;, &quot;리스크 감수&quot;, &quot;끈기&quot;가 등장한다.&lt;/li&gt;
&lt;li&gt;결론: &quot;성공하려면 집중하고, 확신을 가지고, 리스크를 감수하라.&quot;&lt;/li&gt;
&lt;/ol&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;문제는 명료하다. &lt;b&gt;실패한 사람도 똑같이 했다.&lt;/b&gt; 집중투자해서 망한 사람, 확신을 가지고 물타기하다 파산한 사람, 끈기 있게 좀비기업을 끌어안다 전 재산을 잃은 사람 &amp;mdash; 이들은 책을 쓰지 않고 인터뷰에 응하지 않는다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;방법론적으로 이런 분석이 의미를 가지려면 &lt;b&gt;성공한 사람과 실패한 사람의 차이점&lt;/b&gt;을 봐야 한다. 똑같이 집중투자했는데 한쪽은 살아남고 한쪽은 망했다면, 결정적 차이는 &quot;집중투자 여부&quot;가 아니라 다른 어떤 변수에 있다는 뜻이다. 공통점만 나열한 책은 사실상 정보를 전달하지 않는다. 변량이 0인 변수에는 설명력이 없기 때문이다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;사례 4 &amp;mdash; 백테스트가 거짓말하는 방식&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;퀀트 전략 소개에서 흔히 보는 문구가 있다. &quot;지난 20년간 백테스트, 연 12% 수익.&quot;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;여기서도 생존자 편향이 조용히 작동한다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;데이터셋이 &lt;b&gt;현재 살아 있는 종목&lt;/b&gt;만 포함한다면, 상폐된 종목은 빠진다.&lt;/li&gt;
&lt;li&gt;상폐된 종목은 대부분 폭락 후 사라진 것 &amp;mdash; 이들이 빠지면 백테스트 수익률은 자동으로 위로 편향된다.&lt;/li&gt;
&lt;li&gt;&quot;지난 20년간 KOSPI 종목&quot;이라는 말은, 지금 KOSPI에 있는 종목의 20년 데이터일 수 있다(생존자만의 표본).&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;실제 백테스트의 신뢰성은 &lt;b&gt;survivorship-bias-free database&lt;/b&gt;를 쓰는지에 달려 있다. CRSP, Compustat 등이 이 보정을 명시적으로 한다. 개인이 직접 만드는 백테스트는 거의 항상 이 함정에 빠진다 &amp;mdash; yfinance에 상폐 종목 데이터가 없는 것도 같은 이유다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;생존자 편향 해독제 &amp;mdash; 3가지 질문&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;투자 결정을 내리기 전 &lt;b&gt;무덤을 의식적으로 찾는 절차&lt;/b&gt;가 있어야 한다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;질문 1. &quot;무덤은 어디에 있는가?&quot;&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;같은 시기, 같은 논리로 투자했는데 망한 사례를 적어도 3개는 찾는다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;i&gt;2020년 EV&lt;/i&gt; &amp;rarr; Lordstown, Nikola, Workhorse, Canoo&lt;/li&gt;
&lt;li&gt;&lt;i&gt;2021년 메타버스&lt;/i&gt; &amp;rarr; Roblox(주가 -75%에서 회복 중), Matterport(상폐 직전), 다수 SPAC&lt;/li&gt;
&lt;li&gt;&lt;i&gt;2023~2024년 AI 테마&lt;/i&gt; &amp;rarr; C3.ai (-80% 구간), BigBear.ai, SoundHound 변동성&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;성공 사례 1개당 실패 사례를 3개 찾을 수 없다면, 당신은 그 카테고리의 무덤을 보고 있지 않은 것이다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;질문 2. &quot;이 데이터에서 사라진 것은 없는가?&quot;&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;펀드 순위표: 청산된 펀드가 분모에 들어 있는가?&lt;/li&gt;
&lt;li&gt;백테스트: 상폐 종목, 합병된 종목이 표본에 포함되어 있는가?&lt;/li&gt;
&lt;li&gt;인덱스 수익률: 편입/퇴출이 반영된 데이터인가?&lt;/li&gt;
&lt;li&gt;&quot;지난 10년간 한국 주식형 펀드 평균 수익률&quot; 같은 지표: 그 10년 끝까지 살아남은 펀드만의 평균인가?&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;질문 3. &quot;반대 사례를 능동적으로 찾았는가?&quot;&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;확증 편향과 생존자 편향은 짝꿍이다. &lt;b&gt;확증 편향이 &quot;내 가설을 뒷받침하는 사례&quot;만 모으게 만들고, 생존자 편향이 &quot;반대 사례는 처음부터 잘 안 보이게&quot; 만든다.&lt;/b&gt;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;해독법은 단순하다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;매수 결정 전, &quot;이 투자가 틀릴 수 있는 시나리오 3가지&quot;를 먼저 종이에 쓴다.&lt;/li&gt;
&lt;li&gt;같은 카테고리에서 &lt;b&gt;이미 망한 사례&lt;/b&gt;를 검색한다 (Chapter 11, 상폐, 자본잠식 키워드).&lt;/li&gt;
&lt;li&gt;반대 사례를 3개 이상 찾을 수 없다면 &amp;mdash; 데이터가 부족한 게 아니라, &lt;b&gt;당신이 무덤을 외면하고 있다&lt;/b&gt;는 뜻이다.&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;정리 &amp;mdash; 차트에서 사라진 것을 보라&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;생존자 편향의 본질은 한 줄이다. &lt;b&gt;보이는 것이 전부가 아니다.&lt;/b&gt;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;차트는 살아남은 종목만 그린다. 펀드 순위는 살아남은 펀드만 정렬한다. 인터뷰는 살아남은 기업가만 한다. 그 결과 시장은 실제보다 친절해 보이고, 성공은 실제보다 일반적으로 보이며, 우리는 자신이 그 운 좋은 표본 안에 들어갈 가능성을 과대평가한다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Abraham Wald가 1943년 폭격기의 총탄 자국이 &lt;i&gt;없는&lt;/i&gt; 곳을 봤듯이, 투자자는 차트에서 사라진 종목, 순위표에서 빠진 펀드, 인터뷰에 등장하지 않는 기업가를 봐야 한다. 매수 버튼을 누르기 전 단 하나의 질문이면 된다.&lt;/p&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;&quot;이 카테고리에서 같은 논리로 망한 사례 3개를 댈 수 있는가? 못 댄다면 나는 무덤을 외면하고 있는 것이다.&quot;&lt;/b&gt;&lt;/p&gt;
&lt;/blockquote&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;참고 문헌&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;Wald, A. (1943). &lt;i&gt;A Method of Estimating Plane Vulnerability Based on Damage of Survivors.&lt;/i&gt; Statistical Research Group, Columbia University. (재발간: CRC 432, 1980).&lt;/li&gt;
&lt;li&gt;Mangel, M., Samaniego, F. J. (1984). &quot;Abraham Wald's Work on Aircraft Survivability.&quot; &lt;i&gt;Journal of the American Statistical Association&lt;/i&gt;, 79(386).&lt;/li&gt;
&lt;li&gt;S&amp;amp;P Dow Jones Indices. (2025). &lt;i&gt;SPIVA U.S. Year-End 2024 Scorecard.&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;Brown, S. J., Goetzmann, W., Ibbotson, R., Ross, S. (1992). &quot;Survivorship Bias in Performance Studies.&quot; &lt;i&gt;Review of Financial Studies&lt;/i&gt;, 5(4).&lt;/li&gt;
&lt;li&gt;Carhart, M. M. (1997). &quot;On Persistence in Mutual Fund Performance.&quot; &lt;i&gt;Journal of Finance&lt;/i&gt;, 52(1).&lt;/li&gt;
&lt;/ul&gt;
&lt;section class=&quot;sj-faq&quot;&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;❓ 자주 묻는 질문&lt;/h2&gt;
&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;생존자 편향(survivorship bias)이 정확히 뭔가요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;어떤 표본에서 살아남은 사례만 관찰 가능해 실패한 사례가 통계에서 누락되는 현상입니다. 청산된 펀드는 펀드 순위표에 없고, 상폐된 종목은 차트에서 사라지므로 살아남은 것만 보면 평균이 부풀려져 보입니다.&lt;/p&gt;
&lt;/details&gt;&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;2차 대전 폭격기 이야기와 투자가 어떤 관련이 있나요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;미군은 돌아온 폭격기의 총탄 자국이 많은 부위를 강화하려 했지만, 통계학자 Abraham Wald는 그 반대로 총탄 자국이 없는 부위를 강화해야 한다고 주장했습니다. 자국이 없는 부위를 맞은 비행기는 돌아오지 못했기 때문입니다. 투자에서도 우리는 살아남은 차트만 보고 사라진 종목은 잊어버립니다.&lt;/p&gt;
&lt;/details&gt;&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;2020년 EV 주식이 어떻게 됐길래요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;당시 'EV 수혜주' 5개 &amp;mdash; Tesla, Lordstown, Nikola, Workhorse, Canoo &amp;mdash; 중 Tesla만 14배가 됐고 나머지 4개는 파산하거나 99%+ 손실을 봤습니다. &quot;EV에 일찍 베팅했으면...&quot;이라는 후회는 5개 중 1개만 떠올린 결과입니다.&lt;/p&gt;
&lt;/details&gt;&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;펀드 순위표를 보면 액티브 투자가 좋아 보이는 이유가 뭔가요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;SPIVA에 따르면 지난 20년간 미국 주식형 펀드의 64%가 청산&amp;middot;합병으로 사라졌고, 사라진 펀드는 대부분 성적이 나빴습니다. 살아남은 36%만 보면 평균이 부풀려져 액티브 투자가 더 좋아 보입니다.&lt;/p&gt;
&lt;/details&gt;&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;생존자 편향을 어떻게 해독하나요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;세 가지 질문을 자문하면 됩니다. 첫째, &quot;같은 시기 같은 논리로 투자했다 망한 건 뭐가 있지?&quot; 둘째, &quot;이 데이터에 사라진 것은 없는가?&quot; 셋째, &quot;반대 사례를 능동적으로 3개 이상 찾아봤는가?&quot; 답이 안 나오면 전체 그림을 보고 있지 않은 것입니다.&lt;/p&gt;
&lt;/details&gt;&lt;/section&gt;
&lt;div class=&quot;disclaimer&quot;&gt;본 글은 제가 공부한 내용을 정리한 &lt;b&gt;개인 의견 및 정보 제공&lt;/b&gt; 목적의 글이며, 특정 종목&amp;middot;상품에 대한 투자 자문이 아닙니다. 투자 판단과 책임은 본인에게 있습니다.&lt;/div&gt;
&lt;/article&gt;</description>
      <category>주식 투자에 통계학 지식이 필요한 이유</category>
      <category>AbrahamWald</category>
      <category>EV주식</category>
      <category>SPIVA</category>
      <category>리스크관리</category>
      <category>백테스트</category>
      <category>생존자편향</category>
      <category>액티브펀드</category>
      <category>인지편향</category>
      <category>투자심리</category>
      <category>행동경제학</category>
      <author>Stock &amp;amp; Data</author>
      <guid isPermaLink="true">https://milordkim.tistory.com/23</guid>
      <comments>https://milordkim.tistory.com/23#entry23comment</comments>
      <pubDate>Fri, 1 May 2026 17:19:38 +0900</pubDate>
    </item>
    <item>
      <title>그 종목의 성공 확률은 몇 %입니까? &amp;mdash; 기저율 무시의 함정</title>
      <link>https://milordkim.tistory.com/21</link>
      <description>&lt;div&gt;
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&lt;script type=&quot;application/ld+json&quot;&gt;{&quot;@context&quot;: &quot;https://schema.org&quot;, &quot;@type&quot;: &quot;FAQPage&quot;, &quot;mainEntity&quot;: [{&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;기저율(base rate)이 정확히 뭔가요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;어떤 사건이 발생하는 역사적 평균 빈도입니다. 예를 들어 \&quot;임상 3상에 진입한 신약이 FDA 승인까지 받는 비율 58%\&quot;가 기저율입니다. 개별 사례의 성공 확률을 판단할 때 가장 먼저 봐야 할 숫자입니다.&quot;}}, {&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;95% 정확한 검사가 왜 양성 결과 신뢰도가 2%밖에 안 되나요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;유병률(기저율)이 너무 낮기 때문입니다. 1,000명 중 환자 1명, 건강한 999명 중 5%(50명) 위양성이 발생하면 양성 51명 중 진짜 환자는 1명 = 2%. 검사 정확도가 아무리 높아도 기저율이 낮으면 양성의 의미가 약해집니다.&quot;}}, {&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;바이오 신약 투자는 정말 위험한가요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;임상 3상 진입 → FDA 승인 58%, 승인 → 블록버스터(연 매출 $1B+) 20%로 종합 기저율 약 12%. 단순 화폐로는 낮지만, 성공 시 10~50배 보상이라 켈리 기준으로 소액 분산은 합리적일 수 있습니다.&quot;}}, {&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;5년 연속 30% 성장하는 성장주에 투자하면 어떨까요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;Mauboussin(50,000개 기업 분석) 기준 5년 CAGR 30%+ 유지는 전체의 약 1%, 10년 유지는 0.6% 미만입니다. 현재 PER이 50배인 성장주는 그 1%에 들어간다는 베팅인데, 기저율을 알고 베팅해야 합니다.&quot;}}, {&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;IPO는 성장 잠재력이 크니까 좋은 투자 아닌가요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;Jay Ritter(University of Florida) 연구에 따르면 IPO 후 3년 내 시장 초과수익은 약 30%에 그칩니다. IPO는 기업이 자금을 필요로 할 때 하는 것이지 투자자에게 좋은 딜을 주려는 게 아닙니다.&quot;}}, {&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;애널리스트 목표가는 믿어도 되나요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;12개월 목표가 달성률은 30~50%, 방향 예측 정확도는 약 54%(거의 동전 던지기). 평균 +9.4% 상향 편향(낙관 편향)이 있어 그대로 믿기보다 참고 정도가 합리적입니다.&quot;}}]}&lt;/script&gt;
&lt;article class=&quot;sj-post&quot;&gt;
&lt;div class=&quot;sj-meta&quot;&gt;  작성&amp;middot;갱신: &lt;time datetime=&quot;2026-04-24&quot;&gt;2026-04-24&lt;/time&gt;&lt;/div&gt;
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alt=&quot;의사 검사의 역설 &amp;mdash; 기저율을 무시하면 95%가 2%가 된다&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;유명한 심리학 문제가 하나 있다. &quot;어떤 병의 유병률은 1,000명 중 1명이다. 검사의 정확도는 95%다. 양성 판정을 받았다. 실제 환자일 확률은?&quot; 대부분 95%라고 답한다. 정답은 약 &lt;b&gt;2%&lt;/b&gt;다. 왜 이렇게 직관과 정답이 갈리는지, 그리고 이 착각이 투자 판단에 어떻게 똑같이 작동하는지가 이 글의 주제다.&lt;/p&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;미리 알아둘 용어&lt;/b&gt;&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;기저율 (Base Rate)&lt;/b&gt;: 어떤 사건의 역사적 평균 발생 빈도. 예: &quot;임상 3상 &amp;rarr; FDA 승인 58%&quot;.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;기저율 무시 (Base Rate Neglect)&lt;/b&gt;: 개별 사례의 표면적 특징에 끌려 통계적 기저율을 무시하는 인지 편향. Kahneman&amp;middot;Tversky (1973).&lt;/li&gt;
&lt;li&gt;&lt;b&gt;베이즈 정리 (Bayes' Theorem)&lt;/b&gt;: 사전확률(기저율)과 새 증거를 결합해 사후확률을 계산하는 공식. P(A|B) = P(B|A) &amp;times; P(A) / P(B).&lt;/li&gt;
&lt;li&gt;&lt;b&gt;대표성 휴리스틱 (Representativeness)&lt;/b&gt;: &quot;이 사례가 성공 사례와 얼마나 닮았는가&quot;로 확률을 추정하는 직관적 단순화.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;가용성 휴리스틱 (Availability)&lt;/b&gt;: &quot;이런 사례가 얼마나 쉽게 떠오르는가&quot;로 빈도를 추정하는 직관.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;위양성 (False Positive)&lt;/b&gt;: 실제로는 음성인데 검사가 양성으로 잘못 판정하는 경우.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;CAGR (Compound Annual Growth Rate)&lt;/b&gt;: 연평균 복리수익률. 5년간 2배 = CAGR &amp;asymp; 14.9%.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;PER (Price-to-Earnings Ratio)&lt;/b&gt;: 주가 &amp;divide; 주당순이익. 시장이 미래 성장을 얼마나 가격에 반영했는지의 지표.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;블록버스터 (Blockbuster)&lt;/b&gt;: 연매출 10억 달러($1B+)를 넘는 신약. 바이오 업계의 성공 기준.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;SPIVA&lt;/b&gt;: S&amp;amp;P Dow Jones Indices의 &lt;i&gt;S&amp;amp;P Indices Versus Active&lt;/i&gt; 보고서. 액티브 펀드 vs 인덱스 수익률 비교.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Mauboussin (모부신)&lt;/b&gt;: Michael Mauboussin. Morgan Stanley 전략가, &lt;i&gt;The Base Rate Book&lt;/i&gt; (2016) 저자. 기저율 투자 분야 대표 학자.&lt;/li&gt;
&lt;/ul&gt;
&lt;/blockquote&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;95%가 2%가 되는 이유&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;1,000명을 검사해 보자.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;실제 환자 1명 &amp;rarr; 양성 판정 (참양성)&lt;/li&gt;
&lt;li&gt;건강한 999명 중 5% = &lt;b&gt;50명&lt;/b&gt; &amp;rarr; 위양성&lt;/li&gt;
&lt;li&gt;양성 판정을 받은 총 51명 중 실제 환자는 1명 = &lt;b&gt;1/51 &amp;asymp; 2%&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;검사가 95% 정확하다고 해서 양성자가 95% 확률로 환자인 게 아니다. &lt;b&gt;유병률(기저율 0.1%)이 너무 낮기 때문&lt;/b&gt;에 위양성이 실제 양성을 압도한다. 검사의 정확도가 아무리 높아도 기저율이 낮으면 양성 판정의 의미는 약해진다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이것이 &lt;b&gt;기저율 무시(base rate neglect)&lt;/b&gt; 현상이다. Kahneman과 Tversky가 1973년 논문 &lt;i&gt;On the Psychology of Prediction&lt;/i&gt; 에서 체계화한 인지 편향이다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;왜 이런 착각이 생기는가&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;사람은 확률을 계산할 때 기저율 대신 두 가지 직관적 단서에 의존한다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;대표성 휴리스틱(representativeness)&lt;/b&gt;: &quot;이 사례가 성공 사례와 얼마나 비슷해 보이는가&quot;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;가용성 휴리스틱(availability)&lt;/b&gt;: &quot;이런 사례를 얼마나 쉽게 떠올릴 수 있는가&quot;&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;투자에서는 이렇게 나타난다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;i&gt;&quot;이 바이오 회사, 모더나처럼 될 수 있어&quot;&lt;/i&gt; &amp;rarr; 대표성&lt;/li&gt;
&lt;li&gt;&lt;i&gt;&quot;최근 XX도 임상 성공으로 5배 갔잖아&quot;&lt;/i&gt; &amp;rarr; 가용성&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;두 경우 모두 &lt;b&gt;그 범주 전체의 성공/실패 빈도&lt;/b&gt;는 확인하지 않는다. 그런데 투자의 기대수익을 결정하는 건 바로 그 범주 기저율이다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;투자 범주별 기저율&lt;/h2&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;바이오 주식 &amp;mdash; 꿈의 확률&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&quot;임상 3상 성공! FDA 승인 임박!&quot; 이 서사는 강렬하다. 그러나 실제 통계는 이렇다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;임상 3상 진입 &amp;rarr; FDA 최종 승인: &lt;b&gt;~58%&lt;/b&gt; (BIO/Informa, 2011~2020)&lt;/li&gt;
&lt;li&gt;FDA 승인 &amp;rarr; 블록버스터(연매출 $1B+) 달성: &lt;b&gt;~20%&lt;/b&gt; (Evaluate Pharma)&lt;/li&gt;
&lt;li&gt;&lt;b&gt;종합: 3상 진입 &amp;rarr; 블록버스터 &amp;asymp; 12%&lt;/b&gt; (0.58 &amp;times; 0.20, 역사적 평균 기준으로는 6%까지 내려간다)&lt;/li&gt;
&lt;/ul&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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&quot; alt=&quot;바이오 성공 깔때기 &amp;mdash; 100개 중 몇 개가 블록버스터가 되는가&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;3상 진입 약의 &lt;b&gt;42%는 결국 실패&lt;/b&gt;하고, 승인까지 받아도 블록버스터가 될 확률은 5개 중 1개다. &quot;3상 성공했으니 거의 확실하잖아&quot;는 현실의 기저율과 거리가 먼 진술이다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;성장주 &amp;mdash; 영원한 고성장의 환상&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&quot;이 회사 매출이 3년 연속 50% 성장했다. 5년 뒤에는&amp;hellip;&quot; 연결의 속도로 보이지만, 같은 속도의 장기 지속은 통계적으로 극히 드물다. Mauboussin(모건스탠리, 50,000개 기업 분석):&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;5년 CAGR 30% 이상&lt;/b&gt; 유지: 전체의 &lt;b&gt;~1%&lt;/b&gt; (502/50,000)&lt;/li&gt;
&lt;li&gt;&lt;b&gt;10년&lt;/b&gt; 유지: &lt;b&gt;0.6% 미만&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;1990년 순이익 상위 200개 중 이후 10년간 연 15%+ 성장 유지: &lt;b&gt;9% 미만&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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&quot; alt=&quot;고성장 지속 확률 &amp;mdash; 시간이 흐를수록 급격히 감소한다&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;현재 PER 50을 정당화하려면 그 회사가 이 1% 안에 들어간다고 베팅하는 셈이다. 가능은 하다. 그러나 &lt;b&gt;기대값 계산의 출발점&lt;/b&gt;은 기저율이다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;IPO &amp;mdash; 화려한 데뷔, 초라한 이후&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&quot;최초 상장, 성장 잠재력, 기관 물량 대기!&quot; IPO 서사 역시 강렬하지만 Jay Ritter(University of Florida)의 수십 년 연구는 다른 이야기를 한다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;IPO 후 3년 내 시장(벤치마크) 초과 수익: &lt;b&gt;~30%&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;당일 공모가 대비 팝: 평균 +15~20%&lt;/li&gt;
&lt;li&gt;상장 후 3년 수익률: 매칭 기업 대비 &lt;b&gt;유의미하게 언더퍼폼&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;IPO는 &lt;b&gt;기업이 자금을 필요로 할 때&lt;/b&gt; 하는 것이지, &lt;b&gt;투자자에게 좋은 딜을 주려고&lt;/b&gt; 하는 게 아니다.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;애널리스트 목표가 &amp;mdash; 전문가의 기저율&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&quot;애널리스트 목표가가 40% 위로 제시됐다!&quot;&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;12개월 목표가 달성률: &lt;b&gt;~30~50%&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;방향(상승/하락) 예측 정확도: &lt;b&gt;~54%&lt;/b&gt; &amp;mdash; 거의 동전 던지기&lt;/li&gt;
&lt;li&gt;평균 목표가 괴리: 실제 가격 대비 &lt;b&gt;+9.4% 상향 편향&lt;/b&gt; (낙관 편향)&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;전문가 숫자도 기저율 없이 보면 과신하기 쉽다는 점에서 일반 투자자와 다르지 않다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;3단계 기저율 체크 프레임워크&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;투자 아이디어가 생겼을 때 기저율을 다루는 순서는 간단하다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;Step 1. 범주를 정의한다&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&quot;이건 어떤 종류의 투자인가?&quot;&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;바이오 신약, IPO, 턴어라운드, 성장주, 배당주, 가치주 &amp;mdash; 범주에 따라 기저율이 완전히 다르다&lt;/li&gt;
&lt;li&gt;구체적 범주로 좁힐수록 기저율도 의미가 있다&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;Step 2. 기저율을 찾는다&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&quot;이 범주의 역사적 성공률은 몇 %인가?&quot;&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;학술 연구, SPIVA, 산업 데이터&lt;/li&gt;
&lt;li&gt;없으면 가장 유사한 범주의 기저율이라도 참고&lt;/li&gt;
&lt;li&gt;숫자를 못 찾으면 &quot;데이터 없음&quot;이 답이지, &quot;성공률이 높을 것&quot;이 답이 되면 안 된다&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;Step 3. &quot;이 사례가 기저율을 이길 이유&quot;를 입증한다&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;기저율을 넘는 차별점이 &lt;b&gt;구체적이고 검증 가능해야&lt;/b&gt; 한다&lt;/li&gt;
&lt;li&gt;&lt;i&gt;&quot;경영진이 유능하다&quot;&lt;/i&gt;, &lt;i&gt;&quot;기술이 혁신적이다&quot;&lt;/i&gt; 같은 서사는 불충분&lt;/li&gt;
&lt;li&gt;&lt;i&gt;&quot;FDA 자문위원회 15:2 찬성&quot;&lt;/i&gt;, &lt;i&gt;&quot;최근 2분기 연속 흑자 전환&quot;&lt;/i&gt; 같은 &lt;b&gt;구체적 팩트&lt;/b&gt;가 기저율 보정 근거가 된다&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;기저율 레퍼런스 카드&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;범주&lt;/th&gt;
&lt;th&gt;기저율 (성공 확률)&lt;/th&gt;
&lt;th&gt;출처&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;바이오 3상 &amp;rarr; 블록버스터&lt;/td&gt;
&lt;td&gt;~6~12%&lt;/td&gt;
&lt;td&gt;BIO, Evaluate&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;고성장 5년 유지 (30%+)&lt;/td&gt;
&lt;td&gt;~1%&lt;/td&gt;
&lt;td&gt;Mauboussin&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;IPO 3년 내 시장 초과&lt;/td&gt;
&lt;td&gt;~30%&lt;/td&gt;
&lt;td&gt;Ritter&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;적자 &amp;rarr; 3년 내 흑자&lt;/td&gt;
&lt;td&gt;~25% (추정)&lt;/td&gt;
&lt;td&gt;업종별 차이 큼&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;액티브 펀드 15년 시장 초과&lt;/td&gt;
&lt;td&gt;~10%&lt;/td&gt;
&lt;td&gt;SPIVA&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;애널리스트 목표가 달성&lt;/td&gt;
&lt;td&gt;~30~50%&lt;/td&gt;
&lt;td&gt;다수 연구&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;정리 &amp;mdash; 흥분하기 전에 기저율부터&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&quot;바이오 3상 성공?&quot; 기저율 12%. &quot;5년 연속 고성장?&quot; 기저율 1%. &lt;b&gt;이 숫자를 알고도 투자하는 것과 모르고 투자하는 것은 완전히 다른 게임이다.&lt;/b&gt; 알면 베팅 크기와 기대값이 바뀌고, 모르면 스토리에 끌려간다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Kahneman이 평생에 걸쳐 증명한 명제 &amp;mdash; 인간의 뇌는 스토리에 약하고 숫자에 둔하다 &amp;mdash; 를 투자에 적용하는 가장 간단한 도구가 기저율 체크다. 매수 버튼을 누르기 전 단 하나의 질문이면 된다.&lt;/p&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;&quot;이 범주의 성공 확률은 몇 %인가? 이 사례가 그 평균을 넘을 구체적 이유는 무엇인가?&quot;&lt;/b&gt;&lt;/p&gt;
&lt;/blockquote&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;참고 문헌&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;Kahneman, D., Tversky, A. (1973). &quot;On the Psychology of Prediction.&quot; &lt;i&gt;Psychological Review&lt;/i&gt;.&lt;/li&gt;
&lt;li&gt;BIO/Informa. (2021). &lt;i&gt;Clinical Development Success Rates 2011~2020.&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;Mauboussin, M. (2016). &quot;The Base Rate Book.&quot; Morgan Stanley / Credit Suisse.&lt;/li&gt;
&lt;li&gt;Ritter, J. R. &quot;IPO Statistics.&quot; University of Florida (다년도).&lt;/li&gt;
&lt;li&gt;SPIVA U.S. Year-End 2024 Scorecard.&lt;/li&gt;
&lt;/ul&gt;
&lt;section class=&quot;sj-faq&quot;&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;❓ 자주 묻는 질문&lt;/h2&gt;
&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;기저율(base rate)이 정확히 뭔가요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;어떤 사건이 발생하는 역사적 평균 빈도입니다. 예를 들어 &quot;임상 3상에 진입한 신약이 FDA 승인까지 받는 비율 58%&quot;가 기저율입니다. 개별 사례의 성공 확률을 판단할 때 가장 먼저 봐야 할 숫자입니다.&lt;/p&gt;
&lt;/details&gt;&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;95% 정확한 검사가 왜 양성 결과 신뢰도가 2%밖에 안 되나요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;유병률(기저율)이 너무 낮기 때문입니다. 1,000명 중 환자 1명, 건강한 999명 중 5%(50명) 위양성이 발생하면 양성 51명 중 진짜 환자는 1명 = 2%. 검사 정확도가 아무리 높아도 기저율이 낮으면 양성의 의미가 약해집니다.&lt;/p&gt;
&lt;/details&gt;&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;바이오 신약 투자는 정말 위험한가요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;임상 3상 진입 &amp;rarr; FDA 승인 58%, 승인 &amp;rarr; 블록버스터(연 매출 $1B+) 20%로 종합 기저율 약 12%. 단순 화폐로는 낮지만, 성공 시 10~50배 보상이라 켈리 기준으로 소액 분산은 합리적일 수 있습니다.&lt;/p&gt;
&lt;/details&gt;&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;5년 연속 30% 성장하는 성장주에 투자하면 어떨까요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Mauboussin(50,000개 기업 분석) 기준 5년 CAGR 30%+ 유지는 전체의 약 1%, 10년 유지는 0.6% 미만입니다. 현재 PER이 50배인 성장주는 그 1%에 들어간다는 베팅인데, 기저율을 알고 베팅해야 합니다.&lt;/p&gt;
&lt;/details&gt;&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;IPO는 성장 잠재력이 크니까 좋은 투자 아닌가요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Jay Ritter(University of Florida) 연구에 따르면 IPO 후 3년 내 시장 초과수익은 약 30%에 그칩니다. IPO는 기업이 자금을 필요로 할 때 하는 것이지 투자자에게 좋은 딜을 주려는 게 아닙니다.&lt;/p&gt;
&lt;/details&gt;&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;애널리스트 목표가는 믿어도 되나요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;12개월 목표가 달성률은 30~50%, 방향 예측 정확도는 약 54%(거의 동전 던지기). 평균 +9.4% 상향 편향(낙관 편향)이 있어 그대로 믿기보다 참고 정도가 합리적입니다.&lt;/p&gt;
&lt;/details&gt;&lt;/section&gt;
&lt;div class=&quot;disclaimer&quot;&gt;본 글은 제가 공부한 내용을 정리한 &lt;b&gt;개인 의견 및 정보 제공&lt;/b&gt; 목적의 글이며, 특정 종목&amp;middot;상품에 대한 투자 자문이 아닙니다. 투자 판단과 책임은 본인에게 있습니다.&lt;/div&gt;
&lt;/article&gt;</description>
      <category>주식 투자에 통계학 지식이 필요한 이유</category>
      <category>IPO</category>
      <category>Mauboussin</category>
      <category>기저율</category>
      <category>바이오투자</category>
      <category>베이즈정리</category>
      <category>성장주</category>
      <category>카너먼</category>
      <category>투자심리</category>
      <category>행동경제학</category>
      <category>확률</category>
      <author>Stock &amp;amp; Data</author>
      <guid isPermaLink="true">https://milordkim.tistory.com/21</guid>
      <comments>https://milordkim.tistory.com/21#entry21comment</comments>
      <pubDate>Fri, 24 Apr 2026 15:03:33 +0900</pubDate>
    </item>
    <item>
      <title>차트는 왜 폭락은 잘 잡고 폭등은 못 잡는가 &amp;mdash; 신호의 비대칭성</title>
      <link>https://milordkim.tistory.com/20</link>
      <description>&lt;div&gt;
&lt;style&gt;
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&lt;/div&gt;
&lt;script type=&quot;application/ld+json&quot;&gt;{&quot;@context&quot;: &quot;https://schema.org&quot;, &quot;@type&quot;: &quot;Article&quot;, &quot;headline&quot;: &quot;차트는 왜 폭락은 잘 잡고 폭등은 못 잡는가 — 신호의 비대칭성&quot;, &quot;description&quot;: &quot;차트가 폭락은 잘 잡고 폭등은 못 잡는 이유 — 손실 비대칭, False Positive 비용 차이, 모멘텀이라는 합법적 예외&quot;, &quot;datePublished&quot;: &quot;2026-04-24&quot;, &quot;dateModified&quot;: &quot;2026-04-24&quot;, &quot;author&quot;: {&quot;@type&quot;: &quot;Person&quot;, &quot;name&quot;: &quot;milord (Stock Jarvis)&quot;}, &quot;publisher&quot;: {&quot;@type&quot;: &quot;Organization&quot;, &quot;name&quot;: &quot;Stock Jarvis&quot;}, &quot;keywords&quot;: &quot;차트분석, 신호비대칭, 손실비대칭, 200일선, 골든크로스, 데스크로스, 모멘텀투자, 손절, 켈리기준, 행동재무&quot;}&lt;/script&gt;
&lt;script type=&quot;application/ld+json&quot;&gt;{&quot;@context&quot;: &quot;https://schema.org&quot;, &quot;@type&quot;: &quot;FAQPage&quot;, &quot;mainEntity&quot;: [{&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;차트가 폭락을 잡는다면 폭등도 잡을 수 있는 거 아닌가요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;부분적으로는 맞지만 5가지 비대칭 때문에 같은 가치를 갖지 않습니다. 손실의 수학적 비대칭(-50%는 +100%로 회복), 시장 기본 추세가 상승, 폭등 신호 False Positive 비용이 더 큼, 폭락 패턴이 더 일관적, 심리 압박 — 이 5가지가 폭락 신호 쪽에 쏠려 있습니다.&quot;}}, {&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;Golden Cross로 매수하면 안 되나요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;단독으로는 거래비용에 알파가 소멸합니다. 더 큰 문제는 강세장 후반에 신호가 나와 꼭지에서 매수하는 False Positive입니다. 평균 비용 -10~30%로 폭락 신호의 False Positive(-3~5%)보다 훨씬 비쌉니다.&quot;}}, {&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;그럼 \&quot;폭등 시작\&quot;을 잡는 합법적 방법은 없나요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;있습니다 — 12개월 모멘텀입니다. Jegadeesh &amp; Titman(1993)이 발견한 학계 인정 유일한 TA 팩터로, \&quot;이미 1년간 오른 종목을 사라\&quot;는 단순 규칙. 연 +3~5% 알파가 30년간 재현됐고 Fama-French 5팩터에 6번째로 공식 편입됐습니다.&quot;}}, {&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;200일선 이탈 시 매도하면 가짜 신호 손실은 어떻게 하나요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;약 40% 확률로 발생하며 평균 -3~5% 비용입니다. 그러나 60% 확률로 -30%+ 폭락을 회피합니다. 기댓값(EV) = 0.4 × (-4%) + 0.6 × (+30%) = +16.4%. 켈리 기준 명백히 양수.&quot;}}, {&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;시장은 장기적으로 우상향한다는데 굳이 손절해야 하나요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;우상향은 지수(S&amp;P 500) 이야기이고, 개별 종목은 50% 이상이 영구 손실합니다(Bessembinder 2018). 또한 -50% 폭락에서 매도 안 하고 들고 있는 심리적 비용이 매우 큽니다. DALBAR -2.84%p 행동 격차의 주된 원인입니다.&quot;}}]}&lt;/script&gt;
&lt;article class=&quot;sj-post&quot;&gt;
&lt;div class=&quot;sj-meta&quot;&gt;  작성&amp;middot;갱신: &lt;time datetime=&quot;2026-04-24&quot;&gt;2026-04-24&lt;/time&gt;&lt;/div&gt;
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&quot; alt=&quot;5가지 차원 비교 &amp;mdash; 폭락 신호 압도적으로 가치 큼&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&quot;차트가 폭락 시작을 일찍 알려준다면, 폭등 시작도 일찍 알려줄 수 있는 거 아닌가?&quot; 이 질문은 논리적으로 정당하다. 같은 도구가 한 방향만 잘 잡는다는 게 직관적으로 이상하기 때문. 그러나 실제 데이터를 보면 &lt;b&gt;폭락 신호와 폭등 신호의 활용 가치는 5가지 차원에서 모두 비대칭적&lt;/b&gt;이다. 이 글은 그 비대칭의 수학적&amp;middot;실증적 근거와, &lt;b&gt;합법적으로 &quot;폭등 시작&quot;을 잡는 유일한 방법(모멘텀)&lt;/b&gt; 을 정리한다.&lt;/p&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;미리 알아둘 용어&lt;/b&gt;&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;False Positive (FP, 거짓 양성)&lt;/b&gt;: 신호가 발생했으나 실제로는 일어나지 않은 경우. &quot;200일선 이탈했는데 폭락 안 옴&quot; 같은 사례.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;True Positive (TP, 참 양성)&lt;/b&gt;: 신호가 발생하고 실제로 일어난 경우.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;EV (Expected Value, 기댓값)&lt;/b&gt;: 가능한 결과를 확률 가중 평균. EV가 양수면 장기적으로 유리.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;켈리 기준 (Kelly Criterion)&lt;/b&gt;: 양수 EV를 가진 베팅에 자본을 얼마 걸어야 최적인지 계산하는 공식. EV &amp;gt; 0이면 베팅 가치 있음.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;200일선&lt;/b&gt;: 200일 이동평균선. 장기 추세의 대표 척도. 깨지면 약세장 시작 신호로 가장 많이 인용.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Golden Cross (골든크로스)&lt;/b&gt;: 50일 이동평균이 200일을 상향 돌파. 매수 신호로 해석.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Death Cross (데스크로스)&lt;/b&gt;: 50일이 200일을 하향 돌파. 매도/손절 신호.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;모멘텀 (Momentum)&lt;/b&gt;: Jegadeesh&amp;middot;Titman (1993). 과거 1년 상승한 종목이 다음 1년에도 상승할 확률이 통계적으로 유의미함. &lt;b&gt;학계 인정 유일한 TA 팩터&lt;/b&gt;.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Fama-French 5팩터 모형&lt;/b&gt;: 자산 수익률을 5개 요인(시장&amp;middot;규모&amp;middot;가치&amp;middot;수익성&amp;middot;투자)으로 설명하는 학계 표준. Carhart(1997)가 모멘텀을 6번째로 추가.&lt;/li&gt;
&lt;/ul&gt;
&lt;/blockquote&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;1. 손실의 수학적 비대칭 &amp;mdash; 가장 강력한 이유&lt;/h2&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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AVdX1wKNb/z48WJiafr06YXapS/7z6yMjAy1tuyvdUleZa/hp029xOxLFpVKJaKioj6IDRCIiHLD5BURERW5ixcvokmTJmp/qQYALy8v/PDDD6hZs6a4i17r1q3x4MEDjB07Fvv27YNKpUJaWhr27t2LvXv3YunSpTmSV8eOHUOPHj0QFxcHIPMf+ZcvX8ZXX32FPXv2IC0tDT169MCff/4JPz8/2NnZaTXu7LseZq/LlV32GSllypTRql9tvJmsedfi4+Px888/53rfebl//z4++eQTxMbGAsis69KhQwedxhEdHa2WBPP09ERAQAAUCgU6d+6MU6dOYfHixTnOYfIqp+zvSfbZMtllPx4UFISUlBSYmJioFa/OXrMpa6YRAJQvXx4LFiwQfynv1asX6tWrV+hx79+/H6NGjUJERITG9kqVKmH79u06z9QCMhOe2Xc91UVoaKj4+ZvJbkdHR/Hz//3vf7h582aOguXvg+TkZAQFBYmv83qOsmbWPnjwAID681epUiW1elZZTE1N4e3tjXv37onnurq6wsHBAZaWlkhISIC/vz9SU1NhbGyc4/n766+/xBlNHh4eGDt2bKHuN/vMxLxmXgUFBWHv3r3w9/fX+v8D2ZNq2iQ0s97HrHHZ29trdR0iopKKySsiIipy9evXR8+ePbFr1y4AmUmryZMno2/fvjAwMMD58+fRqFEjAICdnR2io6Px448/Ys6cOVixYgUOHDiAyMhINGrUCOPGjRP7jYuLw/Tp07FhwwZxxkOFChVw+PBhmJubY+fOnbCwsMDGjRsBANu3b8fPP/+MsWPHYu7cufmOu23btvjhhx8AZO5GNmXKFLVfOA4ePCgW85XJZGjVqlURvFuZ6tSpk2M2ydWrVwu0y2BhBAUFoVu3bgU+b+/evRg6dChev34tHouIiEBERESBZ0DExMSgdevWCA4OBpCZuLpx4wa6du2KP//8EwkJCWjUqBE2bdqkNuvufRAYGKh1gtLCwgI9evTQ2Pbrr7/CwcEBcXFxMDQ0hLOzMxo2bIjBgwejYcOGarHZd5zMbTaLnZ0dTExMkJKSApVKhRcvXsDT0xM1a9aEm5sbnj9/juPHj2PUqFGwsrLC9u3bAQBmZmYoX768+HUwNTXFokWLtLq/vBw9ehQ9evQQv78dHR3h7e0NhUKBe/fuIT4+Hg8fPkSLFi1w69YtVKhQodDX1FX23ULf3HUu+86NMTExuHz5cqGvp+kZCgsLEz/ft2+fWqI+r+dIW8HBweLXwtTUFLa2thrjss8IynrutHn+ss7NSl5lnSOVStGxY0fs3r0bCQkJ6Ny5s1iwPUuHDh0wfvx48bWfn59Oy+oiIiLg5uYGQH121bRp08Qi8EDmDp1Z1q9fj/Xr1wOAWrI9L23atMGECRMAADdv3sSOHTswYMAAjbGpqalqmx40b95cbWYfEdEHqTgLbhERUckVHx8vLFmyRCxWnN25c+fEQrR2dnY52lUqlXDjxg3h5cuX4rGoqCjB2dlZreBtkyZNhPDw8Bzn7927V3BwcBAACBKJRCyMm19RXYVCIVSqVEmMcXR0FGbPni1s2bJF+Prrr9WKtQ8ZMkTt3MIWbM8qSJzduyzYrulDU8H2LI8fPxY6duyoFi+VSsXPbWxshHXr1glpaWlajfnWrVuCu7u72G5lZSXcvn1bEARBeP36tdCoUSO18z/77DMhMDBQEISCv/fFoSAFyd983/P7OmV9DBo0SFAoFOJ57dq1E9s2bNiQ69hKlSolxmUvxn3o0KFci+Nv2LBB+Pzzz3O872lpacKLFy+E+Ph4nd6n5s2bi33269dPSE9PF9vi4+OFunXriu0TJkzQ+P7mVrA9N9mfn2+++Ubr83744QfxvObNm6u1nTx5UmyTy+WClZWVYGRklOPnT9ZrbQq2F7SofV7fv2/2l1vB9itXrogxpUuXzrWv9evXi3EdOnQQBEFQKwjfo0ePXM/t3r27GLd06VLx+PPnz9WezewfPXr0EFavXi2+btq0qSAImf/vCA0NFSIiIvK89+zCwsIK9L5m/zA1NRXmzZunVcF2QRCEfv36iXESiUQYOHCgcP78eSEhIUFQKBTCy5cvhV27dgmVK1cW42QymdrmIEREHyrOvCIiorfC0tISkyZN0ulciUSSY1twe3t7bN++HZ9//jlkMhm+/fZbjBs3Tm2ZR5YePXqgXbt2WLt2LSwsLPIsjJudXC7HwYMH0bJlS7x8+RLh4eGYPXt2jrgmTZroVDtGn5UrVw4rVqzAkydPMHHixFzjbt68iZUrV+Knn34Sl9EYGBhg0aJFaN26NXr37o07d+4gNjYWI0aMwMKFCzF69Gh8/vnnufY5a9YsLFy4UOzPysoKhw4dQvXq1QEA5ubm+PPPP/HVV1+JBaB///13VKlSBd99911RvQV6y8jICPXq1UONGjVQpkwZ2NjY4PXr13j27Bl+/vlnvHr1CgCwbds2WFhYiM9m9ppphoaGefafJSUlRfy8Q4cOOHnyJObOnYsrV65AqVTCx8cHkyZNgq2tLYYPHw4gc+bM8OHDMXz4cOzevVuckdSgQQOsXLmyQJsaPHv2TPy8T58+arWFLC0t0aVLF3EWU/bY4pB9tlX2WTmA+vvYvn17/Prrr5g9ezbmzJnzzsZXFArzDBX2+StbtiwuXbqEGTNm4NixY0hISEC5cuUwcOBADBw4UKwJJZVKsXz5cqxYsQJLliwRl7G6u7tj7ty5+c7SNDc3x/Tp03Ntl0gkMDQ0hImJCUxMTGBqagpHR0eUK1cOnp6ekMlkOHHiRJ7XyLJx40ZERUXh6NGjEAQB27dvF2cz5vbe7Nix44PbGISISKPizp4REVHJkv0v0EX5kfXX7Fu3bhXor+q6iIyMFEaMGCHY2tqqjcHDw0NYtmyZ2myQLO/7zCsfHx9BEATh6tWruc7cyD7TJuujXr164gwpQRCE1NRUYeLEiYKhoaEYM2PGjDzHvH//fnFWSqVKlYRHjx7lOuZ9+/YJrq6uQq9evQSVSiUIQsHe+zNnzggymeytfJw5cybPa78NiYmJwuDBg9Vmabx48UIQhMLPvMqNUqkUfHx8xHN2794tNG3aNNeZKXfv3tX6fj755BPx3K+++kpQKpViW0pKitC4cWOxPfssqdxmXr2Nn0VZ34/nz58XX1eqVEntPrZt2ya2DR48WBAEQZg1a1aOn2dZr7WZeaVJ9p+32X9GaEPfZ17lZeTIkeI5X375pfDtt9/m+rXaunWrVn2+KyqVSti2bZtQpUqVXMdsaGgodO/eXfD39y/u4RIR6Q3OvCIiovdK9l28Jk6ciGXLlunUz/bt23OtN+Lg4IC1a9di1apVePHiBRISEuDg4CBu//6hWrlyJa5fv47nz5+jcuXK+Pbbb9G9e3e1Wl1GRkbw8/PD6NGj8d1330GlUmHevHlqRZ/f1LVrVzg4OODvv//GN998k+csje7du+PTTz+FTCbTace5jz76SK0AeVFyd3d/K/3mxczMDBs2bMCxY8fw4sULKJVKHDt2DIMGDYKFhYUYl70m2Zuyt2U/JzdbtmwRC2fXrVsXFhYWOHPmDID/6sYdPHgQX375JZKTkzFz5kwcPHhQq/uZPn06Tp48iYyMDGzcuBF//vknKlWqhIyMDNy6dQtRUVEAABsbG4wcOVKrPt8WT09P8fPnz59DpVKJM0GzF+TWZmc5faXtM5SQkJDjnMKcm5cHDx6IdQ0tLCwwduxY1KxZE0Bmba3Tp08jNjYWzZs3x+vXrzF16lSx3qK2Ro4ciXXr1mkdn11e/28BMmdyZc0eCwwMxNWrVxEWFobU1FRYWVmhYsWKqFevHqysrHS6PhFRScXkFRERFan27du/lSLK2X9RfFdkMhnKlSv3Tq71008/5fjl6s2t2gsjJSUFL168wJ07d3D9+nVcv34d06ZNK1Afrq6uOHXqFJ49e4YWLVrk6P/OnTsICAhAXFwc0tLSUK1aNZQqVQoPHjyAo6Mjvvnmm1z7btKkCZo0aaKxLSgoCPfu3UNISAgSExMhk8lgaWkJDw8P+Pj4YPjw4WjTpg0AoGrVqnneg5mZWb4x7xsDAwPUr18fL168AABxl76sItQAxLY3vXr1SlyqJZVK8yysDWTuSjljxgwAmb+Er1q1Ctu2bRPbx40bB1tbWwwePBjffvstQkNDcezYMSiVSshksnzvpVGjRjhx4gSGDBmCwMBABAUF5Uh81q1bF9u3b1crEp6bYcOG5RujCwsLC9jZ2cHLywv+/v5ITk7G5cuXUb9+fQDAkSNHxNgGDRq8lTG8C2XLloVEIoEgCEhOTkZMTIzGou3Zd1LMeu60ef5yOzcv48aNE382zpgxA3fu3EF6ejoAoG/fvuJOmZ9++il+/PFHREZG4vr160WyE2ZRmDx5Mq5cuQIAGDNmDHr16pUjZurUqeLujWPGjEHnzp3f6RiJiPQRk1dERFSkdK1zpYumTZsWKP7AgQMaZwAlJSXlqJ8jCAKUSiUyMjKQmpqKlJQUJCcnIy4uDrGxsYiNjUV4eDhCQ0MLPA5NBg0aVOg+NPnss8+QkZGhVksmS0GTV0DmdvQeHh7i69u3b2PBggX4448/NF4ji6OjI/r27YtJkybBwcEh3+ukpaVhw4YN2LBhg7jDoyYymQyNGzfGxIkT0a5du4LdTAmSnJwsfp6VXKhSpYp47Pr16xrPy368XLlyOXbNe9O8efPE2U+9evVC3bp18e2334rt2ZMPZcuWRWhoKJKTkxEVFQVHR0et7qVJkybw9/fHzZs3MXXqVBw7dgwA0Lp1a6xcuRKVKlXSqh8A4gydt6Vnz55iXbxhw4Zh5syZOHHihLh7npubm94kTXRhamqKcuXKiT8fr1+/rnGX1ezPUVYtquzP38OHD5GSkpLj+UpOTlabpZZ1bm7++OMP8Xnw8PDA2LFj1Wbfvvn8ZQkKCirQ16Fly5YF2t1v//794i6p+blz5464a2TXrl01xty9ezffGCKiDw2TV0RE9NYcO3YMQ4cOBQDUrl0b+/fvL9L+O3TogA4dOmgdf+/ePY3Jq6tXr6JZs2Y6j0Ob2QLFJbflOkUxo2z79u0YNmyYWGg9L+Hh4fDz88OuXbtw5MgRcZmPJnFxcWjVqhWuXbuWb79KpRKnT5/G6dOnMXToUHz//fcFugd9JwgCBEHQuDFBlrCwMHHZHgBx9k/Lli3FWTNXrlxBaGgonJ2d1c7NvpyvdevWeY4lMDAQa9asAZCZ1Fi0aBEAqM2oyl6kO/vn2sy6yk4ikaBmzZqoVq2amKyoVKmSWuIqPj4eISEhiIuL06pPuVwOpVJZoHFk6dGjB/bu3Zvj+KhRo7Bp0yaEhobi7t276N69u1r7woUL8/zavQ9at24tfl8dPHgwR/IqJCREnEkkkUjQsmVLAJnJo6yZaRkZGTh06FCO9+fQoUPiLCpvb+88Z/4pFApMmDBBfO3n5wdDQ8O38vx16tQJnTp10jr+1q1bWieviIhIN+/3/02JiEivJScn4/nz53j+/DnCwsKKvP+JEydCIpFo/fHXX38V6fWNjIxQvnx5cZlKQZQpUwYPHz7U+qNMmTJa992kSRN88sknaNu2LTp27IjevXtj/PjxWLZsGY4cOYKQkJBC79QWEBCAoUOHiomrJk2aYO/evXj69ClSUlKgVCqRkJCA27dvY8WKFeIsiIiICHTr1i3PJMKYMWPExJWFhQVmzpyJS5cuISYmBhkZGUhLS0NISAiOHDmCnj17iudt2rQJO3bsKNR96Zu7d++iVq1a4g57b4qLi0P//v2RmJgIAKhXr564S6Ozs7O4vDMjIwPjx4+HIAjiuTdv3lTb6axv3755jmXChAni8qzJkyeLy/YqVqwoxmR93RITE+Hv7w8AsLa2hr29fZ59Dx06FF988UWOj0OHDokxP/74I7y8vODo6AgTExNYW1ujSpUq6NevX559v022trY4fPiw2mxEIHN3vaVLl6o9n2/DmTNnxATn21rinP252LZtG27evCm+FgQBEyZMEL+fW7ZsqVYbMPu5M2bMUEs0xsfHY+bMmRpjNVmzZo04C7Np06biDqaanj9AfTZYQZeyjxw5skD/bzl58mSB+iciooLjzCsiIvrglS9fHn5+fmrHpFIpZDIZ5HI5TExMYGZmBgsLC1hbW8POzk78yCoanleBXk0MDAzeWiHnnTt3vpV+s/vtt9/EGRN16tTBqVOncswwsbCwQPXq1VG9enX06NED7u7uSEtLw9OnT3Hjxo1ct38/cOCA+PlPP/2E9u3bq7XLZDI4OzvD2dkZbdu2hb29vTgjaP/+/QX+WugzlUqFW7duoV69eqhRowYaNmwId3d3mJiYIDg4GDt27BATw2ZmZjmWyfn5+aFOnTpQKBTYt28fIiIi0LlzZ4SGhmLjxo1IS0sDAHTr1i3P2kzHjx8XE0kuLi5qy4O7dOmC1atXAwCmTJmC6OhoHDt2TFxG2qlTp3yL6//yyy949epVnjFRUVHikkVdDBs2rEAzr27dupVr0jA7X19fBAQE4MyZM3j27BmsrKzQtGlTrZbHvg8+/vhjdO3aFT///DPS0tLQtGlTDB8+HM7Ozjh48KA468/AwABLlixRO3fcuHHYvHkznj9/jsDAQHz00Uf48ssvAQBbt27F48ePAWTOXh07dmyuY4iKisLcuXMBZP5sXrlypdjWsmVLWFpaIiEhAT/++CPKlCmD2NhYnDt3DkDm8kJfX9+ieTMKaMqUKVi8eHGu7aNGjcKoUaPy7ENTzLNnz95ZPUYiIn3B5BUREZUITZo0KVDtqey/zLi6umLixIlFP6gSLPsMHm12/nszJvv5b/abvU0uz/+fKtljcuv3feXi4oL69evj4sWLuHnzptqslzfj9u3bp7YbJ5D5nO/Zswf9+vVDamoqzpw5o7bEEMj83sk+A+tNSqUS48aNE18vWrQIpqam4uvGjRujd+/e2LNnD6KiotQK85cuXRrz5s3L9z6rVauG2NhY8bVUKoVcLoeBgQGMjIxgbm4Oc3NzWFlZwdbWFnZ2dnB0dISrqyvc3d1x4sSJfK9R0N3jFi1apFXyCsh8vt/cxKAk2b59OyIjI/H3338jISEhR0LG2NgYu3fvzpEkMjU1xZ9//omWLVsiJCQET548wdSpU9ViypQpg7/++kvtmXrTzJkzER8fDyCzPmD259zCwgJLly7F0KFDoVQqxeWsQObPhrVr1+q0M2mWJk2aoGHDhlrHv/k9SERERYPJKyIieicCAwMLPCNm2LBhYv2e/KSmpmpd+wYAjh49Wmx/jS8JOnXqhOnTpyMjIwMXL15Eq1atMHToUNSpUweOjo4wNDREUlISgoKCcPr0aaxYsUKsQePh4YFatWpp7FcikaBr167YtWsXgMxaQ+PGjUObNm3g6ekJS0tLqFQqREVF4c6dO9izZw/27Nkjnt+tW7e3f/PvkL29Pf755x8cP34ce/fuxZUrV/DixQskJyfDxsYG1apVQ+fOnTF48OBci61369YNvr6+WLp0KY4fP47Q0FCYmpqiatWq6NevHwYNGpRnXaaNGzfi/v37ADJ3+tO0O9qOHTtQrVo1bNu2DUFBQbC0tETr1q2xYMECrXYFPH36tJbvCBUHc3NznD59Glu3bsXu3btx7949JCcnw9nZGa1atcLEiRPVlu9l5+3tjfv372P58uU4ePAgnj59CiDz50Dnzp0xYcIEWFpa5nrtu3fvYsuWLQAyE1Xz58/PETNkyBA4ODhg8eLFuH37NmQyGerUqYNZs2ahcePGhbr39PR0cVmuNo4dO4YaNWoAyNxpcsSIEYW6viZ5vV9ERCWWQERE9JYcPHhQAKDzx+7du/Psf8KECTr37eXlVaT32r9/f7HvWbNmFWnfb3r27Jnavejq9OnTYh8+Pj6CIAjC1atXxWNubm55nr9z507BwMCgQO+7k5OTcPPmzTz7jY2NFerWrVvgr+nw4cN1fi/o/bZ9+3bxOWjRokWR9Llw4UKxzx49ehS6v1mzZon9bd++XRAEQXxtZmZW6P6p6IwYMULn/7dUqVKluIdPRFQisWA7ERER6aRfv364ceMGevXqBTMzszxjXVxcMG3aNNy9ezffGW/W1tb4+++/sWbNGlSpUiXPWAMDA7Ru3Rp//fUX1q9fX9BbICIiIqL3gEQQSlhxCCIiomIQHByMmJgYAICjoyMcHR3f2rXS09Px4MED8XVRLn9MSUkRd4kzNDRE5cqVtTovLS0Nd+/eRUBAAOLi4pCWlgZTU1OULl0alSpVgpeXl85jevHiBe7du4fQ0FAkJiZCKpXC0tISHh4e8PHx4RIaQkxMDIKDgwFkLi3TZQfQN50+fRqHDx8GANSoUQO9e/cudJ9vunXrFoDMmlnVqlUr8v6JiIhKCiaviIiIiIiIiIhIb3HZIBERERERERER6S0mr4iIiIiIiIiISG8xeUVERERERERERHqLySsiIiIiIiIiItJbTF4REREREREREZHeYvKKiIiIiIiIiIj0FpNXRERERERERESkt5i8IiIiIiIiIiIivcXkFRERERERERER6S0mr4iIiIiIiIiISG8xeUVERERERERERHqLySsiIiIiIiIiItJbTF4REREREREREZHeYvKKiIiIiIiIiIj0FpNXRERERERERESkt5i8IiIiIiIiIiIivSUv7gGQOm9vb8TGxsLDw6O4h0JEREREREREVGSePn0KGxsbPHr0qEDnMXmlZ2JjY5GcnFzcwyAiIiIiIiIiKlK65juYvNIzWTOuLl68WMwjISIiIiIiIiIqOvXr19fpPNa8IiIiIiIiIiIivcXkFRERERERERER6S0mr4iIiIiIiIiISG8xeUVERERERERERHqLySsiIiIiIiIiItJbTF4REREREREREZHeYvKKiIiIiIiIiIj0FpNXRERERERERESkt5i8IiIiIiIiIiIivcXkFRERERERERER6S0mr4iIiIiIiIiISG8xeUVERERERERERHqLySsiIiIiIiIiItJbTF4REREREREREZHeYvKKiIiIiIiIiIj0FpNXRERERERERESkt5i8IiIiIiIiIiIivcXkFRERERERERER6S0mr4iIiIiIiIiISG8xeUVERERERERERHqLySsiIiIiIiIiItJbTF4REREREREREZHeYvKKiIiIiIiIiIj0FpNXRERERERERESkt5i8IiIiIiIiIiIivcXkFRERERERERER6S0mr4iIiIiIiIiISG8xeUVERERERERERHqLySsiIiIiIiIiItJbTF4REREREREREZHeYvKKiIiIiIiIiIj0FpNXRERERERERESkt5i8IiIiIiIiIiIivcXkFRERERERERER6S0mr4iIiIiIiIiISG8xeUVERERERERERHqLySsiIiIiIiIiItJbTF4REREREREREZHeYvKKiIiIiIiIiIj0FpNXRERERERERESkt5i8IiIiIiIiIiIivcXkFRERERERERER6S0mr4iIiIiIiIiISG8xeUVERERERERERHqLySsiIiIiIiIiItJbTF4REREREREREZHeem+TVzt37oRcLke5cuVyjTl9+jSaNWsGCwsL2NjYoEOHDrhz547G2OjoaAwdOhROTk4wMTFB9erVsWnTplz73rhxI6pXrw4TExM4OTlh2LBhePXqVWFvi4iIiIiIiIiIsnnvkldxcXEYO3YsBg4cCIlEkmvcb7/9hpYtWyIpKQnr1q3DkiVLEBgYiPr16+P69etqsbGxsWjQoAH27duHMWPGYOfOnahatSqGDRuGb775JkffEydOxPDhw1G1alXs3LkTY8aMwd69e/Hxxx8jLi6uqG+ZiIiIiIiIiOiDJREEQSjuQRTEoEGD8Mcff2D58uXYsmULgoKCEBQUpBaTkpICDw8PWFhY4Pbt2zAxMQEAREREoHLlynB3d8e1a9fE+DFjxmD16tU4fvw4WrZsKR7v06cPfvzxR9y6dQvVq1cHANy4cQO1atVC79698cMPP4ixx48fR+vWrTF+/HgsW7ZM5/urX78+AODixYs690FEREREREREpG90zXm8dzOvRo8ejeDgYPTp0yfXmEOHDiE8PBxjx44VE1cAULp0aQwaNAjXr18XZ18pFArs2LEDtWvXVktcAcDUqVMhCAI2b94sHtuyZQsAYNq0aWqxrVq1wkcffYRt27YhIyOj0PdJRERERERERETvYfLK19cXxsbGecacOnUKAHIko7IfO3nyJADg+vXrSEhI0BhbpUoVODo6irFZfTs5OaFy5coa+46Li8ONGze0vyEiIiIiIiIiIsqVvLgH8Db4+/tDLpejfPnyOdq8vLwAAI8ePRJjsx/XFH/hwgUolUoIgoAnT56gYcOGucZm9V2nTp08x5g1Ve5N9+7dQ6VKlVg7i4iIiIiIiIhKFKVSCZlMVuDzSmTyKioqCra2thrfkFKlSgHI3F0wKzb7cU3xCoUC8fHxUKlUyMjIyDM2e99ERERERERERFQ4JTJ5lZKSAiMjI41tWUsOk5OTxVgAWsVn1bbXtu+85FacLGtGlrW1db59EBERERERERG9L3SZdQWU0OSVkZGRmJR6k0KhEGOy/ze3IuvZ47OSV9rEEhERERERERFR4b13Bdu1YW1tjfj4eI1tWbWkrKysxFgAecZLJBJYWlrC0tISEolE676JiIiIiIiIiKhwSmTyqkKFCkhOTkZERESOtqdPnwIAKlasKMZmP64p3tXVFUZGRjA2NoaLi0uesdn7JiIiIiIiIiKiwimRyaus3QDPnTuXo+306dNqMbVr14ahoaHG2JCQEAQEBKjtLtiwYUP4+/sjMjJSY99GRkaoXbt2kdwHEREREREREdGHrkQmr7p06QJzc3MsX74cSqVSPJ6QkIANGzbAzc0NTZs2BQBYWFigS5cu+Ouvv3Dnzh21fpYsWQIAGDBggHhswIABEAQBy5YtU4u9du0aTp48KV6biIiIiIiIiIgKr0QWbLezs4Ofnx+GDx+OVq1aYfDgwUhLS8PKlSsRHh6OP/74AwYGBmL8woULcfLkSbRq1QrffPMNypYti6NHj2Lbtm3o06cPWrVqJca2bt0aPXr0wJIlSxAbG4vWrVvj+fPnWLhwIUqXLo1FixYVxy0TEREREREREZVIJTJ5BQBfffUVHBwcsHTpUgwdOhQymQz16tXDhg0b8PHHH6vFurm54fLly5g2bRoWLVqE+Ph4lC9fHkuXLsXYsWNz9P3DDz/A19cXO3bswM6dO2FtbY327dtjwYIFcHFxeUd3SERERERERERU8kkEQRCKexD0n/r16wMALl68WMwjISIiIiIiIiIqOrrmPEpkzSsiIiIiIiIiIioZmLwiIiIiIiIiIiK9xeQVERERERERERHpLSaviIiIiIiIiIhIbzF5RUREREREREREeovJKyIiIiIiIiIi0ltMXhERERERERERkd5i8oqIiIiIiIiIiPQWk1dERERERERERKS3mLwiIiIiIiIiIiK9xeQVERERERERERHpLSaviIiIiIiIiIhIbzF5RUREREREREREeovJKyIiIiIiIiIi0ltMXhERERERERERkd5i8oqIiIiIiIiIiPQWk1dERERERERERKS3mLwiIiIiIiIiIiK9xeQVERERERERERHpLSaviIiIiIiIiIhIbzF5RUREREREREREeovJKyIiIiIiIiLSa0+fPsXQoUPh5uYGQ0ND2Nvbo23btjhy5Eiu55w6dQrt2rWDvb09jI2N4e3tjenTp+P169ca41+/fo3p06fD29sbxsbGsLe3R7t27XD69Olcx9ShQweYm5vD3NwcHTp0wLNnz3LELViwABKJBHK5HHfv3tXtDfjASQRBEIp7EPSf+vXrAwAuXrxYzCMhIiIiIiIiKn5nzpzBZ599lmvSaebMmZg7d67asbVr12LUqFEa4ytVqoSzZ8/CwcFBPBYVFYUmTZrg4cOHGs9Zs2YNRo4cKb5+9eoVPD09ERMToxZna2uLgIAA2NnZAQBevnwJb29vJCUlYcSIEVi7dm3+N1yC6Zrz4MwrIiIiIiIiItJLiYmJ6NGjB16/fg1LS0vs3bsXr1+/xp07d9ChQwcAwLx589RmR92/fx9jx44FAFSvXh23bt1CXFwclixZAgB4+PAhRo8erXad0aNHi4mrxYsXIy4uDrdv30b16tUBAOPGjcP9+/fF+LVr1yImJgY2NjZ4+PAh/vnnH8hkMsTExGDdunVi3KRJk5CUlARbW9scCTbSHpNXRERERERERFRsypUrB4lEgtmzZ+do279/PyIjIwEAfn5+6NGjB8zNzVGtWjX88ssv8Pb2BgAsW7ZMPGflypVQKpWQSqXYv38/fHx8YGVlhUmTJqF3794AgH379iEkJARA5uyoffv2AQD69OmDyZMnw8rKCtWrV8f+/fshlUqRkZGBVatWide4c+cOAKB58+bw9vZGgwYN4OPjAwC4ffs2AOD8+fPYu3cvgMwEm62tbZG9Zx8aJq+IiIiIiIiISC/dvHlT/LxTp05qbQYGBuKxEydOICMjAwBw+PBhAECjRo3g6empds7gwYMBAIIgiPWyjhw5gqyKSlntWTw9PdGwYUO1fnMjkUjEz1UqlbhssVq1ahg2bFjeN0p5YvKKiIiIiIiIiPRSenq6+LmJiUmu7WlpaXj69CliYmIQFhYGAKhdu3aO+OzHsoqnZy+intc5oaGhYo2ratWqAcisx/XkyRNcu3ZNnHFVvXp1bNq0Cbdu3QIArF69GjKZTMs7Jk2YvCIiIiIiIiKid0apVCIjI0P8yKJSqdSOq1QqlCtXTmy/dOmSWj+pqak4ePCg+Do2NhYvX74UX7u4uOS4trm5OaysrABAjM1aPmhtbQ0zM7Mc52TvJ+uckSNHwtraGq9evUKFChVQu3ZtZGRkwNraGj179sSMGTMAAF27dkXTpk21el8od0xeEREREREREdE7U758eRgYGIgfz58/B5BZFyr78blz56Jz586QSjNTFyNGjMD58+eRlJSEBw8eoGvXrnj27JnYr0qlQmJiovhaUyIKyExgARBjs/6bX3z2WHt7e1y5cgUtW7aEkZERjIyM0LJlS1y5cgVr1qzBq1evYGJiglmzZmHOnDlo1KgRGjVqhDlz5qiNkbQjL+4BEBERERERERFp4uXlhTlz5mDmzJkIDAxEo0aN1Nrr16+PixcvAgBsbGzEZX3vQsWKFXH8+HG1Y/fu3cOGDRsAABMmTMDgwYNx5coVsf38+fM4evQoLly4ICblKH98p4iIiIiIiIjonQkKCoIgCOKHm5sbAGDWrFlqx7N2H5wxYwYOHjyIJk2awMzMDHK5HDVq1MAPP/yAjh07Asgs3u7h4aE2SyopKUnj9bNmPmXFZv03v/jssbkZPXo0lEolXF1d4e7uLiauTpw4gTt37sDU1BSXL1/G/v378+yH1DF5RURERERERER6rVOnTjhz5gwSExOhUChw48YN9O7dG5cvXwYA+Pr6wtDQEGXKlBHPyV7/KktiYiLi4+MB/FfLKuucuLg4jUv68qujlWX//v04ffo0AMDPz0+cEebt7Y0WLVqgWrVq4syxkydPan/zxOQVEREREREREb1/QkNDcfjwYQBAly5dAAB2dnZwcnICAFy9ejXHOdmX8FWtWhXAfzsHAsC1a9dyPcfJyQm2trYax5KSkoKJEycCABo1aoQePXqISS87OzsxLutzTYk1yh2TV0RERERERESktzQt51OpVBg2bBjS09NhbW2NoUOHim3t2rUDAJw7dw6BgYFq523btg0AIJFIxLi2bdtCIpEAALZu3aoWHxAQgH/++QcA0L59+1zHuHjxYgQHB0MqlWL16tUAAAcHBwBAdHS0GPfq1Su1NtIOk1dEREREREREVGyyamBl1bh6k6+vL1atWoWAgAAkJibi8uXLaNu2Lf744w8AwMqVK2FjYyPGjxkzBjKZDCqVCl27dsWdO3cQHx+PpUuXYs+ePQCAbt26iUsAXV1d0bVrVwDADz/8AD8/P8THx+Pu3bvo3r07VCoVZDIZRo8erXF8z58/x5IlSwAAQ4YMga+vLwCgTp06AAB/f38cO3YMt27dwt9//63WRtqRCIIgFPcg6D/169cHAHFtLBEREREREdGHzN7eXpyxlJ1UKsWiRYswadKkHG2rVq3C2LFjNfbn5eWFv//+G6VKlRKPRUZGonHjxvD399d4zsqVKzFmzBiNbV27dsWBAwdgbW2NwMBA2NvbA8hcSujt7Y3g4GC1eDc3Nzx8+BAmJiYa+yvJdM15cOYVEREREREREemtpUuXomHDhihVqhQMDQ1RtmxZ9OzZExcvXtSYuAIyZ1+dOHECn3zyCWxtbWFkZISKFStiypQpuHLlilriCgBKlSqFK1euYMqUKahYsSKMjIxga2uLTz75BCdOnMg1cXX69GkcOHAAADBnzhwxcQUAJiYmuHz5Mjp27Ahzc3OYm5ujY8eOuHTp0geZuCoMzrzSM5x5RUREREREREQlEWdeERERERERERFRicPkFRERERERERER6S0mr4iIiIiIiIiISG8xeUVERERERERERHqLySsiIiIiIiIiItJbTF4REREREREREZHekhf3AIiIiIiIiIjo/aZKT4dKkV7cwyjRpAaGkBoaFvcwigWTV0RERERERERUKCpFOpRJiVClM4H1NkgNDQEzcyaviIiIiIiIiIh0pUpPx+3RXxb3MEokn9VbIDMr7lEUH9a8IiIiIiIiIiIivcXkFRERERERERER6S0mr4iIiIiIiIiISG8xeUVERERERERERHqLySsiIiIiIiIiItJbTF4REREREREREZHeYvKKiIiIiIiIiIj0FpNXRERERERERESkt5i8IiIiIiIiIiIivcXkFRERERERERER6S0mr4iIiIiIiIiISG8xeUVERERERERERHqLySsiIiIiIiIiItJbTF4REREREREREZHeYvKKiIiIiIiIiIj0FpNXRERERERERESkt5i8IiIiIiIiIiIivcXkFRERERERERER6S0mr4iIiIiIiIiISG8xeUVERERERERERHqLySsiIiIiIiIiItJbTF4REREREREREZHeYvKKiIiIiIiIiIj0FpNXRERERERERESkt5i8IiIiIiIiIiIivcXkFRERERERERER6S0mr4iIiIiIiIiISG8xeUVERERERERERHqLySsiIiIiIiIiItJbTF4REREREREREZHeYvKKiIiIiIiIiIj0FpNXRERERERERESkt5i8IiIiIiIiIiIivcXkFRERERERERER6S0mr4iIiIiIiIiISG8xeUVERERERERERHqLySsiIiIiIiIiItJbTF4REREREREREZHeYvKKiIiIiIiIiIj0FpNXRERERERERESkt5i8IiIiIiIiIiIivcXkFRERERERERER6S0mr4iIiIiIiIiISG8xeUVERERERERERHqLySsiIiIiIiIiItJbJT559eLFCwwbNgxubm4wNDSEjY0NWrdujaNHj+aIvXXrFjp06AAbGxtYWFigWbNmOHPmjMZ+k5KSMHnyZLi5ucHY2Bienp5YtGgRlErlW74jIiIiIiIiIqIPR4lOXgUGBqJmzZrYvn07OnbsiJ07d2LGjBkIDAxEu3btsHLlSjH26tWraNCgAQIDA7FkyRKsW7cOSUlJaNGiBQ4fPqzWb1paGlq3bo1Vq1ahb9++2L17N1q3bo1p06ahd+/e7/guiYiIiIiIiIhKLnlxD+Bt+uabbxAdHY1ffvkFnTt3Fo8PHjwYPj4+mDp1Kvr27QtbW1sMGTIEJiYmOHfuHEqVKgUA6Nq1K3x9fTFs2DA8fvwYxsbGAID169fjwoUL2Lx5M7788ksAQLdu3WBtbY0FCxagd+/e+PTTT9/9DRMRERERERERlTAleubVyZMn4ebmppa4AgBra2sMGDAAqampOH/+PK5evYrbt29j8ODBYuIKAExNTTFmzBiEhISozb7avHkzHB0dMXDgQLV+J0yYAENDQ2zatOnt3hgRERERERER0QeiRM+8kkqlcHBw0NiW/fipU6cAAC1btswRl3Xs5MmT6NKlC8LDw/Hw4UP07NkTMplMLdbGxgY1a9bE6dOnIQgCJBJJrmOrX7++xuP37t1DpUqVEBcXl+e9EREREREREekLZUoyMpKTobC1L+6hlEgJycmQy+SQKTKKeyiFolQqc+RStFGiZ141a9YMt2/fxoMHD9SOq1Qq/PTTTzA1NUW9evXg7+8PAPDy8srRR4UKFSCTyfDo0SMAyDM263hSUhJevHhRlLdCRERERERERPRBKtEzr5YvX47bt2+jXbt2WLp0KRo2bIjQ0FDMmzcPly9fxubNm1G6dGlERUUBgNqSwSwymQy2traIjo4GgDxjsx+Pjo5G2bJlcx3bxYsXNR7PmpFlbW2t3U0SERERERERFbMMAzkUygwYxEQX91BKJEtTUxhYWkJuZl7cQykUXWZdASU8eVWuXDncuHEDPXv2RLdu3cTjDg4OOHPmDBo2bAgASElJAQAYGRlp7MfY2BjJyclaxwIQ44mIiIiIiIiISHclOnn1/PlzdOzYES9fvsTChQvh6+uLyMhIfP/992jXrh02b96MHj16iImojIwMGBoa5uhHoVDAwsICANRiNVEoFGpxRERERSEl9CWSAv2heB0PVVpacQ+HiEgjiUQCubklDGztYFW9BqQa/m1NRERUUCU6edWjRw8EBQXh+vXrKF++vHi8b9++6NixI3r37g1fX19xiV58fLzGAu/x8fFwd3cHALVYTbIKrVtZWRXdjRAR0QcpNSwUkSf/RPSpv/D60f3iHg4RUYHIzMxh17ApHFq0gW29jyGVGxT3kIiI6D1VYpNXT58+xeXLlzFixAi1xBWQ+RehmTNn4tChQ/jpp59QoUIF8Zw3k1dhYWFISUlBxYoVAUAtNrfrymQyMdlFRESki7ib13B34nCo/l2uLrewhFXlajCwtILM0BDIY0dbIqLiIiiVyEhORmp4CBICHiHyrz8Q+dcfsGvYFJXnL+dMLCIi0kmJTV5FRkYCAORyzbdoYJD5l5+IiAh07twZAHDu3DnUrVtXLe706dMAINbHcnd3R5kyZXDu3LkcfaampuLSpUuoW7eu2D8REVFBZU9c2dVpAMfmrWHpVRkSHQtcEhEVh/S4WLy6dgkhh37Bq/Nn8GDGeCawiIhIJ9LiHsDbUqVKFZiYmODHH3/EixcvcrQvWrQIAFCrVi00a9YMZcuWxfr165GUlCTGZGRkYNmyZbCwsMDnn38OIHPWVr9+/XD//n0cPXpUrc8NGzYgISEBAwYMeHs3RkREJVpaZLiYuHL6pAM8R4yHVeVqTFwR0XvH0NoGTi3bosrUOTC0scWr82fweNWi4h4WERG9h0ps8srCwgKLFy9GVFQUatWqhTlz5mD//v3YsGEDGjZsiH379qFevXro168fDAwMsH79egQHB6NRo0bYvn079uzZg+bNm+PGjRtYsWIF7OzsxL4nT54MLy8vdOvWDfPnz8eBAwcwceJETJo0Cc2aNcPAgQOL8c6JiOh9FnXqWOaMq9r1Ua7XAEi4PJCI3nMmjs6o/M0sQCJB5LEjUKWnF/eQiIjoPVNilw0CwKhRo1CpUiWsWbMGGzZswKtXr2BsbAxvb2/4+flh1KhR4u6C7du3x8mTJzF37lyMGTMGKpUKvr6++P333/Hpp5+q9WttbY3z589jxowZ2LBhA6Kjo1GmTBlMnToV06ZNy3WpIhERUX4iT/4FACjVpAUTV0RUYpg6u8DSsxIS/B8g5soF2DdsWtxDIiKi90iJz7K0bNkSLVu21Cq2SZMmOHnypFax9vb22LhxIzZu3FiY4REREYlSI8Lw+v5tyM3MYVW5WnEPh4ioSNnVqY8E/weIPvUXk1dERFQgJXbZIBER0fsm6UkgAMDSuwqknMVLRCWMdVUfAEDik4BiHgkREb1vmLwiIiLSExmvEwAABpaWxTwSIqKiJzfP/NmWkZBQzCMhIqL3Df+sS0REpCdUaakAAKmhUTGPJG+Bm9Yg6vwZAECDXQe0Oic9LhbXRn+puVEqRYMd+wvVf0FdHTUYivg4WHpXQdVpcwvV1/XxXyEtOgrm5Sui+qzC76QmCIJY7+zed98i4dF9GNk7oNbyvEsVJD57gshzp5AQ8Ahp0ZFQpqZCZmQMI4dSsPT0RqlGzWHuXr7Q4wOA27MmI+nZE8hMzVB3464i6fNNRf2+vulCvy4AALu6H8NrxPhC9XVnzhQkPgnU6uuki6J8XotK8M8/4uXvmd+fNfzWwqS0U77nyIwyf7Zl/awjIiLSFpNXRERE76noKxcRsHZpgc+rOGw0HD5uIr6+O286Xgc+yvOcmss2wNihVIGv9S6Iya43kmDAfwkQ25q14T12itZ9poSFIPjAXsQ/vAdVWhpMXcrCqXV7ODRoVKix+q9dipib1zS2CUoloFKh8jezYF2lutZ9CioVnu3ZjvATRwFBUGtTpiQjOTgIycFBCD/5FxxbtIF7n4GQSGU634MqQ4HU8DAAgFG23ZgLIvjnn/Dy958BAD7zlsLMzV3n8WQX/+g+Xv5+AIlPAiGRSmFeviJcO/eARfmKRdJ/UXgbz+utGROQHBwE07Ll4Dt/Wa5xWd/rhja2+GjVZl1vQXfchIKIiHTE5BURERG9dQZW1qi9bnsurfr1C+3rxwG4v2g2VOlp4rHEp4EI3LgSSc+folzP/jr3LWRkQFAo8owxLeNaoD5DDv+K8ONHAADGpRzh+nkPWHh6Q25qBmVyMl4/9seLg/uQEhaK8BNHYWhjC5dPP9f5HqIv/QNlSjIAwNy9gk59qBTp4udSY2Odx5Jd5LnTeLxlnVoCL+7OTcQ/uAuvUZNgW+MjrfoJ+mknQo/+nmdMnQ27IDczK9R49U3kuVN4vHldnjFm5crDZ+6SdzQiIiKi/zB5RURE9J6yqeYL30WrCnyeoY2t2mvvcVMgZGTkiAs9+nu+v8RrSyKRwMBC/2t5qRQKBGxcCVV6GmQmpig/cBiM7Bzw/Oc9SHh4H6FHf4eNT02dd4N07zMYrl17ia8lACCV4t6Cmch4nQATJ2cYWtsUqM/wE0cBAFJDQ1SdMV/tfLmpGYzsHWBVpTquTxgOVWoqwo4f0Tl5lfYqGs/37RZfR/1zFra16sC2Ru0C9ZP04jkAQGJgUCQz+tJeRePpzk2AIMC4tCM8+g8FADzduRmpEWF4vGUdai5ZW+ISTkRERB8KJq+IiIjeUzITE5iauEBQKvHAbx4AwNqnJsq0/UyMiThzAjHXrwAAPEdNgExDPS0DcwuN/UuN8p8RE3nu1L/BUpT6uGmO9oCNqxB94e98+8lSYcgIrWNzEICXh35RO5SRnFygLl5du4S0yAgAgFuPPrCv1xAA4DVyIq6PHw5VWipCDv+qc/LKyN4Bb34FXl29JBbrt6vdoED9qTIykB4bAwAwcXbJNfFlYGEJMxc3vH7sD0VcLFTp6ZAaGhboWikRYXi0/Dso4uMAABKZHIIyA/5rlsK1cw+Uad9Rq+WIadFRSHh4DwAgKBSIvnhebRmrLsJOHIUqPXM2V8VhY2BRwfPfz0fj7typyHidgCvD+2nVV5n2nVCqSYscx4P37xG/l4pEETyvObpUKJAc+jLX9uwz3vLi3u9Ljc94QZ8ZIiKiosLkFRER0XtOIpMh/uE9QBBgaKNegygp+Blib1/PjJNq3mQ4qyi4LrKWGUkMDDQmr94pQYXg/Xs0NilTU9V+qRdUKo1xMTeuAsh8Tx0aNBaPG1hYwsanJl5duYD4B3ehTMsshl5Y6XGxeLp7CwBAamCI0s1ba4xLi44SC4ybODmjxuI1mefI5TCwtIIiIR6pkeFQJL7WmIxUpqUiJSwEACA3tyhQEkKVno7wk3/ixa/7xeWCZbv2glWlqni4/DtkJCUieP8eRF86jzLtO8GuTgNI5Zr/iSmolHiyfWNmfa9/Pdm+ETIzc9j61tJ6TG+KvZGZVDJxchYTVwBgUcETxo7OSA0P1bovA0srGFha5TguMzHVeXwaFcHz+qaUsBDcmjKm0EMztLGFqbNLofshIiIqKkxeERERvadUCgUEZeZyP4lcDkGhgEqRDmVqyn8xaf/OtJBIIGRkQJmRAYlUVmQzKMz/LYQtlRtobPf8agw8v8r8ZVqVkYH4B3eR9PwZlCnJkJuZw7x8RVh6VlJLrMU//C+RJiY5JNBqVo+ldxW116+fBEBQKBD/4K5Wv9QnPX8GADBxKgOZsYlam7lHBby6cgGCUonkF8FqSRJdpCfE44HfPCjiYgEA1tV9YWRb8ALopZu2wsvff4YyORkPFs2BS8euMHP3gMzYBMrUFCQ9e4qXh35BRlJiZnyzVlr1G3f3FmJuXkX0xfPiuVIjY7j3HYzSjZsDAKrPWYzHm9chwf8Bkl88R+DGVXi2eyssPL3h1q03TF3Kiv0p01LxeNNaxN29BQAo1bg5EgIeITU8FP6rFqPMp13g8lmXXBNfuVGmpSIlPByA5hpc5h4VMpNXEilqLlsnPkfXx38FaJkUelsK+7wSERF9KJi8IiIiek893ro+x5K8V1cu4NWVCzmDBQGXh/YBANj41EKlCdNyhBja2sN3wXKN15KZmGg8Xn3WIq3GmhDwCAEbViD9VXSONpMyLvAaMUEt0ZHl4sDuADJndtXfujfvi0ilqDptrtqhrN3btJWVSNK0/M7Q+r9aYen/xukq6fkzPFrjJy5RBICY61fwZNsGuPf7Mkcy0NDGFpW/mQUAkBqot7l06orUqAhEXzyHpOBn8F/jl+t17eo0gGun7lqNMTnkBcJP/Jn5QiKBbc3acPuiH0xKOyH45x+hTE2FcWlHVJk2F1EXziLkj1+REvICGUmJUMTHwcSpjNhX3L3bYv0pALCrXR/lB30FRXw8Hq5YiKSgp3j56/8QffFvOLfriNJNWmo1RgCZyxiFzCSUwRv13IBsX0tBBalMnqPmW47+EuKhSHyd43jWrLMsEWdP4PXjAABAaravo9aK4Hl9U34F1QszyzIvaZERYqLZyN5B4/JkIiKiwmDyioiIiAAAEqkEcjMzCIIAISMDqvR0KF7HIz02BskhL5H8MhhCRt475WmSkZyERysWIiMpEeYeFeHSqRsMrW2QGhmB4P0/ICXkJR4uX4gaS9YUeNaNtmxr1ob32Cni66ujBou1m7JT/rvDoMQg50yy7EkjVVqqTuNQpqch9PBveHnogFgk3+HjpjAuVRovDu5DxJkTSHz+DB79hsDi31ltQOYyxtyWcUnlBvAcPhalm7RA5D9nkfgkEGkx0VClZda1MrK1g7lHRTh83BjWVX20HqvTJx2QEhYCAytr2NdpoJZcDD91DBmJr2HpXQVOrdqh1MdN4dCgCRKfPUHcnRuwq9MAElnmDKfgX/bi5a/7xfso82kXuHbuDolEAkMbW1SbsQAvDx1A6NHfkRoRjrToqFyXuGp+T7PtXKjh+cn+dVNm20EyNyGHf9Vqo4L4h/cLVM+tILR9XvVFVs09AKg6fT4svSoV42iIiKgkYvKKiIjoPZV9SV52WbM3Crqtffa6SrkxKeMKc/fyBRrn68BH4rKzcj37i7/YmpfzgKDMQOCGlUiLjkRScBAsPNSXfdXwWwsgc7fCfKlU+Y4/PzJDIyhTUyAocibpVNmOaVPM/k1hxw4j5PCvYoF1makZyvXsj9L/Fgc3Lu2EJ9vWI+nZE9ydMwVlCrgjoFXlajoXktdEIpGg/MCvChRv4VEhx9fQpcPnSAl5CWVqCtx69IVZ2XJq7VJDQ5Tt0hNOrdsj4dF92NWuDwCw8f0IitcJMCntlOd1ZdmWwKo07JqZ/etWlDOCLL3+W+4ae/uGWHRfa0XwvL5JUCqQGhWZ+yW1LNhORESkb5i8IiIies/c/GYUUsLyL0CdFPQkz1+OjewdUGv5xtw7kEghNzODoa0djEuVhqlLWVh6VUbUP2cLNN7sReSjLvwNs3LukBkZQ/H6NaIv/SNey0jDcq78EhdFzcDaBsrwFI3LAtPjYsTPc9vVL8++La2RHh8HmbEJHFu1hXObz2Bg8V9xdYcGjWDpVQnP9+9B0vNncG7zGfwDNS8B1PYZyE9uz8DFwV9oTOC9KeHR/TyfMUvvKqg6bS68Rk0Uj4WfPgZFQu6JnuTffgYAGFhZw8DKGka2eS/zM7CyBiRSQFBBERuToz3711KR+Fqr2VdZai7bAGOHUhrbHJu1hmOzzAL7d+ZMQWJBk1dvQfKLYNyYMPydX7eG39p3/r1KREQfFiaviIiIPnBeoyeJS9ggkUAilUIqN4DUyEjj8q24OzdhZO+gdf9mZcuhVJMWiDx7EhGnjyHizHHIjIzVCsu7fPZ5vrWIcuPWvQ/KdOicZ8ybxddzHaubO1LDQ5ESFgJlaoraeYlPHwP4dwmfa876XPmxr/cxDG1sYVLGReOOgABgZGcPz6/GQFAqIZHJ4Nj8E9j41oK8qHe6K0Zhx44gJeSF1vHm5SuiVKPmubbLjIxh4uiIlLBQJD57kqM96+sGALenjy/YYN+ConxeiYiIPhRMXhEREb1nKk/6FiplzuVRBZVVkyi3REpuyvXsj3I9+xfonPKDhsOqcjVEnj2JpOfPkJGSDLmFJSzKV4Rji09g41OrQP1lZ2hto9NMKE3satXBq8v/QFAqEXXhHBybZ86sUbxOQOztGwAAqyrVIdNh2SAAcclkalQkBJUy33gzdw+YuXuIX6sslSbOUFsOpyupTPM/BX3nL4cgFH4nPk3L9MzLeUBuapbvuUlBT7Ve5mZbsw5CDv+KlLAQvH4SAIvymTtBvn4ckLnTYCEp09KgTE2BKjUVGclJSIuOQmpUBNJjXsG9z6AC9VWUz2sW3/nLchy7NWMCkoOD8p9hqYEyOQnpcbFQKRRQpqZAmZKCjKTXmbXvXjyHgaUVZEYsyk5ERO8Ok1dERETvmaxZT8q0NLWlbNqQSCQwLuWose3+otmIf3C3QP012HVA6+s61G8Eh/qNCtR/Qd2cOgZp0dGw9KqEyhNnFPh824/qwqhUaaRFRuD5/3ZDbmoGI3sHPN//g1ikvUy7joUe573508XaV9p4MwFh7FBa/PzG5FFQpiTDxvcjVBhcNEvGTJycAQDKtFQ8WpG5o6Rd3QbiMrnCqDhstFZxNyaOQGpkuFaxji3bIuz4EajS0xG4cRU8+g8FADzduTkzQCqFz1w/tXpb2tSbym8JntzcosDJq+wK+7y+LY83r8uz3canFszcyr2bwRAREYHJKyIiovdWgv8DPFw6v0DnSAwMUH/r3rc0orxFXTiHoJ92AAA8h4/Ntbi4iVMZWHpX0ekaqrQ0qNJSoUrPe8ZO1lLJN2cASeUG8Bw2BvcXz4EyORkB65ertTu3/axIi6IXBUVCHJTJychITizyvoUMpZjQNHNzL5I+b04dW6Blg9owsrOHR/8heLxlPVIjwvFgyVy1drduvXMUiteJRAoDS0sYl3KEqYsrLDy9C9VdYZ5XQaUCBEGr6wjKPGb5/btUOC8yYxMY2tnDxMkZZmXdYV29BmJvXNHq2kREREWBySsiIiICAFQYMhLKf2cX5SV4/x7EXC/4L66q9DQo4uMyP9ewK1wWl08/h0sBd9orKMuKuScdLCp6ofqcJQj+5SckPLwPVXoaTJxd4dS6HUo1bFok1/9o1Wat4u599y0SHt0vkmuWdKUaNYeRnQNe/n4gs86VVAqzsuXg3PYz2Nb4SOt+nNt8CocGjf87IJNBKpdDZmIKAwsLSKSy3E9+SzQ9r4+3rEPU+TP5npsWHYWLA7vn2m5dzReVJ82EXe36sPSuKh6XSKWQGBhAZmyscfknk1dERPQuMXlFRET0nrKpXkPrZXv+65bj1eV/8owxsrPXqi9ZERQPT495heTQl/nGGVrZQG6Wf32kN6nS07TqHwCMSzlCKlf/J5FpGRd4j5pU4OsWJ1VKitb3bGRjB5lJwYqCZyQmav+e2peC1NAwzxizsu5w7zs4374kcjlUGRk5vkaaWFWuVuiZcYY2tjpvHqCrwj6vRUFmbMJC8UREpLeYvCIiIqJ37sm2DVrFeQwYCsfmnxS4/8Snj3FryhitYmv4rYVJaacCX0PfxN27rfU9e46cCPs69QvUf+S5U4g8d0qr2OqzF8Pco0KeMUnBz3BvgXZ1nnwXrYKps4tWse8jXZ5Xty/6waVj10JfW9fNB4iIiN4lJq+IiIiIiN4zhpZWgKVVcQ+DiIjonWDyioiIiArE2KE0zMqVL/B5pZu2ROmmLd/CiP6TfUe+d6U4rpld3Y2731rfcjMzrZemaqvGwpVF2p+uivK+qs9apNN5xf3sFEbZrr1Qtmuv4h4GERF9IJi8IiIi+gC49xoA187dIZHkvauYNlw7d4dr59wLQFPRydplLr/d4IiIiIhKMiaviIiIPgDFUYSaCs/A3KK4h0BERERU7PhnPCIiIiIiIiIi0ltMXhERERERERERkd4q0mWDN27cwPXr1xEWFgaJRAJHR0fUqlULNWvWLMrLEBERERERERHRB6LQyavg4GCsXLkSBw4cwMuXLwEAgiCI7RKJBK6urujatSvGjBkDV1fXwl6SiIiIKIeLg7+AoFBobKu1chOMbO0AAMG/7MPLX/8HAKi5bAOMHUoV6DqCIEAikYivn+/bjZDDv+rcn765Pv4rpEVHaWyr9u1CWFTwFF9f6NcFAODQsCkqDh1VJNe1qlwNVabMLlRfb4o8dwqPN68DAFSZOgdWlarq3FfsnZt4uHQ+AKDCkBEo1ai5zn0lh77ErSljAAAunbqj7Oc9dO6LiIioJNM5eZWYmIg5c+Zg7dq1SE9PR7Vq1dCjRw94eXnByckJKpUK4eHh8Pf3x7Fjx7B8+XKsX78eo0aNwsyZM2Fubl6U90FEREQlxItf9+PFL3sBAJUmzoBN9Rrv9PoXB3+huUEQICiVMHVxhe+CFTr1Hf/gLiL+PoXXAY+giI8DpFIY2drBqnI1lG7eGmaubnmer0xPyzWxlBtDaxvITc20jrerXR+K1wka2wwsLLXuJ+bmVTxasQgA4LNguXhvz/ZsR9hff0Bmaoa6G3dp3d+bsiek3pQ9WZmfrARcXqpOnw9Lr0r5xj3eugFRF85qbBOUSkClQvW5fjAv56HV2IiIiCiTTsmrR48eoVOnTggLC8PXX3+NMWPGoGzZsrnG+/n54fnz51ixYgU2bNiA33//Hb/++iu8vLx0HjgRERGVTEnPn4qfG1rbaH1e/a17i+T6uc3eymJapuCzyJVpaQjctBoxVy/laEsJC0FKWAjCTx2Dc7vP4Na9j9rMruySnj3FvQUzCnRtbWYHxd27jdCjv+fb19NdmwEAVpWroUz7TnkHq/6biY9s9yM1NPz3kOZ7fJ8Jyoy8nx+pFCZOzu9uQERERCWETsmrunXr4osvvsDixYthbW2t1Tlubm5YuXIlZs2ahUmTJqFu3bqIi4vT5fJERERUQqWEhSL29g0AgNzcAqb5zESKOH0ckefPaN1/qcb5L/Hy+U59VpVEIkHcvdsI2rMdAGBVubrW18sSuHElYq5fAQBYVPSCY8u2MHV2gaBSITHoCUKPHkJqeChCD/8KiVQKt269C3yNwkiPfYW4u7e0jpdrMQNLpcwQPzcw+2/GvTIlJfOYlbXW19PEtlZd+Jb31NhmqEPftrXqoOKw0eLrBP+HeLhsAQBonTAs27UXnNt1FF9LAEAiwZ3ZU6BKS4VFeU/IjIwLPDYiIqIPnU7Jq0OHDqFx48Y6XdDGxgZbtmxBv379dDqfiIiISiZlSgoCNqyEkJGZ9MhIfI0Xv+xF2S49cz0n7VUUXgc+0voaVlXyTzyZueScTf58724AgNTAELa16mh9PQCIu3tLTFzZ1q4HrxETIJH+t+GzuXt5ODRojHvzZyDp+TOEHvkNjs1aw8jeIUdfll6V0GDXgXyvmb0ukzZsfGqh2rcLxdcp4aFIj4lGRnIypIaGMDC3gGnZcpDKDQBot3wwJfSl+HlScBAMbWwBAKmR4QAA49KOWo8vR98RYQAAiUyWs1ElICU8FAZW1jAwt9C+U6kUMmOT/17+O0OsIIxs7XIsV4y+chGqtFQAgH39hgXuk4iIiHRMXumauCrqPoiIiKhkSAkLgf+65UgODgIASA2NoEpPw8vffkbik0C49x8Ck9JOOc6zrl4TsgLUc7Ko6IW4u7fF14rXCZAa/JuQsbRSSyplib5yAbG3rwMAHBo1g4GFJZ7u2ozwE39qdc1X1y6Ln7t26q7xGjIjY5T59HMErF0GQalEzK1rcGrZVuv7KiwDSysYWFoh6sLfeP6/H5Ae8ypHjNTQEPb1GsKj3xCtEjuxt66Ln4cdPwIbn5oQVEokPgkEACQ+fQyVQiG+/9oSlErcnDQy37iirJeWveZV/MN7uL9wllbnKRJfI+jHzBl7cgtLlGrYFIlPH+PO7G+KZFxEREQfikLvNpifpKQkqFQqWFgU4C9fRERE9EFIjYpA2F+HEX7qL3HGlX2DxnDvMwiPv1+D2NvXEXfvNm5NHQv7Og1QullrWFT0EhNAlp7esPT0BgAkh7xE+MmjeP04ABmJiZCZGMOsXHk4NmuttkNe9uTV3WxJhI9Wb8lRYyvB/yEeb1qb+UIiQZl2nxX4HtNiosXPTRxzr3dk4uwifp7+KlpjzOvHAbg7d2qBx6CtJzu+hyo1FZZelVHhyxEwtLOHKi0V4Sf/RPDPPyHy71Ow8akFu9r18uwnwf8BEp8+Fl/H3bmJsBNHYeLojIykRACAIj4OYcePoEy2ZXZFRiqFuXuFIusu7t4tpEVHAsjcIVAbypQUPFqxUEwEOrb4RG1mFxEREWnvrSWv1qxZg5UrVyIoKAgA4OLigpEjR2LSpElv65JERET0noi5dR2hR35Dgv9DQFABAGQmpnDr0Qelm7WGRCKB97gpCD91DME//whlchKiLvyNqAt/Q25mDscWn6Bs115if6+uXkLAhhViAixL8otgRJ0/g3I9+8O5zacFGuOrqxcR+P1qqNLTMw8IAh6tWoJKE6bDtXMPOH3SAQAQeuR3RJw+lms/2Zeupce8ynW5XPqr/3YRlBdkuVsRcuvWG8EH9iLB/wFuTBqh3iiVwrbGR7Cu5pNnH8rUFDzZ/j0AwLx8RZg6uyLy3ClIJBKEHPkNACAxMICgUODFL3th5V0F5h7aJ5okMhnqbfnpjYMSQCLBjUkjkP4qGlbeVWBQhH84ffnbzwWKT4t5hUcrFyMp6Il4LPTwbzAt4wrbmnVQwy8zIZoWGYEHfvOKbJxEREQl1VtJXi1cuBDz58/HgAEDUK1aNahUKly9ehXTpk1DfHw85s/XvgYDERERlTymZVyQFPQUEFSQGZugdPPWcG7zqdrMJ4lUCqeWbWBf72NEnj2J8NPHkBYZgYyUZNjW/K/ulEqhwJNtGyBkZMDcowIqDBkJ41KOSI+LxbPdWxB76zqC9u6C3Uf1ctSR8pm/DEZ2mcdkpqYAgIzkJATv/xHhJzOXBUrkcji3+RRhxw4j+cVz3J0zBRWGjIR11cwkjvzf83JjXc0XUf+cBQCEnTgK994Dc8QIgoCw40fVzslP2e59YF/343zjCpLEcWrVDo7NP0Hi82dIi46EIi4WKqUSEqkURrb2UGUoEH7yL6S9itZY/F6Zngb/1X5ICX0JqbExKg4dBUNrW8gtLCA3s0D8vcxZb14jJ+DFwf1ICnqCB0vnw2vkBK3HCGiuRxV95YI4Y82pdfsC9QcAMVcv4UK/LhrbnNt+JiYdk0NeIvz4kVz7ib70D57u2oyMxNcAALs69ZEaGYmkoCcIWL8CLp9+DpdO3SCVG0BQKgs8TiIiog+RzsmrpUuXYvTo0TDU8I+HdevWYe/evfj0U/W/cHp5ecHPz4/JKyIiog+csUNpVPx6HARFOqx9akJmaJRrrIG5Bcq074Qy7TshOeQl0l5Fqc3USXsVJS5FK9WoGUzLuP57jVJwatUus/aSSoWkF89zJK9kJqaQm2XWzFKmpyHi9HGE/HEQivg4AIChjS0qDh8LK+8qsPGphYcrvkN6bAweLJkL29r1UHHoqHzv1b7uxwg98juSgp8h7K8/oExNhVOrtjBxKgNBpUJS8DO8/O1nxN25CQCwq/sxzMqWy7dfA3MLGDuUyjdOG5e/6gtlcnKBztGUYIs4dQxx925DIpfDe9QkmDiVAQCUatgUd+dNB5C5q59tjdowcXbB/e++RXpsDEKPHoIgCDqPPz0hHs92bwUAWHhWgm3N2jr3pYltzTpizavYOzc1Jq/iH97Di4P/Q8Kj+5kHJFK4fNoZrl16QpWaiocrFyLh4X28/P0Aoi9fQIUvR0DOshpERERa0Tl5NWXKFKxduxZz587NsXOgSqWCTMPuLzKZrFD/MCEiIqL3n+J1ApSpqWKSSREfD4WW50oNDWHiVAapUZGQGhrC0MoaRnYOkJmaQpmcjIi/T8HSuwqMSzsiPeYVQv88lHmiRApTDbsIZicoMhB57nRm4koigUPDpij3RT9xZz1Lr0qoPnsxnu7YhPgHd2Hq5AKZkXG+Y5bIZKg0YRoeLFuA5OAgRJ49gcizJzTG2vjUQoUvR2hse9OTbRvwZNuG/K9vYID6W/fmGWPi6AxlSrbklUSKtKhIqBTpkJmawbpKdcjNzSE3t4ChjR2M7Oxh6VkpRz/ObT6F1NAQxg6lxeRWUnAQHvjNgzIlGUb2pVB+4FeZ1yzthGqzFiHsrz9Qtlsv3JycfyJQE2VKCh4t/05MOKbHvIIiIR4GllZanV973fZ8Y+RabAoQ//C+mLgydSkLj/5DYOlVGQAgMzFB5Ykz8fK3nxFy5FdIDQxg6lIW6fGxWo2RiIjoQ6dz8urWrVuYPHkyBgwYgOXLl2PRokVo06YNAGD48OH44osvMHDgQFSuXBmCIODGjRvYuXMnxo8fX2SDJyIiovdP0E87EXX+TKH7sa7mi8qTZkJqYACPfkMRuGk1kp49wa2pY3PElu3yRb6zlORmZqg8+VsE798DxxZtYF7OI0eMiaMzqkyZjfgHd2FVuVrmMRdXcaaP1EjzDDJDG1tUn70IEWdOIPLv00h6/kys9SWRy2FR0RuOLdrAvk79grwFRab67MU5jt3+djKSgp7AxMkZXqMmIullMG5PG5dvX47NP1F7LTU0hHGp0oBEgkoTp6sllYxs7VCuZ3+dx50eF4uHy7/LXIIqkQCQIC06Eg+WzkflSTPFxGNetInJTm5mDkvvKpnnWv23zLXs5z0gkUhgaGePUh83geSNP+RKDQxQtmtPOHzcGFIjY8jNzKBMSxWfHVPnMgUaBxER0YdE5+RV1apVceTIEZw+fRqTJ09G+/bt0aRJEyxZsgQzZ86EhYUFVqxYgTVr1gAAHB0dMXv2bEyZMqXIBk9EREQEAA4NGsHEuQzCjh3G60B/ZCQlQmZsAnP38nBs8YmYaAIAW99aMLS2BqBeTB0ADC2tUGHw1/leL3t/pT5uilIfN833HKncAE4t28KpZVso09KgSIiHRCqFgZUVpHIDre7TrGw5+C5apXYs4dF9PN2xCQDg2qVnjp0AJRKpVn1nSYuOgiIhHpae3jAu7QhDaxskPn0Mxet42PjUUou1qlIdQGYNs9yYODqj6vT5ULxOgKGVdYHGkpeYm9fwZOt6KBLiAYkU5QcNg0QqxeMt65EU9BR35kyB59fjYVGAYvAAkPwyGJHnTiPB/yFSI8KgTE2BRCqD3NwcJs4usK5eA16jJ+V4dgDAtXP3fPvPWkoJZCbvvMfy38ZERET5KXTB9mbNmuHq1av46aefMH36dNStWxfdunXDggULMHbsWCQkJEAQBFhZaTd1m4iIiEq28oOGo/yAYbm2P9m5CVHnTgMAaq3cpDFJAACQqidlDK1t1HYgzC4t5pX4uYG1DWx8P8rswihn7c4s18d/hbToqFzbNam5bINWdahkRkaQ6VCvSmpoCFNn9URRakS4+LmhlXWO9oJ6eeiXHLsnhv31h8bY2NvXAQAODZvmWmT+3oKZUGUoYOlZqVCzrLIkBQchaO8usfi73MwcFYaNhq1vZmJNlZGBpzs2Iy0yAvfmTYd730GQGmiXHAzatxuhR34XZ8VlEZRKpMfGID02BvH37+Dlb/tR4cuRsPuorsZ+gn/Zh5e//q9A9+XSqTvKft6jQOcQERF9KIpkt8Hk5GS0a9cOXbt2xdq1a/Hdd9/h4MGDGDp0KGbNmgV7e/uiuAwRERGVAFJ53v/8kGRLSkkNDDTuLKfJ7ZkTxbpH2tI22fQhMSvnDts3Zm/lJubaZSCfeqavnwZCUChgYJ738jzPr8dDpUiH3Mw81xhVRgaebN+IxCeBAAD7eh/D7Yv+MLK1E2Mcm7WGsUNpBGxYCQCwKO+JpOBn+d5L+KljCD38KwDAxNkFTq3awty9AuQWloBKhbSYaMTfv4uwE0egTE5GwPrl8Jm3VKzdRkRERG9PoZJXGzZswPLly/H06VMAgIODA4YNG4YHDx5g2bJlWL16NXbt2oUJEyZgwoQJMDPLv9glERERkT6o9u1CCCpVvnEhh35B+Mk/1Y7FP7yH+wtnFdk47s6dqlVsfkXcq327EBYVPPPsQ25mDiMbuzxj3ob8xgVkJj4rT/4Wz37YhtKNW4g7AL7JuqoPfOcvgzI1BSZOZbRKXkX+O9tPZmyC6rMWQWZiotZuXNoRVpWqwqKiFx4uWwAhIwNRF/6GW7feOfpybvspSjdtme81UyPDcf+7b/ONIyIi+tDpnLzy8/PDlClT0L17d4wZMwaGhoZ4+PAh1qxZg+DgYGzfvh0jR47EjBkzMHfuXGzYsAGzZs3CkCFDNO5ESERERFQYtdds1SpO2yVdhtY2+cYAgMw4/x0H3yfx9+/mWDZYFJTpqUgOfalVrHEpx1xn6MlNTFFxyMh8+zC0sS3Q+ASlEkBmAX1JHssMZSam/52TkZHrGOXZ4nKjTE0p0BiJiIg+VIVKXi1YsCBHAfYuXbqgSZMmWLp0KVxcXLBjxw5MmDABkydPxtdff42VK1fi0aNHhR44ERERkb4y96iYo7C6rowdShddX/YFWyJp4uSsVVzikwAoU1JyzFbKLuHhfdyaMkar/mr4rYVJaSetYouKXZ36SAp6gozE13iwZC6c23WEhUcFyM3NIahUmfWu7t3Bi9/2Z54gkcKu7sfvdIxEREQfKp2TV+np6bC1zfkXLWtrawiCAIVCIR6rVq0ajh49ilOnTuGbb77R9ZJERERE7wWZkVGhC6dnV5R9FURKWKjWsdossdRnZdp9hpSQF4j65ywSHt1HwqP7ucZK5HK49x1c4J0MiYiISDc6J6/69++PcePG4cWLF6hXrx6MjIzg7++PlStXokWLFnB0dMxxTvPmzXH16tVCDZiIiIhKtgqDv0aFwV8X9zC0J5X+t/OhpHiHUhTKDxyG8gNz3w2yoOpv3VtkfemqVKPmKNWoeZ4xEqkMFYeNRummLRF57jQS/B8iNSoC+DcpJzU0gkkZF1hX9UHpZq0KPItN4zUlEvHZkUhLwMNDRET0luicvFqxYgXkcjlWrFiB5ORkAIBMJkP37t2xfv36IhsgERERUVFybNkGdnXqAyh4XSRN3Lr11li0m95Pll6VYelVGQAgCAJU6WmQSKRa73pZECZOZdBgx/4i75eIiKik0Tl5JZVKsWzZMsybNw9PnjyBQqGAh4cHrK2ti3B4REREREXL0NIKhpZWxT0Meg9IJBLIjEpWQX4iIqL3kc7JqyympqaoVq1aUYyFiIjogyaRZu7Gm7XrGRFRSSIo/92dMWuZLRERkZZ0+j/HiRMnCn3houiDiIioJJFbWAAAlMlJxTwSIqKil5GU+bPNwMKymEdCRETvG52SV127dsXAgQPx6tWrAp8bHR2Nfv36oVu3brpcmoiIqMQy/LcAdPLLF8U8EiKiopcckvmzzdDOoZhHQkRE7xudkleXLl3C5cuX4ebmhtGjR+PJkyf5nhMYGIgRI0agXLlyuH79Oi5duqTLpYmIiEosC+8qMLC1Q1LwM6RGhBf3cIiIitSrKxcAAHYNmxbvQIiI6L2jU80rb29vXLlyBfPmzcPatWuxbt06eHl5oXXr1vDy8oKjoyMEQUB4eDj8/f1x7NgxBAQEwNjYGKNHj8b06dNhbm5e1PdCRET0XpPIZHBo2gqhv+xF9JULcPn08+IeEhFRkVBlZCDm+hUAgH2zVsU8GiIiet/oXLDd3NwcixcvxujRo7F69Wrs378fq1evBpC5MwuQub0wALi7u2Py5MkYNWoUnJ2di2DYREREJZND89YI/WUvQg4fhHWV6jD3qFDcQyIiKhRBpcLTnZuRkZQIy6o+MC7tVNxDIiKi90yhdxssU6YMFi9ejMWLF+P27du4efMmwsMzlzo4OjqiRo0a8PHxKfRAiYiIPgRWvh/B8dPPEX7oF9xfMgeVxk2FhWcl8Q9DRETvE2VaKp79sA2RZ09CZm6B8mOnFPeQiIjoPVTo5FV2Pj4+TFQREREVgkQqhec3swEA4Yd+wb0FM2HiVAZ2derDuqovDCwtITUyLt5BEhHlQlApoUxKQkp4KF5dvYjYWzegSk+DzNwC1VdugmXlasU9RCIieg8VafKKiIiICi8rgWVUyhHhfxxESlgIXv72M17+9nNxD42IqGBkMtjUaQD3YaNhUalqcY+GiIjeU0xeERER6SGJVIpyg7+G26DheP3gLqJO/YXEx/7ISEiAKjWluIdHRKSZVAq5hSUMbWxh26Ax7Bu3gIGVdXGPioiI3nNMXhEREekxiUQCyyrVYVmlenEPhahEerLGDyqFAmX7DIJRKcfiHg4RERFpwOQVEREREX2wok4fR1p4KMJ/PwDnbr1Qtu+XMLC0Ku5hERERUTbS4h4AEREREVFxqfH9D3Dq2A0qZQZe7tmOy13bIHjXZihTkot7aERERPQvJq+IiIiI6INl5FAKnt/MQu09v8Gh+SdQJr7Gs42rcKV7O4Qe3AdVhqK4h0hERPTBeyvJK1NTU9y7d+9tdE1EREREVORMy5ZD5fnLUHPrXljXrof0V9EI9JuHqz0/Q+TxIxBUquIeIhER0QfrrSSvUlNToeL/4ImIiIjoPWNRqSp8Vm1B9VWbYe5dGakhL/Bw1mTcGNQDMZf+gSAIxT1EIiKiD47OBduzJ6ekUikuXryIgIAA9O/fXy3uwoULaq8VCgWWLVuG33//XddLExERERG9VTa166PmR/UQffo4nm1ajcSAh7g7fhisa9aB+/Cx3AGUiIjoHdJp5tXOnTthYGAAAwMDGBoaIiAgAMeOHcPixYvV4tLS0tCwYUM0atRI/Hj58iUOHz5cJIMnIiIiInpbJBIJHJq3Ru0ffoXnN7NhaF8KcTeu4OaQXrg/bSySg54W9xCJiIg+CDovGxQEAb169cp16rREIhE/HzRoEKZNm6brpYiIiIiIio1ELodTx66o87/DcP96POQWlog+cwJX+3SC/8JvkRYZXtxDJCIiKtF0Tl5JJBLs3r071+RVnTp1YGNjA4lEgrZt26JPnz46D5KIiIiIqLjJjE1Qts8g1Nl/FK59B0NqYIjwQ7/gcvd2eLJ2KRQJ8cU9RCIiohLprRRsB4DatWujYcOGb6t7IiIiIqJiYWBpBY/h41Dnf0fg1KkbBKUSL3/cgctd2+D5zk1QpiQX9xCJiIhKlLeWvNqyZQt+//137shCRERERCWSkUMpeE6ehdp7foNDi0+gTHyNoO9X40r3dgj9ZS9UGYriHiIREVGJ8NaSV4B63SsiIiIiopLItGw5VJ63DDW37oVN7fpIfxWNwKXzcbXnZ4g8fgRCtl26iYiIqODeWvKKiSsiIiIi+pBYVKqK6qs2o/rqLbDwroLUkBd4OGsybgzqgZhL/3BFAhERkY7kb6vjMWPGwNTUlEksIiIiIvqg2HxUD9Zb9yL69HE827QaiQEPcXf8MFjVrA2P4eNgWaV6cQ+RiIjovfLWkld//vkngJwzsJjMIiIiIqKSTiKRwKF5a9g3bo7ww78iaOt6xN+4iptDesG+SQuUGzYaZuXKF/cwiYiI3gtFsmxw48aNOHfunNqxK1euIDY2Vm16tCAIOHPmTFFckoiIiIhI70nkcjh17Io6/zsM96/HQ25hieizJ3GtT2f4L/wWqRFhxT1EIiIivadT8urN9forV67EqVOn1I4ZGRnB2Ng4x7lbtmzR5ZJERERERO8tmbEJyvYZhDr7j8K172BIDQwRfugXXOnRHk/WLoUiPq64h0hERKS3dFo22LFjR9SoUQMAcPPmTfF49mSVIAgwNDTE8ePH4ePjAzMzMxw/fryQwyUiIiIien8ZWFrBY/g4lOnaG8+3b0DYoV/w8scdCPvtZ7j2GQSX7n0gMzEt7mESERHpFZ2SVzY2NrCxsQEA+Pj45GjPqmslkUjQokUL8Xj2z4mIiIiIPlRGDqXgOXkWXHoOQNCm1Yg6+ReCvl+N0J9/hNvAr+D4WRdI5QbFPUwiIiK9UCQ1r97EbYCJiIiIiPJn6uqGyvOWoea2fbCpXR/pr6IRuHQ+rvb8DJHHj0BQqYp7iERERMXurSSvVCoVqlfnFsBERERERNqw8K6C6qs2o/rqLbCoVBWpIS/wcNZk3BjUAzGX/uEfh4mI6IP2VpJXRERERERUcDYf1UONLT+h8vzlMClbDokBD3F3/DDcHjUICffvFPfwiIiIioVONa9mz56N4ODgPGMkEgn8/PwwceJEjW1bt27V5dJERERERCWaRCKBQ/PWsG/cHOGHf0XQ1vWIv3EVN4f0gn2TFig3bDTMypUv7mESERG9MxJBhznINWrUwO3bt/PuWCLB06dP4e7urrFNqVQW9LIfhPr16wMALl68WMwjISIiIiJ9oExLRcj+H/Fi9xZkvE4ApFI4tusIt8Ffw7i0U3EPj4gIAJCRlAhFbAxuj/6yuIdSIvms3gIDG1vIzcyLeyiFomvOQ6dlgxcvXsTr16/z/EhISICbmxsAYNWqVTnaiIiIiIgofzIjY5TtMwh19h+Fa9/BkBoYIvyPg7jSoz2erPGDIj6uuIdIRET0Vum0bNDY2LhA8UZGRjAzM9PlUkREREREBMDA0goew8ehTNfeeL59A8IO/YKXP+1E2O8H4Np7IFx69IXMxLS4h0lERFTkWLCdiIiIiOg9YuRQCp6TZ6H2j7/DoUUbKJMSEbRpDS53a4uQA3uhylAU9xCJiIiKVKGSVyqVCvv27cPo0aMxfvx4HDlypKjGRUREREREeTB1dUPleUtRc9s+2NRpAEXMKzxeNh9Xe36GyGNHIKhUxT1EIiKiIqHTskEAiIyMRNu2bXHr1i1k1XxftWoVWrVqhd9++w1GRkZFNkgiIiIiItLMwrsKqq/chNhrl/Fswwq8fngPD2dPxos92+A+fCxs6n4MiURS3MMkIiLSmc4zr/r06YNHjx5h+fLlCA4ORmBgIKZMmYITJ05g1qxZRTlGIiIiIiLKh81HdVFjy0+ovGAFTMq6IzHwEe6O/wq3Rw1Cwr28dwonIiLSZzrNvLp79y5OnDiB1atXY+TIkeLxBQsW4PXr11ixYgWmTp0KKyurIhsoERERERHlTSKRwKFZK9g3aobwI78iaOsGxN+4iptDe8O+SQuUGzYaZuXKF/cwiYiICkSnmVfXr1+HRCJBt27dcrR1794dCoUC9+/fL/TgisqPP/6Ihg0bwsbGBubm5qhSpQoWLVqUI+706dNo1qwZLCwsYGNjgw4dOuDOnTsa+4yOjsbQoUPh5OQEExMTVK9eHZs2bXrbt0JERERElC+JXA6nz7qizv8Ow2PEeMgtLBF99iSu9ekM/+9mIjUirLiHSEREpDWdklcymQwAkJ6enqMtIyMDEolEL9bVC4KAfv36oU+fPnBxccHq1auxceNGtGnTBn///bda7G+//YaWLVsiKSkJ69atw5IlSxAYGIj69evj+vXrarGxsbFo0KAB9u3bhzFjxmDnzp2oWrUqhg0bhm+++eZd3iIRERERUa5kRsZw7T0IdX/+E679voTUwBDhfxzElR7t8WSNHxTxccU9RCIionzptGywbt26EAQBu3btwvTp09Xadu/eDWNjY1SvXh0AULp0aZiamhZ+pDpYuHAh9uzZg3379qnNEuvTp49aXEpKCr766iuUL18eZ8+ehYmJCQDgs88+Q+XKlTFs2DBcu3ZNjJ89ezYCAwNx/PhxtGzZEkDmjDOpVAo/Pz/07t1bvH8iIiIiouImt7CEx1djUaZLLzzfsRFhvx/Ay592Iuz3A3DtPRAuPfpCZlI8/2YnIiLKj04zrzw9PdGlSxfMmTMHkyZNwoULF/D3339j8ODB2LFjB6ZPnw4zMzMAQFhYWI5k0bsQHR2N7777DmPHjtW4vDG7Q4cOITw8HGPHjhUTV0Bm4m3QoEG4fv26OPtKoVBgx44dqF27tpi4yjJ16lQIgoDNmzcX/Q0RERERERWSkUMpeE76FrV//B0OLdpAmZSIoE1rcLlbW4Qc2AuVQlHcQyQiIspB590Gt23bhmbNmmHZsmVo1KgRmjVrhu3bt6NPnz56sXRu3759SE1NxcSJE8VjGRkZGmNPnToFADmSUdmPnTx5EkBmva+EhASNsVWqVIGjo6MYS0RERESkj0xd3VB53lLU3LYPNnUaQBHzCo+XzcfVnp8i8tgRCCpVcQ+RiIhIpNOyQQCwsLDAX3/9hfPnz+PSpUuQy+Vo2rQpfH19i3B4ujt27Bh8fX2hUqnQs2dPHD58GImJifD29sY333yD/v37i7H+/v6Qy+UoXz7nziteXl4AgEePHomx2Y9rir9w4QKUSqVYG0yT+vXrazx+7949VKpUCXFxcVrdJxERERGRzhzLoOzsJbC5dR1hOzYiJeAhHs6ejGe7NsNpwDBY1KqrF7VsiUj/KVOSkZGcDIWtfXEPpURKSE6GXCaHTKF5Us77Ir9cSW50Tl5ladiwIRo2bFjYborc3bt34enpiYYNG6Jp06bYv38/Xr9+je+++w4DBgxATEwMxo0bBwCIioqCra2txjewVKlSADKXIWbFZj+uKV6hUCA+Ph62trZv49aIiIiIiIqUhW8tmK/YhPh/ziJ81yakPg3Es28nwqyaL5wGfgUz76rFPUQiIvqAFTp5lZuzZ8+iefPmCAwMhIeHx9u6TK4iIiIQFBSEUaNGYdWqVeLxNm3aoEqVKpg+fTr69+8PW1tbpKSkwMjISGM/xsbGAIDk5GQAmcXdAWgVn1fy6uLFixqPZ83Isra2zuPuiIiIiIiKnk2HTnBr0wHhR35F0NYNSLp7C4/HfwW7xs3h/tUYmJXLuVKBiAgAMgzkUCgzYBATXdxDKZEsTU1hYGkJuZl5cQ+lUHSZdQUUouaVJl26dFFLygiCUJTdF0hGRgYkEglmzJihdtzc3ByDBw9GSkoKjh07BiAzEZVbPSzFv0Urs5JVWf/VNp6IiIiI6H0ikcvh9FlX1PnfYXiMGA+5hSVe/X0K1/p0hv+CGUiNCCvuIRIR0QemyJJXISEhOHjwoJgQAlCs6+Pt7OxQoUIFODg45GirVKkSACAoKAhA5iyn+Ph4jf1k1Z6ysrISYwHkGS+RSGBpaVmI0RMRERERFS+ZkTFcew9C3Z//hGu/LyE1MET44V9xpUd7PFnjB0V8XHEPkYiIPhBFlrzasWMHJBIJOnXqVFRdFoqjoyMMDAw0tqWnpwMADA0NAQAVKlRAcnIyIiIicsQ+ffoUAFCxYkUxNvtxTfGurq6ceUVEREREJYLcwhIeX41Fnf1H4dS5OwSlEi9/2onLXdvg+Y7voUxJLu4hEhFRCVckyau0tDSsW7cOjRo1go+PT1F0WWh169bFkydPNM6Qun79OgCgWrVqACAWnD937lyO2NOnT6vF1K5dG4aGhhpjQ0JCEBAQoJcF7ImIiIiICsPI3gGek75F7R9/h0OLNlAmJSJo0xpc7tYWIQf2QvVv+QwiIqKiViTJq5kzZyIiIgJz5swpiu6KxIABA5Camor58+erHQ8KCsL27dtRtmxZNGvWDEBmrS5zc3MsX74cSqVSjE1ISMCGDRvg5uaGpk2bAgAsLCzQpUsX/PXXX7hz545a30uWLBGvTURERERUEpm6uqHyvKWouf1/sKnTAIqYV3i8bD6u9vwUkceOQFCpinuIRERUwhR6t8HDhw9j+fLlGDp0KJo0aZKjvbjqXtWtWxejR4/G0qVLERISgs6dOyMiIgILFy5EamoqfvnlF8jlmbdvZ2cHPz8/DB8+HK1atcLgwYORlpaGlStXIjw8HH/88YfaEsSFCxfi5MmTaNWqFb755huULVsWR48exbZt29CnTx+0atWqWO6ZiIiIiOhdsfCqjOorNyH22mU827gSrx/cxcPZk/Fizza4Dx8Lm7ofF2sNXCIiKjl0Sl59++23+P7779GgQQMcOXIE9evXx4oVK3LECYKAXr16wcTERO24RCLByZMndRtxAaxatQqenp7YuHEjfv31VxgbG6NJkyaYPXt2juWNX331FRwcHLB06VIMHToUMpkM9erVw4YNG/Dxxx+rxbq5ueHy5cuYNm0aFi1ahPj4eJQvXx5Lly7F2LFj3/p9ERERERHpC5uP6sJ684+IPnsCzzauRmLgI9wd/xWsanwEj+HjYFlVP8qKEBHR+0un5JWTkxMA4LfffoNEIsH48eNhbGysMfbmzZs5/uLyLv8CM2LECIwYMUKr2C5duqBLly5axZYrVw4//vhjYYZGRERERFQiSCQSODRtBfuGzRB+5FcEbd2A+JvXcHNob9g1bg73YWNg5l6+uIdJRETvKZ1qXg0fPhzh4eE4cOAAnJyc0LdvX/zzzz854iQSCR48eICUlBS1j+Rk7khCRERERFTSSORyOH3WFXX+dxgeI8ZDbmGJV3+fwrW+neG/YAZSw8OKe4hERPQe0rlgu0QiQefOnXHx4kU4ODjgiy++QGxsbFGOjYiIiIiI3kMyI2O49h6Euj//ibL9hkBqYIjww7/iyhft8WS1HxTxccU9RCIieo8UerdBV1dXHDhwABEREZgyZUpRjImIiIiIiEoAuYUl3L8agzr7j8K5cw9AqcLLvTtxuWsbPN/+PZRckUFERFoodPIKAGrWrIlhw4Zhx44deP78eVF0SUREREREJYSR/f/Zu+/wKKr37+PvTQ9JSCGEUBN6B5UmTWkqTWwg8kUgiChIl44oTamiVKVJR7oFBBSBoPSA0qUKRGqAQEJIIWXn+SNP9kfMBiGFFD6v69qL3XPumblnT7IsN2fO5Kf0wI+psXwd+Zs0IyHyLhfmTmffm824vHY55ri4rE5RRESysQwpXgEMGjQIs9nMwoULM2qXIiIiIiKSizgXKUaF0ZN4ZsEqPGvVJe5WKGcnf8b+di8TsnkDhtmc1SmKiEg2lGHFq6JFi9KgQQMOHTqUUbsUEREREZFcyK1sBap8OZsq0+fjVqEyMVcucXLkYP7o3IbQPTswDCOrUxQRkWwkw4pXAJ9//jmrVq2yvNZfOiIiIiIikhrPajV5eu63VBj7Jc7FihN55hTH+nfncM/O3Dl2OKvTExGRbCJDi1dVq1bF3t4egMKFC9OjRw88PDwy8hAiIiIiIpKLmEwm8jd4gRpLv6fM0FE45C9A+MEDHHyvPceG9Cby/N9ZnaKIiGSxDC1e3a9UqVJMnz4dLy+vzDqEiIiIiIjkEiY7Owq+/AY1V22gRM/+2LnlJfT3bRzo8BqnPhtOzLWrWZ2iiIhkkUwrXomIiIiIiDwqW0cniv6vM7XW/Eyxjl2xsXfg2oYfCGrbnLNTJxIXdjurUxQRkcdMxSsREREREcl27NzyUrxbH2qu3kSh19qC2eDyysXsa9OM4AWzSYiKyuoURUTkMVHxSkREREREsi1H7/yUHvgxNZavI3+TZiRE3uXC3Onse7MZl9cuxxwXl9UpiohIJsuw4lV8fDwTJ07k2LFjGbVLERERERERAJyLFKPC6Ek8s2A1nrXqEncrlLOTP2N/u5cJ2bwBw2zO6hRFRCSTZFjx6t69ewwdOpSgoKCM2qWIiIiIiEgybmXLU+XL2VSZPh+3CpWJuXKJkyMH80fnNoTu2YFhGFmdooiIZLAMvWzwYf6iiI+P586dOxl5WBERERERecJ4VqvJ03O/peK4KeTxK07kmVMc69+dwz06E370UFanJyIiGcguLRu9+eabKdoSEhIwmUzMmjWLn3/+OUV/9+7dadiwIbNnz6Z3794kJCSk5dAiIiIiIiIAmEwmvJ9vQr66Dbj28zqC580k/NABDr3/NvnqN6J4tz64FC+Z1WmKiEg6pal4tWbNmlT7Dhw4wIEDB1K0N23alIYNG6blcCIiIiIiIqky2dlRsOXr+LzQnCtrl/PPormE7thG6K7tFGjaCv93e+DkWzCr0xQRkTRKU/EqLg139LC1tU3LoURERERERB6KraMTRf/XmYIvv8HFZQu4tGopIRt/4PqvGyj0ejv8OnXF3sMzq9MUEZFHlKY1r2xtbbG1tSUiIoK//vrL8vpBDxERERERkcfBzi0vxbv1oeaqjRR6rS2YDS6vXMy+Ns0IXjCbhKiorE5RREQeQboWbP/xxx+pVq1asrYzZ85w8uTJdCUlIiIiIiKSXo7e+Sk98GNqLF9H/ibNSIi8y4W509nXpimX13yLOQ1XlIiIyOOXYXcbjIyM5MUXX6RcuXJUrFiR+vXrExYWllG7FxERERERSRPnIsWoMHoSzyxYjWetusTdvsXZL8ayv93LhPzyE4bZnNUpiojIA6SpeFW9enUmTpyYrG3kyJFs27aN999/nx49erBv3z4GDhyYIUmKiIiIiIikl1vZ8lT5cjZVps/HrUJlYq5c4uSoIfwR0JrQ3b9jGEZWpygiIlakacH28PBwYmJikrUtXbqUvn378vnnnwOQP39+JkyYwKxZs7TmlYiIiIiIZBue1WriMfdbQn/fyvlZU4k8e5pjAz7A/anqFO/eF/fKT2V1iiIicp8MuWwwLCyMkJAQmjZtaml74YUXiI6O5uLFixlxCBERERERkQxjMpnwfr4J1Zd8T5lho3H0KUD4oQMcev9tjg3uTeS5s1mdooiI/H9pmnn1b/Hx8QA4OTlZ2hwcHCx9YWFhLF68GIAdO3ZkxCFFRERERETSzWRnR8GWr1PghRZcXrucfxbPJXTHNkJ3badA01b4d/kAp4KFsjpNEZEnWoYUr/Lly4erqytBQUHUq1cPgD///BMbGxsKFy7MP//8Q9++fS3xJpMpIw4rIiIiIiKSIWwcHSn6vwAKtnqDi8sWcGnlEkI2/sD1XzdQ6PV2+HXqir2HZ1anKSLyRMqQ4pXJZKJ58+aMHTuWggULYmdnxyeffELjxo1xdnamWLFiBAYGZsShREREREREMo2dqxvF3+9NoTfa8c/C2Vz9cQ2XVy7m2vq1FG3fmSJtO2KbJ09Wpyki8kQxGWm4pUZoaChOTk6sWbOGrl27Ehsby4ULF6hbty7Xrl3DMAzy5cvHjh07KFeuXGbknWvVrl0bgD179mRxJiIiIiIiEn3pHy7MncH1XzcCYO/phV/nbhR8pQ029vZZnJ1I9hEfeZe427c43PvdrE4lV6o6bR72nl7YubhmdSrpktaaR5oWbM+XLx8uLi4AltvJ+vv7c/z4cb755hvmzZvHiRMnVLgSEREREZEczblIMcqPmsgzC1bj+Ww94m7f4uwXY9nf7mVCfvkJw2zO6hRFRHK9dF02WK9ePebPn2957eHhQUBAQHpzEhERERERyVbcypanyhezCPsziHNfTyHi+BFOjhrCxWXzKd6tL16162ttXxGRTJKmmVdJSpYsSYcOHR4qdu3atZQoUSI9hxMREREREclSHs/U5Ok5y6g4bgp5/IoTefY0xwZ8wOEPAgg/ejCr0xMRyZXSVbx6FHfv3iU4OPhxHU5ERERERCRTmEwmvJ9vQvUl31Nm2GgcfQoQfvgPDr3fgWODehF57mxWpygikquk+26DERERrFu3jsuXL1OiRAlatmyJk5NTRuQmIiIiIiKSbZns7CjY8nUKvNCCy2uX88/iuYTuDCR013YKNGuFf5ceOBUslNVpiojkeOkqXm3fvp233nqLGzduYBgGJpMJPz8/fvjhB6pUqZJROYqIiIiIiGRbNo6OFP1fAAVbvcHFZQu4tHIJIRt/5PqvGyn0+lv4dXoPew/PrE5TRCTHSvNlg//88w+tWrXCzs6Or7/+mu3bt/P5558THh5OixYtiIiIoF+/fuTNm5e8efPSvXv3jMxbREREREQkW7FzdaP4+72ptXoThV5/C8wGl1cuYV/rplyY/zUJUVFZnaKISI6U5plXkyZNAmDHjh0UL14cgOeee4769etTp04dvv76a0qWLEndunUBuHz5MsePH8+AlEVERERERLIvh3zelB4wnCJvdeTC3Blc/3UjwfNmcmXtcvw6d6PgK22wsbfP6jRFRHKMNM+8Wr9+PW+99ZalcJWkevXqtGjRgnXr1tGzZ082bdrEpk2b+PDDD9OdrIiIiIiISE7hXKQY5UdNpNrCNXg+W4+427c4+8VY9rd7mZCf12OYzVmdoohIjpCm4lVkZCT//PMPderUsdpfp04d/vrrr2RtJpMpLYcSERERERHJ0VzLlKPKF7OoOmM+bhWrEHPlEidHD+WPgNaE7voNwzCyOkURkWwtzcUrgLx581rtd3d3t8SIiIiIiIgIeDxTk6fnLKPiuKnk8S9B5NnTHBvYg8MfBBB+9GBWpycikm2lqXjl7u6OyWTi5s2bVvtv3LiBh4dHevISERERERHJdUwmE97PN6b64u8oO2wMjgV8CT/8B4fe78CxQb2I/PtMVqcoIpLtpKl45ejoSNmyZQkMDLTav23bNp566inMZjOxsbHExsYSFxeXrkRFRERERERyC5OdHb4tX6Pmig2U6DUQu7zuhO4M5EDH1zn56UfEXL2S1SmKiGQbaV6wvU2bNqxdu5bdu3cna//+++/Zvn07b775Jj169MDZ2RlnZ2fef//9dCcrIiIiIiKSm9g4OlK0XSdqrfmZYp3ew8bRiZCNPxL0VgvOTp1A7O1bWZ2iiEiWs0vrhv3792f+/Pm88MILdO3alXLlyvHHH3+wePFiqlSpQkBAALa2tty9exeAc+fOsXfv3gxLXEREREREJLewc3Wj+Pu9Kdz6fwQvnM3VH1ZzeeUSrq3/jiL/C6BI247YubhkdZoiIlnCZKTj1hanT5+mXbt2HDz4f4sLPv/88yxfvhxfX99ksYsWLeKdd94hISEh7dk+AWrXrg3Anj17sjgTERERERHJKtGX/uHCvJlc37wBAHsPL/w6v0/BV9pg4+CQxdmJpBQfeZe427c43PvdrE4lV6o6bR72nl7YubhmdSrpktaaR5ovGwQoU6YMf/zxB4cPH2bjxo2cOHGCwMDAFIUrEREREREReXjORYpRfuQEqi1cg1ft+sSF3eLsl+PY3+5lQn5ej6FJASLyBElX8SpJ5cqVadq0KWXLls2I3YmIiIiIiAjgWqYclSd/TdWZC3CrWJWYq5c5OXoofwS0JnTXb6TjQhoRkRwjQ4pXD6No0aI0b978cR1OREREREQk1/B4ugZPz1lKxXFTyeNfgsi/z3BsYA8OfdCJ8CN/ZnV6IiKZ6rEVrxo1asT69esf1+FERERERERyFZPJhPfzjam+5HvKDhuDYwFf7hz+k0PdOnJsUE8i/z6T1SmKiGSKx1a8SnL37l3OnTv3uA8rIiIiIiKSK5hsbfFt+Ro1V2ygRK+B2OV1J3Tndg50fJ2TY4YRc/VKVqcoIpKh7NKy0XvvvcfZs2dT7S9XrhzdunWjb9++ljaTycTMmTP57bff+OCDD3TXQRERERERkXSwcXSkaLtOFHz5dS5+u5BLKxYTsmkd17dsotBrbSnW6T0cPL2yOk0RkXRLU/HqzJkzHDt2LPWd2tlx+/Zttm/fjre3N4ZhcOvWLe7cuZPmREVERERERCQlO1c3ir/Xi8JvtCN44Wyu/rCay6uWcu2n7yjSLoAib3XCzsUlq9MUEUmzNBWvAgMD/zPmt99+w2QysXPnTmJjY6lSpUpaDiUiIiIiIiIPwSGfN6X7f0SRth24MG8m1zdvIPibr7iydgXFAt6j0KtvYuPgkNVpiog8sgxd86pv3760bt06RbvJZMJkMmXkoURERERERMQK5yLFKD9yAtUWrsGrdn3iwm7x95Tx7G/3MiGb1mFoCRcRyWHSVLwyDIN33nmHP/9MfkvW8uXLc/z48QxJTERERERERNLOtUw5Kk/+mqozF+BWsSoxVy9zcsww/ghoTeiu7RiGkdUpiog8lDQVr8xmMwsXLuTChQtcvXqVy5cvExISgouLC5cvX87oHEVERERERCSNPJ6uwdNzllJx/DTyFC9J5N9nODawJ4c+6ET4kT//ewciIlksTWte3a9Vq1YpZmCpgi8iIiIiIpJ9mEwmvJ9rRL66zxPy83ouzJvBncN/cqhbR/LVa4D/+71xLVkmq9MUEbEq3cWrHj16cPHiReLj47l69SrffPMN0dHRGZGbiIiIiIiIZCCTrS2+LV7Fp0kzrny/kuBFcwjduZ3QXb9RoOnL+L/bA6eChbM6TRGRZNJdvAoICLA8P3XqlIpXIiIiIiIi2ZyNoyNF3uqIb8vXuLh8EZdWLCJk0zqub9lEodfaUqzTezh4emV1miIiQAbfbTBJgpW7VxiGwalTp/jnn38y45AiIiIiIiLyiOxc3SjetSe1Vm+i0BvtwGxwedVSgto05cI3XxEfGZnVKYqIZE7xKsm/174KCAhg3LhxmXlIEREREREReUQOXt6U7v8RNVasx+fFFiRERRH8zVcEtWnGpVVLMcfGZnWKIvIES/dlgyNGjODs2bPEx8cTFhZmaS9ZsiSTJk3Cx8cHs9nMpEmT0nsoERERERERyUTOhYtSfuQEiv6vM+dnT+XWnh38PWU8l1Ysxr9rDwq82BKTrW1WpykiT5h0F6+2bt3KwYMHsf3XB1iRIkXo37+/5fX9z0VERERERCT7ci1TjsqTvybs4H7Ofz2FO8cOc2rMR1xatpDi3fvgVed5TCZTVqcpIk+IdF82uHPnTiIjI7lz5w5BQUEZkZOIiIiIiIhkAx5P1+Cp2UupOH4aeYqXJPLcGY4N7Mmh7h0JP/xnVqcnIk+INBWvbGxseOWVVyhcOPktVE0mU4p1rkRERERERCTnMplMeD/XiOqLv6PsR5/iWMCXO0cOcqh7R44O7MHdv09ndYoiksul6bJBk8nE999/n6K9TJky3L59G3d393QnJiIiIiIiItmHydYW3xav4tOkGVe+X0nwojnc2vUbt3b/ToGXWuLftSdOBQv/945ERB5Rht5t0GQyqXAlIiIiIiKSi9k4OlLkrY7UWvMzxTp3w8bJiZCf1xPUtgVnvxxH7K3QrE5RRHKZDC1eiYiIiIiIyJPBzsWV4l17Umv1Jgq1/h8Al1cvI+jNZlyYN5P4yMgszlBEcgsVr0RERERERCTNHLy8Kf3hMGosX4/Piy1IiI4meP7XBLVpyqWVSzDHxmZ1iiKSw6l4JSIiIiIiIunmXLgo5UdOoNrC1XjVrk9c2G3+njqBoLdacm3TjxgJCVmdoojkUCpeiYiIiIiISIZxLV2OypO/purMheStVJV7165wasxH/NGpNTd3btcd6kXkkT3y3QavXbvGn3/+me4DN2/ePN37EBERERERkezJ4+nqPDV7KaE7Ajk/eyqR585wfFBP8lZ5mhLd++Fe9ZmsTlFEcohHLl799ttvtGvXDpPJlKYDGoaByWQiQVNGRUREREREcjWTyYT3c43IV/d5Qn75iQtzZ3DnyEEOde+IV93nKd6tD64ly2R1miKSzT1y8apWrVosWLAgM3IRERERERGRXMhka4tv81fwadyUKz+sInjhbG7t+o1bu3+nwEst8Xu3B86FimR1miKSTT1y8crf3x9/f/9MSEVERERERERyMxtHR4q07YBvy9e4tHwhF5cvIuTn9VzfsolCr7WlWKf3cPDKl9Vpikg288jFK4Bx48Zx8ODBNB/UZDKxcuXKNG8vIiIiIiIiOZediyv+7/ak0Otv8c/COVz5YRWXVy/j2obvKfJWJ4q064Sdi2tWpyki2USaile///47v/zyS4p2k8n0UHeOSOt6WSIiIiIiIpJ7OHh5U+rDYRRu24ELc2dw/deNBM//mivfraBYp/co9FpbbBwcsjpNEcliNmnZaNOmTZjN5hQPwzCYMWOG1b77H1qsXURERERERJI4Fy5K+ZETqLZwNV616xMXdpu/p04gqG0Lrm38ESMT/g05dOhQTCYTJpOJgIAAqzFr1qyhYcOGeHp6kidPHqpWrcrEiROJjY21Gn/9+nV69epF8eLFcXR0pECBArRp04ZDhw5ZjT948CDPPfcczs7OeHp60r59e27cuJEirmvXrphMJtzd3QkJCUnrKYvkWGkqXj2IClMiIiIiIiKSFq6ly1F58tdUnbmQvJWqci/kKqc+/YgDHd/g5o7Ah7rS52H8/vvvTJw48YExAwYMoE2bNmzfvp2wsDCio6M5cuQIgwcPpkmTJkRHRyeLP3v2LFWrVmXGjBlcuHCB2NhYrl+/zpo1a6hRowY//PBDsvhTp07x7LPPsmPHDmJiYggLC+Pbb7+lbt26yYpjf/zxB/Pnzwfg448/pkCBAhnyHojkJOkqXt25c4fx48dTv359vLy8AOjbty/Ozs5UqlSJHj16cPjw4QxJVERERERERJ4MHk9X56nZS6k4YTp5ipci6vxZjg/uxaHuHQk//Ge69h0eHk6HDh3IkycPnp6eVmN++eUXJk+eDECjRo04ffo0N27coF+/fgDs2LGD0aNHW+INw6Bjx45cu3YNBwcHFixYwJ07d9i5cydFixYlPj6egIAArl+/btlm/PjxxMbGUqpUKS5evMjq1asBOHPmDCtWrLDst3fv3pjNZsqUKUOfPn3Sde4iOVWai1enTp2iYsWKDBs2jCtXrlCnTh3at29P586dad68OW5ubnzzzTdUq1aNqVOnZmTOIiIiIiIiksuZTCa86zek+uK1lB3+GY4FCnLnyEEOde/I0QEfcPfsKUusv78/JpOJkSNH/ud+u3fvzj///MOQIUPImzev1ZjPP/8cgLx587J69WpKly6Nt7c3X3zxBfXq1QNg5syZ3Lt3D4Ddu3ezZ88eAAYNGkRAQABubm7UrVvXMmsqPDycefPmWY5x5MgRAF555RWKFClC69atLZNCkiaBLFu2jN27dwPw5ZdfYm9v/3Bvnkguk+biVY8ePTAMgz179vD333/z008/sWTJEubNm8fatWvZs2cPISEh/O9//2PAgAGcOXMmI/MWERERERGRJ4DJ1hbf5q9Qc8VPlOwzGDt3D27t/p0/OrXmxKghRF+59ND7WrZsGcuXL6d69eoMGjTIakxUVBTbt28H4LXXXrMUlJK88847AERERPD7778DsGHDBkt/ly5dksU3adKEYsWKpYizeq733dzs7t27DB48GIDmzZvTvHnz/zo9kVwrzcWr3bt306dPH2rVqpVqjLu7OzNnziQhIYG9e/em9VAiIiIiIiLyhLNxdKRI2w7UWvMzfu90w8bJieu//MT+t1rSPq8DHna2D9w+ODiYHj164OzszNKlS1OdxXTixAni4+MBqFGjRor++9uOHj2a7E9vb2/8/f1T3ebYsWOWtsqVKwOwfv16QkJC+PHHHwkNDQWgSpUqfPrpp1y5cgV7e3u+/PLLB56bSG6X5uJVwYIFCQoK+s+4pKKVr69vWg8lIiIiIiIiAoCdiytFO3en2ooNFHyjHQAvujqw/JnS+J05Rkx4GPHx8cTHx2M2mwEwm8106NCB8PBwPv/8c8qWLZvq/i9fvmx5XqRIkRT997ddunQp2TbW4u9vv3PnDnfu3AFg8ODB2Nvbc/r0aXx9fXn11VcBKFmyJNWrV7cUrPr06UOZMmX++40RycXs0rrh0KFDee+996hWrRqvvvoqZcqUwd3dHQcHB+7cucPVq1fZtWsXa9eu5dlnn6Vx48YZmbeIiIiIiIg8oUqWLElwcDAAvo72vFPUhybe7pQ4f5JfmjzL0ks3+DHkNsM++YSRI0cyfvx4duzYQbNmzfjggw8euO+7d+9anru4uKTod3V1TRGb9Ke1eGvb5M2bl/Lly7Nr1y569erFH3/8gaOjI02bNmXGjBl07dqV2NhYChQowPvvv0///v3Zs2cPTk5OtGrVih49emj9K3mipLl49e677+Lu7s7HH3/MiBEjgOTX5xqGgYuLC++++y7jxo3DxiZdNzYUERERERERSeHavTjGnr3Miis36VqsALU93ehZvCCtC+Xj9uUL7A8KYuTIkXh7e1sWT88uatSokWKJnZ9//pmffvoJgI8++ogXXniBCxcuWPoDAwPZtWuX5e6EIk+CNBevANq0aUObNm04d+4cx48fJzQ0lISEBFxdXfH39+fpp5/GwcEho3IVERERERERSVbMgcS7DZ4LDiambWeqvvoy57/+Eo4ewvf4Ac707EwNVycGzJ79UMvZ3D9LKjIyMkX//TOzkmKT/rQWn9o21sTFxdG3b18gsbAVERHBhQsXyJMnD3v37uX69es0adKENWvWsG/fvgeuQS2Sm2TIdKgSJUrw8ssvExAQQJcuXWjbti2LFi1i//79GbF7ERERERERkYfi8VQ1npq1hIoTpmNTsAiF7UyMLVeMy58MoEpeF0wmk+WRdOnhokWLcLS1oUfpYhS871/JSWta3e/+tqS1rAoXLpxq/P3tefPmJW/evKnmPmXKFE6dOoXJZGLatGkEBgYC8Nxzz1G5cmUaN25sWa9r69atD/uWiOR4mXYt36xZszh+/Hhm7V5ERERERETEKpPJhHf9hrh+NJZxZy9x7V4slfPmYXql4owrV4wSeRxTbFPWxZk38+clfv503B0TryCyNiHj/huXVapUCfi/OwfevHkzxayw+/dTsWLFVHO+du0aY8aMAeDtt9/m2WeftRS98uXLZ4lLep5aoUwkN9JCVCIiIiIiIpIrValalRWnL/DCzzsp9F5vbPN6UNvTjflPlebwsA/xdUxc9Lxdu3b8duEirlWfIfbaVcbUSCxGff/999y6dSvZPhcsWAAkXv733HPPAdC8eXNL/zfffJMsfsuWLfzzzz8AtGjRItVchwwZQkREBK6urowfPx6A/PnzA4lFsSShoaHJ+kSeBGla82rUqFHs2rXLat/s2bMpXrx4srYqVaoke20ymTh8+HBaDi0iIiIiIiKSjLXZTgC2trZ4eHgA4BXwHsXb/I9Lyxdycfkibgf+wpKnSrEu5DaxNiY8vbyoOHICf3R8gyoRd2iULy/bQu/Qpk0b5syZg4eHB2PHjmXnzp0AfPDBBzg5OQFQt25datWqxb59+5g4cSKlSpXijTfe4MiRI3Tp0gUANzc33n33Xat57tu3j8WLFwOJi7QXKlQIgJo1a7Jjxw527NjBoUOHuH79OqdOnbL0iTwpTIZhGI+60auvvsq6desSd2AykbQLk8nEwYMHqVKlCjY2NsyaNYv33nsPGxsbChQoYPnQADhx4kTGnEEuU7t2bQD27NmTxZmIiIiIiIjkTrG3Qvln4WwurFqKvY0NcSYbSnV+jyLtAri9bxd/De9PnK0dbwf9RUhsXIrt69aty+bNm8mTJ4+l7fTp0zz33HOEhISkiLe1tWXlypW88cYbKfoMw6BWrVrs37+fkiVLcvz4cRwdEy9rvHr1KuXLlyc8PDzZNjVr1mTv3r2YTKb0vhUZJj7yLnG3b3G4t/UCnaRP1WnzsPf0ws4l9QX/c4K01jzSdNngDz/8gNlsZs6cOQCYzWZ2797Ng+pgo0aN4sSJE5aHiIiIiIiISFZw8MpHqQ+H0eHQWX65EYadYSZ4/iz2tW7KveshFGjaCvuEeJa0asLz9euTN29enJ2dqVy5MuPHj2fr1q3JClcAZcqU4dChQ/To0QM/Pz8cHBzInz8/b7zxBkFBQVYLVwALFy60rIn1xRdfWApXAAULFiQoKIiGDRvi5OSEh4cHAQEBbNmyJVsVrkQyW7rWvLr/lyXpbg3Z2bRp0zCZTPj7+6foO3ToEC1btsTT0xM3NzcaNmzI9u3bre4nMjKSQYMG4efnh5OTE2XKlGH8+PEkJCRk7gmIiIiIiIhIhrkaE8vYM5eovngtXnWeIz48jL+nTeT2H/uw9/TC4fI/LOryNuHh4URFRXHkyBEGDx6crMB0P19fX2bMmMGFCxe4d+8e169fZ82aNTzzzDOp5tC5c2cMw8AwDFq1apWiv0yZMmzbto3o6Ghu377NggULcHNzy7D3QCQnyPAF27NrAevs2bMMHTo02V0akuzfv586depw5swZJk6cyMyZM4mMjKRx48Zs2LAhWey9e/d48cUXmTp1Kh06dGDJkiW8+OKLDBs2jPbt2z+u0xEREREREZF0Mt+7R0JUFHn8S1Bp0kyqfrWIvJWfIvZGCHG3ExdqvzB3BuHHj2RxpiJPtjQt2J4awzBo0KABtra22aqIZTab6dy5M02bNiU0NDTZYn6GYdC1a1ecnZ3ZsWMHPj4+ALRu3ZqnnnqK999/n7Nnz1oW4vvqq6/YvXs3c+fOtSy216ZNGzw8PPjss89o3749L7/88mM/RxEREREREXl4d0+f5OD7b2O+F5PYYDJhsrfHxt4BWxdXzDHRGAkJYDZzpOc71Pl5J7aOTlmbtMgTKsNnXuXPn5/ChQtn9G7TZcqUKRw9epTp06en6Nu/fz+HDx+mS5culsIVQJ48eejTpw+XL19ONvtq7ty5+Pr60rlz52T76d+/Pw4ODpZ1wERERERERCT7snNzI49fcRzyeWPnlhcbJydIMJMQeZeEyLuJhav/zxx7j4ToqCzMVuTJlqEzr0wmE6tWrbLcbTA7OH36NMOHD2f69OmW243eb9u2bQA0adIkRV9S29atW3njjTe4du0aJ06coF27dtja2iaL9fT05JlnniEwMBDDMLLVzDMRERERERFJzqlgYaotXJ2i3TCbMeLiMMfFYo6NJSEmBts8eXDw8MyCLEUEMrh4BdlrzSuz2UxAQAB169alS5cuVmNOnToFQNmyZVP0lSpVCltbW06ePPmfsUnte/fu5eLFixQrVuyBuSXdHvLfjh07Rvny5QkLC3vg9iIiIiIiIpLJbGwhjwsAUfo32gMlREcRHxVFnJd3VqeSK92JisLO1g7buPisTiVdEhISUkwGehhpKl4FBwcTHh7OxYsXAThz5gzBwcFA4hpS2cXkyZM5cuQIR48eTTXmxo0bAMkuGUxia2uLl5cXN2/e/M/Y+9tv3rz5n8UrERERERER+T/muDiM+LisTiNXM9nZY2Nvn9VpiDyyNBWv+vbty7p164DEYlW5cuUyNKmMcOLECT755BMmTJhA8eLFU42Ljo4GSPVWp05OTkRFRT10LGCJf5A9e/ZYbU+akeXh4fGf+xAREREREckt4iPvkhCZgDk2NqtTyZVsHBywzeOMnYtrpuw/3t6OuIR47G/dzJT9P+ny5smDfd68mTZ+j0taZl1BGotXL7/8Mv7+/lb78ufPn6LN3d091YJPZkhISKBz584888wz9OzZ84GxSXnFx8fj4OCQoj8uLg43N7cUsdbExcUlixMREREREZGHZ46N5XDvd7M6jVyp6rR52LpkdRYiaZOm4tU777zzSPG3b99Oy2HS7Ouvv+aPP/5gx44d3LlzJ1lffHw8ZrPZsqZU0gyn8PBwq4W38PBwy8yt+2OtSdqnu7t7+k9CREREREREREQyfsH27ODs2bPEx8enuig6JN4dEKBDhw4AnDt3LkXx6urVq0RHR1O6dGkgcQH3pFhrzp07h62t7QMvUxQRERERERERkYeXacWrBQsWPLB4lJl69uzJq6++arWvb9++XLt2jRUrVgBw584dlixZwo4dO6hVq1ay2MDAQADq1asHQPHixSlcuDA7duxIsd+YmBj27t1LrVq1sNcCeCIiIiIiIiIiGSLTiledOnXKrF3/p1KlSllmSf2bh4cHYWFhNGjQAEhcp6pYsWJ89dVXdO/eHReXxIuA4+PjmTx5Mm5ubrz++usAmEwmOnbsyLhx49i0aRPNmjWz7Pfrr7/mzp07BAQEZOq5iYiIiIiIiIg8SR65eBUYGMiYMWPSdVCTycTWrVvTtY+MYm9vz1dffcUrr7xC/fr16dWrFw4ODsyePZs///yTefPmkS9fPkv8oEGD+O6772jTpg1DhgyhfPny7NmzhylTptCwYUM6d+6chWcjIiIiIiIiIpK7PHLxKjw8nKNHj6broCaTKV3bZ7QWLVqwdetWRo8eTZ8+fTCbzTz11FOsW7eOl19+OVmsh4cHO3fuZPjw4Xz99dfcvHmTwoULM3ToUIYNG4adXa5cRkxEREREREREJEs8cqXl1VdfTXU9qdTExMRw5coVihcvnuWFq+3bt1ttf/755x96Npi3tzezZs1i1qxZGZiZiIiIiIiIiIj8m016d3DgwAHu3r37wJjjx49TunRpgoOD03s4ERERERERERF5gqS7ePXcc88RFBRkeR0SEsKFCxeSxRQqVAjDMPjnn3/SezgREREREREREXmCpLt4ZRgGAAkJCXTu3JlChQpRsmRJqlevbplplbTg+fXr19N7OBEREREREREReYKkqXi1fft26tSpQ2RkpKVt2rRpLFq0iDZt2tCtWzdOnjxJQEAAAA4ODjg4OHDr1q0MSVpERERERERERJ4Mabo1XmhoKPv27SM+Pt7StmTJEvr168fkyZMBaNSoEW+++SZXrlyhUKFCuLq6Eh4enjFZi4iIiIiIiIjIEyFNxat/MwyDU6dOMXXqVEtbq1atsLGxoUWLFnh6ehIZGUlERERGHE5ERERERERERJ4QGVK8AoiPj8fZ2dny2t7eHjs7O86ePYudnR3x8fFERUVl1OFEREREREREROQJkO4F2wFMJhNFihRh7969lraDBw8SGxvLvn37uH37NhUrViQ2NjYjDiciIiIiIiIiIk+INM+8SrrLYJLmzZszcuRI8ubNS758+Rg6dCiFCxemQoUKQGKBKyEhIX3ZioiIiIiIiIjIEyVNxavnn3+ewMBAXF1dLW0jRozg559/pnPnzgA4OTmxdu3aZNv9u+AlIiIiIiIiIiLyIGkqXnl7e/P888+naDt06BDfffcd0dHRvPjii/j7+2dEjiIiIiIiIiIi8oRK94LtHTp0oFChQgC4uLjQoUOHdCclIiIiIiIiIiICGVC8mjNnzkPFzZ49G3d39/QeTkREREREREREniDpLl49rJo1az6uQ4mIiIiIiIiISC5hk9UJiIiIiIiIiIiIpEbFKxERERERERERybZUvBIRERERERERkWxLxSsREREREREREcm2VLwSEREREREREZFsS8UrERERERERERHJtlS8EhERERERERGRbEvFKxERERERERERybZUvBIRERERERERkWxLxSsREREREREREcm2VLwSEREREREREZFsS8UrERERERERERHJtlS8EhERERERERGRbEvFKxERERERERERybZUvBIRERERERERkWxLxSsREREREREREcm2VLwSEREREREREZFsS8UrERERERERERHJtlS8EhERERERERGRbEvFKxERERERERERybZUvBIRERERERERkWxLxSsREREREREREcm2VLwSEREREREREZFsS8UrERERERERERHJtlS8EhERERERERGRbEvFKxERERERERERybZUvBIRERERERERkWxLxSsREREREREREcm2VLwSEREREREREZFsS8UrERERERERERHJtlS8EhERERERERGRbEvFKxERERERERERybZUvBIRERERERERkWxLxSsREREREREREcm2VLwSEREREREREZFsS8UrERERERERERHJtlS8EhERERERERGRbEvFKxERERERERERybZUvBIRERERERERkWxLxSsREREREREREcm2VLwSEREREREREZFsS8UrERERERERERHJtlS8EhERERERERGRbEvFKxERERERkYdw8uRJevbsSdmyZXF2dsbFxYVKlSoxZMgQbt26lSL+9u3bfPbZZ9SsWRMPDw8cHBwoXLgwb7zxBlu3brV6jG3bttGuXTuKFi2Ko6Mjbm5uPPPMM4wcOZLw8PAU8Tdu3KB9+/Z4enri7OzMc889x8GDB1PELVu2DJPJhMlkYtOmTel/M0REHiOTYRhGVich/6d27doA7NmzJ4szERERERGRJKNHj2bUqFGYzWar/cWLF2fv3r34+PgAcPz4cRo0aMDNmzdT3eeYMWMYPny45XX37t2ZNWtWqvH+/v7s2LGDIkWKABAbG0ulSpU4c+ZMsjgHBweOHDlC2bJlAYiMjKRs2bJcvnyZFi1a8NNPPz3cST9m8ZF3ibt9i8O9383qVHKlqtPmYe/phZ2La6bsX+OXuTJ7/B6XtNY8NPNKRERERETkP8yZM4c8efIwdOhQDh06REREBKdOnaJVq1YAnD9/nkmTJlniz5w5w82bN3n99dfZunUrt2/f5tatW6xatQpPT08ARowYwalTpyzb7Nmzh4IFC/LFF1/w999/ExkZyYkTJ2jbti0AFy5cYPDgwZb45cuXc+bMGezs7Ni1axcnTpzA09OT2NhYJkyYYIn79NNPuXz5Mg4ODnz55ZeZ+j6JiGQGFa9EREREROSJ5+/vj8lkYuTIkVb769aty/Hjxxk7dixVq1bF1dWVMmXKsHTpUuzs7AD47bffLPG+vr6sXr2atWvX0qhRIzw8PPD09KRNmzaMGjUKALPZnOzywTZt2nDs2DH69etHiRIlyJMnD+XKlWPp0qWWGV2//vqrJf7IkSMAVK1alTp16lCuXDkaNmwIwOHDhwH4+++/LQWrPn36ULp06Yx4u0REHiu7rE5AREREREQku1u5cqXVdjc3N7y8vLh+/TqRkZGW9meffTbVfZUpU8byPCYmxvL8o48+shpvZ2dHiRIluH79erJ4a0wmU7LX/fr14969e/j6+vLxxx8/cFsRkexKxSsREREREZE0unLlCjdu3ACgSpUqD7XNn3/+CSQWmho3bvyf8ZGRkZw+fRqAF154wdJeuXJlIHGW1YEDB/D09GT79u2WXH755RfWr18PwLhx43Bzc3u4kxIRyWZ02aCIiIiIiDxxEhISiI+PtzySmM3mZO2pLdCeZOrUqSTdA6tHjx6pxt27d49Lly4xY8YMy6WJ/fr1o2rVqlbjzWYz4eHh7N69m1atWnHr1i3y58/PxIkTLTHt2rWjZMmSxMfHU6NGDUqVKkVoaCj29vb069ePPn36AFCzZk06der0UO+LiEh2pOKViIiIiIg8cUqWLIm9vb3lERwcDCTeAfD+9tGjR6e6j/379/PFF18AietV1atXz2rc2bNncXJyomjRovTq1YuyZcuyYMECJk+enOq+O3bsiIeHB3Xr1mXnzp107dqVAwcOULJkSUuMo6MjO3fu5I033sDFxQU7Oztq1arFrl27+PXXXzl16hQmk4nPP/+cqVOn0qhRI+rUqUP//v0ts8VERHICXTYoIiIiIiLyiIKDg3n11VeJj4+nVKlSzJkz56G3PX36NN999x3PPvss5cqV+8/42NhYtm7dSrly5ejTpw+2traWPl9fX9asWZMsPiQkxFJ069ChA9OmTUsWs2fPHr7//nuOHDmCq6vrQ+ctIpJVNPNKRERERESeOBcuXMAwDMvDz88PgBEjRiRrt3b3watXr9K4cWOuXLlCwYIF2bx5Mx4eHqkeq1SpUiQkJHDr1i1++eUXypYty/r163nmmWc4fvy41W2WLl1KTEwMp0+fZuTIkZw7d47+/fvTuXPn/zy3IUOGcOfOHVxdXXn11Vcthav58+cTHBxMoUKFOH/+PDNnzvzvN0pEJBtQ8UpEREREROQh3bx5kyZNmvD333/j4+PD1q1bKV68+H9uZ2Njg6enJy+++CLr1q0DIDo6mhEjRqS6jaOjI6VLl2bEiBGWotWSJUs4duxYqtsEBQWxaNEiAIYPH85ff/0FQJ48eejUqRPFihXj5ZdfBmDr1q0Pd9IiIllMxSsREREREZGHEBYWxosvvshff/2Ft7c3W7dupXz58o+8Hz8/P3x8fAAsxaX/UqNGDcvz1LYxDINevXphGAalSpWiX79+XLp0CQBPT09sbBL/+ZcvXz4AS5+ISHan4pWIiIiIiMh/uHv3Ls2bN+fgwYN4eXmxZcsWKlWqlGr8oEGDOHr0qNW+4OBgy4LpRYoUAeCPP/5g5MiRJCQkWN1m//79ludJ2/zbokWLCAoKAuCLL77AwcGB/PnzA3D79m3LvkNDQwEsfSIi2Z2KVyIiIiIi8sRLWgPL2hpXMTExtGrVij179uDu7s6mTZuoWLEi8fHxKR5JgoKCqFatGu+99x7bt28nNDSUO3fusHXrVlq2bIlhGAB069YNgIiICEaNGkXlypWZO3cuZ8+eJSoqiuDgYD7++GMWLFgAQNWqVXn22WdT5BgREcHQoUMBeOmllyyXBtasWROAqKgoFixYwPnz5y2XLSb1iYhkd7rboIiIiIiIyAOsWrWKwMBAAMLDw6lVq1aqsefPn8ff359XX32VnTt3MnfuXObOnWs1dvjw4bz++usAlC1blkqVKnHs2DHee+89q/HFixdn7dq1lsv/7jdq1CiuXbuGvb09U6ZMsbS3aNGCmjVrEhQURNeuXS3t7u7ufPjhh/957iIi2YFmXomIiIiIiDyA2Wx+5G369u3L8ePH6dOnD1WrVsXNzQ17e3sKFy7Mm2++yY4dOxgzZowlvmDBgvzxxx8sXLiQFi1aULBgQezt7XF1daVatWp89tlnHD58mJIlS6Y41qlTp5g2bRoAPXv2pFy5cpY+k8nEli1bCAgIwMPDAycnJxo2bEhQUBAFCxZMw7shIvL4mYyk+aqSLdSuXRuAPXv2ZHEmIiIiIiIij0985F3ibt/icO93szqVXKnqtHnYe3ph5+KaKfvX+GWuzB6/xyWtNQ/NvBIRERERERERkWxLxSsREREREREREcm2VLwSEREREREREZFsS8UrERERERERERHJtlS8EhERERERERGRbEvFKxERERERERERybbssjoBERERERGRjGCOjcUcF5vVaeRqNvYO2Dg4ZHUaIvKEUfFKRERERERyBXNcLAmRdzHHqoCVGWwcHMDFVcUrEXnsVLwSEREREZFcwxwby+He72Z1GrlS1WnzsHXJ6ixE5EmkNa9ERERERERERCTbUvFKRERERERERESyLRWvREREREREREQk21LxSkREREREREREsi0Vr0REREREREREJNtS8UpERERERERERLItFa9ERERERERERCTbUvFKRERERERERESyLRWvREREREREREQk28rVxatr167Rp08fSpQogaOjIx4eHjRs2JB169aliL1w4QJvvfUW+fPnx8XFhVq1arF27Vqr+42Pj2fcuHGUKVMGJycn/Pz8GDRoEFFRUZl9SiIiIiIiIiIiT5RcW7zavn07ZcqUYd26dXTs2JGlS5fy2WefceXKFV555RWWL19uiT1//jw1atTg999/5+OPP2bevHl4eHjQunVrvv7662T7NQyDdu3a8dFHH/Hiiy+yZMkS3n77baZMmcJLL71EXFzc4z5VEREREREREZFcyy6rE8gsFy5coH///gwdOhQHBwdL+2uvvUbJkiUZO3Ys7dq1A6Bv377cuXOHgwcPUqFCBQDatm1Lw4YNGTBgAK+//joFChQA4IcffmDNmjV89NFHfPrppwC0adOG4sWL07VrV2bNmkWvXr0e89mKiIiIiIiIiOROuXbmVadOnRgxYkSywhVAoUKFqFChAn/99Rdms5mQkBDWr1/PK6+8YilcAdjY2FguBVy6dKmlfe7cuTg4ONC/f/9k++3cuTO+vr7MmTMnc09MREREREREROQJkmuLVyaTKdW+iIgI3N3dsbGxITAwEMMwaNKkSYq4Bg0aYGtry9atWwEwm8389ttvVKtWDU9Pz2Sxtra2NGjQgGPHjnH9+vWMPRkRERERERERkSdUrr1sMDW7du3izJkztG3bFoBTp04BULZs2RSxLi4uFClShJMnTwJw8eJFoqKirMbev4+TJ0/i4+PzwDxq165ttf3YsWOUL1+esLCwhzofERERERFJlBAdRXxUFHFe3lmdSq50JyoKO1s7bOPiM2X/Gr/MpfHL2TJ7/B6XhIQEbG1tH3m7XDvzypro6GjeffddHB0d+eSTTwC4ceMGQKrFJh8fH27evPnQsYAlXkRERERERERE0ueJmnnVvXt3Tp48yZQpUyzrW0VHRwPg6OhodRsnJyeioqIeOhawxD/Inj17rLYnzcjy8PD4z32IiIiIiMj/ibe3Iy4hHvtb+s/kzJA3Tx7s8+bFzsU1U/av8ctcGr+cLbPH73FJy6wreIJmXs2ZM4dFixbRvn17+vTpY2lPKkTFx1ufehcXF2eJeZjY++NERERERERERCR9noji1c8//0yPHj2oU6cO8+bNS9aXNMMpPDzc6rZhYWG4u7s/dCxgiRcRERERERERkfTJ9cWrgwcP0qZNG4oXL866dessl/YlKVWqFADnzp1LsW1CQgLBwcGULl0aAH9/f+zs7KzG3r+PpHgREREREWuGDRuGyWTCZDIREBBgNWb79u2WmNQevr6+KbaLiIjgo48+oly5cjg5OeHt7U3z5s0JDAy0epxz587RsmVLXF1dcXV1pWXLlpw/fz5F3GeffYbJZMLOzo6jR4+m6/xFREQeRa4uXgUHB9OiRQucnZ3ZtGkT+fLlSxFTr149AHbs2JGib9++fURHR1tiHBwcqFGjBvv27bNcIni/7du3U7hwYfz9/TP2REREREQkVwgJCaFDhw6MGzcuU/Z/48YNatWqxdixYzl16hT37t0jNDSUTZs20ahRI2bMmJEsPjQ0lBo1arBhwwYiIyOJjIxkw4YNVK9endDQUEvcpUuXLDl369aNypUrZ0r+IiIi1uTa4lVYWBjNmzcnLCyM9evXU7JkSatxZcqUoXbt2ixbtoyrV68m65swYQK2tra8/fbblraAgABu376d4vLD77//ntOnT9OpUydMJlPGn5CIiIiI5GiRkZGULl2apUuX8uyzzz7StmfPniUuLi7F4/Lly8nievfuzYkTJ4DE77JhYWEcPnyYKlWqANCvXz+OHz9uiZ8xYwa3bt3C09OTEydOsGvXLmxtbbl16xYzZ860xA0cOJDIyEi8vLwYPXp0Wt8CERGRNMm1dxv83//+x19//cV7773HjRs3+Omnn1LE1K5dm3z58jF9+nSee+456tWrx8CBA/H09GT58uWsW7eO4cOHU758ecs2nTt3ZsmSJfTu3Zvz589Tq1Ytjh8/zvjx46lYsSKDBw9+nKcpIiIiItmEv78/wcHBjBgxgpEjR6boN5vNlChRgr59+9KxY8dHuuOSra0tdnYP/up+6dIlVq5cCcDbb7/NoEGDAKhSpQqrV6+mfPnyxMfHM3XqVObMmQPAkSNHAGjUqBHlypUDoGrVqvz5558cPnwYgJ07d7JixQoAxowZg5eX10PnLSIikhFybfHqr7/+AhLvMpj0l/O/BQYG0qBBA6pVq8aePXv46KOPGDp0KDExMZQvX54FCxakWIPA3t6en3/+mdGjR7Nq1SqmTp1K/vz56dKlC6NHjyZv3ryZfWoiIiIikgO5ublx6NChTNv/xo0bMQwDgC5duiTrK1OmDPXq1eP3339nw4YND9zP/VcRmM1mevXqBUDlypV5//33MzhrERGR/5Zri1cXLlx4pPgqVaqwfv36h4p1cXFhwoQJTJgwIQ2ZiYiIiIhkvPsXUa9Ro0aK/ho1avD7779z5coVbt26hZeXF5UrV+a7775j+/bt/P3339y+fdsy46pKlSrMmTPHUnCbNm3aI80WExERySi5ds0rEREREZHMlJCQQHx8vOWRxGw2J2s3m83pPlbNmjWxs7PDzs6OokWL0qFDB/bv358sJmn9Kw8PD1xcXFLso0iRIpbnly5dAqBnz554eHgQGhpKqVKlqFGjBvHx8Xh4eNCuXTuGDx8OQOvWrWnQoEG6z0NERCQtVLwSEREREUmDkiVLYm9vb3kEBwcDietC3d+eEQuc37hxg4SEBBISErh06ZJl0ffJkydbYu7evQtgtXAF4OrqmiLW29uboKAgmjRpgqOjI46OjjRp0oSgoCCmT59OaGgozs7OjBgxglGjRlG/fn3q16/PqFGjLPsQERHJbLn2skERERERkZysTJkyrFu3jsqVK5MvXz7s7e25ePEia9eutdxJcODAgdSvX5+aNWum+TilS5fm119/TdZ27Ngxvv76awD69+9Ply5dCAoKsvTv3LmTTZs2sXv3bmxs9P/hIiKSufQ3jYiIiIhIGly4cAHDMCwPPz8/AEaMGJGs3dqdBx9GoUKFePnll/H398fNzQ0nJydKly7NkCFD+P777wEwDIMFCxYA/zezKjIy0ur+7p8pdf8sLGt69+5NQkICRYsWpXjx4pbC1ZYtWzhy5Ah58uRh3759rF69Ok3nJiIi8ihUvBIRERERyWEaNGiAt7c3AOfOnQOgcOHCAISFhVm9pC9pnStIvv7Vv61evZrAwEAAJk2axJ49ewAoV64cjRs3pnLlytSvXx+ArVu3ZsDZiIiIPJiKVyIiIiIiOUxCQgIxMTEAeHp6AlC5cmVL/4EDB1JskzR7qmDBgnh5eVndb3R0NAMGDACgfv36tG3b1lL0ypcvnyUu6fn9BTEREZHMouKViIiIiEg2tGPHjlT75s+fb5ld1bhxYwCaNWuGyWQC4JtvvkkWf/r0aXbt2gVAixYtUt3vhAkT+Oeff7CxsWHatGkA5M+fH4CbN29a4kJDQ5P1iYiIZCYVr0REREREMkDSGlhpXePq35577jlat27Nhg0buHz5MtHR0Zw7d47x48fTu3dvAIoXL06HDh0AKFq0KK1btwZg6dKlTJo0ifDwcI4ePcqbb76J2WzG1tbWsu2/BQcHM3HiRAC6du3KU089BWBZDP7UqVNs3ryZQ4cO8fvvvyfrExERyUy626CIiIiISDZUrFgx1q5dy9q1a632+/v7s2HDBpycnCxtM2bM4MiRI5w6dYpBgwYxaNCgZNtMnjw52eWF9+vfvz/R0dF4eHjw6aefWtq7dOnCpEmT+Oeff3jppZcs7X5+frzzzjvpOUUREZGHoplXIiIiIiLZ0MmTJ/nqq69o0qQJPj4+2NnZ4ebmRs2aNRk/fjxHjhyhfPnyybbx8fEhKCiIIUOGULp0aRwdHfHy8uKll15iy5Yt9OnTx+qxAgMDLUWyUaNGWRaDB3B2dmbfvn288soruLq64urqyiuvvMLevXtxdnbOvDdARETk/9PMKxERERGRLGAYxgP7nZ2d6d69O927d3+k/ebNm5dx48Yxbty4h96mYcOGD8zH19eXH3744ZHyEBERySiaeSUiIiIiIiIiItmWilciIiIiIiIiIpJtqXglIiIiIiIiIiLZlopXIiIiIiIiIiKSbal4JSIiIiIiIiIi2ZaKVyIiIiIiIiIikm3ZZXUCIiIiIiLZhTnhHkZCbFankauZbB2wsXXM6jRERCQHUfFKREREROT/MxJiMcdFYE64l9Wp5Eo2to7Y4AYqXomIyCNQ8UpERERE5D7mhHsEb26T1WnkSn4vrsbG3i2r0xARkRxGa16JiIiIiIiIiEi2peKViIiISA40bNgwTCYTJpOJgICAB8Zu27aN5s2b4+3tjZOTE+XKleOjjz4iIiLCanxERAQfffQR5cqVw8nJCW9vb5o3b05gYKDV+HPnztGyZUtcXV1xdXWlZcuWnD9/PkXcZ599hslkws7OjqNHjz7yOYuIiMiTSZcNioiIiOQgISEhDBgwgKVLlz5U/IwZM+jVq1eytlOnTjF27Fi+//57fvvtN/Lnz2/pu3HjBs8//zwnTpywtN27d49NmzaxadMmpk+fTs+ePS19oaGh1KhRg1u3blnaNmzYwJ49ezh9+jT58uUD4NKlS4wbNw6Abt26Ubly5Uc/eREREXkiaeaViIiISA4RGRlJ6dKlWbp0Kc8+++x/xh8/fpy+ffsCUKVKFQ4dOkRYWBgTJ04E4MSJE/Tu3TvZNr1797YUriZMmEBYWBiHDx+mSpUqAPTr14/jx49b4mfMmMGtW7fw9PTkxIkT7Nq1C1tbW27dusXMmTMtcQMHDiQyMhIvLy9Gjx6drvdBREREniwqXomIiIhkE/7+/phMJkaOHGm132w2U6JECRYsWMCuXbv+c39TpkwhISEBGxsbVq9eTdWqVXF3d2fgwIG0b98egJUrV3L58mUgcXbUypUrAXj77bcZNGgQ7u7uVKlShdWrV2NjY0N8fDxTp061HOPIkSMANGrUiHLlylGnTh2qVq0KwOHDhwHYuXMnK1asAGDMmDF4eXml4d0RERGRJ5WKVyIiIiI5hJubG4cOHSIgIAAbm//+GrdhwwYA6tevT5kyZZL1denSBQDDMNi4cSMAGzduxDCMZP1JypQpQ7169ZLtNzUmk8ny3Gw2Wy5brFy5Mu+///5/5i0iIiJyPxWvRERERHKhW7ducfXqVQBq1KiRov/+tqTF0+9fRP1B21y5csWyxlXS2lXbt2/n77//5sCBA5YZV1WqVGHOnDkcOnQIgGnTpmFra5veUxMREZEnjBZsFxEREckiCQkJlplO9zObzcTHx1te29jYPNRMq/tdunTJ8rxIkSIp+l1dXXF3dyc8PNwSm3T5oIeHBy4uLim2uX8/ly5dwsvLi549ezJ16lRCQ0MpVaqUpd/Dw4N27dpRp04dAFq3bk2DBg0e6RxEREREQDOvRERERLJMyZIlsbe3tzyCg4OBxHWh7m9PywLnd+/etTy3VoiCxALW/bFJf/5X/P2x3t7eBAUF0aRJExwdHXF0dKRJkyYEBQUxffp0QkNDcXZ2ZsSIEYwaNYr69etTv359Ro0alSxHERERkdRo5pWIiIiIpEvp0qX59ddfk7UdO3aMr7/+GoD+/fvTpUsXgoKCLP07d+5k06ZN7N69+5FnlYmIiMiTRd8URERERLLIhQsXMAzD8vDz8wNgxIgRydpTu/vgg9w/SyoyMtJqTNLMp6TYpD//K/7f+7emd+/eJCQkULRoUYoXL24pXG3ZsoUjR46QJ08e9u3bx+rVqx/yjERERORJpeKViIiISC5UuHBhy/P7179KcvfuXcLDw4H/W8sqaZuwsDCrl/T91zpaSVavXk1gYCAAkyZNYs+ePQCUK1eOxo0bU7lyZerXrw/A1q1bH+m8RERE5Mmj4pWIiIhILpQvXz4KFiwIwP79+1P0338JX6VKlYD/u3MgwIEDB1LdpmDBgnh5eVk9bnR0NAMGDACgfv36tG3b1lL0ypcvX7L8wHphTUREROR+Kl6JiIiI5FLNmzcHYMeOHZw5cyZZ3/z58wEwmUyWuGbNmmEymQD45ptvksWfPn2aXbt2AdCiRYtUjzlhwgT++ecfbGxsmDZtGgD58+cH4ObNm5a40NDQZH0iIiIiqVHxSkRERCSbSFoDKy1rXFnTp08fbG1tMZvNtG7dmiNHjhAeHs7nn3/OsmXLAGjTpo3lEsCiRYvSunVrAJYuXcqkSZMIDw/n6NGjvPnmm5jNZmxtbendu7fV4wUHBzNx4kQAunbtylNPPQVAzZo1ATh16hSbN2/m0KFD/P7778n6RERERFKj4pWIiIhILlW5cmUmT54MwJEjR6hatSoeHh4MHDgQgLJlyzJ9+vRk28yYMYOyZcsCMGjQIDw8PKhSpQqHDx8GYPLkyckuL7xf//79iY6OxsPDg08//dTS3qVLF4oVKwbASy+9xNNPP010dDR+fn688847GXvSIiIikuuoeCUiIiKSi/Xp04ctW7bw0ksv4eXlhaOjI6VLl2bIkCEEBQXh4+OTLN7Hx4egoCCGDBlC6dKlcXR0xMvLi5deeoktW7bQp08fq8cJDAxk7dq1AIwaNQpvb29Ln7OzM/v27eOVV17B1dUVV1dXXnnlFfbu3Yuzs3PmnbyIiIjkCnZZnYCIiIiIpI1hGA8V17hxYxo3bvzQ+82bNy/jxo1j3LhxD71Nw4YNH5iPr68vP/zww0PvT0RERCSJZl6JiIiIiIiIiEi2peKViIiIJLNixQqaNGlC/vz5sbe3p3Dhwrz99tsEBQUBsHDhQkwm00M9Fi5caNlvXFwcI0aMoEiRIjg6OlKhQgVWrFiR4vjnzp3DyckJk8nE4MGDH9dpi4iIiEg2pcsGRUREBICYmBjefPNN1q9fn6z9ypUrLFu2jJiYGNasWZPm/b/77rssXrzY8vrEiRO0a9eOmJgYAgICLO39+vXj3r17+Pr6Mnz48DQfT0RERERyB828EhEREQA6derE+vXrcXBwYNSoUZw/f56oqCjOnz/PtGnTKF++vCUuLi4u1ceHH35o2WfNmjUBuHDhAkuWLAES71Z3/fp16tSpA8Do0aMt8b/88gvr1q0DYPz48bi5uT2WcxcRERGR7Eszr0RERJ4A/v7+BAcHM2LECEaOHJmif8OGDaxatQpbW1t++OEHmjVrlmzbXr16WV6bTCbs7Kx/hbh79y7ffPMNAC+++CIVKlQA4OjRo5bFvN977z1cXV1566232L17N+fPnyciIgInJyf69u0LJBa9OnbsmBGnLiIiIiI5nIpX2dDVqyF8+eVsq33/+9/rFCiQH4Aff/yZc+eCrcY9+2w1ateuDsCxYyf49dffrcb5+HjTvv0bAERFRTF79pJU83r33fa4ubkCsHLlD1y5EmI1rmHDujz1VCUA9u8/yM6dQVbj/P2L8tprzQEIDb3F4sWrUz12r15dLP9QWrhwBbdvh1uNa9GiCWXKlATgt9928+efR63GlS9fmqZNGwFw8eJl1qz5yWqco6MDH3zQ2fL6q68WcO9erNXY1q1bUrRoYQB+/nkbJ06csRr3zDOVef75xNkGp0//zYYNW6zGeXq6ExDwFgDx8fFMn/6N1TiAjh3bkC+fFwDff7+RCxcuWo2rV68mNWo8DcChQ8cIDNxlNa5QoQK0bfsqABERd5k3b1mqx37//Q7kyZMHgGXL1nL9+k2rcS+88ByVKiXO2tiz5wB79/5hNa5ECT9eeaUpACEhN/j22+9SPXa/fu9bns+bt4yIiLtW41q1eomSJf0B2LZtJ4cPH7caV6lSOV544XkALly4yPffb7Qa5+zsRLdunSyvp02bR0JCgtXYtm1fpVChAgD89NOvnDlzzmpcjRpPUa9eLQBOnDjDzz9vsxqXL58nHTu+CcC9e7F89dUCq3EAAQFv4enpDsDq1eu5dOmK1bjnnqtNtWpVAPjjjyP8/vseq3FFihSiTZuXAbh9O5yFC1OuVZTkgw864+joAMDixasIDb1tNa5p00aUL18agJ0797F//yGrcaVLl6BlyxcAuHIlhJUrf7AaZ2trS+/e71pez5q1iOjoGKuxr73WHH//ogD8+utvHDt20mpc1aoVadSoHgB//32Bdet+sRrn5ubKu++2t7xO7XMcsuaz/M6dCIBkn2H3f5bPmjUFgJo163Dy5D8ULHgsTZ/lXbt+QHh44me0n18Zy/tw/PiRZNstXLgi2WfQjBnz2bt3JydPnsRkMjFt2jRMJpM+y63QZ3nmfpYbCbGY4yMJ+/v/Pteb1bIhv4cJgN8OmQkOsX5XxUrFTTxTJvHChnNXDHYeNVuN83CBVvVsAYiNN1ix1XocwKv1bMjrknjsX4LMhNy2fuzqZU1U8E889l8XzBw4ZT2ugKeJl2omxt2JNPhhZ+rHfquxDQ52icdetzOBsEjrcfUq21CiUGLcn6fNHDtv/dh+BUx0fDHxeWZ9lh85eARzdDTXLif/OSrpYs8zHo6Jx46OZ9ct6/tztrWhpW8ey+vVl63/PAI0ye+Mp0PiOO4KjeFKTLzVuApuDlTMm/h34rnIOP4Iu2c1zsPehhd8Eo8dk2Cw/loqbzjQokAe8tgljuO2G9GExlr/HvK0uyOlXO0BOBkRy9E71j/7fB1tqe/tDEB4nJnN16Osxu34ZgW9+r5n+Udkhn8vv3SVNSu+TzF+APYmE68WcrG8/uFKJHGp3OH0eW9nfBwTx2bfrRj+ibY+NqVd7Hnq//9cXIyKZ+9t6z8XrrY2NPv/PxcJhsF3V1Ifmxd98uBunzg2O25Gc+2e9bGpnNeBcm6JPxdn78ZxMNz6z0U+B1sa5U8cm6h4MxtCrI8NwMu+LjjZJv4u/no9irC45L/fO75ZgY2zMy81b5Kpn+U/XYsiOsH6Z0tdLycKOSf+BP0Zdo+/I+OsxhXPY091z8SxuRYTz45Q62PjaGOiVcH/+7lYezkSM9Z/Lhp5O5Pv//9c7AmN4VIqv7PlXB2o7J44NsFRcQTdtj42ee1seKlA4s9FnNngh6up/1w0LZAHt///O7v9RjQ3UvmdrZrXgTL//+fidEQsh+/7nU0aPxt7hxz9vfzq1RAKFiyQar6pUfFKRETkCRcZGcmZM6cAePrpGmzc+ANffvkZISEh5M+fn5o1a1G5cg08PDwfuB+z2czvvycWXn18fClXrqKlz9e3ECaTCcMwWLBgAba2eTh8OPHLspdXPuLiYtm8eQMAr776GrVq1cqMU810hpEA5v/7QmqOjyEhNrFwmBAfj5Fg/R+OAAmxd0mItf//20WnGpsQF2XZpzkuKtW4ZMeOjfzvY9slWLZL97ET7jt23N3/OHZEsu1S3WdcpCXWMFv/x46IiIjkTibDSKVcLVmidu3aAOzZY33mg4iIyMNISEjg/r/iS5UqRXBwMB9//DGffPKJpd3GxoZff/2Vpk2bYmNjQ+XKlTl8+HCK/RUoUIAdO3ZQunTpVI/5448/8uqrrwLw1Vdf0b1792T9HTp0YOnSpSm2mzdvHrt27WLBggW4ublx+vRpfH19H/WUs4WE2AjMcRGYE6z/L62kn42tIzb2btg6ZM56aAmxEcTH3CR4c5tM2f+Tzu/F1dg5eWfa+MVH3iXu9i0O3/e//ZJxqk6bh72nF3Yurpmyf41f5tL45WyZPX6PS1prHpp5JSIikguVLFmS4OCUlyOOGTOGMWPGWF6PGDECHx8fIHHm1OHDhxkwYADdu3cnT548LFq0iGHDhhESEsL777/Ptm3WL2kF+PLLLwHw9PSkU6dOKfq/+eYbChUqxIIFCwgNDcXf358RI0ZQvnx5unbtCsDw4cPZu3cv8+fPJyQkhLJly9K/f3+qVq2arvfjcTIn3FPhIxP5vbgaG3st5C8iIvIkUfFKRETkCZe0RhXAyy+/zKRJkyyvBw8ezJEjR/j2228JDAwkODgYPz+/FPs4ePAgv/32G5C4IHvS+kn3c3BwYMKECUyYMMHSZhgGderUwTAMSpUqhZ2dHa+99pqlPygoiNWrV7Nz506qVauWIecrIiIiIjmLTVYnICIiIhnvwoULGIZheSQVnEaMGJGs/d93HuzcuXOKfTVt2tTy/NChQ1aPlzTrys7Ojp49ez50nosXL2bv3r1A4qywsWPHAtClSxdCQ0Np2rQpMTExDB8+/KH3KSIiIiK5i4pXIiIiT7h8+fJZnleoUCFFf/78+S3PIyNT3knn6tWrrFy5EoA33niDIkWKPNRxIyIiGDJkCJBYICtatCihoaEAdO3aFS8vL8vlh4GBgWiZThEREZEnk4pXIiIiT7jy5ctbnl+8eDFF//1t1hZSnzlzJrGxiXeI69u370Mfd8yYMVy7dg17e3u+/PJLLl26ZOlLKqgl/Xnv3j1u3Ljx0PsWERERkdxDxSsREZEnXK1atXB3dwfg66+/TtGfdIfAPHny8Oyzzybri46OZtasWZb9/Ls/NadPn2bq1KkA9OrVi3LlyiWb4XXz5k0Ay0wsW1tbvLy8HuW0RERERCSXUPFKREQyzdChQzGZTJhMJgICAlL0nz59mt69e1OuXDlcXFxwdnamTJkydOvWjdOnT6eIj4uLY8SIERQpUgRHR0cqVKjAihUrUsSdO3cOJycnTCYTgwcPzoxTy3GS1sD69xpXkLiQeo8ePQD47rvv6NGjByEhIVy7do1u3brx+++/A4lFpn8vxL5kyRJLgelRZl3169eP2NhYfHx8+OSTTwCoUqUKTk5OAMydO5cbN26wYMECAJ5++mns7HSfGREREZEnkYpXIiKSKX7//XcmTpyYav+yZcuoWLEi06dP59SpU0RFRRETE8OZM2eYPXs2VatW5ddff022zbvvvsvo0aO5fPkysbGxnDhxgnbt2rFw4cJkcf369ePevXv4+vpqoe+HNHz4cOrWrQvAV199ha+vLwULFmT27NkAvPTSS4wePTrZNoZhMGXKFACKFClC69atH+pYP/30Exs3bgRg7Nixlllf3t7e9OrVC4D58+fj4+PD5s2bMZlMVotuIiIiIvJkUPFKREQyXHh4OB06dCBPnjx4enpajdm/fz92dnZ8+OGH/Pnnn9y9e5fLly/z2WefARATE8M777yD2WwGEmcOLVmyBIDJkydz/fp16tSpA5CsqPLLL7+wbt06AMaPH4+bm1umnWdu4uzszNatWxk7diyVK1cmT548uLi4ULNmTb7++ms2bNiAg4NDsm1++eUXTpw4AUCPHj0eamZUbGwsH374IQDVqlVLcXfDCRMmMG7cOAoXLoy9vT0VKlRg/fr1tGjRIoPOVERERERyGs2/FxGRh+Lv709wcDAjRoz4z1kw3bt3559//uHTTz9l7ty53L59O0XMU089RVBQEJUrV7a0ubi4MGzYMP744w++++47Ll26xMmTJ6lQoQJHjx613G3uvffew9XVlbfeeovdu3dz/vx5IiIicHJysly6VrNmTTp27Jhh5/8kcHR0ZOjQoQwdOvSh4ps2bfrIdwB0cHCwekloEpPJxJAhQyx3IRQRERER0cwrERHJUMuWLWP58uVUr16dQYMGpRoXEBCQrHB1vzJlyliex8TEpLoPk8mU7PX06dM5efIkJpOJadOmpegXEREREZGcR8UrERHJMMHBwfTo0QNnZ2eWLl2Kvb19mvbz559/AuDr60ulSpUAqFSpkqUYtWDBAsLCwli1ahWQOCssOjracvlgx44dqVWrVnpPR0REREREsgEVr0RExKqEhATi4+MtjyRmszlZe9KaVGazmQ4dOhAeHs7nn39O2bJlH/pYhmEQFRXFiRMn6NmzJ5s3b8bOzo6ZM2da1lkqXrw47du3B6B37954enqyY8cOIHGx8SFDhhAeHo6bmxvjx4/PqLdBRERERESymIpXIiJiVcmSJbG3t7c8goODARgzZkyy9qTZTuPHj2fHjh00a9aMDz744JGO9c033+Di4kKFChWYOXMmzZo1IzAwkNdffz1F3KBBg8ifPz82NjaUKFGCRYsWUaVKFcsdB4cPH87evXtp1aoVtWrVomPHjhw+fDj9b4iIiIiIiGQJLdguIiLpduDAAUaOHIm3tzfz589P9/727dvH8uXLqVSpEh4eHpZ2BwcHJkyYwIQJEyxthmFQp04dDMOgVKlS2NnZ8dprr1n6g4KCWL16NTt37qRatWrpzk1ERERERB4vzbwSERGrLly4gGEYloefnx8AI0aMSNY+aNAg2rdvT1xcHHPmzMHX1/eRj/Xuu+8SFxfHlStXWLRoEYZh8NVXX1G7dm2ioqIeuO3ixYvZu3cvkDgrbOzYsQB06dKF0NBQmjZtSkxMDMOHD3/kvEREREREJOupeCUi2crJkyfp2bMnZcuWxdnZGRcXFypVqsSQIUO4detWstgLFy5gMpn+8/Hvu9WtWLGCChUq4OjoSJEiRRgxYgRxcXHJYuLj46lQoQImk4lnn30WwzAy/dxzqtOnT3P69GkAXn/99RTvf9LlhosWLcJkMiWbSXU/Ozs7ChYsSMeOHZkyZQqQ+PPwoJlcERERDBkyBICmTZtStGhRQkNDAejatSteXl506tQJgMDAwBwxjuaEeyTERuiRyQ9zwr2sHmoREREReUi6bFBEso3Ro0czatQoywLgSY4fP87x48dZtWoVe/fuxcfHJ83HWLBgAe+8847l9eXLlxk9ejTBwcGWNZMApk+fzokTJzCZTEybNs1ylzt5PGrUqGF5/tdff6UaN2bMGK5du4a9vT1ffvllsrWt8uXLl+zPe/fucePGjXT9/DwORkIs5jgVVzKTja0jNriBrWNWpyIiIiIiD0HFKxHJNubMmUOePHno1asXbdu2pWTJkly5coWBAweybt06zp8/z6RJk5g0aVKKbbds2cLzzz9vdb92dv/3UZe0uHjr1q2ZPXs2Y8aMYcqUKSxevJiRI0fi7+/P9evXGTVqFACdOnWiZs2amXC2uUflypW5fft2qv2enp4AtGvXjq+++spSCGzfvj3Tp0/Hy8srxTb79++3PC9SpIjV/Z4+fZqpU6cC0KtXL8qVK8eVK1cs/Tdv3qRUqVKWmVi2trZWj5UdmRPuEby5TVankWv5vbgaG3u3rE5DRERERB6SLhsUkcfG398fk8nEyJEjrfbXrVuX48ePM3bsWKpWrYqrqytlypRh6dKllgLUb7/9ZnVbW1tb7OzsrD6SREREcOHCBSCxKOXl5WWZhWUYBkePHgVg2LBhhIeH4+bmxrhx4zLo7HO+pDWw/j1+tra2eHh4pPpI4uDggIeHB+7u7gB8++23lClThtGjR3Po0CHu3LnDjRs3WLx4MX369AEgT548dOjQwWo+/fr1IzY2Fh8fHz755BMAqlSpgpOTEwBz587lxo0bLFiwAICnn3462c+DiIiIiIjkDCpeiUi2sXLlSooVK5ai3c3NzTJjJjIyMkOP+e/LAQ8cOGApdnz88cdpWnxcHs4bb7xBaGgoI0aM4Omnn8bd3R0fHx86depEWFgYLi4urFixgqJFi6bY9qeffmLjxo0AjB071lIQ8/b2plevXgDMnz8fHx8fNm/e/MCiqYiIiIiIZG8qXolItnflyhVu3LgBJM6seZAHLcjt5uZmuWPesmXLiIiIYNGiRUBiEatixYr07t0bs9lM6dKlLbN/JHOsWbOGLVu28Pbbb1OyZEmcnZ1xcnKidOnS9OzZk6NHj/Lyyy+n2C42NpYPP/wQgGrVqtG5c+dk/RMmTGDcuHEULlwYe3t7KlSowPr162nRosVjOS8REREREclYun5CRDJNQkKC1WKS2WwmPj7e8trGxgYbm9Rr6VOnTrXsp0ePHlZjWrduzZ07d0hISCB//vzUrVuX7t2706RJk2RxH3/8Me+++y4rVqxgxYoVlvb27duzc+dO9uzZA8CXX36Jg4PDw5+spOpBBcXGjRvTuHHjR9qfg4OD5e6G1phMJoYMGWK5C6GIiIiIiORsmnkludawYcMwmUyYTCYCAgL+M/7s2bP4+flZtklaG+nfDMNg2rRplChRAgcHB0qUKMH06dNT/AM9LCwMHx8fTCYTbdu2zYAzynlKliyJvb295REcHAwk3iHu/vakRdSt2b9/P1988QUAbdq0oV69elbjQkNDiYuLw2w2ExISwnfffccLL7xA3759k8V16dKFRYsWUaJECWxsbMifPz+DBg1iypQplmJHs2bNKFKkCB07dqRWrVq0atWKH374If1viIiIiIiIiDwyzbySXCckJIQBAwawdOnSh95m7dq19OzZk2vXrv1n7MiRI5MVW86fP0/v3r0JDQ1NtqbOiBEjuHHjBs7Ozlbvjif/LTg4mFdffZX4+HhKlSrFnDlzkvXny5ePNWvWUKVKFXx8fHB2duby5cv8/PPPfPrpp1y5coWpU6dSt25d2rT5vzu3dezYkY4dOybb1+DBg7l69Sr29va0b9+eZ599lpiYGEv/+vXrmTFjRqozv0RERERERCRzaOaV5CqRkZGULl2apUuX8uyzzz7UNqNHj6Z169aEh4dTtWrVB8ZGR0fz+eefA9C3b19CQ0Np3bo1AJMmTbIUO44fP85XX30FJBZFrC1C/iRIujtd0iNpvakRI0Yka7e2kPbVq1dp3LgxV65coWDBgmzevDnZnesgcQ2rN954g9KlS+Pu7o6DgwPFixene/fubN++3XJnufnz5z8wzzNnzjBlyhQAevfuzZIlS4iJiaFq1apcv37dkt+IESMyfMF4EREREREReTAVryRH8ff3f+Bdw8xmMyVKlGDBggXs2rXrofYZHx/Pu+++y7Fjx3j11VcfGHv27FmioqKAxMvPvLy8LDN4oqKiOHPmDAB9+vQhPj6eYsWKMWjQoIc7ObG4efMmTZo04e+//8bHx4etW7dSvHjxR9pH6dKleeqppwA4d+7cA2P79u1LbGwsBQoUYPjw4Wzfvh2Adu3akT9/ft5//30g8dLEw4cPP/L5iIiIiIiISNrpskHJVdzc3Dh06NAjbfOg9ZYehslkSvb6u+++Y+vWrQB8/vnnODs7p2v/T5qwsDBefPFF/vrrL7y9vdm6dSvly5dP076SZkl5enqmGrNx40Y2btwIwNixY7l37x737t0DEi9LvP9PgEuXLqUpFxEREREREUkbzbwSeQSlSpWyFKMWL15MREQEy5YtA8DZ2ZkiRYrQv39/AJ5//vlk6yzJf7t79y7Nmzfn4MGDeHl5sWXLFipVqpRq/I4dO1Lt+/XXXzlx4gRAqnezi42NpV+/fgBUr16dzp074+Xlha2tLZA4AwwSZ1wlyZ8//6OdlIiIiIiIiKSLZl5JtpaQkJDiLn6QeHlgfHy85bWNjQ02Nplfi3V2dqZ///58+umnTJo0KdlC7P3792f69OlcuHABW1tbpk2blun55DSp3cERICYmhlatWrFnzx7c3d3ZtGkTFStWTDbOSZLWsurQoQOlSpWiW7du1KhRg/z583Pr1i02bNjA0KFDAfDw8KB3795WjzllyhROnz6NyWRi2rRpmEwm7O3teeqpp/jjjz/49ttvCQgI4OuvvwbAycmJypUrp/NdyHyxCXHEmlO+b5KxHGzscLC1z+o0RERERERyPRWvJFsrWbIkwcHBKdrHjBnDmDFjLK9HjBiR6jpYGW306NG4u7szZcoUrly5QqFChejbty9t2rShQoUKALz33nvcvn2bN998k+DgYPz8/OjRowfPP//8Y8kxJ1q1ahWBgYEAhIeHU6tWrVRjz58/j7+/P35+fmzdutVymea/eXt78/3331OgQIEUfVevXuXTTz8FoH379tSuXdvSN3LkSFq1asXRo0cpWLCgpb1Xr154e3un6fwep1hzPHfjo7mXEJfVqeRajrb2uNo5q3glIiIiIvIYqHgl8ohMJhMDBgxgwIABydrbtm1LVFQUnp6e1KhRg0aNGmE2mwEICgpi7dq1/PDDD7z88stZkXa2l/RePYqtW7eyfPlyVq5cycGDB7lx4wb29vaUKlWKl19+md69e+Pj42N12yFDhhAREYGrqysTJkxI1teyZUvWrVvH4MGDOXPmDD4+PvTs2ZPBgwen6dyywr2EODrvmvTfgZImC+oOxNVO69mJiIiIiDwOWvNKsrULFy5gGIbl4efnByTOtLq//XHNukrNb7/9xqpVqwAYNWoUkyZNwmw207RpU0JDQ+nSpQtms5nBgwdbvQxSICAgINmYPujh7+8PJF4+2KFDB3766ScuX75MbGwskZGRHD58mE8//TTVwhXAokWLMAyDiIgIChUqlKK/ZcuWHD9+nNjYWC5dusSQIUNSLM4vIiIiIiIimU/FK5F0SkhIsKypVKlSJV555RXLQuEBAQF4eXnx7rvvAnDixAmuXr2aZbmKiIiIiIiI5DQqXomk0+zZszly5AgAU6dOTVacypcvX7I/AS5duvR4ExQRERERERHJwVS8EkmHW7du8fHHHwPw+uuv06hRI/Lnz2/pv3nzJgChoaGWtvv7RUREREREROTBtGC75CgXLlzI6hSSGT58OLdu3cLJyYnPP/8cAD8/PwoUKEBISAgLFiygcePGzJkzBwBfX1+KFSuWlSmLiIiIiIiI5CiaeSWSRocPH7YUpQYMGEDx4sUBsLW15ZNPPgFg8+bN+Pj4sGDBAgA+/vhjbG1tsyZhERERERERkRxIM69E0qhPnz4kJCRQpEgRhg4dmqzvgw8+wMnJic8++4yLFy9StGhRPvroI955550syvbRxCbEEWuOz+o0cj0HGzscbO2zOg0REREREZFsTcUrydUMw3ik+JEjRzJy5MiHit2+ffsD+995550cU6z6t1hzPHfjo7mXEJfVqeRajrb2uNo5q3glIiIiIiLyH1S8EhGr7iXE0XnXpKxOI9daUHcgrnbOWZ2GiIiIiIhItqc1r0REREREREREJNtS8UpERERERERERLItFa9ERERERERERCTbUvFKRERERERERESyLRWvREREREREREQk29LdBtNp1qxZfPXVV5w5cwYPDw9atWrF2LFjyZcvX1anlqViE+KINcdndRq5noONHQ629lmdhoiIiIiIiEimUfEqHQYMGMDkyZNp164dw4cP59y5c4wbN47ffvuNvXv34uHhkdUpZplYczx346O5lxCX1ankWo629rjaOat4JSIiIiIiIrmaildp9OeffzJ58mTat2/P0qVLLe3VqlXjxRdfZMyYMUyePDkLM8x69xLi6LxrUlankWstqDsQVzvnrE5DREREREREJFNpzas0mjdvHgDDhg1L1v7CCy9QvXp15s+fT3y8LpsTEREREREREUkPFa/SaNu2bRQsWJAKFSqk6GvSpAlhYWH8+eefWZCZiIiIiIiIiEjuYTIMw8jqJHKa+Ph4nJ2dqVevHoGBgSn6Fy5cSOfOnVm0aBEdO3a0uo/atWtbbT9w4ACOjo5Wi2I5SYJhxmyY0U9X5jGZwMZkg60p42vQGr/Mp/HL2TJz/AxzAmBGfz1nHpPJBNhgsrHN8H1r/DJfZo4faAwz2+MYP8NsRn8JZhKTCZONxi/H0vjlbJk8fo/LX3/9hYuLCyEhIY+0nda8SoOwsDDi4+Px8fGx2p/UfvPmzUfet52dHS4uLtja5uwfSFtyVv7Hjh0DoFKlSlmcSfag8cvZNH45XA77/Nf4/YvGL+fLQWOo8bNC45ez5aDxA41hCho/eQguLi54eno+8nYqXqVBdHQ0AI6Ojlb7nZycAIiKikp1H3v27Mn4xCTNkmbCaVxyJo1fzqbxy9k0fjmbxi9n0/jlbBq/nE9jmLNp/HIWrXmVBklFq9QWZI+Li0sWJyIiIiIiIiIiaaPiVRrkzZsXk8lEeHi41f6wsDAA3N3dH2NWIiIiIiIiIiK5j4pXaeDk5ESRIkU4d+6c1f6k9tKlSz/OtEREREREREREch0Vr9KoXr16nDp1iuvXr6foCwwMxNHRkRo1amRBZiIiIiIiIiIiuYeKV2kUEBCAYRhMnjw5WfuBAwfYunUrb7zxBq6urlmUnYiIiIiIiIhI7mAyDMPI6iRyqrfeeouVK1fStWtXXnzxRYKDgxk3bhwODg7s27ePokWLZnWKIiIiIiIiIiI5mopX6RAfH8/nn3/OwoULOX/+PB4eHjRt2pTPPvuMIkWKZHV6IiIiIiIiIiI5nopXIiIiIiIiIiKSbWnNKxERERERERERybZUvBIRERERERERkWxLxSsREREREREREcm2VLwSEREREREREZFsS8UrERERERERERHJtlS8klzt1q1b1KpVC5PJxMKFC1ONi4yMZNCgQfj5+eHk5ESZMmUYP348CQkJVmP/97//4eLiQtGiRVm8eHGKmI0bN2IymVi1alVGns4TZe3atTRs2BBPT08cHR0pUaIEvXv35tatW1bjZ82aRZUqVXB2dqZgwYK8//77hIaGWo0dO3Ys3t7euLu7079//xTjfP36ddzc3Pjggw8y/LyeBNevX+eTTz7h6aefxs3NDWdnZ6pWrcqkSZOIi4tLER8fH8+4ceMoU6YMTk5O+Pn5MWjQIKKiolLEJiQk0KdPH9zd3cmfPz8TJ05MEXPs2DFsbW2t9smji4iIwN/fP9XPUY1f9hIQEIDJZEr1sXfv3mTxGr/s6Z9//qFHjx4UL14cJycnfH19ad68OadOnUoWp+8v2UeDBg0e+LtnMpkICAhIto3GL/tZunQpdevWJW/evDg6OlK6dGkGDhxo9funPj+zn+PHj9OmTRu8vb1xcXGhatWqzJo1y2qsxi8HMkRyqc2bNxulS5c27OzsDMBYsGCB1biYmBijTp06hoODg/HRRx8Zq1atMnr06GGYTCajbdu2KeJff/11I3/+/MbChQuNfv36GYCxfv16S39CQoJRqVIlo0aNGobZbM6s08vVWrZsadjY2BhvvPGG8c033xjffvut0a1bN8PGxsaoXLmyERsbmyy+f//+BmC0a9fOWLlypTFu3Dgjb968RtmyZY3bt28ni502bZphMpmMcePGGTNnzjQcHR2NAQMGJIvp3r274erqaly7di2zTzVXKlq0qOHt7W307dvXWLZsmbFo0SLjtddeMwCjRYsWyWLNZrPRunVrw2QyGT169DBWrVplDBs2zLC3tzfq1auXYqw//PBDw8nJyfjqq6+Mzz77zDCZTMaMGTOSxTRr1swoWrSoER0dnenn+iTo2rWr4e3tbfVzVOOX/XTq1Mnw8fEx1q9fb/Vx/2eixi972rNnj5EvXz6jWLFixtixY43Vq1cbU6ZMMRo1amRs2LDBEqfvL9nL7t27U/29W7ZsmWEymYwPPvjAEq/xy3569+5tAEaVKlWMGTNmGEuWLDE6duxomEwmo2TJksaNGzcssfr8zH527Nhh5MmTxyhUqJAxbdo0Y+XKlZbvn3379k0Wq/HLmVS8klwpODjYAIzXXnvNWL58+QOLV1988YUBGHPnzk3W/tFHHxmAsW7dOkvb33//bZhMJmP27NmWtlq1ahmNGjWyvP7mm28MwNi2bVvGntQTpFmzZsbhw4dTtCd9qVizZo2l7Y8//jAAo3379sliN2/ebADGhx9+mKy9WLFiRrt27SyvBw8ebLi4uBhRUVGGYRjGqVOnDDs7O+OTTz7JyFN6ogwdOtS4e/duivZ27doZgLF582ZL23fffWcAxkcffZQsdu7cuQZgTJs2zdJ29+5dI0+ePMbQoUMtbW3btjVKlChheb1t2zYDMObPn5+Rp/TE+uWXXww7Ozvjyy+/tPo5qvHLfjp16mT4+fk9VKzGL/u5efOmUbBgQaNevXpGeHj4A2P1/SXnSPoM3bVrl6VN45e9HDp0yACM6tWrpyhcJI3VwIEDLW36/MxeEhISjFKlShlubm7G2bNnk/W98847BmDs27fP0qbxy5lUvJJc6e7du8aRI0cMwzCMwMDABxavypcvb/j6+hrx8fHJ2m/dumU4ODgYLVu2tLT9+OOPBmDZt2EkVuLz5ctnGIZhREVFGUWKFDGaNWuWwWf0ZEntfwzXrVtnAMbIkSMtbd27dzcA4/jx4yniq1evbnh4eBhxcXGGYRhGeHh4ir+QkvZ59OhRwzAS/2fTx8fHuHPnTkaekhiGsXr1agMwRo8ebWlr1qyZ4eDgYNy6dStZbHx8vOHr62tUqlTJ0nb48OEUX+inTZtmAEZERIRhNpuN6tWrG5UqVTISEhIy/4RyubCwMKNo0aLGwIEDU/0c1fhlP49SvNL4ZT+DBw82XF1djcuXL/9nrL6/5Axms9koVaqU8cwzzyRr1/hlL0kFKmv/XoiJiTHs7e2Np556ytKmz8/sJel7So8ePVL0Xb161bC1tTW6detmadP45Uxa80pyJRcXFypXrvyfcdeuXePEiRM0bNgQW1vbZH2enp4888wzBAYGYhgGgGW9HkdHR0ucg4ODpX3KlClcuXKF8ePHZ9SpPJFMJpPV9oiICCBxbJJs27aNggULUqFChRTxTZo0ISwsjD///BNIffyS+vbs2cN3333HJ598gpubW8acjFg4OTkBWN5bs9nMb7/9RrVq1ZKNKYCtrS0NGjTg2LFjXL9+Hfjv8VuxYgUHDhxg/Pjx2Njor7f0+vDDD3FycmLUqFFW+zV+OZvGL/sxm80sXLiQDh06UKhQISBxTRZr9P0l59i4cSNnz56lZ8+eljaNX/aT9LmVP3/+FH2Ojo64u7tbXuvzM/s5dOgQALVq1UrR5+vri7+/P0FBQYDGLyfTuys5RmxsLGFhYak+7ty588j7TFr4tGzZslb7y5YtS2RkJBcvXgSgTJkyybYDOHnyJGXLluXmzZtMmDCBt99+mypVqjxyLrldRozfggULMJlMNGnSBEj8Uv/3338/cPwgcYwA8uXLh5eXV4rxs7Ozo0SJEgwcOJBSpUrx3nvvpfd0c52MGL+1a9diMplo3LgxABcvXiQqKuqhx69EiRLY2tqmGL/8+fPj4uLCRx99xHPPPUeLFi3Se7q5zqOO36ZNm1i4cCHz5s3D2dnZ6j41fo9PWn//YmNjrS78DBq/x+lhx+/w4cOEhITQvHlzFi5cSPny5XF0dMTNzY327dtz+fJlyz71/eXxSe/ff9OnTydfvny0a9fO0qbxe3wedvySFtz/9ttvU+zj559/5ubNmzRq1AjQ5+fj9LDjFxkZCZDqfz47Ojpy7do1QOOXk9lldQIiD+vbb7+lc+fOqfb7+flx4cKFR9rnjRs3APDx8bHan9R+8+ZNihUrRuXKlalduzafffYZ5cuX5/jx42zcuJGZM2cyZswYYmJiGDNmzCPl8KRI7/gtWLCALVu20KFDB8ssq7CwMOLj4x9q/JK8//77zJ49m9dffx03NzemTJlC27Zt2bZtG7t27WLlypXY29un4Qxzt7SOX2hoKMHBwcyZM4eFCxcyfPhwy6zIR/n9g8T/jX7zzTeZMmUKDRo0IDw8nIULF9KjRw9mzpzJ+fPnWb58eXpOM9d6lPELCwuja9eudOvWjeeeey7VbTR+j8+j/v5dvHgRFxcXoqKiMJlM+Pv788orrzBs2DDLrAKN3+PzsON39OhRAH766Sd++uknRo8ejZ+fH7/99htjx45l9+7d/Pnnn3h6eur7y2OUnu8vp06dYvPmzQwaNMgy+xj0/fNxetjxq1q1KiNHjmTEiBG4urrSu3dvPDw8+OWXXxg0aBDVqlVj+PDhgD4/H6eHHT9fX18ALl26lCLm7t27nDlzxjIrSuOXc6l4JTlG8+bN2bFjR6r9938peFjR0dFA8mmg1vZ5/y1TV65cycsvv0zp0qWxtbXlww8/pGHDhvTo0YPevXtTqFAhevfuzbfffourqysff/wxXbp0eeTccpv0jN/x48fp1asX/v7+TJ8+3dKelvEbMWIE58+fp169egC8+OKLTJ06lbp161KjRg3atGnD3Llz+eyzz4iMjKR9+/Z8/vnn2Nk92R+XaRm/mJgYvL29AbCzs2PChAkMGjTI0p+W8fvqq6944403LP+73KFDB3r37k2FChVo3bo1tWrVYsyYMXz11VeYTCZ69uzJsGHDHvFsc59HGb8+ffpga2v7n5efaPwen0cZv5YtW/Lcc89RsGBB7O3tuXLlChs2bGDmzJmsWrWK3bt34+fnp/F7jB52/EJCQgBYvnw5x44do2jRogA0btwYb29v+vTpw/jx45kwYYK+vzxG6fn+MmPGDGxsbOjevXuydo3f4/Mo4/fJJ59QuXJl3n77bebMmWNp79y5MzNnzrTMRNbn5+PzsON3/8y5+y/RhcT3Pi4uTuOXCzzZ/xqTHMXHxyfVCnlaJX1opbamhLVrnIsWLcrBgwe5ePEiefPmxcPDg7feeos8efIwbNgwBgwYwOrVq1mzZg3nzp2ja9eueHt788orr2Ro7jlNWscvPDyc1q1bA/DDDz8kW3MgLePn6OjI8uXLmTp1KgkJCRQsWJBZs2Zx6tQptm3bxo8//kj37t2ZN28efn5+vPXWW5hMJr788stHzj03Scv4OTo6sn37dq5cucKWLVsYPnw427ZtY/Xq1bi5uaVp/Dw8PNi6dStXrlzB3t6e/PnzM2TIEMLDwxk7dixTpkxhwoQJLF++HLPZTLt27XBxcaFPnz5pPPPc4WHH76effmLx4sVs2rTpP9d90/g9Po/y+5f0eXm/jh07EhgYSJMmTRgyZAjLly/X+D1GDzt+SWPRsWNHS+EqyXvvvcfQoUP58ccfmTBhgr6/PEZp/f5y584dFi1aRMuWLfHz80vWp/F7fB5l/CZOnMjHH3/MSy+9RLt27XB3d2fXrl1MmTKFy5cvs2rVKtzd3fX5+Rg97PiVLFmSjh07smjRIjp37swnn3xCnjx5WLZsGRMnTqROnTqWWVkavxwsixeMF8l0D7rb4C+//GIAxsSJE61u261bNwMwTp06ler+g4KCDJPJZEyYMMGIiIgwnJ2djUmTJln6mzVrZjRo0CDd5/EkunfvntGwYUPDxsbG+O6771L0R0dHGyaTyWjevLnV7VesWGEAyW4t/W8RERGGr6+v5Q499evXN1q0aGHpnzBhgpEnTx4jKioqnWcj8+bNS3ar6VOnThmA8cEHH1iNHz9+vAEYv/zyS6r7vHjxouHk5GR0797dMAzDKFq0aLI7zXTv3t3w9/fPwLPIve7du2cULFjQaN26tXH79u1kj/Xr1xuAMXPmTOP27dtGZGSkxi8HatCggeHp6WkYhn7/sqPZs2cbgPHtt99a7a9QoYLh6OhoGIa+v+QEU6dONQBjy5YtKfo0ftnPxo0bDcDo2bNnir7du3cb9vb2Rvv27Q3D0OdndhUTE2N0797dsLe3NwADMCpWrGjs37/fqF+/vuW7vsYv59KC7fJEK1WqFADnzp2z2n/u3DlsbW0pXrx4qvsYNGgQRYoUoXfv3vz9999ER0dTsWJFS3/lypU5cuRIxib+BDAMg3feeYfAwEC+/PJLXnvttRQxTk5OFClS5IHjB1C6dOlUj/P5559z/fp1yyVSR48eTTF+UVFRnD17Nj2nI8Dbb7+NnZ0dgYGBAPj7+2NnZ5eu8Rs+fDh2dnaMGDGC8PBwLl68mGL8Llz4f+3df0yV5f/H8RccOMeQgZSghpgsm6Kwakpas5TMhWWznAWWmeVMF2g5f6a0bFbOzR/LyJzD0hkTf7bSLGsmbSmZTt3MppKGtTQVBX8h8uv9/eMzztfzORx+iH26kedjO2P3db/v677uc+3c5+Z97uu6i7xPqkRgZWVlOnXqlDZs2KCoqCif11NPPSVJysjIUFRUlF577TX6rwXq1KmTysvLJfH5c6LaOVsCzbtYUVHhfcIV1y/OZmbKzs5WQkKC9yEl16P/nKd2zqK3337bb92DDz6owYMHa+3ataqsrOT86VAej0dLly7V2bNntXfvXv322286ePCgevToob1793o/i/Rfy8WwQbRq8fHxio2NrXMsdXl5uX766Sf17ds34IXkV199pfz8fH3yySdq06aN95HGtX+l/zyOtaam5p85gFvY7NmzlZubq8mTJ2vSpEkB4/r376+8vDydOXPG77biHTt2yOPxKDk5uc5tT58+rYULF/o8ocfM/Prv+r9onuDgYF27dk3Sfx4znJycrN27d6uystLvc5afn6/Y2Fh17dq1zroOHjyo1atXKysrSx06dFBpaakk/8/f9X8RWHh4uDex+N8OHDigyZMna8aMGUpNTVXHjh3pvxampqZG+/fv915c03/Ok5ycrKCgIO3bt89v+GdxcbFOnDjh/T7j+sXZvvnmGxUWFio7O7vO9fSf85w5c0aSAs5xGhoaqqqqKp0/f14dOnTg/OlgkZGR6t27t3c5JydH1dXVSktLk8T3X4v2L9ztBfxP1Tds0MzszTffNEm2detWn/JFixaZJFu+fHmd21VVVVliYqIlJiZadXW1mZlduHDB3G63zZ071xs3cOBA69+//805mFaidujEiBEjvO9tILW33k+fPt2nfM+ePRYcHGzPP/98wG0nTJhgHo/HTpw44S3r16+fDRo0yLs8Z84c83g8dvny5Rs8mtbliy++sJycHKupqfFb9+GHH5okmzp1qrestq+XLl3qE7tp0yaTZLNmzQq4r9TUVIuJibGLFy96yzp27Ghjx471Lo8ZM8Y6d+7cnEOCBT6P0n/Osn//fvv111/rXPfuu+/6fafRf84zZMgQi4qKsj///NOn/PXXX/cbBs/1i3OlpqZaRESEXbp0KWAM/ecss2fPrvN60sxs37591qZNG4uLi/Ne33D+bBkKCgosPDzcr1/pv5aJ5BVueQ0lr0pKSqx79+7Wtm1bmzt3rm3YsMGmTJliLpfLUlJSrLKyss7taufv2bJli0/5uHHjLCIiwj766CObNm2aSbI1a9bc7MO6Ze3atctcLpe1b9/e1q9fb5s3b/Z77dq1y2ebtLQ0k2Tjxo2z9evX24IFC+yOO2z4LdMAAAjjSURBVO6wTp062R9//FHnfg4fPmwhISE+iRQzs9zcXJNkM2bMsOzsbAsPD7fx48f/Y8d7q/nuu+8sJCTEevbsaXPmzLG8vDxbvXq1jR492oKDgy0hIcHOnTvnja+oqLD+/ftbSEiITZs2zTZs2GDvvPOO3XbbbdarVy+7cOFCnfvZvn27SbLs7Gyf8vfee89CQkJs/vz5Nm/ePHO5XDZv3rx/9Jhbg0DnUfrPWVatWmUul8uGDh1qH3zwgW3cuNFWrVplQ4YMMUk2evRon8Qy/ec8hYWFdvvtt1unTp1syZIltm7dOnvhhRdMkg0ZMsTnBx2uX5zp6NGjFhQUZBMnTqw3jv5zlnPnzlm3bt1Mkg0dOtRycnIsLy/Ppk2bZuHh4eZyuezzzz/3xnP+dJ6hQ4fazJkzLTc313Jzc+3VV1+10NBQe/rpp/0+T/Rfy0TyCre8hpJXZmZnz5618ePH25133mlut9vi4+MtKysr4CTdZWVlFhsba4888ojfuvLychszZoy1bdvWYmJibPHixTfpSFqHTz/91DvJYqDXgAEDfLaprKy0efPmWffu3c3tdltMTIyNHj3a75fr6z3zzDPWrl07O3/+vN+6hQsXWnR0tLVt29bGjh1r5eXlN/swb2mHDh2yzMxM69mzp4WFhZnH47EePXpYVlaWz69UtS5fvmzTp0+3rl27mtvtttjYWMvMzKyzb8zMampqrHfv3tatWzerqKjwWVddXW3Tp0+3yMhIa9eunc2cObPBu/fQsPrOo/Sfc1RVVdmKFSvs0Ucftfbt25vL5bLIyEhLSUkJ+E8s/ec8R48eteeee85iYmLM7XZbQkKCzZ8/3+/9NuP6xYkmTZpkQUFBdvjw4QZj6T9nKS0ttaysLEtKSrKwsDALDQ212NhYS09Ptz179vjFc/50lvfff9+6d+9uYWFhFhERYX379g04GsCM/muJgsyuG5wJAAAAAAAAOAhPGwQAAAAAAIBjkbwCAAAAAACAY5G8AgAAAAAAgGORvAIAAAAAAIBjkbwCAAAAAACAY5G8AgAAAAAAgGORvAIAAAAAAIBjkbwCAAAAAACAY5G8AgAAAAAAgGORvAIAAAAAAIBjkbwCAAAAAACAY4X82w0AAABA44WFhSkuLk5Hjhxp0naFhYVau3atUlNT1adPH7/1f//9t0aMGKGRI0cqIyOj3rpKSkq0bdu2Ru/b5XLp2WefbVJ7AQAAapG8AgAAaCF2796tq1evqnfv3k3e9tChQ3rrrbfUsWPHOpNX5eXl2rlzp/r169dgXceOHdPIkSMbvW+Px0PyCgAA3DCSVwAAAC2AmWnWrFmSpMuXL8vMFBQU1Ojtjx8/Lknq0qVLs9ty//33q6SkRJKUn5+v9u3bKzEx0Sdm//79Cg0NVWJiYpPaCQAA8N9IXgEAADhcTU2NMjIy9P333+uBBx7Q5s2blZ6eruXLlysyMrJRdXz99deSpNLS0ma3x+VyqV27dpKk4cOH68knn9TmzZt9Yl588UV16dJFu3btavb+AABA68aE7QAAAA52/PhxPf7441q2bJkyMjK0e/duLV68WBs3blRSUpJyc3NVWVlZbx0FBQXavn27goODlZmZqd9///2mtc/tdquqqsqvvLKyUm63+6btBwAAtF4krwAAABymrKxM3377rV566SUlJCSooKBAK1asUHZ2tiTpjTfeUEFBgaKiojRq1CjFx8dr4sSJ2rFjh19dJ0+e1MiRIxUeHq78/HxJ0mOPPabCwsIbbl9RUZHy8/OVn58vl8ul4uJi73Lt6+rVq7py5Yp3+fz58ze8PwAA0LqRvAIAAHCY48ePa9iwYdq6dasyMzN17NgxvfLKK7p06ZLS09O1ZMkSJScn68CBA9q0aZPuu+8+rVixQuXl5T717Nu3Tw899JD++usvrV69Wg8//LC2bdumCxcuqE+fPsrJyVF1dXWT27dy5UqlpKQoJSVFZWVl2rt3r3e59nXp0iWf8p9//vlmvT0AAKCVCTIz+7cbAQAAAF8nTpxQXFycgoP//7fG4uJiRUdHKy0tTXl5eT7xFRUV3mF6V69e1Zw5c7R48WKFh4frs88+0xNPPOGNLSoq0qhRo7Rz506NHz9ey5YtU1FRkeLj4zVlyhQtWLCg3rZdvHhRFy9e9Cm7du2aunXrpkGDBmnlypV+20RHR8vj8TT1bQAAAGDCdgAAACe66667mhR//fxSHo9HpaWlGjZsmBYtWqS4uDif2K5du+rHH3/Uli1bNGDAgCa3LSIiQhERET5ltXd9tWnTRp07d25ynQAAAIFw5xUAAICDDBw4UD/88EOz6igoKFC/fv28y9euXWtwUvdabrc74ETrY8aM0apVq5rVtjVr1ig9Pb1ZdQAAgNaF5BUAAICDfPnllzp58mSz6hg+fLhiYmK8y01JOtU3bHDHjh06cuRIs9o2ePBg3X333c2qAwAAtC4krwAAABzq3LlzCg0N9Rui11QFBQU6duxYvTElJSWaNGlSo+a8AgAA+F9izisAAACH6tChg1JTU7Vly5Zm1ZOUlKR77rmn3phTp041ur5ffvlFSUlJjY6vnRQeAADgRpC8AgAAuMVlZmY2e66q68XGxurjjz9uMO7KlSuaOnXqTdsvAABonUheAQAAtBLr1q1TaGhovTEN3aElSVFRUZowYUKDccXFxSSvAABAs5G8AgAAcLCioiJlZ2c3GBcdHa20tLR6Y06fPq2QkPov/0pKStSrV68mtREAAOCfRPIKAADAwQ4dOqSJEyc2GHfvvfc2mLxqTD2RkZF6+eWXG90+AACAfxpPGwQAAAAAAIBjBf/bDQAAAAAAAAACIXkFAAAAAAAAxyJ5BQAAAAAAAMcieQUAAAAAAADHInkFAAAAAAAAxyJ5BQAAAAAAAMcieQUAAAAAAADHInkFAAAAAAAAxyJ5BQAAAAAAAMcieQUAAAAAAADHInkFAAAAAAAAxyJ5BQAAAAAAAMcieQUAAAAAAADHInkFAAAAAAAAxyJ5BQAAAAAAAMf6P85yn4hs2GcFAAAAAElFTkSuQmCC&quot; alt=&quot;손실의 비대칭성 &amp;mdash; -50% 회복에 +100% 필요&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;복리는 손실에 비대칭적으로 약하다.&lt;/p&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;손실&lt;/th&gt;
&lt;th&gt;회복에 필요한 수익&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;-10%&lt;/td&gt;
&lt;td&gt;+11%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;-30%&lt;/td&gt;
&lt;td&gt;+43%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;-50%&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;+100%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;-70%&lt;/td&gt;
&lt;td&gt;+233%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;-90%&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;+900%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;한 번의 -50%가 작은 손실 다섯 번보다 훨씬 치명적&lt;/b&gt;. 따라서 &quot;폭락 회피&quot;의 가치는 산술이 아니라 기하급수적으로 커진다. 반면 &quot;폭등 진입&quot;의 가치는 단지 +50% &amp;mdash; 산술적이다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;2. 시장의 기본 추세는 상승&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;S&amp;amp;P 500의 100년 평균 연 수익률은 &lt;b&gt;+10%&lt;/b&gt;. 즉 &lt;b&gt;기본 포지션이 &quot;매수 보유&quot;&lt;/b&gt; 다.&lt;/p&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;신호&lt;/th&gt;
&lt;th&gt;Marginal Value&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;폭등 신호&lt;/td&gt;
&lt;td&gt;&quot;이미 매수 중인 자산을 또 사라&quot; &amp;rarr; 한계 가치 작음&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;폭락 신호&lt;/td&gt;
&lt;td&gt;&quot;기본 매수 포지션을 줄여라&quot; &amp;rarr; &lt;b&gt;드물게 발생, 한계 가치 큼&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;장기 보유자에게 매수 신호는 &lt;b&gt;&quot;오늘 사도 내일 사도 비슷&quot;&lt;/b&gt; 하지만, 매도 신호는 &lt;b&gt;&quot;오늘 안 팔면 내일 -20%&quot;&lt;/b&gt; 가 될 수 있다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;3. False Positive 비용의 비대칭&lt;/h2&gt;
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YWGGJOPTTz+1qHvgwAHDzc3NaNq0qdW/D5Ac9vaJkGRIMmbPnh3vWN26dY2CBQtaPc/0OjC9jogBxAA8HRgbEBcARzA2IAYg9bFkDxlCv3795O/vb/XH9O1BSEiIPDw8LM7LmjWrPD09de7cObvt586dW5K0atUqi/LAwECVLl1akjR37lxdv35dw4YNU1BQkEW9t99+W5K0cOHCBJ/L/fv3defOHZ09e1arV69W06ZNtXDhQvXq1UvVqlXTzp07deDAAYWGhsa760WxYsUUEhKijRs3mqcKm/q+cuVKi7oFChRIsdvaVqpUSWXLljV/22GyZs0aXblyxfztx/Xr1/Xdd9+pbNmy6t27t0XdkiVLqlGjRlq7dq3u3LmTIv0CHPXcc8/ptddeS1YbxABiAJ4ujA0eIS4AScPYIHmIAZDYQwoZxDvvvKNt27ZZ/cmZM6ck6eHDh1q0aJG6d++u6tWrK1u2bMqWLZuio6MVExNjt/1evXqpYsWKGjlypGrUqKHFixfr4cOHFnW2b98uSXrxxRd1584dix8/Pz/5+fnp8OHDCT6XNm3ayN/fX0FBQWrWrJmOHz+u8PBwTZ8+XZL0xx9/SJIqVqxo9fxKlSpZ1HvvvfdUqFAhhYaGqlmzZtq4cWOCfUiKsLAwHT16VL///ru5bN68efLz81O7du0kSTt37lRsbKwaNmyou3fvxvs7BQUF6eHDhzp69Giq9BGwpXz58kmaLv84YgAxAE8Xxgb/Q1wAEo+xQfIRA8AeUsgQnnvuOdWqVcvm8Tt37qhFixbaunWr6tevr5YtW6pw4cIqWLCgOnTokGD7/v7+2rFjhyZPnqwpU6aoTZs2Klq0qD788EOFhIRIkq5evSpJqly5ss12bt++neC1Jk6cqGrVqsnLy0v58uVT3rx5LY7fuHFDkpQpUyar55vKTfXy58+vPXv26IMPPlB4eLhWr16tChUqaMqUKapXr16C/XFUly5dNHjwYM2bN09Vq1bVnTt3tGTJErVv397cJ9PfaMqUKZoyZYrNthz5OwEpyd/fP9ltEAOIAXi6MDb4H+ICkHiMDZKPGAASUoCkcePGaevWrfr888/Vs2dPi2Nubm4OteHt7a1hw4ZpwIABmjdvnsaMGaO2bdtq1qxZCgsLU5YsWSQ9uuNO5syZbbaRkNKlS9sdQGfNmlWS9O+//1o9bio31TP9/vHHH+u9997T119/rQ8++EANGjTQ2rVr1aBBgwT75IgcOXKoRYsWmj9/viZNmqTFixcrKipKYWFh5jqmv1GfPn3sDvbLli2bIn0CksvT01NxcXFWj0VFRVk8JgYQA/BsYWxAXACSgrGB44gBICEFSFq/fr28vb3VvXt3i/JLly7pwoULKlKkiMNteXt76/XXX1fLli0VFBSkL774QmFhYapSpYoWLlyorFmzqmbNmin9FMyqVKki6dGdP6zZs2ePRb3HZcmSRQMGDFD9+vVVqVIlffXVVyn2hiM9ulPG4sWLtWHDBs2bN09FihRR7dq1zcdN3w49ePDA7psq8LTIly+ftm7dKsMw4k3b37Jli8VjYgAxAM8WxgaPEBeAxGFskDjEgIyNPaQASbGxsYqJidHNmzfNZXFxcerVq5diY2MTPH/16tUyDMOizMfHx2KviK5du8rX11fDhw+32ubFixd1/PjxZDyLR6pVq6YyZcpo9uzZunjxosWxAwcOaMmSJWrYsKEKFiyo6OhobdiwIV4bXl5eDl3L29tbDx48cLhvLVq0UM6cOTVlyhStX79eoaGhFm/UefLkUevWrTV37lzt378/3vkPHz5URESEw9cDUluZMmX04MEDbdq0yaL8iy++0G+//WZRRgwgBuDZwtjAEnEBcAxjA2IAHMcMKUCP3gwGDBigpk2bqlevXnJxcVF4eLhu374tX1/fBM/v2LGjcuXKpY4dO6ps2bK6ffu2vvzyS8XFxWno0KGSHgXTmTNn6rXXXlOZMmX0+uuvq3Dhwrpz545+/fVXzZ8/XzNnztRzzz2X7Ocze/Zsvfjii6pevbr69eunggUL6vDhw5o8ebJy5Mih8PBwSY+mDTds2FCVKlVS27ZtFRwcrMuXL2vq1Kny9vbWwIED7V6ndOnSWrVqlcaOHSvDMHT27Fl99dVXNuu7u7urS5cumjx5slxdXdW1a9d4dcLDw1WrVi09//zzeuONN1S5cmX5+PjowIED+uGHH1S4cOF4dywC0krXrl01fvx4derUSUOGDFG+fPm0YsUK/fDDD6pevboiIyPNdYkBxAA8WxgbEBeApGBsQAxAIhhAOvbNN98Ykozw8HC79R4+fGhMnjzZCA4ONry9vY38+fMbffr0Ma5evWpkyZLFqFu3rkV9SUbXrl3Nj7dv32507NjRKFasmOHj42Nkz57dePHFF41Vq1bFu9Zvv/1mhISEGDlz5jQ8PDyMPHnyGNWrVzcmTpxo3L9/32YfR44caUiy2qY1R48eNbp06WLkzp3b8PDwMPLly2d0797dOH/+vEW95cuXGy+99JJRuHBhw9vb28idO7fRqlUrIzIy0lzn5MmT8Z6zYRhGZGSkUaVKFcPX19cIDAw0hgwZYtHXTZs2xevX33//bUgyGjRoYLPv169fN4YMGWIEBwcbXl5eRtasWY2SJUsab7zxhnH06FGHnj+QGAULFjRy5cpl9Zi1//uP+/vvv42mTZsa/v7+hp+fn9GwYUMjIiLC6Nu3ryHJOHnypEV9YgAxAGmLsQFxAXAEYwNiAFKfi2E8MZcYAAAAAAAASEXsIQUAAAAAAACnIiEFAAAAAAAApyIhBQAAAAAAAKciIQUAAAAAAACnIiEFAAAAAAAApyIhBcBhy5Yt09q1a9O6GwBSUWxsrObPn6+dO3cmuY1Lly5p/vz5Onr0aAr2DEh//vnnH82fP18nT55MVjs7d+7U/PnzFRsbm6ZtWLNv3z7Nnz9fN2/eTNF2AcRnGIbmz5+vX3/9Na27AjjExTAMI607ATwNunXrpgMHDmjbtm1ycXFRXFycrL08Hj58qNjYWLm6usrb21uSNG3aNM2aNUuLFy9WoUKF4p2zdu1aXbt2zaF+lClTRmXKlIlXfu7cOd2/f9/meZ6engoKCpIkTZ8+XW+99ZY2bdqkevXqOXRda7799lt9//33mjNnjnLlyqVChQope/bs2rVrV5LbfNKDBw9UoUIFderUScOHD0+xdoHU9GS8kKTdu3fryJEjDrdRtGhRValSxfz4+PHjun37ts36pUqVkqenp7luSEiIevTooR49ejh0vdOnT+v333+PV16gQAFVq1bN/PjOnTvy9/dX165dNXv2bAefjaXNmzerfv36+vTTT9WnTx9J0pYtW9SqVStFRkaqVKlSSWoXSElPvo7v3r2rZcuWWdTJli2bChYsqN27d1tto379+sqVK1eS+7B8+XK1atVK33zzjUJDQx0+76+//tKgQYPUu3dvtWrVSqGhoZozZ45u376tTJkyxav/8OFD7d69W1myZFGxYsWstplQG466cOGCwsLC1KVLF3Xp0kWjRo3S6NGj9ffff1sd3zzp888/14ULFzR27Fi79caMGaMFCxYoMjJSvr6+Se4vkFKsjQ1MTO+t1mzbtk21atVK8nUnTZqkdevWadmyZXJxcZGHh4dCQkK0YMGCJLf5pDFjxujzzz/X77//rgIFClgci42N1Zo1a8xxsmLFimratKnc3d0t6h0+fFgNGjTQgAEDNGDAAEmMDSC5J1wFSP9mzpypOXPmaO/eveY3kLp169r9dmHYsGH673//K+nRN5x//vmnzYTRsGHD9McffzjUl5EjR1odsLVu3dpuG88995yOHTvm0DWkRx9O9+zZY/VYpUqVFBQUpCNHjmjNmjW6d++e3bbu3Lmj9evXO3Rdd3d3tWzZ0vzYy8tLX375perXr6/KlSurefPmDj8HIC1YixeSNGvWLH322WcOt9O9e3eLhFT37t21YcMGm/VPnjxpTnjfu3dPf/75py5evOjw9TZt2qSwsLB45R06dND8+fPtnpvQcZPatWsrX758Vo/VrVtXHTp0UJs2bfT7778rc+bMDrUJpAZrr+PLly/r1VdftahXq1YthYSEqH///lbb2bp1q0VC6uTJk9q/f3+8eoZhKDY2Vh4eHhbvgbZER0dr6NChmjNnjmJiYhQSEqJPPvnE/Lq5du2a1qxZ41BbknT//n1VrVpVLVq00PLlyx06xxrDMLRkyRKrx7Jnz65atWrp7t27WrNmjapXr57o9h8+fKhRo0bJMIwEE1JDhgzRjz/+qP/85z8OxyggtdgaG5h4eXlpypQpVs8tUqSIQ9fo2bOnjhw5Em+s8Pfff2vNmjWKi4uLlwSy5aefftKYMWPilRuGoZiYGLVr1878OUeSbt26pX///VdxcXEW9fft26eQkBAdOXJEWbJkkWEYunXrlooVK6ZFixapdOnS5roxMTE6f/68bt26ZS5jbAASUsjwLl++rAEDBujtt99WyZIlzeVDhgzRxYsX5eLiIhcXF7m7u8vDw0Pjxo3TgQMHHB4EmgQGBlodpJrs3r1bLVq0sNtG7ty59fPPP1s95uPjk6j+rFu3Tm+++abVY4n9pvbcuXNq06aNQ3X9/Px0584di7LatWurY8eO6t69u44cOZLo5wI4i614IUkTJkzQuHHjdPHiRR06dEhlypRR9uzZzcdv3bqlAwcOqHDhwsqVK5e8vLwszp85c2a814b06JvPpM5UelynTp3UunXreOWmWVf2PPkh3ZZFixbZTEhJ0scff6yCBQtq9OjRmjRpkkNtAinN1us4KChIly9fNj+uWLGifH191aNHD3Xp0sWijTlz5uidd96JN+NhyZIlNpNXklS2bFmHxg/9+/fXjBkz1K9fP3l6emry5Mn6999/tWLFCkefpgXTh9Tkvr/GxcXZfL+vW7euNm/enKz2lyxZosuXL+ull15KsK6np6emTp2qRo0aqXPnzmrVqlWyrg0klb2xQUxMjO7evStJNsfWsbGxunjxogICAuKNDR53+vTpFFsKnz9/fjVs2ND82NXVVZ6envr111+1fft286oLe+7evatmzZrp7t27WrVqlZo2bSpJWrFihTp37qzmzZvr4MGDCc5gZGyQsZGQQoY3ZswY3b9/X/369bMotzZgXL9+vQ4ePKhmzZqpRo0a8Y5v375dp06dkru7u0WQlyQXFxflzp3bZj8CAwMT7KuXl1eypvRas3LlStWuXVuSFBERocaNGye5rV69emno0KF267i6Wt+6btCgQZo3b56mTJmiYcOGJbkPQGqyFS+kRx/0fHx8tGTJEoWGhmrBggUKCQkxH9+1a5eaNWumL774Qt26dYt3vrXlvtKjJUPJ0bhxY23dutWhuqdPn5afn1+88nv37ikuLk737t2Tj4+P3NzcLI4ZhiFfX98Ek1sBAQF64403zMuKbT1nIDXZeh27urpaJJHv3bsnPz8/eXt7m5fom5j2WXpyaVu3bt3UsWNHSY/e993c3OTm5qZr166paNGiDi1ZO3funL744gv17t3b/OEsS5YsGjp0qHbs2KGaNWsm+jmbtg1Ibjwx6dy5s2bMmGF+XL58+WS3efbsWfMS35UrV2r58uUJJu8aNmyoSpUqafDgwWrevLlFbAKcxd7YYOHChQ5/qTNr1iyrM5lN7t+/n2LLU2vWrGk1llStWlUeHh5Wv8B60uLFi3Xu3DlNnz7dnIySpBYtWmjUqFHq37+/li5dao6JtjA2yNhISCFDu3Hjhr788ku1a9fO7rf6kvTHH3+offv28vb21syZM63WMc04sjYL6Gnl4+NjHlAn95tTf39/5c+fP0nnlitXTvXr19fkyZM1aNAgh6ccA87iaLwwfbv55MbAMTExkmzPSDp37pzVuGFv/7n169eblwq/9tprVvdfGD9+vK5fv26zjccFBAQoOjo6Xrm3t7cWLVqkV155RUuWLLGYvdC4cWOdP39ex48fd+gaffv21SeffGL+AZwpMe/7j+/5cv78ed2/f1/PPfecpP+9LgMCAizO8fX1tfqBceXKlZLk0Jc+pqU3jye0O3furKFDh2rFihVJSkidPn1akmzuH5VY7u7uFsk4a0uUEmP37t0KCQnR9evXtWDBAk2ePFkvv/yyBgwYoLFjx8ZLCD6ub9++6tq1q5YtW+bQh2ggJSUUU+rUqRNvbzrpfwnradOmadWqVXr55ZfVtWtXu9e6du2a3S+3k+uXX37Rrl279Prrrzu0N57pfd/a8lxTmaMzuhgbZFx84kOGtnjxYkVHRyc4zXv27Nnq06eP/Pz8dPPmTQ0bNkwzZsyIN0BauXKlChcubHUW0NWrV5M9YLt165YmTpxo8/gbb7yhrFmzJusaaalVq1batGmTNm3apEaNGqV1dwALCcWLyMhI3b9/3zz42rdvn8WAzrRn2/Hjx7V582Z5enpafLDs0aNHopfjnDhxwpyQatasmdU6lStXlvRob5vRo0drw4YNunjxory9vVWmTBl169bN4htZawkpSfLw8JD0v8SaSVxcXKJmJRQsWFBly5bVwoULNWXKlGTHRSAxHH3fv3Llih48eGCeUdS5c2dt377dnGg+deqUvLy8HJ5x9MUXX8jf319t27ZNsK5peX/x4sXNZQUKFJCvr6/dpf/2REZGSpLd5UBp4cyZM5owYYJmzJihHDlyaPXq1apTp46aNWum/v37a+LEiZo7d6569+6t0NBQq196tWjRQq6urvr5559JSMHpEoopefPmVd68eeOVr169WqNGjdLOnTvVv39/ffzxxzZXEUiP9nY6evSoOakdHR1t3ovpwYMHyX4ex48fV48ePeTv76/x48c7dI5pRumZM2fMYw2TM2fOWNRJCGODjIuEFDK0xYsXy8XFJd7yOpNdu3apf//+2r59u5o1a6bvvvtO27ZtU+fOnfXbb7/p008/VYMGDcz1CxcurBIlSsRrZ/jw4Rb7UsTGxqpnz54qV66c3nrrLYu6lSpVstoXf39/PXz4UOPGjVNsbKzu3r0rb29vi8FlSEhIqiSk5s2bp2zZsun27dsOv7EkhelNdsmSJSSk8NRJKF507NjRPAtBksaNG6dx48bFq2cqz5Url9VNyRNz89tu3bpp1KhRCdY7d+6cnn/+efn4+GjUqFGqUKGCbty4oW+++Ub/+c9/dOrUKY0ePdpuGymVkJIevdYnTpyoP/74w2JjdyC1JfQ6Njl79qwk2ZxFdeLECRUsWNCha65evVrbtm3T4MGDHbp73dWrVyU9Wqb3uICAAC1ZsiRJH9TWrl0rSfrqq6/My+LeeOMNff3114luy1G7du3SjBkzrN6Zd+/evXr33Xe1adMmubi4qGvXrvroo4/MCT5fX1998cUX6tixo0aOHKnhw4dr+PDhat26tRYtWmTRVrZs2VSpUiUtX748SfEISA5HY4r0KG4sXbpUM2fONCeXTYmYGzdu2B1jHzx4UFFRUdq8ebMePHigZcuWqV27dinyHA4dOqSmTZvqypUrMgxD4eHhGjFiRILntWzZUgMGDNDo0aNVt25d8/Yjly9f1ujRo+Xt7e3QfnAmjA0yJhJSyND27NmjbNmyxXsDWLBggT766CPt2rVLBQoU0Ny5c9W5c2dJj+52t2PHDr355ptq2LChQ3fVevnlly0e379/Xz179lSBAgX0xhtvONTXTZs2mX833VJ97Nixeueddxw6Pznef/998++FCxdOtesUL15cLi4uDt+REHAmW/HCJDIyMt4yvblz52ro0KH64osv4t1BMqkfmpLyTeisWbN05coVbdy4UfXr1zeXN2jQQEePHtWkSZM0fPhwu0tlTQmpJ2dQJeUDYHBwsCQx6ITTJfQ6NqlQoYJiYmJs/t82zThKyJ07d9SrVy9Jj+6k6QjTXayeXN7r5eWlQoUKaeDAgTp69KimTZvmUHtnz57VmjVr5Ovrq7/++ku//PKLXnnlFXXu3FkVKlQw15s7d6527tzpUJuOWLFihc1Zn6VKlZKvr6+GDRumsLAwm2OL+vXrq379+tqzZ48WL15sc8ljcHCwdu3apWPHjpnjC+AM9mLK3r17FRkZqT179mj79u06cOCAXF1dzWP4mJgYff3113rjjTfk4uKismXLqlKlSnrppZfifXZYs2aNpEdLBBcuXKg6derohx9+kCSFh4c7vFfkk77//nv16tVLDx8+1Nq1a7Vy5UqNHDlSBw8eVHh4uN0vuoOCghQeHq5u3bopODhYL774ogzD0Pr163X79m199dVXCS6Nfhxjg4yJhBQytIsXL1pMiTcJDg5Wzpw5NXv2bHXq1Mn8QcykfPnyioyM1LJly9SqVStNnjxZzz33nEN3q3oWmW43n9Amg7t379b06dMTbK9r167x7kwkPfrAmy1bNl24cCGpXQVSja14YWJtXwfTQC4wMNDh/dVMe9Q9fPhQDx480J07d/Tvv//q9OnTOnz4sK5du6b169cnqu/37t2TZH3qfPbs2fXgwQM9fPjQbhum+JYSM6Ty5MkjSbzW4XS2XsePb9BtzT///CPDMGzWc3d3j/cFk2EYev3113Xy5El5eHjo7bff1pIlS+wuy5H+t1H6rVu3LG54cv36dVWtWlV9+vTR5s2bHU5IjRw5UnFxcfrxxx/Vv39/9enTx5zoeTxBvWvXrhRNSI0cOVKjRo3SqFGj4s3A9PT01JIlSxxuq2LFiqpYsaLN44/HFBJScCZ7Y4N169Zp0KBByp49u2rXrq3evXurTZs25v+vktS+fXudOXNGy5cv15YtW7RixQqrS0/nzJmjfPnyqWDBgho1apQOHDhg3ix89erViU5I7dmzR0OGDNHatWtVtmxZzZ8/X6VKlVLDhg2VJ08eDRs2TJs3b9bkyZPtbsoeFhamypUra8aMGfrzzz8lSR06dFCPHj0SfbMDxgYZEwkpZHjWlseULVvW/K3esWPH4s16MAkODtaRI0fUsmVLtWzZ0uIDZ2hoqObMmWP32itWrLA79f6HH35Q2bJldfLkSYvyv/76S5LMywZv376tmzdv6t9//1VQUJBy5sxp97qpZd26dVq3bl2C9Vq2bGk1ISU9+hDOunE8razFC0f+v9qbVu/l5WXeB0r6380R3Nzc5OXlpcyZMyt79uwKCgpSkyZNVK1atUT3u1WrVvroo4/Up08fffXVVypevLju3bunOXPmaPXq1WrVqlWCCXVbS/ZiY2PjJe0TYkp+8VpHWrD2Ou7Zs6dD59qq5+XlFS8h9e677+qnn37SyJEjlTdvXnXv3l39+/fX1KlT7V7D9OXPhQsXzAmpqKgo3bhxw7ypuqPWrVun2bNnq0GDBmrZsqW8vb3VpEkTdejQQcuXL0+TL9KOHj2q8+fPJ6uNevXqWTwmpiAt2Vpq369fP3Xo0EFBQUF2zw8KClKvXr3MsymftHr1av35558aMWKEqlSpopdeekkTJ07UkCFDktTfmTNn6s0331SOHDk0depU9ejRwyIWvPvuu2rcuLHefvtth2JOuXLl9PnnnydYr2jRovr999+t7qkl8TrOqEhIIUPLnTu31T1cHlerVi39+++/DrV38OBB8x5SXbt2tXrXicSoWrWqpkyZYnNZ4M8//6wVK1YoICBAgYGBypcvn91vEFNLiRIl4r0Zz5gxQz179tSiRYsc3mQ0Ojpa169ftzsLBUgrtuJFeHh4sto1LZNbvny5w+ccPXpUwcHBDu/pVrNmTc2aNUsDBgxQcHCwfHx8dP/+fRmGodatW+urr75KsA17e0jZuwOWNaa/Y2reLQiwxtbrODF7tyUkLi5O/fv316effqo333xTI0eONC9HnzZtmh4+fKipU6fanClVq1YtSdKvv/6q0qVLS5K2bNkiwzBUp04dh/uxd+9edezYUYGBgeYvyBo2bKjhw4dr9OjR6tixo+bNm5fsO+wm1tSpUx3a7sCeJ/+9iClIK7ZiypIlSxy+w62tdps2baq7d++qb9++CgwMVP/+/ZU1a1bVrl1bw4cPV926dVWjRo1Etx0WFibDMNSxY0ebXxCXL19eW7ZscbjNbt266ZdfftGVK1ds1jl16pSqVq1qnj35JF7HGRMJKWRoFStW1NKlS3XlyhWbH+yWLl1q865TJrNmzdI333xjUfbkVPgnderUSVeuXDFvNGrLuHHjLL4BcXV1lYeHh7y8vJQpUyarA1pHls2ZrF69WqdOnZLk+K1ZU8uRI0dkGEa8O3UATwNb8aJHjx4pep0///xTt2/fTrDezJkzE/zW9XGhoaHq0qWLduzYobp166pJkyb69ttvE5xReebMGa1cudI8o2Hr1q0WM6KuXr2qGzduqFu3bjp27JhcXFw0fPhwu20ePnxYknitw+kSet8/ePCgxc0JElKzZk1lzpzZ/PjMmTPq2rWrNm/erIEDB2rChAnmb/unT5+uu3fvavr06Tpy5Ih+/PFHq22+8MILKlu2rD788EM1aNBAHh4eGjp0qPLkyRNvXxlb1qxZY56ZuW7dOot9XEaNGqUbN25o6tSpqlmzplavXu3QLd4fd+zYMc2ePdv82JGY9fj1+/XrZ/N46dKlVaFCBc2bN8/hNg8fPqzMmTOraNGiDp8DpARbMeW9995L8l0xJalu3bpq3LixwsLCdOTIEc2ZM8e8DcCXX36pypUr6+WXX9b27dsT3babm5t5NnZKuXXrlvmGDEnF2CBjIiGFDK1NmzZasmSJ1q1bZ3N9tJ+fX4JT2hM75f2ff/7RggULLG75bkvWrFnNb0AXL17U4sWLzYPVlPDRRx+lSDspwZSc47bNeBolFC/eeecdTZo0yeH2IiIirM6ifP311x3e2N/Wt4y2uLu7q1y5cpIefQNpSkbdv39fly9f1vnz580zMkz++usvi2VKCxYs0IIFC8zt+fr6ytfXVzt27FChQoUs7jxqy9q1a1WgQAEGnXC6hF7Hn332WaJm7/z+++/mzXf/+usv1ahRQx4eHpo3b546depkUdfDw0PfffedgoKCdO3aNZszE1xcXDR37lw1btzYnGDJkiWLlixZ4tBspgcPHqhfv37KlCmTFi1aZHWZ7yeffKJixYpp69atSbp77q+//qpff/3VoqxkyZIOnZs9e3a713RxcZGPj4/DyaUrV65oz549evXVV7nDHpzOVkzZt2+fzXP27dunsmXLauzYsRY3DnrSm2++qZ9//lk9e/bUa6+9Zi4vUaKEZs+erW7duunAgQMp8hyioqLMG6cnR3KW2zE2yJhISCFDa926tby8vLR06VKbCakGDRo4vGTPEXFxcerRo4diYmIUGRmptWvX2rxrzJOOHTumnj17asqUKXYTUjVr1tT48eNVpEgRm3XeeOMNh+/wZ8u8efPiLd8xiYiIkCRt3LhRN27csFqnaNGi5qUJ0qPZaNmzZ4+3NwTwNEgoXrRt29ahD1Dr16/XwoULbR7//vvvFRUVZbeN48ePq23btglea9GiRfE2EzbtiffTTz9p6dKlun37tsU+eU8uMWjZsmWilzNt3rzZ5rFTp07p77//Vr9+/dgnAk6X0Ot4/Pjxdj8gmkyfPl3//e9/LcrKlSunOXPmqFatWjaXnLi4uOiDDz5IsP1y5crpyJEjWr16teLi4tSoUSOHE0deXl7aunWrYmNjLTZPflLv3r3Vu3dvh9o0cXd3T9HljSlh+fLlevjwod29+oDU4shniaQaNGiQ8uXLp5EjR8Y71q5dOzVr1kyZMmXS4sWLk3Wdo0eP6s6dO3brTJw4URMnTkywre+++87msQsXLmjQoEFWjzE2yLhISCFDy5Ili7p166YZM2bo3LlzNu+CVbVqVX377bcJtmcvASQ9ulvdm2++qQ0bNmj06NFaunSpXnrpJfXv31/Dhg2z+W1pYlWqVEmVKlVKkbbs6d69u+7evWu3zqeffmrzWNeuXc0Jqb1792rLli0aP3683VvPA2kloXhRvXp1h/aNu3Pnjt2ElCN7qDn6GsmZM6dFn1xdXeXm5qYmTZrIz89P/v7+ypIliwIDA5U7d24VKFAg1V9/n3zyiby8vOwu2QFSS0KvY39/f4fei013wnuSI4liR2XOnFnt27dP0rk5cuRIsX487aZOnarSpUurZcuWad0VZECOfpZIimLFitmdBW0rDqWlLl262Dx26NAhmwkpxgYZF5/6kOENHz5cs2fP1pQpU2wut7l586ZDa7Rv3bql559/3qLsypUr2rJli5YsWaKffvpJmTJl0vfff69XX31VAwYM0KBBg/Txxx/r888/V7t27dS+fXvVrl3b7rT87du3O/ShsXLlykna7NBRCX2bkhgTJkxQ/vz51bdv3xRrE0hpjsSLp8kLL7ygF154IVHnpOTr+knXrl3T119/rT59+qhgwYKpdh3AnmftdQzb1q1bp71792rZsmUs10OaSQ8x5fbt2w7tQVu1alW7d/u114atFSeMDTI2ElLI8HLkyKHJkyerd+/eeuONN6zugXDkyBGHNv8bOHCgRULq3LlzCg4OVlRUlHLkyKGBAweqf//+5mn3mTJl0ueff67u3btr8uTJmjt3rr7++mtVqVJFv/32m80pqwsXLrQ7w8Jk8ODBqZqQSinbtm3Tjz/+qKVLlzr9bj9AYjgSL2DboEGDlDdvXo0YMSKtu4IMjNdx+hAdHa1+/fqpQ4cOzI5CmkoPMeXatWt66623Eqz33nvv2U1IOdLGkxgbZGwuxtO2EBxII6aNAbdt25aia5fXrFkjb29v1axZ0+LOVNbcvn1bGzZsUPHixVWqVKkU68PT7MGDB6pQoYI6deqU4J25gKdFasWL9GzLli1q1aqVIiMjM0x8w9ON1/GzbfTo0Vq4cKEiIiLk5+eX1t0BiClJwNgAJKQAAAAAAADgVK5p3QEAAAAAAABkLCSkAAAAAAAA4FQkpAAAAAAAAOBUJKQAAAAAAADgVCSkAAAAAAAA4FQkpAAAAAAAAOBUJKQAAAAAAADgVCSkAAAAAAAA4FQkpAAAAAAAAOBUJKQAAAAAAADgVCSkAAAAAAAA4FQkpAAAAAAAAOBUJKQAAAAAAADgVCSkAAAAAAAA4FT/DxSr8Uk28t8FAAAAAElFTkSuQmCC&quot; alt=&quot;폭락 vs 폭등 신호의 잘못된 신호 비용 비교&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;같은 신호라도 잘못 판단했을 때의 비용이 다르다.&lt;/p&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;시나리오&lt;/th&gt;
&lt;th&gt;평균 비용/이익&lt;/th&gt;
&lt;th&gt;빈도 추정&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;폭락 신호 FP&lt;/b&gt; (잘못된 매도)&lt;/td&gt;
&lt;td&gt;&lt;b&gt;-3~5%&lt;/b&gt; (재매수 슬리피지)&lt;/td&gt;
&lt;td&gt;약 40%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;폭락 신호 TP (폭락 회피 성공)&lt;/td&gt;
&lt;td&gt;&lt;b&gt;+20~50%&lt;/b&gt; (영구 손실 회피)&lt;/td&gt;
&lt;td&gt;약 60%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;폭등 신호 FP&lt;/b&gt; (꼭지에서 추격 매수)&lt;/td&gt;
&lt;td&gt;&lt;b&gt;-10~30%&lt;/b&gt; (큰 손실)&lt;/td&gt;
&lt;td&gt;약 50%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;폭등 신호 TP (추세 진입 성공)&lt;/td&gt;
&lt;td&gt;+10~25%&lt;/td&gt;
&lt;td&gt;약 50%&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;폭락 신호 EV&lt;/b&gt; = 0.4 &amp;times; (-4%) + 0.6 &amp;times; (+30%) &amp;asymp; &lt;b&gt;+16%&lt;/b&gt;. 켈리 기준 양수. &lt;b&gt;폭등 신호 EV&lt;/b&gt; (단순 매수, 모멘텀 아님) = 0.5 &amp;times; (-20%) + 0.5 &amp;times; (+15%) &amp;asymp; &lt;b&gt;-2.5%&lt;/b&gt;. 음수.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;rarr; &lt;b&gt;폭등 신호의 잘못된 신호가 더 비싸기 때문에&lt;/b&gt; 같은 신뢰도여도 활용 가치가 음수가 된다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;4. 패턴의 일관성 &amp;mdash; 폭락은 단순, 폭등은 다양&lt;/h2&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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&quot; alt=&quot;폭락 신호의 일관성 &amp;mdash; 4번 모두 200일선 이탈 후 큰 폭락&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;지난 25년 미국 시장의 4대 폭락은 &lt;b&gt;모두 200일선 이탈로 시작&lt;/b&gt;했다.&lt;/p&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;폭락&lt;/th&gt;
&lt;th&gt;200일선 이탈 시점 손실&lt;/th&gt;
&lt;th&gt;최종 낙폭&lt;/th&gt;
&lt;th&gt;회피 가능 손실&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;2000 닷컴&lt;/td&gt;
&lt;td&gt;-12%&lt;/td&gt;
&lt;td&gt;&lt;b&gt;-49%&lt;/b&gt; (S&amp;amp;P), &lt;b&gt;-83%&lt;/b&gt; (NASDAQ)&lt;/td&gt;
&lt;td&gt;-37%~-71%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2008 금융위기&lt;/td&gt;
&lt;td&gt;-8%&lt;/td&gt;
&lt;td&gt;&lt;b&gt;-57%&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;-49%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2020 COVID&lt;/td&gt;
&lt;td&gt;-10%&lt;/td&gt;
&lt;td&gt;-34%&lt;/td&gt;
&lt;td&gt;-24%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2022 인플레&lt;/td&gt;
&lt;td&gt;-7%&lt;/td&gt;
&lt;td&gt;-25%&lt;/td&gt;
&lt;td&gt;-18%&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;평균 -39%p의 추가 손실을 회피 가능&lt;/b&gt;. 200일선 이탈 신호의 일관성이 이 정도다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;반면 폭등은 패턴이 &lt;b&gt;다양&lt;/b&gt;:&lt;/p&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;폭등 패턴&lt;/th&gt;
&lt;th&gt;예시&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;V-recovery (급반등)&lt;/td&gt;
&lt;td&gt;2020.4 COVID 회복&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;점진 상승 (gradual climb)&lt;/td&gt;
&lt;td&gt;2009~2020 강세장&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;횡보 후 돌파&lt;/td&gt;
&lt;td&gt;2024~2025 KOSPI&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;깜짝 갭업 (gap up)&lt;/td&gt;
&lt;td&gt;어닝 서프라이즈&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;약세장 랠리 (bear rally) &amp;rarr; 가짜 신호&lt;/td&gt;
&lt;td&gt;2022.7&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;폭락은 &quot;잡기 쉬운 단일 패턴&quot;, 폭등은 &quot;놓치기 쉬운 다양한 패턴&quot;&lt;/b&gt;. 차트 신호의 신뢰도가 본질적으로 다르다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;5. 심리적 압박의 비대칭&lt;/h2&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;상황&lt;/th&gt;
&lt;th&gt;심리&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;-30% 들고 있을 때&lt;/td&gt;
&lt;td&gt;&quot;이번엔 다르다&quot; &amp;rarr; 결국 -50%에서 패닉 매도&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;폭등 놓쳤을 때&lt;/td&gt;
&lt;td&gt;&quot;다음 기회 있겠지&quot; &amp;rarr; 다음 기회 기다림&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;DALBAR 30년 연구에서 평균 투자자가 지수에 -2.84%p 뒤지는 핵심 원인이 바로 &lt;b&gt;하락 구간의 패닉 매도&lt;/b&gt;. 객관적 손절 규칙(200일선 이탈 = 비중 절반)이 있으면 이 감정 매매를 차단한다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;rarr; &lt;b&gt;&quot;규율&quot;의 가치가 폭락 쪽에 더 크다.&lt;/b&gt;&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;6. 그러나 &amp;mdash; 합법적 &quot;폭등 잡기&quot; 방법은 있다&lt;/h2&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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&quot; alt=&quot;모멘텀 = 학계가 인정한 &amp;quot;폭등 잡기&amp;quot;의 합법적 버전&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;Jegadeesh &amp;amp; Titman (1993)&lt;/b&gt; 이 발견한 &lt;b&gt;모멘텀(Momentum) 팩터&lt;/b&gt; &amp;mdash; 과거 1년 상승률 상위 종목을 사고 하위를 공매도하면 &lt;b&gt;연 +3~5% 알파&lt;/b&gt;가 30년간 재현된다. 학계가 인정한 &lt;b&gt;유일한 TA 팩터&lt;/b&gt;다.&lt;/p&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;평가&lt;/th&gt;
&lt;th&gt;결과&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;검증 기간&lt;/td&gt;
&lt;td&gt;1965~2024 (60년)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;검증 시장&lt;/td&gt;
&lt;td&gt;미국&amp;middot;유럽&amp;middot;한국&amp;middot;일본 모두 재현&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;학계 위상&lt;/td&gt;
&lt;td&gt;Carhart (1997) 모멘텀 팩터 모형, &lt;b&gt;Fama-French 5팩터에 6번째로 추가&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;알파&lt;/td&gt;
&lt;td&gt;연 3~5% (거래비용 후)&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이게 정확히 &lt;b&gt;&quot;폭등 시작 일찍 잡기&quot;의 학술 버전&lt;/b&gt;이다. 단, 차이점:&lt;/p&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;Golden Cross 매수&lt;/th&gt;
&lt;th&gt;12개월 모멘텀&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;단기 신호 (50일)&lt;/td&gt;
&lt;td&gt;장기 추세 (12개월)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;잦은 매매 &amp;rarr; 비용 잡아먹힘&lt;/td&gt;
&lt;td&gt;분기&amp;middot;반기 리밸런싱&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;False Positive 빈번&lt;/td&gt;
&lt;td&gt;통계적으로 유의&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;학계 인정 X&lt;/td&gt;
&lt;td&gt;학계 인정 ✅&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;폭등을 잡고 싶다면 12개월 모멘텀이 답&lt;/b&gt;이지, 캔들 패턴이나 골든크로스가 아니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;7. 5가지 비대칭 종합&lt;/h2&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;차원&lt;/th&gt;
&lt;th&gt;폭락 신호 가치&lt;/th&gt;
&lt;th&gt;폭등 신호 가치 (모멘텀 제외)&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;1. 손실 수학&lt;/td&gt;
&lt;td&gt;★★★★★ (-50% = +100% 회복)&lt;/td&gt;
&lt;td&gt;★★ (놓침 = 0)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2. 기본 추세&lt;/td&gt;
&lt;td&gt;★★★★ (드물게 발생, 한계 큼)&lt;/td&gt;
&lt;td&gt;★ (이미 매수 중)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;3. FP 비용&lt;/td&gt;
&lt;td&gt;★★★★★ (-3~5%)&lt;/td&gt;
&lt;td&gt;★★ (-10~30%)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;4. 패턴 일관성&lt;/td&gt;
&lt;td&gt;★★★★★ (4번 모두 200일선)&lt;/td&gt;
&lt;td&gt;★★ (5가지 이상 패턴)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;5. 심리 압박&lt;/td&gt;
&lt;td&gt;★★★★ (패닉 매도 차단)&lt;/td&gt;
&lt;td&gt;★★★ (FOMO는 다른 종류 위험)&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;8. 한국 투자자 실용 가이드&lt;/h2&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;❌ 하지 말아야 할 것&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;캔들 패턴&amp;middot;피보나치로 단기 폭등 진입 &amp;mdash; False Positive 비용 큼&lt;/li&gt;
&lt;li&gt;Golden Cross만 보고 매수 &amp;mdash; 백테스트 알파 거의 0&lt;/li&gt;
&lt;li&gt;&quot;이 종목 지금 사야 한다&quot;는 차트 신호 따르기 &amp;mdash; 심리적 FOMO&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;✅ 해야 할 것&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;신호 종류&lt;/th&gt;
&lt;th&gt;활용&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;200일선 이탈&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;비중 절반 매도 (보호 도구)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;데스크로스&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;추가 비중 축소 (확정 신호)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;12개월 모멘텀 상위 30%&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;분기&amp;middot;반기 리밸런싱으로 매수 (검증된 폭등 잡기)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;약세장 종료 후 200일선 재돌파&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;강세장 진입 신호 (2009.4, 2020.6 검증)&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;실전 예시 &amp;mdash; 2008&amp;middot;2020 비교&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;사건&lt;/th&gt;
&lt;th&gt;200일선 이탈 시점&lt;/th&gt;
&lt;th&gt;만약 이때 매도했다면&lt;/th&gt;
&lt;th&gt;200일선 재돌파&lt;/th&gt;
&lt;th&gt;만약 이때 재매수했다면&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;2008 금융위기&lt;/td&gt;
&lt;td&gt;2008.1 (S&amp;amp;P 1378)&lt;/td&gt;
&lt;td&gt;-49% 추가 손실 회피&lt;/td&gt;
&lt;td&gt;2009.6 (S&amp;amp;P 940)&lt;/td&gt;
&lt;td&gt;이후 +200% 강세장 참여&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2020 COVID&lt;/td&gt;
&lt;td&gt;2020.2 (S&amp;amp;P 3340)&lt;/td&gt;
&lt;td&gt;-27% 추가 손실 회피&lt;/td&gt;
&lt;td&gt;2020.6 (S&amp;amp;P 3100)&lt;/td&gt;
&lt;td&gt;이후 +60% 회복 참여&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;매도 신호와 재매수 신호 둘 다 200일선 기준&lt;/b&gt; &amp;mdash; 이게 &quot;보호 + 진입&quot;의 합법적 차트 활용.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;결론 &amp;mdash; 비대칭이 답이다&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;요약.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;수학&lt;/b&gt;: 손실 -50%는 +100%로만 복구 &amp;rarr; 폭락 회피의 가치가 본질적으로 더 큼&lt;/li&gt;
&lt;li&gt;&lt;b&gt;추세&lt;/b&gt;: 시장은 우상향이라 매수 신호 marginal value 작음&lt;/li&gt;
&lt;li&gt;&lt;b&gt;FP 비용&lt;/b&gt;: 폭등 FP(-20%) &amp;gt; 폭락 FP(-5%) &amp;rarr; 같은 신뢰도여도 폭등 활용 EV 음수&lt;/li&gt;
&lt;li&gt;&lt;b&gt;패턴&lt;/b&gt;: 폭락은 200일선 단일 패턴, 폭등은 5가지 이상 다양 &amp;rarr; 신호 신뢰도 다름&lt;/li&gt;
&lt;li&gt;&lt;b&gt;심리&lt;/b&gt;: 패닉 매도가 폭락기에 집중 &amp;rarr; 규율의 가치가 폭락 쪽에 큼&lt;/li&gt;
&lt;li&gt;&lt;b&gt;예외&lt;/b&gt;: 12개월 모멘텀만이 학계 인정 &quot;폭등 잡기&quot; 합법 버전&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;&quot;폭락은 일찍 잡아 손실 차단(필수), 폭등은 일찍 잡으려다 가짜 신호에 당함(위험), 단 12개월 모멘텀은 예외(권장).&quot;&lt;/b&gt;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;차트는 미래를 보여주는 수정구슬이 아니다. 그러나 &lt;b&gt;비대칭이 만든 한정된 영역에서는 강력한 도구&lt;/b&gt;다. 그 영역이 바로 &lt;b&gt;&quot;손실 차단&quot;과 &quot;장기 모멘텀&quot;&lt;/b&gt; 두 가지다. 나머지는 사용하지 않는 게 통계적으로 유리하다.&lt;/p&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;핵심 출처&lt;/h2&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;a href=&quot;https://www.bauer.uh.edu/rsusmel/phd/jegadeesh-titman93.pdf&quot;&gt;Jegadeesh &amp;amp; Titman (1993) &amp;mdash; Returns to Buying Winners and Selling Losers, &lt;i&gt;Journal of Finance&lt;/i&gt;&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://onlinelibrary.wiley.com/doi/abs/10.1111/j.1540-6261.1997.tb03808.x&quot;&gt;Carhart (1997) &amp;mdash; On Persistence in Mutual Fund Performance, &lt;i&gt;Journal of Finance&lt;/i&gt;&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://papers.ssrn.com/sol3/papers.cfm?abstract_id=2900447&quot;&gt;Bessembinder (2018) &amp;mdash; Do Stocks Outperform Treasury Bills?&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://onlinelibrary.wiley.com/doi/abs/10.1111/j.1540-6261.1992.tb04681.x&quot;&gt;Brock, Lakonishok, LeBaron (1992) &amp;mdash; Simple Technical Trading Rules&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://onlinelibrary.wiley.com/doi/abs/10.1111/j.1467-6419.2007.00519.x&quot;&gt;Park &amp;amp; Irwin (2007) &amp;mdash; Profitability of Technical Analysis Meta-Analysis&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://www.dalbar.com/qaib/&quot;&gt;DALBAR QAIB 2024&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://corporate.vanguard.com/content/dam/corp/research/pdf/putting-a-value-on-your-value-quantifying-vanguard-advisors-alpha.pdf&quot;&gt;Vanguard &lt;i&gt;Advisor's Alpha&lt;/i&gt; 보고서&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;section class=&quot;sj-faq&quot;&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;❓ 자주 묻는 질문&lt;/h2&gt;
&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;차트가 폭락을 잡는다면 폭등도 잡을 수 있는 거 아닌가요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;부분적으로는 맞지만 5가지 비대칭 때문에 같은 가치를 갖지 않습니다. 손실의 수학적 비대칭(-50%는 +100%로 회복), 시장 기본 추세가 상승, 폭등 신호 False Positive 비용이 더 큼, 폭락 패턴이 더 일관적, 심리 압박 &amp;mdash; 이 5가지가 폭락 신호 쪽에 쏠려 있습니다.&lt;/p&gt;
&lt;/details&gt;&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;Golden Cross로 매수하면 안 되나요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;단독으로는 거래비용에 알파가 소멸합니다. 더 큰 문제는 강세장 후반에 신호가 나와 꼭지에서 매수하는 False Positive입니다. 평균 비용 -10~30%로 폭락 신호의 False Positive(-3~5%)보다 훨씬 비쌉니다.&lt;/p&gt;
&lt;/details&gt;&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;그럼 &quot;폭등 시작&quot;을 잡는 합법적 방법은 없나요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;있습니다 &amp;mdash; 12개월 모멘텀입니다. Jegadeesh &amp;amp; Titman(1993)이 발견한 학계 인정 유일한 TA 팩터로, &quot;이미 1년간 오른 종목을 사라&quot;는 단순 규칙. 연 +3~5% 알파가 30년간 재현됐고 Fama-French 5팩터에 6번째로 공식 편입됐습니다.&lt;/p&gt;
&lt;/details&gt;&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;200일선 이탈 시 매도하면 가짜 신호 손실은 어떻게 하나요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;약 40% 확률로 발생하며 평균 -3~5% 비용입니다. 그러나 60% 확률로 -30%+ 폭락을 회피합니다. 기댓값(EV) = 0.4 &amp;times; (-4%) + 0.6 &amp;times; (+30%) = +16.4%. 켈리 기준 명백히 양수.&lt;/p&gt;
&lt;/details&gt;&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;시장은 장기적으로 우상향한다는데 굳이 손절해야 하나요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;우상향은 지수(S&amp;amp;P 500) 이야기이고, 개별 종목은 50% 이상이 영구 손실합니다(Bessembinder 2018). 또한 -50% 폭락에서 매도 안 하고 들고 있는 심리적 비용이 매우 큽니다. DALBAR -2.84%p 행동 격차의 주된 원인입니다.&lt;/p&gt;
&lt;/details&gt;&lt;/section&gt;
&lt;div class=&quot;disclaimer&quot;&gt;본 글은 제가 공부한 내용을 정리한 &lt;b&gt;개인 의견 및 정보 제공&lt;/b&gt; 목적의 글이며, 특정 종목&amp;middot;상품에 대한 투자 자문이 아닙니다. 투자 판단과 책임은 본인에게 있습니다.&lt;/div&gt;
&lt;/article&gt;</description>
      <category>데이터로 검증한 투자 속설</category>
      <category>200일선</category>
      <category>골든크로스</category>
      <category>데스크로스</category>
      <category>모멘텀투자</category>
      <category>손실비대칭</category>
      <category>손절</category>
      <category>신호비대칭</category>
      <category>차트분석</category>
      <category>켈리기준</category>
      <category>행동재무</category>
      <author>Stock &amp;amp; Data</author>
      <guid isPermaLink="true">https://milordkim.tistory.com/20</guid>
      <comments>https://milordkim.tistory.com/20#entry20comment</comments>
      <pubDate>Fri, 24 Apr 2026 10:21:06 +0900</pubDate>
    </item>
    <item>
      <title>차트 분석은 주식 투자에 필요한가 &amp;mdash; 95개 학술 연구가 말한다</title>
      <link>https://milordkim.tistory.com/19</link>
      <description>&lt;div&gt;
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&lt;script type=&quot;application/ld+json&quot;&gt;{&quot;@context&quot;: &quot;https://schema.org&quot;, &quot;@type&quot;: &quot;Article&quot;, &quot;headline&quot;: &quot;차트 분석은 주식 투자에 필요한가 — 95개 학술 연구가 말한다&quot;, &quot;description&quot;: &quot;차트 분석(기술적 분석)이 주식 투자에 정말 필요한가 — 학계 95개 연구 메타분석, DALBAR 실증, Buffett vs Druckenmiller 양쪽 논거 종합&quot;, &quot;datePublished&quot;: &quot;2026-04-24&quot;, &quot;dateModified&quot;: &quot;2026-04-24&quot;, &quot;author&quot;: {&quot;@type&quot;: &quot;Person&quot;, &quot;name&quot;: &quot;milord (Stock Jarvis)&quot;}, &quot;publisher&quot;: {&quot;@type&quot;: &quot;Organization&quot;, &quot;name&quot;: &quot;Stock Jarvis&quot;}, &quot;keywords&quot;: &quot;차트분석, 기술적분석, 효율적시장가설, 모멘텀투자, 골든크로스, 200일선, 손절, 행동재무, 트렌드추종, 투자원칙&quot;}&lt;/script&gt;
&lt;script type=&quot;application/ld+json&quot;&gt;{&quot;@context&quot;: &quot;https://schema.org&quot;, &quot;@type&quot;: &quot;FAQPage&quot;, &quot;mainEntity&quot;: [{&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;개인 투자자에게 차트 분석은 정말 필요한가요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;수익 예측 도구로는 거의 불필요합니다. DALBAR 30년 데이터에 따르면 자주 매매하는 평균 투자자는 지수에 연 -2.84%p 뒤처집니다. 그러나 \&quot;손절 규율\&quot;과 \&quot;12개월 모멘텀\&quot;이라는 두 가지 한정 용도에서는 실증적으로 유효합니다.&quot;}}, {&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;학계가 인정하는 TA 기법은 무엇인가요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;사실상 하나 — Jegadeesh·Titman(1993)이 발견한 12개월 모멘텀입니다. 과거 1년간 오른 종목은 다음 1년에도 오를 확률이 통계적으로 유의미하게 높다는 연구로, 이후 수백 편의 후속 논문이 재현했습니다.&quot;}}, {&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;이동평균선 크로스오버(골든크로스)는 효과가 있나요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;Brock·Lakonishok·LeBaron(1992)은 1897~1986년 DJIA에서 유의미한 수익을 발견했습니다. 그러나 2010년 이후 HFT와 거래비용 반영 시 알파는 거의 사라졌습니다. 현재는 \&quot;손절 기준\&quot;으로만 쓸 때 가치가 남아 있습니다.&quot;}}, {&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;워런 버핏과 스탠리 드러켄밀러가 정반대 입장인 이유는?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;시계(time horizon)와 자금 규모가 다르기 때문입니다. 버핏은 20년+ 장기 보유, 수백억 달러 자금 → 기업 품질이 전부. 드러켄밀러는 매크로 트레이더, 수주~수개월 포지션 → 차트가 진입·손절에 필수.&quot;}}, {&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;지지선·저항선은 미신인가요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;통계적 근거보다 자기실현 예언에 가깝습니다. 200일선·라운드 넘버($100, KOSPI 6000)처럼 \&quot;모두가 보는 가격\&quot;은 실제로 매매가 집중되어 작동합니다. 단, 이를 수익 예측으로 쓰는 건 비합리적이고, 손절·진입 기준으로 활용하는 게 현실적입니다.&quot;}}, {&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;AI·ML 시대에 TA는 어떻게 변하나요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;단순 TA 규칙의 알파는 거의 사라졌습니다. HFT가 패턴을 선점하기 때문입니다. 그러나 인간 심리는 변하지 않아 공포·탐욕이 만드는 가격대(200일선, 신저가 돌파)는 여전히 작동합니다. 개인에게는 \&quot;AI가 먼저 먹은 가격 패턴\&quot;보다 \&quot;규율 도구\&quot;로 접근하는 편이 합리적입니다.&quot;}}]}&lt;/script&gt;
&lt;article class=&quot;sj-post&quot;&gt;
&lt;div class=&quot;sj-meta&quot;&gt;  작성&amp;middot;갱신: &lt;time datetime=&quot;2026-04-24&quot;&gt;2026-04-24&lt;/time&gt;&lt;/div&gt;
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&quot; alt=&quot;Park &amp;amp; Irwin (2007) 메타분석 &amp;mdash; 95개 TA 연구 결론&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&quot;차트로 돈을 벌 수 있다면, 도서관 사서가 가장 부자일 것이다.&quot; &amp;mdash; 워런 버핏. &quot;나는 기술적 분석이라는 흑마법을 믿는다.&quot; &amp;mdash; 스탠리 드러켄밀러. 두 전설이 정반대 입장이라는 사실 자체가, 이 질문에 단일 정답이 없음을 암시한다. 학계&amp;middot;실증&amp;middot;투자자 의견 모두가 엇갈리는 영역이다. 그러나 &lt;b&gt;엇갈리지 않는 지점&lt;/b&gt;도 있다. 이 글은 50년간 쌓인 데이터 위에서 그 경계를 정리한다.&lt;/p&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;미리 알아둘 용어&lt;/b&gt;&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;TA (Technical Analysis, 기술적 분석)&lt;/b&gt;: 차트&amp;middot;이동평균&amp;middot;RSI 등 &lt;b&gt;과거 가격&amp;middot;거래량&lt;/b&gt; 데이터로 미래 주가를 예측하는 기법.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;FA (Fundamental Analysis, 기본적 분석)&lt;/b&gt;: 매출&amp;middot;이익&amp;middot;ROIC 등 기업 펀더멘털로 가치를 평가.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;EMH (Efficient Market Hypothesis, 효율적 시장 가설)&lt;/b&gt;: Fama(1970). 시장이 정보를 즉각 반영해 지속적 초과수익이 불가능하다는 이론. 3단계 중 &lt;b&gt;Weak Form&lt;/b&gt;이 TA를 배제.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;알파(Alpha)&lt;/b&gt;: 시장 평균(벤치마크) 대비 초과수익. &quot;TA가 알파를 만드는가&quot;가 학계 핵심 질문.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;모멘텀(Momentum)&lt;/b&gt;: 최근 상승한 자산이 계속 상승하는 경향. Jegadeesh&amp;middot;Titman(1993). &lt;b&gt;학계가 인정하는 거의 유일한 TA 팩터&lt;/b&gt;.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;백테스트(Backtest)&lt;/b&gt;: 과거 데이터로 전략의 성과 검증.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Buy-and-Hold (B&amp;amp;H)&lt;/b&gt;: 매수 후 방치. TA 성과 평가의 기준선.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;골든크로스(Golden Cross)&lt;/b&gt;: 단기 이동평균(50일)이 장기(200일)를 상향 돌파. 매수 신호로 해석.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;데스크로스(Death Cross)&lt;/b&gt;: 반대, 매도 신호.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;자기실현 예언(Self-fulfilling Prophecy)&lt;/b&gt;: &quot;근거는 약해도 모두가 믿으면 작동한다&quot;는 현상. 지지&amp;middot;저항선의 작동 원리.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;HFT (High-Frequency Trading)&lt;/b&gt;: 알고리즘이 &lt;b&gt;밀리초 단위&lt;/b&gt;로 매매하는 초고속 매매. 미국 주식 거래량의 약 50%, 외환은 70%+. Citadel&amp;middot;Virtu 등 기관 전용으로 개인은 패턴 선점에 항상 늦음.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;RSI (Relative Strength Index)&lt;/b&gt;: 14일 동안의 상승&amp;middot;하락 비율로 &lt;b&gt;과매수(70+)&amp;middot;과매도(30-)&lt;/b&gt; 를 판단하는 보조지표(0~100). J. Welles Wilder Jr.(1978).&lt;/li&gt;
&lt;li&gt;&lt;b&gt;MACD (Moving Average Convergence Divergence)&lt;/b&gt;: 12일&amp;middot;26일 이동평균의 차이로 추세 전환을 잡는 보조지표.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Round Number (라운드 넘버)&lt;/b&gt;: 0이나 00으로 끝나는 심리적 가격대 (예: NVDA $200, KOSPI 6,000, 비트코인 $100,000). 매매 주문 집중으로 자기실현 예언처럼 작동하는 지지&amp;middot;저항선.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Anchoring (닻 효과)&lt;/b&gt;: 인간이 두드러진 숫자(round number 등)를 무의식적 기준점으로 삼는 행동재무 편향.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Gap (갭)&lt;/b&gt;: 전날 종가와 다음날 시초가 사이의 가격 차이로 차트에 빈 공간이 생긴 구간. &lt;b&gt;Gap Up&lt;/b&gt; = 시초가 &amp;gt; 전날 고가, &lt;b&gt;Gap Down&lt;/b&gt; = 시초가 &amp;lt; 전날 저가.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Gap Fill (갭 메우기)&lt;/b&gt;: 갭이 결국 메워진다는 가설. 일반 갭은 약 91% 메워지지만, &lt;b&gt;Breakaway Gap&lt;/b&gt;(새 추세 시작)은 메워지지 않음.&lt;/li&gt;
&lt;/ul&gt;
&lt;/blockquote&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;1. 학계는 뭐라고 하나 &amp;mdash; 반대 진영&lt;/h2&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;1-1. Burton Malkiel &amp;middot; EMH&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;Burton Malkiel&lt;/b&gt;은 &lt;i&gt;A Random Walk Down Wall Street&lt;/i&gt;(1973, 13판 2023)에서 50년 넘게 차트 분석에 회의적이다.&lt;/p&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&quot;자산 가격이 랜덤워크의 특성을 보이며, 따라서 시장 평균을 지속적으로 이기는 것은 불가능하다.&quot;&lt;/p&gt;
&lt;/blockquote&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;Eugene Fama(1970)&lt;/b&gt; 의 &lt;b&gt;효율적 시장 가설(EMH)&lt;/b&gt; 은 시장 효율성을 &lt;b&gt;3단계&lt;/b&gt;로 분류한다. 단계가 강해질수록 시장이 더 효율적이라고 가정하고, 그만큼 더 많은 분석 기법이 무력화된다.&lt;/p&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;단계&lt;/th&gt;
&lt;th&gt;반영된 정보&lt;/th&gt;
&lt;th&gt;무력화되는 분석&lt;/th&gt;
&lt;th&gt;현실 인정도&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Weak Form (약형)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;과거 &lt;b&gt;가격&amp;middot;거래량&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;기술적 분석 (TA)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;대체로 인정 ✅&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Semi-strong (준강형)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;+ 모든 &lt;b&gt;공개 정보&lt;/b&gt;(실적&amp;middot;뉴스&amp;middot;재무제표)&lt;/td&gt;
&lt;td&gt;&lt;b&gt;기본적 분석 (FA)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;일부 인정 △&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Strong (강형)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;+ &lt;b&gt;내부 정보&lt;/b&gt;(CEO만 아는 것)&lt;/td&gt;
&lt;td&gt;&lt;b&gt;인사이더 거래&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;거의 부정 ❌&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;Weak Form이 차트 분석에 치명적인 이유&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;Weak Form의 핵심 주장&lt;/b&gt;: &quot;오늘 주가에는 이미 어제까지의 모든 가격&amp;middot;거래량 정보가 녹아 있다.&quot; 따라서 그 정보로 미래를 예측하는 것은 불가능하다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;차트 분석의 모든 도구는 &lt;b&gt;과거 가격&amp;middot;거래량&lt;/b&gt; 데이터에서 출발한다.&lt;/p&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;TA 도구&lt;/th&gt;
&lt;th&gt;사용 데이터&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;이동평균선&lt;/td&gt;
&lt;td&gt;과거 N일 종가&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;RSI &amp;middot; MACD&lt;/td&gt;
&lt;td&gt;과거 N일 가격 변화&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;골든크로스&lt;/td&gt;
&lt;td&gt;50일 &amp;middot; 200일 평균&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;캔들 패턴&lt;/td&gt;
&lt;td&gt;어제 &amp;middot; 오늘 캔들 모양&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;거래량 분석&lt;/td&gt;
&lt;td&gt;과거 거래량&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;지지 &amp;middot; 저항선&lt;/td&gt;
&lt;td&gt;과거 고점 &amp;middot; 저점&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;모두 &quot;과거 가격&amp;middot;거래량&quot;&lt;/b&gt; 이다. Weak Form이 맞다면 이 정보는 이미 현재가에 반영되어 알파를 만들 수 없다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;비유로 이해하기&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;은행 대기열에서 옆 줄이 빨리 줄어드는 걸 보고 옮겨갔더니, 그 순간 새 사람이 와서 더 느려지는 경험 &amp;mdash; 이게 Weak Form의 시장 버전이다. &lt;b&gt;유리한 패턴이 보이는 순간 모두가 알아채고 매매해서 패턴이 사라진다.&lt;/b&gt;&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;Weak Form이 현실에서 얼마나 맞나&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;증거&lt;/th&gt;
&lt;th&gt;Weak Form 지지/반박&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;Brock 1992 (1897~1986 DJIA)&lt;/td&gt;
&lt;td&gt;&lt;b&gt;반박&lt;/b&gt; &amp;mdash; TA 일부 유의미&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2010년 이후 재검증&lt;/td&gt;
&lt;td&gt;&lt;b&gt;지지&lt;/b&gt; &amp;mdash; 거래비용 반영 시 알파 사라짐&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;HFT &amp;middot; AI 출현&lt;/td&gt;
&lt;td&gt;&lt;b&gt;지지 강화&lt;/b&gt; &amp;mdash; 패턴 즉시 선점&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;모멘텀 효과 (Jegadeesh 1993)&lt;/td&gt;
&lt;td&gt;&lt;b&gt;명백한 위배&lt;/b&gt; &amp;mdash; 그래서 학계가 유일하게 인정한 예외&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;rarr; 결론: Weak Form은 &lt;b&gt;&quot;거의 맞지만 모멘텀 같은 예외가 있다&quot;&lt;/b&gt; 정도. 따라서 &lt;b&gt;개인이 차트로 단기 알파를 만들기는 매우 어렵고&lt;/b&gt;, 모멘텀 같은 검증된 예외만 활용하는 게 합리적이다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;1-2. Griffioen (2003) &amp;mdash; 787개 TA 룰 검증&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;암스테르담대 Griffioen은 &lt;b&gt;787개 기술적 매매 룰&lt;/b&gt;을 미국&amp;middot;유럽 50개 시장에서 검증했다. 결론은 냉정했다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;단기적 우위를 보이는 룰은 일부 존재&lt;/li&gt;
&lt;li&gt;그러나 &lt;b&gt;거래비용&amp;middot;세금 반영 시 지속적 초과수익 없음&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;특정 기간에 잘 맞는 룰은 &lt;b&gt;데이터 마이닝 편향(snooping bias)&lt;/b&gt; 일 가능성 높음&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;2. 학계는 뭐라고 하나 &amp;mdash; 지지 진영&lt;/h2&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;2-1. Brock&amp;middot;Lakonishok&amp;middot;LeBaron (1992) &amp;mdash; 획기적 논문&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이 논문은 기술적 분석에 대한 학계의 태도를 바꾼 고전이다. &lt;b&gt;DJIA 1897~1986년&lt;/b&gt; 90년 데이터에서:&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;이동평균 매매(1-50, 1-150, 5-150)와 저항선 돌파 매매&lt;/li&gt;
&lt;li&gt;&lt;b&gt;통계적으로 유의미한 초과수익&lt;/b&gt; 발견&lt;/li&gt;
&lt;li&gt;매수 신호 다음 날 평균 수익이 매도 신호 다음 날보다 유의미하게 높음&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;단, 2000년대 이후 재검증에서는 &lt;b&gt;이 효과가 크게 약화&lt;/b&gt;됐다. &lt;b&gt;HFT(High-Frequency Trading, 초고속 매매)&lt;/b&gt; 와 거래비용 반영 시 알파가 사라진다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;2-2. Park &amp;amp; Irwin (2007) &amp;mdash; 메타분석&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;일리노이대 Park &amp;amp; Irwin은 &lt;b&gt;95개 TA 연구&lt;/b&gt;를 종합 분석했다.&lt;/p&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;결론&lt;/th&gt;
&lt;th&gt;연구 수&lt;/th&gt;
&lt;th&gt;비중&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;TA 유의미 (Positive)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;56&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;59%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;유의미하지 않음 (Negative)&lt;/td&gt;
&lt;td&gt;20&lt;/td&gt;
&lt;td&gt;21%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;혼재/불명확 (Mixed)&lt;/td&gt;
&lt;td&gt;19&lt;/td&gt;
&lt;td&gt;20%&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;위 차트가 보여주듯 &lt;b&gt;약 60%가 &quot;TA가 통계적으로 유의미&quot;&lt;/b&gt; 라고 결론 내렸다. 그러나 저자들은 경고한다 &amp;mdash; &quot;&lt;b&gt;2000년 이후 연구들은 초기 연구보다 약한 결과&lt;/b&gt;&quot;를 보이며, 거래비용 반영 시 많은 효과가 사라진다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;2-3. Jegadeesh &amp;amp; Titman (1993) &amp;mdash; 모멘텀&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;학계가 가장 확실하게 인정하는 TA 팩터&lt;/b&gt;는 단 하나, &lt;b&gt;모멘텀&lt;/b&gt;이다. Jegadeesh &amp;amp; Titman은 과거 1년 성과 상위 10% 종목을 사고 하위 10%를 공매도하면:&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;연 1%p 내외의 월간 알파&lt;/b&gt; (한국&amp;middot;미국&amp;middot;유럽 모두 재현)&lt;/li&gt;
&lt;li&gt;Fama &amp;amp; French의 5팩터 모형에 &lt;b&gt;6번째 팩터로 공식 편입&lt;/b&gt; (Carhart 1997)&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이것이 현대 퀀트 투자의 기본 블록이다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;3. 실전 성과 &amp;mdash; 전략별 백테스트&lt;/h2&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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alt=&quot;Golden Cross vs Buy-and-Hold (S&amp;amp;P 500, 20년)&quot; /&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;3-1. 골든크로스 vs Buy-and-Hold&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;S&amp;amp;P 500을 대상으로 &lt;b&gt;Golden Cross 매매(50일선 &amp;gt; 200일선 매수, 반대 매도)&lt;/b&gt; 와 &lt;b&gt;단순 Buy-and-Hold&lt;/b&gt;를 비교한 20년 백테스트(2005~2025):&lt;/p&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;전략&lt;/th&gt;
&lt;th&gt;누적 수익&lt;/th&gt;
&lt;th&gt;특징&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;Buy-and-Hold&lt;/td&gt;
&lt;td&gt;+890%&lt;/td&gt;
&lt;td&gt;2008&amp;middot;2020&amp;middot;2022 약세장 전부 겪음&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Golden Cross&lt;/td&gt;
&lt;td&gt;+420%&lt;/td&gt;
&lt;td&gt;2008년 일부 방어 성공, 그러나 재진입 지연으로 강세장 미참여&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;거래비용&amp;middot;양도세 반영 전에도 B&amp;amp;H가 우세&lt;/b&gt;. 거래비용 반영하면 격차가 더 벌어진다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;3-2. Renaissance Medallion &amp;mdash; TA인가 ML인가&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;항목&lt;/th&gt;
&lt;th&gt;값&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;연평균 수익률 (1988~2018)&lt;/td&gt;
&lt;td&gt;&lt;b&gt;66% (수수료 전)&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;수수료 후&lt;/td&gt;
&lt;td&gt;39%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;자산 운용 규모&lt;/td&gt;
&lt;td&gt;$10B (내부 자금만)&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Medallion은 흔히 &quot;TA의 승리&quot;로 인용되지만 엄밀히는 &lt;b&gt;Machine Learning + 통계적 차익거래&lt;/b&gt;다. 일반 차트 패턴이 아닌 수백만 변수의 비선형 조합으로, 개인이 재현 불가능한 전략이다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;3-3. TA로 성공한 사례들 &amp;mdash; 균형 위해 짚을 점&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;위 결과만 보면 &quot;TA는 무용&quot;이라는 결론으로 흐를 수 있지만, &lt;b&gt;장기 검증된 TA 활용 성공 사례&lt;/b&gt;도 분명 존재한다.&lt;/p&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;주체&lt;/th&gt;
&lt;th&gt;전략&lt;/th&gt;
&lt;th&gt;장기 성과&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Man AHL Diversified&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;시스템 트렌드추종(이동평균&amp;middot;돌파)&lt;/td&gt;
&lt;td&gt;30년+ 운용, 시장 대비 변동성 큰 알파&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Winton Group&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;다자산 트렌드 + 통계 모델&lt;/td&gt;
&lt;td&gt;2002~2015 호조, 이후 둔화&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;DUNN Capital&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;순수 트렌드추종&lt;/td&gt;
&lt;td&gt;1974년 이래 50년+ 운영&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Mark Minervini&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;CANSLIM + 엄격한 손절&lt;/td&gt;
&lt;td&gt;1994~2024 &lt;b&gt;연평균 33% 보고&lt;/b&gt; (개인 트레이더 챔피언)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Stan Weinstein 추종자들&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;Stage Analysis + 30주선&lt;/td&gt;
&lt;td&gt;다수 검증된 실증 사례&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;핵심 차이점&lt;/b&gt;: 이들은 모두 &lt;b&gt;(1) 시스템적 규칙, (2) 엄격한 손절, (3) 장기 보유 가능 자본&lt;/b&gt; 3박자를 갖췄다. 차트 패턴 자체보다 &lt;b&gt;&quot;규율&quot;&lt;/b&gt; 이 알파의 원천이다. 또한 트렌드추종 펀드 대부분이 &lt;b&gt;연 1~2회 수준의 큰 변동성&lt;/b&gt;을 동반하므로, 일반 개인이 따라하면 심리적으로 못 견디는 경우가 많다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;rarr; 시사점: TA가 &lt;b&gt;불가능한 게 아니라 매우 어려운&lt;/b&gt; 것. 시스템&amp;middot;자본&amp;middot;심리 3박자가 없으면 통계적으로 진다는 게 DALBAR 데이터의 의미다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;3-4. 개인 투자자 실제 성과 &amp;mdash; DALBAR&lt;/h3&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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mcL0D3d3d8jlcoU2KSkpWLduHerVqwdjY2MYGBigWrVqWLZsmUrvK7l5/tL5+/tj/vz5aNq0KWxsbKCjowNjY2PUrFkTy5Yty1TM18HBQXzenz59Ck9PT7Rt2xZWVlbQ0dFByZIl8cMPPyAoKCjHeAuqZ8+e4fHjxwDSRjHVrl1bXPjg7NmzOa4S96lNmzaJv0d16tSBp6cnnj59iufPn+Pq1atiPRtfX1+MHTtWaR9Hjx7Fr7/+il9//TVTvbshQ4Zg6tSpkEqlSE1NxZo1a9CkSRPY2NhAW1sbMpkMVlZWaNSoEZYuXSquiDZkyBCF6VAAoK2tDV1dXZV+CuJIvZs3b4q39fT01B45ltHDhw/RtWtX8fe+UaNG+Z7E+tSePXswZsyYbH8+nfqvipSUFPF3AADq1auXqU3GbXfv3s00dTAv3rx5ozASjIl6om8Xk0xEVGBknCZx8+ZNpbUyMk6T6Nq1K7S1tcWETXqNoy9p8+bN4u1WrVopHbly8eJF8Utf69atYWBgoDBKK6+r+KTLeCU0u6H/qliyZIl4283NTfzi/uTJE3G7s7Oz0loZBgYGcHJyEu8/ffo0V+eOjY1V+pMfH46/hOxeC4cPH4aDgwOGDx+Oo0eP4u3bt4iPj0diYiJ8fX2xcuVK1K1bN9ur2k2bNsWCBQsQEBCA1NRUREVFKZ1euHLlSjRr1gzHjh1DaGgoEhMT8eLFCyxZsgQ1atQQl+fOyN3dHc7Ozli1ahV8fHwQFxeH2NhY+Pj4YM2aNahcuXKWS1rfvXsXtWvXxokTJxATE4OUlBQEBgYqbTt8+HDx9qJFi3Dz5k1069YNAGBqapplcvlT79+/V6jJ07t37xyP6d69u/jF29/fHw8ePBD3pdcb++GHH3Djxg3ExMQgPj4eDx8+xE8//ZTjCIa8PH/Tp09HmTJlMH36dFy8eBEhISFITk5GTEwM7t27h59++inbQtbTpk1DmzZtcOrUKYSFhSE5ORn+/v5Yt24dateuXSBG/+WFh4eHeDv9fTT93+TkZBw8eDBX/WVMZAiCAF1dXRgbG8PIyCjT+1xel1RfsGABevTooXJ7V1dXbNq0KVOSxd3dHQkJCeJPfHw8Hj16hMuXL+Ply5cK+06fPp2nWDUp43Ta+Ph47NmzJ1/6TZ8i/fHjR3HbuXPn8MMPP2RK5H56XHoh7StXruRLLPkhLCxMTEYCaTWSPpVxW3R0NGJiYtQ6Z3x8PHr16oW4uDgAafWmNLH62549e9C+fXvxx9/f/4vHQEScLkdEBUjGK2/pV+rSa7YAQGJiIo4ePQoAMDY2RsuWLQGkfcFIr5uwd+9ecXt+27RpE4C0LyLBwcG4cOGCmNRydHQU938q41S59C9DjRs3hqWlJcLCwnD8+HHExcXlqcipr6+vQjIntyvlXL9+Hffu3UNgYCBOnDiBhw8fAgDatWuncMUy49Lj2Y00KVasGLy8vDIdo4opU6YoHYWwYMEChS8HOQkMDMTJkycVtvn6+oq3T548mWlkiSp1YDLK7Wvh6tWrCA8Ph0QiQZMmTdC4cWNYWVnh9evXWL9+PWJiYvDq1SusXr06y+XHX7x4AUtLS4waNQrW1tY4efKk0kL3R44cAZCWeKlfvz78/Pywdu1axMXFwd/fHz179sTt27fF6RVbt24VR2ikj0xq2LAhUlJScO7cOZw9exYJCQno378/KlasKI4aSff+/XsAab+/vXr1QkxMjFh09lOurq7o27cvdu/ejRcvXqBevXoQBAHm5uY4efKkyqsS3rhxQ7xta2ur9EvWp4yNjVGhQgUxuXTt2jXUqFEDADBhwgTx/09bWxuDBw9GxYoV8fz5c2zZsiXb0QZ5ff48PT2RkpICfX19tGvXDi4uLtDX18etW7fEFcYOHTqEq1evKi2Qe+TIEchkMgwYMADVq1fHkydPsHnzZiQnJ+Pt27f49ddfsXr1apWez4Ik/f1UIpGgS5cuANLeV9NX19y7d69CMjMnQ4cOxaVLl7Bv3z7cunULTZs2VdqucuXKWLVqldJ9v//+u5gQzOp9PGPCaP78+ejdu7f4xd/Q0BCHDx8WR4aoMoJn/fr1mDNnjvj7B6SNBl2+fDm+++67TO2DgoKwa9cuPHr0KMe+NUEQhEwXXJYvXw43N7c895mSkoK5c+di/vz54mjE1q1b49WrV3j+/DnWrVuHJ0+eYMeOHdmO8M2NEydOKE1c1a5dW6w9tnPnTnTq1ClTG319fZXO8WnCyNDQMFObT7dFRUXB2NhYpf4/FR0dje7du4vvu/b29ipfEMhv6SuGpouKitJIHETfPIGISENev34tABB/3r59m237jx8/KrQ/evSowv5Dhw6J+3r37i1uj4uLEwwNDQUAgpmZmZCYmJip78aNG4vHzp07N0/xZ/XTpk0bITIyUmkfycnJgqWlpQBA0NXVFaKiosR9bm5uYh/79u3L8fwhISGCIAhCamqqEBISIhw8eFAoU6aMuL9WrVoqPa6MRo0apXAOBwcH4fDhw4JcLldot3jxYrFNz549s+yvR48eYrulS5eK29u1aydunzVrVpbHp6amCj4+PsL+/fuFlStXCoIgCCVLlhSPvXDhQo6P6cKFCyr9v2X8yYm6r4WJEycKtWvXFh48eJBp3x9//CEe36RJE4V9Gfs2MjISXr58men5+vQ5AiDs379fod0///wjSCQScf+JEycEQRCEsLAwwdjYWAAg6OjoCCdPnswU39ixY8XjBg0aJAiCIGzdulXhfO3btxdjyRiXMkFBQYKBgYHC8QcOHMiyvTIZnzMXFxeVj+vUqZN43M8//ywIgiC8ePFCkEqlAgBBIpEIp0+fVjjGy8tL0NfXF48rWbKkuC+vz58gCEKtWrWEgQMHCkFBQZmO6dKli3jM7Nmzxe0Z/58lEolw6tQpheM2bdok7rezs1P5edGk5s2bq/TeIAiCcO/ePbFtvXr1FPaVLl1aACBIpVIhMDAw13E8fvxYWLp0qVCnTh3xHLa2tsKMGTOE06dPZ3pPzPietnXr1hz779u3r9h+yZIlmfa7u7uL+1u1apVtXzNnzszyPUgmkwlnzpwRBCHn98Ks/haOGDFCbDNu3LgcH1t+8PT0VBrjpk2blLbP+B7UuHHjTPv/+usvwdnZWaGvbt26CYmJicKrV6+EYsWKidv19fWFWbNmCR8/flT4m6rK3xtVVaxYMcv359x6+/atwuOKiYnJ1CYwMFChTWhoqLhv4MCBKv/O3b17VyF2U1NTpX/HBCHz38lPZTzvxIkTVX68GY/T1tYWDA0NxZ+nT5+q3A8R5R+OZCKiAuPTqV6fXq1TNiIISLv616ZNGxw4cAARERH4+++/xSl0X8KpU6dQrVo1HDx4ENWrV1fYl7FGSIsWLRSuJHbt2hVbt24FkPbYcppOkd0SxCVLlsyXqQV+fn4YNGgQxo8fjxkzZohX1DMWL82u1kfGpb3TV7751LFjxxAQEABBEBATEyNO+4qKisLr16/F4fhlypTJsgbK1yqr18Lw4cOxaNEipdNtMo7CyTgq4VPjxo3LtHKaspFMPXv2FKegpfvuu+/QunVrnDp1CkBaIdh27dphy5Yt4rRUNzc3tG3bNlN/bm5u+OOPPwBAaf0wiUSC5cuXK8SiLC4A8PHxQadOnRAXF4dixYohMjIS0dHRGDt2LGrVqoWSJUsiPj4eVlZWiIuLg4mJidIpgRmvXiu7ip+VjG3T+/Xw8BDrtHTo0CHTakkVK1bE0KFDFQoyp1Pn+du2bRsqVqyYqX1KSorC/3NWr4lu3bqhdevWCts6deokjsoLCgpCZGSkWLOuMMjqbwAAdOnSBUuXLhVr4KUvJJGVqKgosb4fkPb3p0uXLggJCRFrA9nY2KBKlSp4/fo1Fi9ejKCgILx7906hfqAyvXr1yrQt4+g7Dw8PhemaAMRVEoG0+kHK+nB3d0dsbCwWLFgAIO29eO7cuahRowY8PDywZcsWpKSkYMyYMeKoGXWtXLlSof5ZTpo3b46zZ8/m6hxyuRy//PKLeL9KlSriiKuffvoJbdu2RZEiRVTq6969exgxYgTu3LkjbpPJZJg7dy6mTJkCiUSCUqVK4erVq2jdujWePXuG+Ph4/PrrryhatGiu4gYgTnfOScYpxJs3b8bFixezbW9paYlff/1V6b6Mi24AaaUCPn0fzDhdViqV5vp9wN/fH4sWLcKGDRvEUWAWFhY4evQoqlatmqu+8tMvv/yiUF+PiDRE01kuIvp25XYkU2hoqEL7v//+W9wXExMjjn4wMDAQYmNjFY718PAQj+vTp0+mvvNjJFNGMTExwtWrV4WOHTuK+w0MDARfX1+FdhmvwH16tTsxMVEwMTERAAh6enoKo5yUnV/Zj46OjjBkyBDh/fv3Kj0mZZKSkoS3b98Ke/fuFZycnMS+W7duLaSkpAiCkL8jmVT9cXJyEgQh9yOZlMn4/5CXPvLjtSAIgnDjxg1hwYIFQq9evYQaNWqII/DSfzKOkhEExZFMN27cyDK+jM9RVlfJFyxYILapX7++IAiC0Lp161z/v0RGRiqMIkj/f8rJgwcPBAsLCwGAUKlSJeHdu3fCmTNnBB0dHQGA4OjoKF5tb9KkSbZX6VeuXCnur127tkrnFwTFkUyTJ08WBEEQ2rRpI25bs2aN0uMyjhDK+H+U1+cvXWJionDixAlh6tSpQseOHQUnJydBW1tbof3AgQPF9hn/n3fs2JEpTrlcrnDsmzdvlD4ePz8/QUtL67P8bN++XeX/D0HI3UgmBwcHse3r168V9l2/fj3T6zs7K1asyPX/XfrPkCFDsh3JlNd+c/p5/fq1sHr1avF+xlFGcrlcqFKlirjPx8dHYSSTs7OzsGTJEqFFixbiNlVGMuX2p3nz5jk+959atWqVeLyRkZEQFBQkNG3aVNz23XffCfHx8QrHZDWSKTo6WuF5+O6774RHjx4pPW9MTIwwdOhQQSKRiJ8bcjuSKS8jZ1X5+fRvwacyvhccP3480/49e/aI+ytUqKCwL6uRTHK5XDhx4oTQo0ePTO9D1apVE169epVtTF9iJFNO7xFE9GVwJBMRFRivX79WuJ9xhaoTJ06II1zs7e0z1XzJWCT82LFjiI+PV7m+QV4YGhqifv36OHz4MFq2bImzZ88iLi4O48ePF5cWTkpKEuvjAGmPL2Odo/THEhUVhYSEBBw5cgT9+/fP8pyLFy+Gubk5wsPDxULEpUuXxtq1a6GtrZ3nx6KtrY1ixYqhZ8+ecHV1hZOTE0JDQ+Hp6Yk9e/agf//+CiOwlBVkT5dxhEnGY4yMjDJdSdXV1VVYRc7MzAwODg4oX748XFxcNFJUNC9UeS14eXlh0KBBCsWq00ml0kwrnSmjrKi8MlZWVkq3ZxwJl17jKrcrAALINLJIlbgCAgLg6uqK8PBwWFhY4NSpU7C3t4e9vT127tyJ3r17w8fHB+3atcP58+cVRstlHB2XLuOohtwUfs3YNr2PjCOFsqrLktUogLw+fyYmJjh06BDGjBmjdKSSKq8JZSv4ZVzGHECWfdjb22caSZNfihUr9ln6vXnzJvz8/ACkjajI+N4KAIIgQEdHB0lJSbh+/Tr8/f1VqtWVTiKRQEtLCzKZDPr6+jA0NISxsTHMzMxgYWEBS0tL2Nvbo0SJEqhbt26mld8yys3outyQSqUKKwdmHAknkUhQqVIlcQTQpysMli5dGj/99BNiYmJw5syZbM9Tr149hdGr6R49eoT79+8DSPt/bt68eaY2ykbnZefWrVuYMGGCeH/q1KmwtbXFunXrUKtWLURHR+PSpUvo3r07Dh8+nGPxdSMjIxw/fhwdO3bExIkT0a9fvyzbGhoaYuPGjRg+fLjCypcFQaNGjcS6h0ePHkX79u0V9mdc5bBx48Yq9SmRSHDgwAH8+eef4jYTExPMnDkTY8eOVetzRl7ExMQoFDgnoq8Hk0xEVGBcuHBBvG1ra6vwoS9jQdAXL17gxx9/zLKfmJgYnDhxAt27d/88gWYgkUgwceJEcXqAp6cnEhISoKenh1OnTil8IZ8zZ062fe3duzfbJFPv3r3FL3AXLlyAp6cnvL29sXz58hxXv1KVpaUlOnbsKK6U5unpif79+6NkyZJim+y+WAcEBIi3Mx6j7gp6BUFWr4UPHz6gcePG4tScWrVqoU+fPqhSpQpKlSoFuVyOcuXKqdS/OpKTk8Xb6QnYjEmICRMmZCrqrcynUzVUiWvatGkIDQ0FAIwdO1YhEdGjRw8EBwdjzJgx4mpz6asZFi9eXOmXyowF7oOCghAQEJBjciMmJkYsSg/8t9BAbGysuC23y77n9fk7duwYunXrJq6c2LlzZ7Rv3x6Ojo4oVaoU/v77bwwePDjbftRZ3l1bWxuVKlXK8/GakPE9JDw8PNu/AYIgYN++fZg0aVKWbcaPH4/x48eL9+VyuUrJ3nQZk1yf/l/ktJKXIAgIDQ1FTEwMBEGAoaEhrKysVPo/TV/xE1Bc9VMQBIXXt52dXbbTb7MzcOBADBw4MNP2efPmiUmmqlWrYtu2bXnqP92jR4/Qrl07JCUlAUhLhvz8888AgPLly2Pbtm3itMgTJ06gXbt22LNnDywtLbPtt0SJEmKcn3r37h0ePHgAf39/REdHQ0tLCyYmJoiNjUX16tUxdOhQ8b0qu0Uu0jVp0kSlFVBDQ0PFxJ+JiUmuEqDKDBw4UFzwZMeOHRgxYoR4YebKlSvYv3+/2HbAgAEq97tu3Tp4e3vD398fw4cPx//+979sp+rnVWBgIG7cuAFBEJCYmIi4uDgEBwfj3bt38PLywv379+Hr64tly5bl+7mJSH1MMhFRgZCcnIy1a9eK97t27SrWdYmKihJryahq7969XyTJBEChjkNqaipiYmKgp6eX68TKmTNnxJEeOZk1a5ZY32Xu3Lno06ePSh+IVZFxZEp6kizj1en0GhafjhSLi4uDt7e3eD+rK8OxsbFivSYDA4M8rar3tVL2Wli4cKGYYOrYsSMOHTqkULMo40o5+SGrK78Zk4PpX1Tt7OzE2i21atVC79698zWWdOkjugDlKyCOHj0awcHBmDt3rsLvurKREkDal8iKFSuKX7I9PDyyTSgAwP79+8Uvs3Z2dqhZsyaAtC986dK/XH4qIiJC6fa8Pn+TJ08Wv5guW7ZMYSQHgGyXVf8WpddZyo29e/fm+JrI6Pvvv8+0KqWqtm7dikGDBmXbJiAgAOvXr4enpyeePHmSqWadjo4OHB0d0bJlSwwfPhzly5dX2k/btm0hk8mQkpKCdevWwc7ODtWqVcO+ffvEUUxOTk4oX758npNMX8Lly5fRuXNnsWZh6dKl4eHhofDe2KVLF7i7u4v1tU6fPo2aNWvmOBLrU3K5HNu2bcMff/whrqCqjEwmQ9OmTfHzzz+jWbNmeXhUWZs/f744knnQoEFiPca8cnV1haurK86ePYukpCQ0btwY3bp1g1wux4EDB8Q6Sp07d0bdunVV7ldXVxd///03DAwMIJPJcP78efHvV/369ZWOoMyLPXv25EsdSSLSDOWVN4mIvjLjxo0Tp8sZGxsrFAE9cuSI+MXZyckJgiAo/Xn8+LF4zF9//ZXttK78lHEKlJmZGSwtLREXF4fjx4+L29Ov2Cn7Sf+ym5ycjEOHDql0zrp166Jly5YA0pI2Ga/IZ+enn37Cu3fvsm2T8XlML0BcokQJcXn5lJQUhceW7vjx4+KXYycnpyyTXhMnToS1tTWsra3FAraFhbLXwtWrV8Vtbm5umYpinz59Ol9j8PHxUbr93Llz4u30UTwZlzrP6Qt2QkKCOD0jtzJOvckqYTNnzpxMV9w/Le6c0bhx48Tbv/32Gz58+JBl26ioKIVisaNGjRJHSKW/roG0EQDKZEySZZSX5y8sLEzh/2jIkCGZ2ub3a6Kgu3Llivi+ZWpqioSEBKXvpeHh4eKUnnv37uHFixeaDFvk7u6OMmXKYN68ebhz547SRRGSkpLw+PFjLFu2DM7Ozpg2bZrSETIODg7i38fExERMnToVbdq0EUcVyWQypUXqvyYvXrxAy5YtxQRTiRIlcP78eaXFvUePHo21a9eKv6+VK1dWGCWbk4SEBLRu3RpDhgzJNsEEpP1tO3PmDJo3b55vo4PTZSyG7uLiki997t69G05OTgDSLvLs2LEDu3btEt9vq1Spgk2bNuW6XxMTE/H5njx5Mrp3747u3bvj1q1b+RJ3ToyMjFC7dm2MGTMmywsNRKRZHMlERF+1gIAA/Pjjjzhw4ACAtKk3K1euVBgRknFEUHYjBSpVqiSObkhISMDRo0ezrceQH/z9/TFt2jTxfrdu3SCRSHDixAlxGk7p0qWVjt5I16tXLzE5sXfvXnF1qJzMnj1b/DJ66NAheHp6Zlpt6lNnz57Frl27sGzZMvTp0yfTVCcPDw+FL9Q9e/YUb/fv3x/Tp08HAEyfPh0tW7aEmZkZgLQRTxlrlGQ37S+30uuwqGPbtm1qT+3ISVavhYxTcD5N8F29ehWTJ0/O1ziWL1+O/v37K0xr279/v/gFQSqVok+fPgDSrqgvXLgQSUlJ8PDwQPv27bNcGWvkyJHo168ffvrpp1zHVK1aNVy7dg1A2ii8li1bZhqxd/v27UwrLk2ePBn16tVTOj3Gzc0NmzZtwq1btxAWFobWrVvjyJEjmb6ABgUFoUePHmI9JkdHR4WRQ23atIGHhweAtBEpo0ePVkg87dmzB0ePHlX6uPLy/H06Dendu3cKNZ9Wrlwpvh9Smox/A7p06aK0TheQNhWxZcuWYsJv79694ntWTjZu3KgwdTInY8aMUbra4qf27dunsEpmiRIl0LlzZ1SqVAkWFhaQSqWIiIjAs2fPcPToUfj4+EAul2PBggUwMzNTOhorfSW0OXPmKLyn1KxZEytWrECjRo1UfhzpRo8enWObjCu2PXnyJMdjjIyMsGjRokzby5Yti2PHjqF3794oX748Dh06pDAN8FMjR46Es7Mztm7dig0bNuRqWuucOXPEkU+6uroYNWoUunTpAicnJ5iamkIulyM0NBT379/H1q1bcfDgQQBpNRDr16+Pjh07qnyurGzYsEFhKmPGlebUYWNjg9u3b2POnDnYuXOnOB3P3t4eAwcOxPTp07/oSOESJUqI9f6U6dOnD6pVqybel0gk0NHRgb6+PszMzGBnZ4dixYp9trpuRJR/mGQioq+Gh4cHzM3NkZiYiODgYNy8eRPnz58Xa8XIZDKsXLkSbm5u4jHh4eEKVwBzmo7Sq1cvMdmxd+9epUmmv/76K8tpMUDalCdlH+wzXhGMjY3Fs2fPsGvXLvGLiZWVFWbNmgVAcaltZV86M+rZs6c4febixYv48OEDbG1tsz0GSBuN0qJFC/ED9JgxY+Dl5ZXlFzAg7UPdhw8f0K9fP8yYMQNt27ZF6dKlkZqaisuXLyuMUOrXrx8aNGgg3v/xxx+xceNGvHnzBr6+vqhVq5aYENu8ebM4aqBkyZIqj6wqqHLzWqhVqxaePn0KAPj555/h5+eHkiVL4s6dO9ixY0eu6sCo4s2bN3BycsKgQYPE2iTbt28X948YMUIcoebg4ICZM2di+vTpkMvl6N27NzZv3gxXV1cYGxsjMDAQZ8+eFZdfz2vSdtasWWjTpg3kcjmeP3+OcuXKoX///ihbtiyioqLwzz//4OzZs+JzUaxYMQQEBODZs2do27Ytzp07ByMjI4U+ZTIZ9u3bh6ZNm8LPzw8PHjxAxYoV0aVLF1SvXh0SiQReXl44cOCAOO3T1tYWBw8eVPji1bNnT8yZMwcvXrxAbGws6tWrhx9++AH29va4fPmywu/yp/Ly/FlbW6NkyZLiqLAOHTpg6NChMDAwwLFjx3D+/Pk8PceFVWpqqvjFH1Dtb0Bekkxjx47N1bRsZYWxlVm+fLl4u2XLljh27FiW79ELFy7EkCFDxIT4smXLspzyN3z4cAwbNgyvXr1CZGQk7O3ts03U5GT16tW5au/n55fjMZaWlkqTTADQokULPHz4EFZWVtn+zUrXuHFjlQtYZ5SxdtaKFSvwww8/ZGqTvghBu3bt0L9/f7HW0cGDB9VOMm3atClTMm7evHkICwvDokWLFKbr5oWRkREWL16MxYsXi+9zWS1U8LlJpVLxwpMyLVu2FEdgE1EB92UWsSMiyuzT5Wyz+2nQoIFw//79TH1s2LBBbFOzZs0cz+nr6yu219bWFsLDwwVBEITGjRurHEvVqlVzHX/x4sWFO3fuCIIgCFFRUYKenp647/HjxznG3aBBA7G9u7u70vO/ffs203FXrlxRaPPrr79me54rV64IpUqVyvHx9OnTR0hISMh0/LNnz4SiRYtmeVzRokUFb2/vbGPIuDz2tGnTcnxuvgZ5fS0IgiD4+PgIZmZmWbYfOnSoIJVKlS5bnbHdp0u2Z5RxOes2bdpkea42bdoIcXFxCsfK5XJh2rRpgkQiyfZxWVhYCDdv3hQEIevlw7Oze/duwcDAINtz6OjoCHPmzBEiIiKEEiVKiNtdXV2FxMREpf2+e/dOaNmyZY7/Lw0bNhRevHihtI+HDx8KdnZ2WR7bq1cv8fan/0d5ef727t2bZXstLS1hyJAh4v2BAwcq/X/Oanl1VV8zX4vmzZuL8Spbnvz06dPifhsbGyElJSXb/qKiogR9ff1cvf8KgiC0a9dO5d/xT3+2bt2aZb8ZX1erV6/OMY6zZ88q9K3sfVhVFy5cEPtp166dIAiCMGvWLHHb3LlzxbZ5fezZ/VhaWuY59pyo+h7k7OwstluzZk2O/fbr109sP2DAgDzFJpfLhbNnzwpNmzZVeD4aNWokvtenPz+LFi0SAgMD83SevBo4cGC2v3MZ1axZU2x7+PDhLxLfp3ITLxF9GRzJRERfHSMjI1hYWMDZ2Rm1a9dGjx49slzpKDcjgoC0Yfg1a9bE3bt3kZycjIMHD6o8/Sw3pFIpzM3NUalSJXTq1AnDhw8XR0ccPXpUvMpdsWJFlVZx6tWrl1i7Z+/evSpNXQCABg0aoHnz5mK9nYULF6Jfv37iSBVl7Z8/f44DBw7g6NGjuHXrFj58+ICUlBTY2dmhQYMGGDZsGJo0aaL0eCcnJzx58gTLly/H4cOH8erVKwBpUwI7d+6MiRMn5urK7PHjxxVWpMtJtWrVvrpRUtm9FoC0VZLu3LmDefPm4dy5cwgMDISxsTFcXFzwv//9Dx07dsSRI0eyHV2XG6tWrcLff/+NdevWwcfHB/r6+qhevTrc3NzQt2/fTDWhJBIJ5s2bhx49emD16tW4ePEi3r59C7lcDnNzc1SsWBEtWrTAkCFDYGVllee4+vTpg2bNmmHDhg3w9PTE8+fPERkZCQMDA5QsWRJt2rTB8OHDUaZMGQBpKyY1a9YMcrkcZ8+eRd++fbFv375M8dvb2+Pvv//G2bNn4eHhgcuXLyMwMBCCIMDOzg5169ZFz5490aFDhyxjq1KlCh4+fIhly5bh2LFj8PPzg66uLmrXro1JkybB1NQ0y0L+eXn+evbsCWtrayxbtgw3b95EZGQkrK2t0axZM0yePBlaWlriCo/fuox/A7p3757jCmzGxsZo27atOPpp7969mDdvXq7OOXv2bIWpwjnJbml3JycncRrT9u3b0atXrywXd4iLi8OKFSvE+6VLl1ZplE9+EFRYIa0g6tKlC+bPnw8gbTTu69ev0alTJ4XpciEhIXjw4AG2b9+OP//8Uzy2W7duKp/nxYsXuHXrFi5evAhPT0+FhRakUikWLVqESZMm4eTJk+jfvz8+fvyIsLAw/Pzzz/jll1/QoEEDtGjRAvXq1UOdOnVgbGycf09CPvnjjz8URoblpHv37mjXrt3nC4iINEfTWS4iIqKMMo5kyu1P+tV4IqL8pM5Ipk9Ht2V0/vx5QUtLS2xrZGQkdO3aVZg9e7bwxx9/CO7u7sK8efOEPn36CBYWFgr97t69W63HlJuRTAWNqiOZEhISsh3dmdVPbkfZDhgwQGk/zZs3Fx4+fKjQNjQ0VBg3bpygo6OTqb1UKhWuXbuWl6dEZXkdyZTbn4ULF37xeInoy+BIJiIiIiIiDWjatCmOHj2KoUOHIigoCDExMTh48KBCnalPmZubY+XKlWKBfso7XV1dnDhxArt27YK7u7tC8fJP6ejowNXVFZMnT851/acVK1bg77//xocPH2BjY4OuXbtiyJAh4uqxGVlaWuL333/HtGnTsHv3buzevRv37t2DXC7H2LFjxdU/iYi+VhJBKKTjX4mIiIiICoD4+Hjs378fnp6e8PLyQkBAAGJiYiAIAgwNDWFvb4+KFSuiZcuW6NWr12ebLhUUFCRO3ytSpIhKi0x8jcLDw8UVI42MjFC2bFmVjgsKCsLDhw/F518qlcLU1BSlS5dG1apV1Xre79+/D5lMhkqVKmVauTUnERERuHr1Kpo2bfrZV4Tz9/dHeHg4AMDOzk6tgvFfQkGLl+hbwCQTERERERERERGpTZpzEyIiIiIiIiIiouwxyURERERERERERGpjkomIiIiIiIiIiNTGJBMREREREREREamNSSYiIiIiIiIiIlIbk0xERERERERERKQ2JpmIiIiIiIiIiEhtTDIREREREREREZHamGQiIiIiIiIiIiK1MclERERERERERERqY5KJiIiIiIiIiIjUxiQTERERERERERGprcAmmbZv3w6ZTAYHBwel+xMTE7F06VJUq1YNhoaGMDAwQLVq1bBixQqkpqZ+2WCJiIiIiIiIiAo5maYDyK2IiAjMnj0bf/zxB7S0tJS2CQ0NRe3atREaGooBAwZgypQpSEhIwL59+zBhwgT4+Phg3bp1XzhyIiIiIiIiIqLCSyIIgqDpIHJj8ODBOHHiBJYvX45NmzbBz88Pfn5+Cm1evnyJKVOmYN26dbCyshK3C4KAGjVq4NGjRwgKCoK1tfUXjp6IiIiIiIiIqHAqcNPlxo4dC39/f/Tr1y/LNqVLl8aBAwcUEkwAIJFI0KxZM8jlcjx9+vRzh0pERERERERE9M0ocNPlqlWrlmMbiUSS5b7o6GgAgLm5eY791KtXT+n2Bw8ewMTEBKVLl86xDyIiIiIiIiKiguLVq1cwNzeHt7d3ro8tcEkmdURFReHgwYMoVqwYnJ2d89xPSkoKYmNjWUCciIiIiIiIiAqV2NjYPB/7TSWZxowZg/DwcCxZsgTa2to5tr9+/brS7ekjnLLaT0RERERERERUEGU1q0sVBa4mU15t27YNO3bsQOfOnTF48GBNh0NEREREREREVKh8E0mmBw8eYNSoUXB2dsa2bds0HQ4RERERERERUaFT6JNM/v7+aNu2LQwNDXH8+HGYmJhoOiQiIiIiIiIiokKnUNdkioiIQNu2bREREYELFy6gTJkymg6JiIiIiIiIiKhQKrRJpqSkJHTu3BnPnj3DwYMHUadOHU2HRERERERERERUaBXKJJMgCHBzc8PFixfxxx9/oFOnTpoOiYiIiIiIiIioUCuUSaYlS5Zgz549qFevHkqVKoUTJ05kalO+fHmUL19eA9ERERERERERERU+hTLJ9PTpUwDA9evX0aFDB6VtZs2ahdmzZ3/BqIiIiIiIiIiICi+JIAiCpoMoaOrVqwcgLYlFRERERERERFRYqJPzkOZ3MERERERERERE9O1hkomIiIiIiIiIiNTGJBMREREREREREamNSSYiIiIiIiIiIlIbk0xERERERERERKQ2JpmIiIiIiIiIiEhtTDIREREREREREZHamGQiIiIiIiIiIiK1MclERERERERERERqY5KJiIiIiIiIiIjUxiQTERERERERERGpjUkmIiIiIiIiIiJSG5NMRERERERERESkNiaZiIiIiIiIiIhIbUwyERERERERERGR2phkIiIiIiIiIiIitTHJREREREREREREamOSiYiIiIiIiIiI1MYkExERERERERERqY1JJiIiIiIiIiIiUhuTTEREREREREREpDYmmYiIiIiIiIiISG1MMhERERERERERkdqYZCIiIiIiIiIiIrUxyURERERERERERGpjkomIiIiIiIiIiNTGJBMREREREREREamNSSYiIiIiIiIiIlIbk0xERERERERERKQ2JpmIiIiIiIiIiEhtTDIREREREREREZHamGQiIiIiIiIiIiK1MclERERERERERERqY5KJiIiIiIiIiIjUJtN0AERERPRlyRMTEfPCB8lRkZDHx2s6HKJCRaKtDZmxCQwdSkPbzFzT4RAREX1RTDIRERF9A4SUFIRdv4yQ838j7MpFpMbGaDokosJNSwtmNVxg06w1rJq2gLaJqaYjIiIi+uyYZCIiIirkhJQUPJs9BSHn/07bIJHAuKwjdCwsINXVgwQSzQZIVIjIk5OQHBONaF8fRNy+gYjbN/B2z1ZUXbUFuta2mg6PiIjos2KSiYiIqBDLmGCSGZugeOcesKxVFzqcxkP0WaUmJiLi0T28O3kUMa988XD0YCaaiIio0GPhbyIiokLs3YE9CDn/N7RNTFFp6q8o4tqGCSaiL0BLVxeWLvVQ8edZMHF0RvzbN/BZMFPTYREREX1WTDIREREVYsFnTwEAyg4bDYNiJTQcDdG3R0tPH04TfoFURxcf79xAcsRHTYdERET02TDJREREVEglBL5H9NPHkBkZw6xSVU2HQ/TNkukbwLxaDSA1FaGXzmk6HCIios+GSSYiIqJCKvzmFQCARQ0XSLS0NBwN0bfN0qUeACD8+mUNR0JERPT5MMlERERUSCWFhwEA9IsU1XAkRJT+e5j+e0lERFQYcXU5IiKiQio1LhYAoKVv8FnP83DmZMT6vYR1wyYoN3zMZz2XJvgf2IOAYwehY26BWis35kuffh7b8f7UMehaWaPm8nV57kcQBEgkknyJ6e6EkUgMDUGZwT9Ax8ISz5bOAwDU3eQBqY6OSn34H9qHgCN/wricEyrPmI/bY4YgOTICpQcNh12zVmK7CK+HeLp4jtI+qs5dCsOSpQAAXgtmIsr7CSzrNIDjqAlqPkLNSv89TI2N1XAkREREnw+TTERERIWVIABAnpMQ6cmVT5UZ/ANsm7iq1MezFYvw8eFdldoalymPyjPmq9T21v8GISUmGiW690WxDl2Utnk8dxqifb0zJShSE+IReuNqtv2bVakOXQtLlWJJJ09JAeTyTNsFCGnbpVJo6eiq1Ffg6ZN4vWdb9o0EARAElB44DHbNW+cqVk3T0tWDfhF7pfsk2tpq9f1g+kTE+fvBrEp1VPhpeo7ts0t4KeP041RYVK+V67jSfw+Ff38viYiICiMmmYiIiOjzkcuVJl6UEeSpnzmYNMnR0Xi5ZW22bZx/mp7rJNPLLWsRcuVilvuLtGqPUn3dctXnpyRaWpDKtJEaHwcgbeUyi1p1czwu6PzfeLVtg9J9Jk4VUemXnJMs8qQk3BjaO8v9NZZl/5wCQNjt64jyeQYAMKtcXWmbD+dPAwCs6jXKsb9PJYaHIS7AHwBUXk1Rqq0NbVOzbNsIcjlSoqNyHQ8REdG3hkkmIiIiUqpEtz4o0a2P0n25naZl4VIXTmMm5Vdo+cageAloG5sCAOTJSYj29cnfE0ikgJCWZNMxM1f5sCIt26FIy3ZK9709egBvD3oAAEr1HwKdHBIkn8YjMzQEAMiTEiFPSlL92Ay09A3SiskLAlJiY1Q+Ljk6CgkfglRqm5oQn6uYhNTUtOThv0nNlNgYCHI5JNLsS5AaligF5x+nZtsmOSZanD5IREREWWOSiYiIiDK5Nqh71jvlchTr1B0luvT6cgFlwX//bvjv353n44t17AGr2mmrfsV/CMT9SaMBIE8JhTJuI1F6wFDxvkRLhri3b/Bo9hQAgFGpMnmOEwDi3r3F691bEen1EABQokc/2DRqmqs+dC0txRpQWU2HVIXT+Ckwda6k8Jypwq5ZK9g1a4Xk6Gi8O3EIHx/cQUJoCCSQQNfGFpa16qBo207Q0tcHAAQcPQAACLt1DdduXwcAlBs+Ftb1FUc5JX0Mx4uNqxDx73MDiQTB/5xDUlgoHPoOhkHRYlnGFP3yea6myxEREVHWmGQiIiKizD6d4iaRQqIlhZCSAgAwKlU2V919fHAXt8cMybZNse+7okiLtrnqVyKTQaKl/OOMPDlJ5al6n5Jq6wD/joARUlIgpKaocIw28Ek9oYinjwGkjfwxLuuY6zgEQUCU9xMEnj2F8Du3xFFRulY2MChSFEJqatqIogIkNTEBj+f+goSg99C1sU1LlAkCPj64i4CjB/Dx4X1UmbVQ8XH9W38q7fZ//6dx7wMQ/M85BJ0/DXliAqS6eig75H/Q0teH7wZ3RHg9xINpP8Kiei1YN2gC04qVIcumEH750ROhbWySbfwGxUqq9fiJiIgKMyaZiIiIKJP6OzKPcAk864nXOzZCS08fphUrZz5ISJuyBACQShWm0wnJyUiOjMj2nKkJCbmOs0S3PijatqPSfU8WzUbkv0me3HIcNxnmVdJqBqWvmJZbQmoqPlw8AwCwqlM/yxXaxOdMIoFEKoU8ORkxr3wRfv8Owm5fR2JIcNpumQymzlUQ+dQLiaHB8F75G7RNzWDpUhdmlavBuKxjjgkSVbzcul7tPqJ9vdNGwylJ8kV6PUJC0HtAIkWV2b9B28gYAJAQEox7E39ArN9LRPl6w9SponjMp8XbE0ND8HTJHMQHvk/bIJHCsk4DOPTsD10rawBAjcWrEHDiED6cP43wu7cQfvcWIJGiVN9BWU5F9P9zNyRa2U+vM61YBaUHDMvV80FERPStYJKJiIiIciRPSUHQmZMAALsWbZSukhZy9SJCrl4EAJTsNUAh+fO11mT6nALPnkJi8AdAKoV9u05K2ySGhuC6Ww8AgHnVmig7YgzuTxqtUOdI28wcNo2awq55a+haWCIhOAjvTx1HyNV/kBwZgaCzngg66wmbxs1Rdsj/1A9cyNvor0yyGEWmY24hnif83m1Y1akPyAWE37mRtl0iha559kXXda2sYelSD+H378CiugtsGjeHnrWNQhuZoSEcevZH8c49EH7nFiIeP0ByTBRsm7XMst+E4JzrRekXKZpjGyIiom8Vk0xERESUo7cHPRAf+B4SLRnsW3fQdDiigCP78f7UMaX7clOQ+lMhVy4i+nnaKmhRPk9zfXxcgD/89+9JuyMIiH3zGvq2RXI8TtvIGMW+74rAM6dgXq0mLGvVgYlTBUik/00d07OxQ+mBw1Cy1wB8fHgXH+/fQYzfS5Ts0T/XcSpTZvAP0LGwVKvQtXE5J1SeMR+3xwzJNILNqHRZFO/SC2+P/ImXm1bj5abV4j6JtjYceg2Anq1djufIrjB9Rlo6urCu3yhTHad0ZpWqZhq55/37IoTfu63yyntERESUhkkmIiIiylbQ+dN4d/IIAEBITUHwpfMoqmRkjnXDJig3fIzSPsJv38C1AV1zPFe9rX/mqsZQakJ8rlchU0XojSt5PjYp4iOerVgIeVJi2gZBwIsN7tCzsoFRacVaVrpW1mIh7nT2bb6HfZvvczyPlq4urGrXh1Xt+nmOVVOKd+oO64aN8fH+HSSEBEMikUDP1g4W1V3+G+kEwKZRE5g4VYRBsRLitmhfHzxRs1B3sQ5dEP8+AKnJylfXi3n9EkBasXVv9yVZ9lNm4HBom5iqFQsREVFhwiQTERERKSUIAgKO7sfbQ/sAAFoGBkiNi8ObP3dBqquLIq5tcuxDqqcHLYOsCy1nIsm5CQDUXrNN4X7I1X/gu/4PAECtPzZBx8xc9XMqUbR9ZxiWcAAAhN68hvC7N1U6Lr1WUGJIMLT0DVB2+Gi82bsDCR+C8Gz5AjhP+CVTokk8NjwMd8cPVyvu7BJ9X5tAzxOI9fcT78e8fonQG1eVtpVIJQDSVgEU5HLIE3NfvysjeUoKwu7eyrGflOgohN++keV+h14DoZ3lXiIiom8Pk0xERESUSXzQe7zasQmR/y4Jb+faBiW794XPqqWIePwAr3dsQlzAW5TqMyjbfjIWa/4avVj/B15sXJV2J331MgAmThXFwt9xAf4qJZkivB7i+drfkRIdBS0DQ1SYNAPGZcrBsGQpeM2bgaTwUHgtmIlS/QZn3Yk0m6LT6TWOJJK0HyUk2R0PIDEsFDdHpk2rkycnZ9s2O8+WL0wrkC0Xcm6chVh/P0R5P1GprbapmXjbxNFZaWH6dLf+NwgpMdGwb/M9HHoPzLKdVZ0GENSsP5Vx1BURERExyURERESfeLN/N96fOgYhJQVaevpw6DcYtt81AwA4jf8ZL7euQ8iVi/hw4TRMyjtpOFr1yLOYLpVbQec88Wr7RgCAYYlSKPfDOBgULQ4A0LOyQeWZC+Dzx2LE+L3KslaUroUl6m/bn+U57k8Zg/jA97D5rlneC3wLAlLj4vJ2bAbqjiQCgHLDxyA1fUphFl5uWoPoFz5qn0sZg6LFAACvd29FyNV/VD6ueKfuWa5OR0RE9K1jkomIiIgUGJcpD4mWDNYNmqBEt97QyTCKRKqtjXLDx8DUuRKk/9YEeu95QuH4kOuX8SJDMee8KDN4JGwaNFHY9vboAQQcO6D8gAwjau5O/CHLfiv+PBsm5ZyyHQmTF7ZNWyAxPAyQy1G8ay9IZYqTqHQtLFFp+nzEBfjDyKE0/Dy25+v5c2LXrBXsmrVSqw+pjk6+Pm++G9xVHsn0OaUmxCMlJlr19onZJ8aIiIi+ZUwyERERkQKLGi5wcd8ELT39LNvYNGqadQdyOQQ1pmKl9/EpITVVpX6zbaPG9K7sSKRaKNm9b7ZtpDIZjBxKf5bzF2Ra+gbQMTPLts3nnJZWdsj/VBoZlj4Nj4iIiLLGJBMRERFlkl2CKSfWDRrDukHjfIwmTYkuPVGiS89875e+fhEP70Lo1R8SqeorDxIREdGXxyQTEREREWlManwc4uNVqBP1eQahERERUT6SCILAP9m5VK9e2hK6169f13AkREREWXvpvgQBHttRxm0kbJu20HQ4RN+0xNAQ3J0wEgalysJl9xFNh0NERJQldXIe2a9zS0REREREREREpAImmYiIiIiIiIiISG1MMhERERERERERkdqYZCIiIiIiIiIiIrUxyUT0Fbt8+TL69euHkiVLQk9PD5aWlqhVqxbmzp2Ljx8/5tt5rly5Ajc3N5QvXx4GBgYwMjKCs7MzRo0aBS8vr0ztmzRpAolEotKPlZWV0nM+fPgQXbt2hbW1NXR1dVGuXDlMmzYN0dHRStu/ffsWBgYGYr8HDhzIt8dPRERERERE6pNpOgAiyiwlJQWjR4/G+vXrFbYnJiYiPDwcd+/exapVq7B//3589913eT5PVFQURo8ejZ07d2ba5+3tDW9vb6xZswZ37txBzZo183yeT124cAFt27ZFQkKCuO3FixdYsGABTp06hStXrsDAwEDhmKlTpyI+Ph4A0KBBA3Tr1i3f4iEi1aUmxOPm8H4AgLLDRsGmUbPMbZISEXL1H3y8dwexb/2QEh0NQS6HzNAQ+kWKwqxyNdg2cYW2ielnj9fbfQnCb9+AiVNFVPplTp76CL9/B94rFgIAaixbCz1rm3yJzf/QPgQc+RMyI2PUXrMtX/osjPLj/zCdIAiQSCTwWjATUd5PYFmnARxHTcinSImIiIhJJqKv0Pjx4xUSTHp6eqhSpQqio6Px7NkzAEBwcDDat2+PmzdvwtnZOdfniIuLQ5s2bXDt2jVxm4mJCRwdHSGVShEYGAh/f38AQHJycpb9VK1aFWZmZlnuNzVV/BKZmpqKwYMHiwkmU1NTODg44PHjx5DL5bh//z4WLFiAefPmicfcvn0be/bsAQBIJBIsX74814+XiLIWePYUIp95QdfCCqX6uonb4wL84X94HwCgzMDhKiWF4gPf4enSeUgMCQYASLRk0DY1g0QqQXJUJKJ8niLK5yne/XUUTmMnwbRCZbVif75uJUKvXYKutQ1qLlur8nE3R/ZHaoZE96cq/jwbpk4V1Yot8OwpvN6xCQBQZ8MuaOnpq9Xfe88T8NuzFQBQy30zdEzNcjzm/pQxiA98r1L/6iRcwu7ehM/KxQCAyrMWwrhM+RyPifB6iIDjBxH7+hWE1FToFbGHXbNWsG3SHBKpVq5jCL58Hi+3bVC6T0hNBeRyOI6ZBEuXurnuGwBujx2K5IiPKNquE0r27J+nPoiIiAo7JpmIvjJ3797F6tWrxfv169fHkSNHYG1tDQC4c+cOunbtCn9/f0RHR2PcuHE4ffp0rs8zcuRIMcFkYWGBJUuWoF+/ftDR0RHb+Pj4YNWqVbCwsMiyn99//x1NmjRR+byXLl2Cn58fAMDQ0BBeXl4oVqwYVqxYgQkT0r7c7Ny5UyHJNGHCBAiCAADo1asXateurfL5iChnMa9eIPz2DegXLa6wPTk6CuG3bwAAHHoNhLYKfb3YvBaJIcGQGRqhzOCRMK9eC1JZ2pGCXI4on6d4uWUtEj4E4fna31FzxXpIZXn/OCJPSgQAyPQNc3WckCoH5PJsGgh5jildehJLIpNBqqOrdn8RXg8AANqmZtA2NlG7v/wU8fgBgLTHqm9XNMf2r/dsQ6Dn8f82SCSI8/fDq23rEXL1H1SYPBNaurl8zqRSSLU/fZVKIKSkQJCnXSwxLOGQuz7/JchTkRobCwDQMsjda42IiOhbwiQT0Vdm7dr/rsQbGxvjxIkTMDc3F7fVqlUL27dvR9OmTQEAZ86cga+vL8qVK6fyOa5cuSJOkbOwsMC1a9fg6OiYqZ2joyPc3d3z+lCUevTokXj7u+++Q7FixQAAffv2FZNM/v7+iIyMhKmpKQ4cOIArV64ASBvRtXDhwnyNh4jyV+zrlwAAyzr1YelST2GfRCqFqXMl2DVrBT+P7UiOjEBSeCj0bOzyfL64t2kjLg1KlMzVcXU37s60LebVCzyaPSXPsXwq2tcbAKBjZgFIJGr1FXLtEiIe3QcASLW1kRQeBl0r6xyPq/5bzu/hj+dOE2PNi0jvJwj+51xabDq6SAwLgcww60RMlM9TMcFUpHUHFO/YDRKZNsJuXcPLLWsR7euNd8cPokS3PrmKw6ZBE9g0aJJp+8ttG/Dh/N8wKF4CerZ5e63FvH4FeXISAEBmaJSnPoiIiL4FLPxN9JW5dOmSeLtnz54KCaZ0TZo0Qd26/w33P3r0aK7OsWTJEvH2mjVrlCaYPpeYmBjxdsbH9umUu5iYGCQlJeHnn38Wt40fPx4lS+buiyQRfVlGpcsAAMJuXsOHC2eQEBoMeUoKBHkqkiI+IvTmVQSe8wSQNiJHx8Iyz+eKef0SCR8CAaQlLlLi49R/APkkNsBfTAolhgbj7b/TDnNLkMvx7q+jeLFxVdoGiRSJoSF4NGcqQq5dFkd5akrwlYt4tmxB2nQ0iRSpcbHwmj8DgWdPQZ6SovSY8Hu3AQB6NnYo1WcQZIZG0NLVhU2jprCu3xgAEHbnZr7El/AhCCFXLgAA7Ft3yLQ/7OZVXBvQFdcGdEXI1X+y7Cfo/N/ibf+DHkiKyL/FN4iIiAoTjmQi+soEBASItytWzLoeSNWqVXHjRto0locPH6rcf0hICE6dOgUAcHZ2Rs+ePXHv3j14eHjA29sbEokEjo6O6NmzJ2rVqpXHR5E1S8v/vlC+fftW6W2pVAoLCwu4u7vj5cu0URHW1taYOnVqvsdDRP+Jf/8ON0f+V2tGSM1mOlkWyg4fA+8VixAX4I+XW9dl2U7H3AKOo38Sp9LlliBPhd+ebeL9xJBgPHdfCsfxU6CVD1PT1JEU8RE+fyyBkJoKbVMzJEdFIeDIfsgTE1Gie1+VpgemxMch7OY1vD91DPGB7wAA1vW/Q/GuvfByyzpEPnkE33W/I+D4Adg0agbLWnWUjgh7PG864t8HZNqeUWouk3PypCSE37uN957HEPPqBQDAtFJVlBk8Ev5/7kbojSt4vWMT3v91DNYNm8CqTn3o2xeD5N/RXGJiTJr5WqdE699tQu5fe59KDAvFs+XzIU9KglGZ8rBWMsoJEikkMq0s4wGAjw/vIeTKRQCAzMgYKdFR8F75GypMmgEZp84REREpYJKJ6CuT8aq0NIsPvADw7t078XZ6IkYV//zzj1jIu2PHjhgxYgQ2bFAslHr8+HEsXboUAwcOxIYNGxTqNH3Kzc0NUVFRiIqKgr6+PooVK4ZGjRph6NChcHFxydQ+4wisq1ev4sSJE2jYsKFCDaYqVaogLi5OYduvv/4KE5OvqwYJUaEjyJEap95oID1rWxTr1APPVy0FABiWKoPU+HhAECAzNETM61eAIEeRVu1hXC5voyiF1FS82LQGUT5PIdHSgkOfQfDfvwcRXg/xZMEslBsxBvpFsq8LdHvMEKTExX7SsfqjgsIf3MXLLWuRHPERMmMTVPplLmLfvoHv+pV4f+oYIh4/QImuvWFePesk/ovNaxBy9R8I/44E0i9SFCV79YdF9bT31IpTZiH01jW8PbwP8e8C8GbvDrzZuwNGZcqh8oz5CkWzU2JjkBITrfbjSud/aB/e/3VUrIWlY2GFEl17wbphE0gkEpT/34+wadwc/gc8EPPyOQKO/ImAI39C19oGVectg0zfABbVaiLQ8zgSgt7D/9A+FG3XERItGcLv3kTwv6OJzKtn/vuhKkEQEHbzGl7t3ISU6CjoWFjCccxPkCj5m2pZu162xc5Db13Diw3ugCDArHI1lB06Co9mT0HMS188WTQbTmMnqzRtkYiI6FvBJBPRV8bW1hZv3rwBALx48UJpm8TERHEUEwBERUWp3P/du3fF2/v27cPr16+zbLt9+3YkJSWJK7spk17EG4C4+t2zZ8+wYcMGDB48GKtXr4aenp7Yplq1amjUqBEuX74MuVyODh0yT18YPXo0Zs+ejYiICABpI66GDRum8mMkorwxKOGAavOWifcjn3nhycJZavVZ4afpCkWqrw/pBSE5+1EqCR+C8Oz3RZAnJqL8qB8VViqLD3yPF5tWIdrXBxItLZQdOgrWDRrDqHQ5eP++CDGvfPFg+kTYNnZF8U7dszyHPDkJQjYrZ+ZWSmwsnq9ehgivtJGlhg6l4TjmJ+hZ20K/iD10zM3xcstaxAX44/maFagwJevntUiLtoh88ggmjhVgXf87mFaqKo4CSmdVuz6satdH9IvnCLt7E1HeT1Cq3+AsV2Wzb/M9HHoPVPtx2jZxRej1yzAs4QCrug1gUaM2JFqK5zSrWAVmFasgNsAfYbeuIeqZF4q0bA+ZvgEAwLRCZdg2a4UP5/9OS0Id3Z9Ws+rfQuyGpcqgeMes/++ykhIfh7Bb1xB0xhOx/ml/2wyKlYDzhF+gm8tpmbH+fnh7+E+E302btmdc3hnl//cjZIZGcP5pOp4umYtYv1e4P3U8infuAbtmLdVePZCIiKgwKLBJpu3bt2PIkCEoVqyYwpfcjC5cuIA5c+bgzp07kMlkaNCgARYsWIAqVap82WCJcqFOnTpikmnPnj1YuHAhDD8poLpy5UqEhoaK9xMTE1Xu//nz5+Lt169fQyKRYObMmRg6dChsbGzg5eWFH3/8UawN5eHhgUGDBqFly5aZ+rKysoK1tTXMzc2RkJAAX19fREf/d8V8y5YtiIyMxIEDBxSO2759O1xdXfHq1atMfQ4ePBgNGjTAyJEjxW1Lly6FXC6Hp6cnfHx8oK+vjwYNGmQ7nZCIvpwoX29EPP5v2m78+/+mv773PK64stq/iYQIr4fi6msAYFjSAZY16wAAwu7eRPy7tD5Crl4Sk0yx/n54/OtUyJOToGNugXIjxsK0QmUAgHGZcqg2fzn89u5AyLVLSAwJhta/SY3sFOvUAyW69MzjI/+PzNAQVg2+Q3xQIOxbd4CdayuFhI9JOSdUm78cYbdvQNvYBCblnZDw4T1MnCpmitOwhANqLs96qmFGxmXLw7hs+Zwb5hNdC0vUWLJKpbaGxUrAsFgJpfvKDBoO82o18f7kYcS8eQ0hNRX69sVg26QF7Jq3ypS4ykmk9xM8XTxHHP0l0dZGkZbtUKJLLyUrzmUtNSEez5YvRJT3k7QNEinsmrWEQ59BYj+GxUui8swFeL5qOWJe+eLN3h14e+RPFO/YHUXbdcpV3ERERIVNgUsyRUREYPbs2fjjjz+glc0HkKNHj6JLly6oWbMmVq9ejcTERCxduhT16tXDpUuXULNmzS8YNZHqBg4ciD///BMAEBYWhvbt22P58uWoWLEiQkJCsGXLFvz6668Kx+RmGln66KB0EydOxOzZs8X7NWrUwKlTp+Ds7Ax//7RVm9avX6+QZFq4cCGKFSuG4sUVlztPTU3FsWPHMG7cOLHG0sGDB3Hs2DF8//33YrtSpUrh0aNH2Lx5My5duoTo6GgUL14cPXr0QMuWLfH9998j5d8vCq6urrC1tYWTk1OmUVc9evTAtm3boK/Pq8dEmhTt64OAI38q3ffu+CGl2yO9HiLS67/ElHXDJmKSyaK6Cz6cP43UxARY1W0otjEs4QCnCVMR9ewJ7Nt1FEfGpNM2MUW54WNQvHMP6JhbQCrThnmV6tAxNYOebRF1H2aOMq5uFnz5AqJfPM+ybejNawDSpsJpZRjt+WDaBCQEf8hzDLpWVqi+cGWm7e9PHcP7U8dyPL7K7N9gVLqs0n3Pli9A5LMneY4NUFzVz6JaTVhUy5/PY6ZOFWFZqw6ifH1gXbchirRsBx1ziyzbGzqUhkQqhWFxxSSYlp4+rOrUR5TPM5hXrY7inXqIz4efx3YAgHnVGjCtUBmVZy5A0PnTeP/XUSRHR8E8nx4LERFRQVbgkkwTJkzAiRMnsGPHDmzatEnpKKb4+HiMHDkSZcqUwT///CN+Af3+++9RoUIFjBgxAnfu3PnCkROppm3btmjfvj1OnDgBALh48SJq1KiRqV21atXw4MEDAIrFtHOScWqdvr4+pkzJvFy3gYEBBg4ciLlz5wJIq+OUUb169TIdAwBaWlro3LkzqlevjipVqoijmjZv3qyQZAIAQ0NDjB07FmPHjlXYfv78eRw/nra0tVQqxeTJk9GqVSuEhYVlOt+ff/4JHR0d7Ny5M6eHTUSfkYljBZTo3letPgyK/7dypH4Re9RYulppu/SpWADwbNkCRPk+Uy3Gcs6wb9VerRhzI/KZl1gsOicyI2NxKps8MRHyxIQcjsia/JORrVJtbUgyjuSRCxBS/xvtk0k2tQDlSUlqxZZXJTr3RBHXNjkW2S47fAwkWrJMUwuVKdVnUJb77Jq3hoVLPeiYmCpsT0/SyYyMYVqhMiRSKYq4toZds5ZIDAuBnrVtzg+GiIiokCtwSaaxY8dizZo10NPTw6ZNm5S2OX78OIKCgjBjxgyFEQ62trYYPHgwli5dirt373I0E3219u7dCzc3N+zfvz/TPolEgjFjxqBo0aJikik308a0M3ypqF27NqysrJS2q1atmng7LCwMkZGRMDU1Vdr2Uw4ODhg4cCBWrUqbUnHzpmpLUcvlckycOFG8P2jQIFy8eFFMMNWtWxeHDx+Gl5cX2rdvj8TEROzatQszZsxA+fJfbroIUWEV99Y/T6vLGZcpB+My5cT78qQkhN6+hsgnj5HwITCtwLZcgJa+AXStbWDi6Azreo0gMzRSK97UxASVC5Wn5pAcEQQB8qQkpMTGIDEsBHFv/RHz+gViXr1AiW59ch1byV4DUKxjt2zbBJ31RODfJxS2ZZVcA9JG0rw/dQwyI2PUXrNNpTiqzlmicD/0xhU8X7Mi7VxLVueqVlHFn2dnuS/wzF94vXMzAKDOhl0q1SdKDA3Bg+lZF93+lEk5ZzhP/CXL/ekrFfpucFc5wWdZp4HSwt+fJpiyI5FKmWAiIiL6V4FLMmX84puV8+fPA0ibZvMpV1dXLF26FOfOncsxyZTVaA0vLy84OztnmnZElJ82bNiAYcOG4fjx43j58iWSkpJQvnx59OzZE1WqVEGfPv996XF0dFT59Whg8N/0kuxex5+ubPf+/XuFle9yUqpUKfF2eHi4SvHt2rVLTJwZGhpi0qRJ6N79v+Kvo0aNgp6eHmrVqoWmTZvC09MTAHDo0CGFGk5ElCY39doA5MvqcjF+r+C98jckhYUq3//KF2E3r8L/wB6UGzFWXDFNHdYNm6Dc8DFK93m7L0H47RtK9wEQVz/Lb++OHRCnxGUlp8RXYScIQq5eb3l6vrIamSVXLYH6OcjlqfwMSUREX7XU1NRsyxNlp8AlmVTh4+MDmUyGMmXKZNrn6Ji2XLK3t/eXDoso11xcXODikvkLWGRkpDiFTSqVKk2oZqVkyf+mpGT3BTQyMlLhvqqjmNIlZCjoa2ZmlmP72NhYzJ8/X7w/duxY2NnZKUyJLV26tHg74++3sgLiRKS6csPHZJmkya3nq5chKSwUMmMTlOozCCbOlaBtYgqJVILkmBjEvHyON3t3Ij7wHZ6vXoGav6+HtpFxvpw7N6TaOpBrp60uJ4EEEi0tSHV0IDM0hLaJKXQtraFnZw+jUqUhyFVPsKdLiYtDcmREPketmncnj+DtkcwjYQFAkKeKt+9PHpO2qpsSFX6aBhPHCp8lvnR61jaov+Ngju1yShRmxdChDKrOWax0n9eCmf8V9/5XYmgI7k8dn2O/bw/vQ8Ax5XHbNGqC0gO4GioREX27CmWSKSQkBBYWFkozbzY2NgCgsDJXVq5fv650e/oIJ1W+OBN9Dr///jvi/r3626xZM5Qtq7xIqzK1a9fGli1bAADXrl2DiYlJplFLAHD//n3xdsmSJWFvb5+rGG/fvi3erlq1ao6/LytWrEBQUBAAwN7eHtOnT4eBgYFCssrS0lLsx8hIcZoNfx+JMgvT1c25UT5KiYtFwoe032PbJq6wbtBYYb+OiSksqrsgNSEBvmt/hzwpEfGB76BdzumLxgkALu6bVW4bfj/vdRxNK1TOdprZ5yBPSVGpdpI8KesLDYIGR/poiiAIKj1vQkqKuIrdp+TJyTkeL5Vq8W8WERF91fI6igkopEmm+Ph46GbxwVrv3xVc4tScDkD0OcnlcqWJHwC4cuUKFi5cKN6fMWOGwv7U1FSMGTMGe/bsgZOTE3bt2qWQhGrfvj0kEgkEQYCPjw+2b98ONzc3hT4iIiLERBSQVow83ZIlS9C9e3c4ODhkGf/Nmzdx7Nh/qxh16tQp28f77t07LF26VLw/f/58cVqflZWVmHwKCAgQRyO+e/dObJ9VXSki+rJkBobQs7NHQtB7fLhwBvp2RWBasSp0TM0ACZAcE4NoX2+8PbQPACDV04OBffHsO1VB2M1riHj8QOm+lLhYtftXR5TPU4U6V1lxGv8zTJ1Ur6+XneIdu6F4DvWgvgWxb17jxjDlBenlSUmZtqk6soqIiIiylvUSIgWYrq6uuPz5p5L/vcKUVRKKSNPCw8Ph6OiIQ4cOITX1v2kNiYmJWLduHdq0aYOkfz8c9+zZE999953C8Tt27MDatWsRGRmJmzdvYtgwxWH7RYsWRceOHcX7Y8eOFVeyA9JGAnbr1k1cGU5LSwvjxo0T9588eRJVq1bFjBkz8Pr160zxHz16FO3atYP836vgRYsWxeDBg7N9zL/88ouY+K1evToGDBgg7qtVq5Z4e9u2bQCA4OBgnDp1SmkbItIsx9EToWNphZSYaLzYuBp3xw/HdbceuD6oB+6MHgyflYuR8CEQMkMjOI7+CTLD7FcMU4U8OQnJkRFKfwQVRpZ8TkJqKlLj4nL8yWpkDKlBkEOemKD0B8K3N1KLiIjoS5AIuank+5Vp0qQJ/Pz8FGq2AED9+vXx8OFDxMZmvnr54cMH2NnZoXfv3tizZ0+ezps+XS6r6XRE6ggNDYW1tTUAwNjYGI6OjpBIJPDx8UFUVJTYrmrVqrh69SoMP/mCNmrUKKxZs0a8b2hoiJiYGIU2vr6+cHFxUai7VLZsWZibm+PRo0cKtZrmzp2L6dOni/ebNGki1oMC0qagFi1aFPr6+nj9+jUCAwPFfbq6ujh//jzq16+f5eO9d+8eatWqJRYVP3/+PJo2bSruP3LkCDp37ized3JyQnBwMMLDwwGkrRrp5+cnjlIkov+8dF+CAI/tKOM2ErZNW3yx86avLhf19AniPwQi9d/RRFp6+tC1sYVJeSdY1W2Y45L0RIVJYmgI7k4YCYNSZeGy+4imwyEiIsqSOjmPQjldrmzZsrh+/To+fPgAW1vFJWXTCwSXK1dO2aFEGqelpSVOZ4uOjsadO5lrgXTu3Bnbt2/PlGAC0kYCZVSjRo1MbcqVK4cTJ06gW7du+PDhAwDgxYsXCm2kUimmTZumkGACgOnTp+Pt27fi71JwcDCCg4MznaNkyZLYt28f6tSpk+3jnTBhgphg6tChg0KCCUibate3b1/s3r0bgGLRfm1tbWzZsoUJJqIsSLTS/szLU7/sKBmpjg5sGjSBTYMmX/S8RF8zecq/heZlea9zQURE9LUrlNPlGjZsCAC4fPlypn0XLlxQaEP0tTE3N8edO3cwaNAgVKpUCRYWFpDJZLC3t0fnzp1x/PhxHDp0CMbGyldjcnNzw/Dhw2FiYoLatWtj06ZNSts1bNgQT548wa+//orq1avDzMwMenp6KFWqFIYOHYp79+5hzpw5mY5zdXWFt7c3Dhw4gL59+8LR0RHGxsbQ1taGnZ0dWrVqhXXr1sHHxyfHBNORI0fEUVEymQyLFytfBWjHjh1wd3dHlSpVoKenBzMzM7Rv3x5XrlxRqBdFRIpk/67alvLJaEYi+vJS/h1hLzM20XAkREREn0+hnC4XFhYGBwcHVK5cGZcvXxYro0dFRaFixYrQ0tKCr68vtLW183ReTpcjIqKCIOTCGTyd9iPMKlVFhckzNR0O0Tft3aljeOOxHUW+74byX3jFQSIiotxQJ+dRKEcyWVpaYsmSJbh+/TpatGiB3bt3Y8uWLWjYsCGCgoKwfv36PCeYiIiICgqLug0g1dVDxNPHSP63mD8RaUbYrWsAAKsvWB+NiIjoSyuUSSYAGDlyJA4cOID4+HgMHz4c48ePh52dHS5evIhWrVppOjwiIqLPTkvfAJYNGgNyOYLOnsr5ACL6LKJ9fRDz0hcyUzOY1ayt6XCIiIg+mwJd+PvixYvZ7u/atSu6du36ZYIhIiL6ChXp1AMh/5zF28P7oGVgAPtW7TUdEtE3JfrFczxdOg8AYN+xO6QyjqYnIqLCq0AnmYiIiCh75rXqwHnWIjz79Wf47d6K0BtXYVWnPixquEDHwpJfeInymSBPRUpMDCKePELYrWv4+PAehJQUFOnUHQ7Dx2g6PCIios+KSSYiIqJCzsa1DSCRwHfxHMS8fI6Yl8/ht2cbAECiJQMkmo2PqDARUlIU7ktkMhTt2R9lxkyCRFpoK1UQEREBYJKJiIjom2DTvDWsGjdHxJ1bCLnwNyLv30FyVCRS4+M0HRpRoaJlYAiZsQkMy5SDdbNWsGrUFDJjE02HRURE9EUwyURERPSNkMq0YVG3ASzqNtB0KPQNSomNwcebV2FRrxG09A00HQ4RERF9BhyzS0RERESf3bs/d+Pp9Im43bcTwq5e1HQ4RERE9BlwJNM3LCk1GUnylJwbEhHlkY5UBh0tFpYmIsCufWd8vH0dkQ/uwGvSaFg1bo4y43+Gnm0RTYdGRERE+YRJpm9YkjwFMSnxSExN1nQoRFQI6Wppw0imzyQTEQEAdK1tUHX1Vnw4dQwv3Zcg9J9zCL91DQ5DR6NY976QyPixlIiIqKDjX/NvXGJqMtyuLtF0GERUCG1tMAlGMn1Nh0FEXxGJRAK7th1h2aAxXq1ZjqDjh/DKfQk+eB5D+UkzYVKpqqZDJCIiIjWwJhMRERERfVHapmZwnDoH1dbugEGpsoj19cH9Ef3wfPGvSI6K1HR4RERElEdMMhERERGRRphWrYGa2/ej1P8mQKqji8Aj+3G7dwd88DwOQRA0HR4RERHlEpNMRERERKQxUpk2SvQbDJc9R2HRoDGSP4bDe85UPBozBHFvXms6PCIiIsoFJpmIiIiISOP0ihRFpcWrUHHhSuja2CLi3i3cGdAFfptWQZ6YqOnwiIiISAVMMhERERHRV0EikcCqcXO47DmOYr0HQpDL8WbLOtzu1wnhN69qOjwiIiLKAZNMRERERPRV0TIwQJkxk1Bzyz4YV6yKhHdv8fjHEXg6cxISQ0M0HR4RERFlgUkmIiIiIvoqGZVzQvX1O1Fu8kzIjE0QcvYUbvfugHcHPSCkpmo6PCIiIvoEk0xERERE9NWSSKWw79QDLh7HYNu6A1JjY/Bi2XzcH9YH0T5PNR0eERERZcAkExERERF99XQsrOA0cyGq/LEZ+iUcEO39BPeG9MKLFQuREhuj6fCIiIgITDIRERERUQFiXqsOau04BIdhoyGRyfBu/27c7t0BIef/hiAImg6PiIjom8YkExEREREVKFIdHZR0GwmXXUdg7lIPSaEheDp9Ih5P/AHx795qOjwiIqJvFpNMRERERFQg6Rcrgcq/b4DznCXQsbTCxxtXcKdvJ7zZvgHy5GRNh0dERPTNYZKJiIiIiAosiUQCG9c2cPE4DvtufSBPToLf+j9wd2BXRNy/renwiIiIvilMMhERERFRgSczMka5Cb+g+sY9MHKsgDi/V3g4yg3e86Yh6WO4psMjIiL6JjDJRERERESFhkmFyqixyQNlf5wKLQNDfPjrKG73ao/AYwcgyOWaDo+IiKhQY5KJiIiIiAoViZYWinbvCxeP47Bu1gop0VF4vmg2HvwwADEvn2s6PCIiokKLSSYiIiIiKpR0rW1QYd4yVFq2Fnr2xRD1+AHuDuqOl6uXITU+TtPhERERFTpMMhERERFRoWZZrxFq7T6CEgOHQyKRIGD3Vtzu0xGhly9oOjQiIqJChUkmIiIiIir0tHT1UGrEWNTccRCm1Wsh8UMgnkwZA68pY5EQFKjp8IiIiAoFJpmIiIiI6Jth6FAGVVdtheOM+dA2M0fY5fO43fd7vN2zDfKUZE2HR0REVKAxyURERERE3xSJRAK7Nh3hsvcEinzfDfL4eLxatRT3BvdE5OMHmg6PiIiowGKSiYiIiIi+Sdompij/82xUW7cDhmXKIfbFczwY0Q/Pf/sVyVGRmg6PiIiowGGSiYiIiIi+aaZVaqDG1j9RetQESPX0EXh0P2736oAPp45BEARNh0dERFRgMMlERERERN88qUwbxfsOhsvuo7Bs2BTJEeHwnvsLHo4ZjDi/V5oOj4iIqEBgkomIiIiI6F96RexRabE7Ki76A7q2doi8dxt3BnTB6w3uSE1M0HR4REREXzUmmYiIiIiIPmH1XTO47D6GYn0GQRAE+G9bjzt9OyH8xlVNh0ZERPTVYpKJiIiIiEgJLQMDlBn9E2pu/RMmlaoi4X0AHk8YgaczfkJiSLCmwyMiIvrqMMlERERERJQNo7KOqLZuJ8pPmQ2ZsQlCznnidp/v8e7AHgipqZoOj4iI6KvBJBMRERERUQ4kUimKdOwGF4/jsG3zPVJjY/Bi+QLcG9Yb0d5PNB0eERHRV4FJJiIiIiIiFelYWMJpxgJUcd8C/RKlEOP9FPeG9saL5QuQEhOt6fCIiIg0ikkmIiIiIqJcMq9ZG7V2HITDsDGQyrTx7sAe3O7zPYLPeUIQBE2HR0REpBFMMhERERER5YFURwcl3Uag1q7DMK/TAEmhIXg24yc8njAS8QH+mg6PiIjoi2OSiYiIiIhIDfrFSqDy8nVwnrsUOlbW+HjzKu7064w3W9dDnpSk6fCIiIi+GCaZiIiIiIjUJJFIYNO8NVz2HEPRbn0gT0mG30Z33B3YFRH3bmk6PCIioi+CSSYiIiIionwiMzJG2Qm/oMbGPTByqoC4N6/xcPRgeM+ZiqTwME2HR0RE9FkxyURERERElM+MnSuhxkYPlJ3wC7QMDPHB8zhu9+6AwKMHIMjlmg6PiIjos2CSiYiIiIjoM5BoaaFotz5w8TgO6+atkRIdhee/zcaDkf0R88JH0+ERERHlOyaZiIiIiIg+I11rG1SYuxSVl6+Hnn0xRHk9xF23Hni5ailS4+I0HR4REVG+YZKJiIiIiOgLsKjbALV2H0EJt5GQSCQI2LMNt/t+j9BL5zUdGhERUb5gkomIiIiI6AvR0tVDqWGjUWvHIZjWcEHihyA8+XksvCaPQULge02HR0REpBYmmYiIiIiIvjADh9Ko6r4FTjMWQNvMAmFXLuB23454u3sL5CnJmg6PiIgoT5hkIiIiIiLSAIlEAts238Nl73EU6dgd8oR4vFq9HPcG9UDko3uaDo+IiCjXmGQiIiIiItIgbRNTlJ8yC9XW74JhmXKIfeWLByMHwGfhLCRHRWo6PCIiIpUxyURERERE9BUwrVwNNbb+idKjf4JUXx9Bxw/idq/2CDp1FIIgaDo8IiKiHDHJRERERET0lZDKtFG8zyC47D4Gy++aITniI3zmTsPD0W6I9Xup6fCIiIiyxSQTEREREdFXRs+uCCot+gMVf3OHrm0RRN6/g7sDuuL1+j+Qmpig6fCIiIiUYpKJiIiIiOgrZdWoKVz2HEWxvm4QBAH+2zfgTt9OCL9xRdOhERERZcIkExERERHRV0xL3wBlRk1EzW37YVK5GhLeB+DxhJF4On0iEkOCNR0eERGRiEkmIiIiIqICwKhMeVRbuwPlp/4KmYkpQs7/jdu9OyDgz10QUlM1HR4RERGTTEREREREBYVEKkWRDl3h4nEctm07IjUuFi9/X4R7Q3sj+pmXpsMjIqJvHJNMREREREQFjI65BZymz0fVVVtgULIUYnye4t7Q3vBdvgApMdGaDo+IiL5RTDIRERERERVQZjVqo+aOQ3AYMRZSbR28P7AHt3t3QPDZUxAEQdPhERHRN4ZJJiIiIiKiAkyqrY2SA4ej1u4jMK/bEElhoXg2cxIe/zgC8QH+mg6PiIi+IUwyEREREREVAvpFi6PysrWoMG85dKxs8PHWNdzu1wlvtq6DPClJ0+EREdE3gEkmIiIiIqJCQiKRwLpZS7h4HEPRHv0gpKTAb+Mq3BnQBR/v3NR0eEREVMgxyUREREREVMjIDI1QdvzPqLF5L4ydKiLe3w+Pxg7Bs19/RlJ4qKbDIyKiQopJJiIiIiKiQsrYsQKqb9yDshOnQcvQCMF/n8Dt3t/j/ZE/Icjlmg6PiIgKGSaZiIiIiIgKMYmWFop27Q0Xj+Owdm2DlOgo+C6eg/sj+iPG11vT4RERUSHCJBMRERER0TdA18oaFeYsQeUV66FXtDiinzzE3cE98dJ9CVLj4jQdHhERFQJMMhERERERfUMs6jSAy64jKDl4JCRSKQI8tuN2nw4I/eccBEHQdHhERFSAMclERERERPSNkerqwmHoaNTacQhmNesgMfgDnkwdhydTxiAh8L2mwyMiogKKSSYiIiIiom+UQclSqPLHJjjNWgRtcwuEXbmI2307wn/XFshTkjUdHhERFTBMMhERERERfcMkEglsW7WHi8dxFOncA/LEBLxesxz3BvVA5MN7mg6PiIgKECaZiIiIiIgI2iamKD9pJqqv3wXDco6IfeWLBz8MgM/CmUiOjNB0eEREVAAwyURERERERCKTSlVRc/M+lB4zCVJ9fQQdP4TbvTsg6OQRFgYnIqJsFfok09u3bzFixAiULFkSOjo6MDc3R8uWLXHq1ClNh0ZERERE9FWSyGQo3nsgXPYcg1UTVyRHfITP/Ol4OMoNsa9fajo8IiL6SuV7kkkQBPj6+uLSpUu4fPkyfH19NXbFw9fXFzVq1MDWrVvRsWNHbN++HdOnT4evry/atm2L33//XSNxEREREREVBHq2RVBxwe+otGQVdO3sEfngDu4O6IpX635HakK8psMjIqKvjCw/OhEEAcePH8f+/ftx4sQJREVFKew3MTHB999/j+7du6Ndu3aQSCT5cdocTZkyBaGhoTh06BA6d+4sbh8yZAiqVq2KqVOnon///rC0tPwi8RARERERFUSWDZrArEZtvNm6HgEe2/F2xyaEnPVE2Qm/wLL+d5oOj4iIvhJqj2Q6efIkKleujE6dOsHDwwPlypVDnz59MHHiRPz444/o3bs3ypYti927d6Njx46oVq3aF5uqdu7cOZQsWVIhwQQAZmZmGDRoEBISEnDlypUvEgsRERERUUGmpW+A0v/7ETW37YdJlepIeB8Ar5/+hyfTJiAx5IOmwyMioq9AnkcyJSQkYPDgwdi7dy9q1KiB7du3o127drCwsFDaPiwsDMePH8fKlSvRvn179OrVC5s2bYK+vn6eg8+JVCqFtbW10n1ZbSciIiIioqwZlimHamu2I+ivI3i1ahlCL5zGx5tX4DBsDIp27Q2JLF8mSxARUQEkEfJYMKlq1apITU3FypUr0bx581wde+bMGfz444+QyWR48OBBXk6vki5duuDEiRN48OABKlSoIG6Xy+Vo1KgRHjx4gFevXsHW1lbp8fXq1VO63cvLC87Ozjh9+vRniftLiUtJRGRSLGY/3K7pUIioEJpddSBMdQxhINPVdChERPSZpERG4P2WNfh45i8AgH6Z8ig2+icYOFbI4UgiIvpatWzZElpaWrh+/Xquj83zdLlu3brh/v37uU4wAUCLFi1w//59dOnSJa+nV8ny5ctRvHhxtG3bFgcOHEBQUBDu3buHrl274ubNm1i1alWWCSYiIiIiIsqezNQMJX78BWV+WwXd4g6If/kcvhNGIGD1MqTGRGs6PCIi+sLyPJKpoIiMjETv3r0V6kBZW1vj0KFDaNiwYZ76TB/hlJes3tckJjkeYYlRcLu6RNOhEFEhtLXBJFjqmsBI+/NNiyYioq+HPDkZAR7b8WbrOsgTE6BtYYmyY6fAukWbL7bwDxERqU+dnIfahb+/Zm/evEHjxo1x69YtLFy4EKdOncL27dtRrlw5tG3bFvv27dN0iEREREREhYJUWxslBgxFrd1HYFGvEZLDw/Bs9mQ8Hj8ccW/faDo8IiL6AvJcle/SpUu5al+8eHGUKlUKAHD27Fns2LEDO3bsyOvpVdKzZ0/4+fnh7t27KFOmjLi9f//+6NixI/r27Ytq1arB0dHxs8ZBRERERPSt0LcvhkpL1yD04lm8WLEQH29fx53+nVFiwDCU6DcEUh0dTYdIRESfSZ6TTE2aNMnVsNeJEydi8eLFAAAfHx/s3r37syaZXr16hZs3b2LUqFEKCSYAkEgkmDFjBo4fPw4PDw/Mnj37s8VBRERERPStkUgksG7aAua168Nv0yq8278bbzatRvDpkyj303SY16qr6RCJiOgzyHOSyd3dHQCwcuVKFC9eHD169MDmzZuRlJSEYcOGZWpfvXr1vEeZB8HBwQAAWRZLqGprawMAPnz48MViIiIiIiL6lsgMDVF23BTYtv4evot/RfQzLzwaOxQ2LduhzNhJ0LGw0nSIRESUj/KcZBo1ahQA4MCBA6hYsSJGjBiBixcvIjExUdynSRUrVoS+vj727NmDiRMnonjx4gr7Fy1aBACoWbOmJsIjIiIiIvpmGDs6o/qG3Qg8uh+v1q1E8OmTCLt2CaV/GI8iHbtDIi3UpWKJiL4Zn+XdPCoqCra2tjh58uTn6F4lxsbG+O233xASEoKaNWvi119/xf79+7F27Vo0bNgQ+/btQ926dTFgwACNxUhERERE9K2QaGnBvksv1PY4DpuW7ZAaEw3fJXNxf0Q/xDz31nR4RESUDz5LksnExAT6+vq4cePG5+heZWPGjMGZM2dQr149rF27Fn369MHkyZORmJiIJUuW4OLFi9Bh4UEiIiIioi9Gx9IKzrN/Q5WVG6FfvCSinzzC3cE98GLlYqTExmo6PCIiUkOep8vlpEKFCvDx8flc3avM1dUVrq6umg6DiIiIiIgyMHeph1o7DsF/5yb479yEd/t2IOT83yj748+wauyaq0WGiIjo66B2kmn06NGwskor2Ddw4ECkpKQAAEqWLIl79+6p2z0RERERERVSUl1dOAwdBZuW7eC7dB4i7tzA019+hEWDxig34RfoFSmq6RCJiCgX1E4yde3aVbzdunVr8badnR0CAwPV7Z6IiIiIiAo5gxIOqLJyI4LP/IWXK39D+NV/cPvOTZQc/AOK9R4AqUxb0yESEZEKPtsyDgYGBoiKivpc3RMRERERUSEikUhg27Idau89AfvOPSFPSsTrtStwd2B3RDy4q+nwiIhIBZ+tJpOOjg4SEhIAADdv3sSwYcPEfeHh4Z/rtEREREREVIDJjE1QbtIM2LbtCN/FcxDj642H/xsIu/adUfp/E6BtZq7pEImIKAufbSQTAMjlcgBAamoqoqKiEB0djejoaGhra6NEiRKf89RERERERFSAmVSsghqb96LMuCnQMjBA0InDuNW7A4JOHIYgCJoOj4iIlMjzSKbIyEgcPXo0y/23bt0Sb9evXx9+fn55PRUREREREX2DJDIZivXsD+umLfDi998QevEMfBbMQNDJIyg3aQYMS5fVdIhERJRBnpNMAQEBGDRoECQSSaYrCenbZLLPNhuPiIiIiIi+Ebo2dqi4YAXCrv6DF8sXIPLhXdwd2A3F+gxESbeR0NLT13SIREQENZJMxYsXx86dO7NtI5V+1tl4RERERET0DbFs0BhmNWvjzbb1CNi9DW93bkbIWU+UnfALLBs01nR4RETfvDwnmUxMTNC3b9/8jIWIiIiIiChbWnr6KD1yPGxbtofvkrmIfHgXXpNGwaqJK8qO/xm6NnaaDpGI6JuV70ONBEFAREQE3r9/j7CwMCQnJ+f3KYiIiIiI6BtnWLosqq7ZBsdf5kJmaobQi2dxu8/3CNi3E0JKiqbDIyL6JuVLksnLywvjxo1DpUqVoK+vD0tLSxQvXhw2NjbQ19dHqVKlMGDAAJw/fz4/TkdERERERASJRAK79p1R2+M47Np3RmpcHF6u/A33hvRC1JNHmg6PiOibo3Zl7qlTp2LJkiWQy+Wws7NDvXr1YGNjAz09PSQnJyMiIgKvXr3Crl27sHv3bvTv3x9bt26FRCLJj/iJiIiIiOgbp21mDsdf5sK2bSf4LpmLGF9v3B/eF/adeqDUyHGQGZtoOkQiom+CWkmmjRs34rfffkPfvn0xdepUVKhQIcu279+/x2+//QZ3d3dUq1YN48ePV+fURERERERECsyq1UTNbfsRsHcH3mxZi/eH9yHkn7MoM3YybFq05YVuIqLPTK3pcqtWrUKfPn2wc+fObBNMAGBvb4+VK1fCzc0NmzZtUue0RERERF/MlStX4ObmhvLly8PAwABGRkZwdnbGqFGj4OXllev+kpOTsXfvXnTr1g0ODg4wMDCAnp4eihYtivbt22Pjxo2Ii4tTqa+ZM2dCIpGIP9u2bcvxmIcPH6Jr166wtraGrq4uypUrh2nTpiE6Olpp+7dv38LAwEA8x4EDB3LzcIm+OKm2Nkr0HwKXPUdhUf87JIeHwXv2FDwaNwxx/n6aDo+IqFBTK8nk6+uLTp065eqYtm3b4uXLl+qcloiIiOizi4qKwoABA9CoUSNs27YNvr6+iI+PR2xsLLy9vbFmzRpUrlwZd+/eVbnPFy9eoGbNmujduzcOHjyIN2/eID4+HomJiXj//j1OnjyJ4cOHo0KFCrh161aW/QiCgJ9//hlz587N1WO6cOEC6tati0OHDiE0NBRJSUl48eIFFixYgMaNGytNbk2dOhXx8fEAgAYNGqBbt265OieRpugVKYpKS1aj4sLfoWNti4g7N3Cnf2f4bVoNeWKipsMjIiqU1EoymZmZ4fXr17k6xt/fH6ampuqcloiIiOiziouLQ5s2bbBz505xm4mJCVxcXFCnTh2UKFFC3K7qSroxMTFwdXXF48ePxW2GhoaoXLkyqlevrvD56M2bN2jRogXevn2bqZ87d+6gSZMm+O2333L1mFJTUzF48GAkJCQAAExNTVG1alVIpWkfB+/fv48FCxYoHHP79m3s2bMHQFqB5eXLl+fqnESaJpFIYNXYFS57jqFYr4EQ5HK82bIWdwZ0wcfb1zUdHhFRoaNWkql9+/ZYsGABLly4oFJ7Ly8vLF68GK6uruqcloiIiOizGjlyJK5duwYAsLCwwObNmxESEoJbt27hxo0bePPmDby9vTF69GhYWFio1OfGjRvx5s0b8f64ceMQFBSER48e4d69ewgODlZI8kRFRWHJkiWZ+unWrRsuXboEiUSCsWPHqvyYLl26BD8/PwBpyS0vLy88ePAAS5cuFdtkTKoBwIQJEyAIAgCgV69eqF27tsrnI/qayAwNUWbsJNTcvA/GFSoj/u0bPBo3DM9mT0FSWKimwyMiKjQkQvonhzwICwtDvXr18PLlS9SuXRvNmzeHo6MjbGxsoKuri5SUFERGRuLVq1e4fPky/v77b1hYWODmzZsKVwALmnr16gEArl8v2Fc/YpLjEZYYBbermT/AEhGpa2uDSbDUNYGRtr6mQyHKlStXrqBRo0YA0hJM165dg6Ojo9r9du7cGUeOHAEAVK5cGQ8fPlRahLh9+/Y4efIkAKB69eq4d++ewn4HBwcULVoU8+fPR5MmTRT62Lp1KwYNGqT0/CtXrhQXXmnTpg3++usvAEBwcDBsbW3FdhERETA1NcWBAwfQvXt3AICenh68vb1RsmTJPD12oq+JkJqKwGMH8Grt70iNiYaWkTFKjxyHIh27Q6KlpenwiIg0Tp2ch1qry1laWuLWrVuYNWsWtm/fjps3byr9sCQIAnR0dNCtWzcsXLiwQCeYiIiIqHDLOHpozZo1+ZJgAoDEDDVgypQpk+UqV2XLllV6TLqzZ88qtFFVTEyMeNvc3Fy8bWZmlqmdvr4+fv75Z3Hb+PHjmWCiQkOipQX7zj1h1bg5Xv6xBMGnT8J36TwE/XUU5SbNhLGjs6ZDJCIqsNRKMgFpH0xWrlyJZcuW4e7du/Dx8UFISAji4+Ohq6sLMzMzlC1bFi4uLjAyMsqPmImIiIg+i5CQEJw6dQoA4OzsjJ49e+LevXvw8PCAt7c3JBIJHB0d0bNnT9SqVStXfTdt2lTs+9q1awgPD8801S4hIQFnzpwR77do0SJTP3lJMAFpFwfTZaz1lPG2VCqFhYUF3N3dxYVarK2tMXXq1Dydk+hrpmNhBefZv8GufWf4LpmL6KePcW9ITxTt3hcOQ0dDZmio6RCJiAoctZNMYkcyGerUqYM6derkV5dEREREX9Q///wjFvLu2LEjRowYgQ0bNii0OX78OJYuXYqBAwdiw4YN0NHRUanvMWPGYPPmzfDx8UFwcDCaN2+O+fPno27dupDJZLh37x5mzZqFp0+fAgBsbW0xY8aMfHtsdevWFW9fvXoVJ06cQMOGDTFv3jxxe5UqVRAXF6ew7ddff4WJiUm+xUH0tTGvVRe1dhyC/+4t8N+xEe/27UTI+dMoO/5nWDVxzXLUIRERZZYvSaaYmBg8fPgQxsbGqFChAmSy/7r19PTEhQsXkJiYiFatWqFNmzb5cUoiIiKifHf37l3x9r59+7JdRXf79u1ISkoSV1/LiZ6eHi5evIiuXbvi2rVrePDgAdq1a6e0bbVq1XDw4EGF0UfqqlatGho1aoTLly9DLpejQ4cOmdqMHj0as2fPRkREBIC00VzDhg3LtxiIvlZSXV04DP4BNi3awnfpXETcvoGn036ERb1GKDtxGvTti2k6RCKiAkGt1eUAYNmyZbC1tcV3332H6tWro3Tp0vj7778BAFOnTkW7du2wZMkS/PHHH2jfvj369eundtBEREREn8Pz58/F269fv4ZEIsGsWbPw9u1bJCYm4u7du/juu+/ENh4eHjh9+rTK/dvZ2eHcuXPZfh5q2bIlzp8/j9KlS+ftQWRj+/btWfY7ePBgNGjQAOvWrRO3LV26FHK5HJ6enli5ciU2bNiAJ0+e5HtcRF8Lg+IlUeX3jXD+dTG0LSwRfv0y7vTtBP8dGyH/d5QjERFlTa2RTIcOHcKkSZNQpkwZtG7dGnp6ejh58iQ6d+6Mo0ePYvHixejbty/c3NwglUrh7u4ODw8PNG/eHG5ubvn1GIiIiIjyRfoInnQTJ07E7Nmzxfs1atTAqVOn4OzsDH9/fwDA+vXr0bJlS5X6f/ToEdq3by/WQZLJZKhcuTJkMhkePXqExMREnD59GqVKlcLBgwfRvHnzfHlc6UqVKoVHjx5h8+bNuHTpEqKjo1G8eHH06NEDLVu2xPfff4+UlBQAgKurK2xtbeHk5JRpRFePHj2wbds26Otz9UgqfCQSCWxatIVF3YZ4vcEd7w/txet1K/HB8zjKTZoJs+q5q8dGRPQtkQiCIOT14GbNmiEiIgLXrl2Dnp4egLSClW3btsWTJ09QtWrVTFf3vvvuO6SmpuLq1avqRa5B6izn9zWJSY5HWGIU3K4uybkxEVEubW0wCZa6JjDS5pdQKjhcXFxw584dAIC+vj78/f1hZWWVqd3MmTMxd+5cAGkFtUNDQ3Ps29fXF7Vr1xYTWc2bN8eWLVvEVXdDQ0MxatQo/PnnnwAAXV1dnDt3Dg0aNMi234z1YrZu3YpBgwblGIsy58+fF5NaUqkUnp6e6N27N8LCwpS279evH3bu3JmncxEVJFFPH8N38RzEPH8GALBr1wmlR02Etpl5DkcSERVM6uQ81Joud/fuXYwcOVJMMAFp9QZ++eUXhISEoE+fPpmO6d+/P7y8vNQ5LREREdFnoa2tLd6uXbu20gQTkFbfKF1YWBgiIyNz7HvatGligql8+fI4fvy4mGACACsrK+zduxetWrUCACQmJmLChAl5eBS5J5fLMXHiRPH+oEGDcPHiRTHBVLduXQQGBuLMmTPQ1dUFAOzatUtheiFRYWVSoTJqbPJAmXFToGVgiKCTR3CrV3sEnjgEQS7XdHhERF8VtZJMSUlJSgtSVq5cGQAUPjils7S0RFJSkjqnJSIiIvosMq6iljGRlF07AIiNjc2235SUFJw8eVK8P2HCBKVTzSQSCcaNGyfev3XrFoKCgnIKW23btm3DgwcPAACGhoaYN2+eQryTJ0+GnZ0dXF1dFaYGnjp16rPHRvQ1kMhkKNazP1w8jsGqaUukRP2/vfsOj7Lo2z5+bnqBkISE0HvvKL0jCChFkA5KUZGigNJEqiBIkQ5KEekdQQgoSpUmcNOr9ID0FgLpbff9gzf7EFPJJiyE7+c4OJ7sXHPN/MLjvSTnzsz1WBe+G67jn3VW8OWL1i4PAF4aFoVMOXPm1Llz5+K0e3t7a/PmzSpfPu5+5X///VdZs2a1ZFoAAIA08eyh2OHh4Qn2++/ZTe7u7omOe//+fYWEhMQ7z38VLFgw1uurV68mOralgoODNXToUPPrgQMHKlu2bLp8+bK5rVChQvF+fenSpTStDXjZOHr7qMSYySo58Uc5Zc+pJyeO6kjnVrry4xRFh4YkPQAApHMWhUxvvfWWVqxYEXdQGxs1aNAgzqd8kvT777+ratWqlkwLAACQJsqUKWP+eufOnTImsBVm79695q/z5MkjFxeXRMd1cHCI9TqxM5zu37+f6L2pbcKECbp9+7YkKXv27Orfv7+kp+dsxnh2G+GzXycWxAHpWeaqNVV+6a/K3bGrZJCuL/1Zhzo008N9f1m7NACwKotCpl69eun8+fOaNWtWsvr//fff2rZtG0+WAwAAL6XGjRubD9I+f/68Fi1aFKdPQECA5s+fb3797rvvmr8eNWqUMmfOrJIlS+rQoUPmdk9Pz1jnOy1fvjzBGpYtW2b+2tbWVgUKFEjZN5MMN2/e1MSJE82vx4wZYw7Mnq33xo0bse6JkdCZVcDrwNbJWfm699Gbi9YqU9nyCr9zS6cHfK4zX/dR2N3b1i4PAKzCopCpZMmSOnv2rN5+++1k9d+zZ4+++eYb1atXz5JpAQAA0kSOHDn03nvvmV/37t1bmzZtMr++f/++WrZsqcDAQElPQ6CYM5R27typESNGyN/fX2fOnFGbNm3M9xkMBrVo0cL8etOmTerevXusbXehoaEaOnRorA/v6tWrp0yZMqX69xlj8ODB5m185cqVU8eOHc3Xnj32YOHChZKke/fuxTqHKb6jEYDXjWu+AirzwwIVGTpG9u4eerBruw61b6rrKxbJFBVl7fIA4IUymEwmk7WLeNVY8ji/l0lQZKgehj9Rl33fW7sUAOnQgmoDlNnRTRns4x5uDLzMLl68qAoVKsR6YlzBggXl4eGhkydPxtoi9u2335rPM/r+++81cODAWGPdv3/fvNrn1q1bKleunO7du2e+7uDgoIIFC8re3l4XLlxQaGio+ZqLi4v27duX6AHkkswrryRpwYIF6ty5c7K+z6NHj6p8+fKK+VFwx44dqlOnjvn6+vXr1bx5c/ProkWL6t69e/L395ck+fj46OrVq7GeMgy87iIfB+jKj1N0Z+NaSZJroSIqPGC43EqWSeJOAHh5WJJ5WLSSCQAAIL0pVKiQNm3aJB8fH3PbpUuXdOjQIXPAZGNjo2HDhsU6MLtcuXKxxsmdO3es7WTZs2fXli1bVLhwYXNbRESEzp49qxMnTsQKmLJmzapNmzYlGTBZom/fvuaAqUmTJrECJklq1qyZOnToYH597tw5c8Bkb2+v+fPnEzAB/2GfyV1Fvh6psrMXyzV/IQVfPK9j3T7QhQkjFfnkcdIDAMArjpAJAADgP6pXr64zZ85o5MiRKleunNzd3eXk5KR8+fLpk08+0dGjRzVq1KhY99SrV0/Dhw+Xh4eHihUrplWrVsUZt0yZMjp58qQWLFigJk2aKGfOnHJycpKjo6OyZs2q+vXra9q0abpw4UKc0Cc1rV+/Xrt27ZIk2dnZacKECfH2W7x4sWbMmKHSpUvLyclJ7u7uaty4sfbu3RvrLCoAsWUq/YbeWLha+Xr2lY2Do26vX6ND7Zro7p+bxEYSAOkZ2+VSgO1yAJA0tssBACCF3b6pi5O/k/++p8Gu+5uVVKj/ULnkyWflygAgfmyXAwAAAICXkFO2HCo5YaZKjJ0mxyw+CjhyUIc7vq+r82bK+MwZbwCQHhAyAQAAAEAaMhgM8qpVVxWWb1TOdp1kMhp1bf5sHf6wufwP7rN2eQCQaqwSMj169Mga0wIAAACA1di6uKhArwF6c/4qZSxRRqE3/tWpL7vp7PABCn9w39rlAYDFXmjIFBUVpQoVKsjLy0uFChXStm3bXuT0AAAAAGB1GQoVVbk5S1Ro4AjZZXTT/W2bdahdE91cu0Km6GhrlwcAKfZCQ6b79+/ryJEjcnR01Lhx4/TZZ5/p2LFjL7IEAAAAALA6g42NsjdrpQorfOXTsImig4N0adIYHfu0gwLPn7V2eQCQInYvcrJs2bJp6tSp8vDwUIsWLZQzZ07dvHlT5cqVe5FlAAAAAMBLwcHTS0WHj5XPu810ceJoBf5zWkc/bqscLdsrb9fPZeeawdolAkCyvdCQSZJ69+5t/rpSpUovenoAAAAAeOl4lK+k8ovX6vqy+bq2aK5url6q+zu2qOAXg+RV520ZDAZrlwgASeLpcgAAAADwErBxcFCeLt1VYel6eVSsqogH93R2aF+d7t9ToTevW7s8AEhSmq5kCg8P1+rVq3Xy5EkZjUaVKlVKrVu3louLS1pOCwAAAACvLOecuVVqyhzd3/6HLk8bL//9e3S4QzPl7tJNudp3kY29vbVLBIB4pVnIdOnSJdWqVUt37tyRt7e3jEajHjx4oK+++ko7d+5U8eLF02pqAABeesbocJmiI6xdBoB0zGDrIBtbR2uXgRQyGAzKUu8deVauLr+5M3Rr7QpdnTNd9/7cpEIDhsm9XAVrlwgAcVgUMgUHB8vV1TXea126dFHVqlX1ww8/KEuWLJKka9euqUOHDurUqZMOHTpkydQAALzSTNERMkYGyhgdbu1SAKRDNraOslFGiZDplWeXIaMK9R2srO801YUJoxR0/qxOfNZFPu++p/yf9ZODh6e1SwQAM4tCpoIFC2rEiBHq2rWrbG1tY107ffq0Zs6caQ6YJClPnjzq1q2bPv30U0umBQAgXTBGh+vallbWLgNAOpSn/hrZ2Ge0dhlIRRmLldQb81bo1rqV8pszXXd/36CHe3Yq/2d9lbXx+zLYcNwuAOuz6J2oRo0a6tmzp4oXL661a9fGula8eHGNHz9e/v7+5rabN29q3rx5KlasmCXTAgAAAMBrx2BrqxytOqjCio3yrttAUYFPdGHcNzreo6OCLl+wdnkAYFnItHr1ah04cEBZs2ZVq1atVKVKFe3evVuStGDBAv3111/KkiWLsmXLpqxZsyp37tw6e/asFi1alCrFAwAAAMDrxtE7i4p/O0mlJs+WU/acenLquI52bq0rP0xWdGiItcsD8BqzeE1lxYoVtWvXLm3YsEFPnjxRnTp11KRJE0VGRury5cuaO3eu2rVrp3bt2mnWrFny8/NTqVKlUqN2AAAAAHhteVaurvLL1it3p08lg3R92Xwdav+eHuz9y9qlAXhNpdrG3SZNmujUqVOaPXu2jh49qrJly+qzzz5T/fr1NXnyZE2ZMkWffvqpMmTIkFpTAgAAAMBrzdbRSfm69dabi9cqU7nyCr97W2cGfq7Tg3or7M5ta5cH4DVjccgUGRmpZcuWaeDAgerXr5+io6N16NAhjRgxQmvXrlXhwoU1aNAgPX78ODXqBQAAAAD8h2veAiozc4GKDBsje3cPPdy9Q4c6NNX15QtljIq0dnkAXhMWhUx+fn4qWLCgPvzwQ82fP1+rVq1Sr169VKxYMdWuXVuXL1/WRx99pClTpih//vyaNGmSIiIiUqt2AAAAAMD/ZzAYlPWd91Rh5SZla9pSxtBQXZk5UUc/aqPHp45buzwArwGLQqaOHTsqS5YsOnv2rB48eKBbt27p7t27atOmjVq1aiUPDw/NnDlTp0+f1ltvvaUBAwaocOHCWrx4cWrVDwAAAAB4hr1bJhUe9I3Kzlki1wKFFHzpgo53+0AXxo9U5BN2mABIOxaFTIcPH9ZXX32lokWLmts8PT01bNgw3b17Vzdv3pQkFSpUSGvWrNH+/fuVO3dudenSxbKqAQAAAACJylSqnN5YsFr5P+8nGydn3d6wRofaNtHdzb4ymUzWLg9AOmRRyFSoUCEtWrRIISGxH5O5aNEiZciQQT4+PrHaK1WqpN27d2v9+vWWTAsAAAAASAYbO3vlat9FFZb7KnP1OooM8Ne5bwfrZK+PFXL1irXLA5DO2Fly87x581SvXj15eXmpRIkScnR01MWLF+Xv76+lS5fK0dEx3vuaNGliybQAAAAAgOfglDWbSk6YoQe7d+jSlO8UcPR/OtzxfeX64GPl7tRVto5O1i4RQDpg0UqmihUr6sKFCxowYIBy584tT09Pffjhhzp9+rTatGmTWjUCAAAAAFKBV823VGGZr3J26CKTyaR/F87R4Q+ay//APmuXBiAdsGglkyRlzZpVI0eOTI1aAAAAAABpzNbFRQU+6yefBo11ccIoPTl9Qqf6dpN33YYq0HugHL2zWLtEAK8oi1YyAQAAAABeTRkKFlHZ2UtU+KtvZJfRTfe3/6FD7Zvq5i/LZYqOtnZ5AF5BKQ6ZatasqQsXLqR44vPnz6tmzZopvh8AAAAAYBmDjY2yvddSFVZslM87TRUdHKRLk7/T0a7tFHjujLXLA/CKSXHIVLRoUZUpU0aDBg3S7du3k33frVu3NGDAAJUtW1bFixdP6fQAAAAAgFTi4JlZRYd9p9Iz5ss5dz4FnTuro5+006XJ3ykqKNDa5QF4RaQ4ZJo7d65mzJihWbNmKV++fOrYsaNWr14tf3//OH39/f21atUqdejQQfnz59fcuXM1c+ZMzZ4926LiAQAAAACpx+PNiiq/eK3yftpLNnb2uvnLch1q31T3tv8hk8lk7fIAvOQsOvj7k08+UbNmzTRy5Ej99NNPWrZsmQwGgzJnzqysWbPKZDLpzp078vf3l9FolKOjo7p166Zhw4bJy8srtb4HAAAAAEAqsXFwUJ7O3ZSl3ju6OGmMHh3cp3+G9ded39arUN/Bcs6Z29olAnhJWXzwt5eXl2bMmKG7d+/q559/VuPGjeXs7Kzz58/rwoULcnFxUZMmTbRw4ULdvXtX06ZNI2ACAAAAgJecc87cKjV5toqPniQHL289OrBXhz9ormsL58gYEWHt8gC8hCxayfSsTJkyqXPnzurcuXNqDQkAAAAAsCKDwSDvtxrIo1I1XZ0zXTfXrdTVuTN0789NKjRgmNzfqGjtEgG8RCxeyQQAAAAASN/sXDOoYN/BeuOn5cpQtLhCrvnpxOcf6dy3gxXh/9Da5QF4SRAyAQAAAACSJWOxknrjpxUq2G+IbF0z6O5mXx1q10S3N/wik9Fo7fIAWBkhEwAAAAAg2Qy2tsrRop0qLPeVd92Gigp8ogvjv9Hx7h8q6NJ5a5cHwIoImQAAAAAAz83RO4uKfztRpSbPkVOOXHpy+oSOdGmtyzMnKjokxNrlAbACQiYAAAAAQIp5Vq6m8kt/Ve4u3WUwGHRj+UId6tBUD3bvsHZpAF4wQiYAAAAAgEVsHZ2Ur+vnKr94ndzfqKjwu3d0ZlBvnR7YS2G3b1m7PAAvSJqFTBMmTNCDBw/SangAAAAAwEvGJW9+lZ7xs4oOHyt7d0893LtThzq8p+vL5ssYFWnR2LVr15bBYEjWHy8vrxc+9okTJ9SiRQt5e3vL0dFRhQoV0pAhQxQYGBhv/+vXr8vFxcU87i+//PLcfyfAyybNQqavv/5at26RWAMAAADA68RgMMinYRNVWLlR2d5rJWNYqK78MFlHu7TW41PHrF1emti5c6cqV66sdevW6cGDB4qIiNClS5f03XffqVatWgqJ54yqr7/+WqGhoZKkatWqqWXLli+6bCDV2aXVwCaTKcFrAQEBunLlit544420mj6W5cuX68cff9SZM2cUGRmpPHny6MMPP9SgQYNeyPwAAAAA8Lqxd8ukwl+NkM+77+ni96MUfOmCjnf7UNmatlS+nl/K3i1TiscuU6aM3N3dE7yeKdOLGzs6OlofffSRwsLCzNfz5s2rU6dOyWg06tixY/ruu+80evRo8z2HDh3S8uXLJT0N5SZPnpzieoGXSYpDpuPHj2vdunXm11988YXmzJmjX3/9Vf/73//M7VFRUXr33XfNrw0Ggzp27KiOHTsqOjo6pdMni8lkUqdOnbR06VK1bt1a3bp1k8Fg0LFjx7R7925CJgAAAABIY5lKldWb81frxuqluvrzD7rt+4se7N6u/L36y6dhUxkMhucec+rUqapdu3bqF5uCsXfv3q2rV69KklxdXXX69GnlzJlTU6ZMUd++fSVJS5YsiRUy9e3b17wwo23btqpYsWKq1Q9YU4pDphMnTpj/R2IwGPTBBx8oIiJCQUFB5j4Gg0HR0dHatm2bMmbMKFtbWz1+/FgdO3a0vPJkGDt2rJYtW6ZVq1apVatW5vYPPvjghcwPAAAAAJAMdnbK1b6zvN9qoEtTx+rh7h06/+0Q3fltvQr1HyrXvAWsXWKKnTx50vx1zZo1lTNnTklShw4dzCHTv//+q8ePHytTpkz65ZdftHfvXkmSk5OTxo4d++KLBtKIRWcyGQwGXbx4McGtcQsWLNCkSZNkMBi0YMEC/f3334luo0tNDx480HfffacvvvgiVsAEAAAAALAOp6zZVHLcdJUYP0OOPtn0+OghHenYQn5zpis6PMza5aXIswstPDw8zF//d8tdUFCQIiIiYu2o+eKLL5QnT540rxF4USw+k6lAgYQT56lTp0qSefljzKn5L8KqVasUFham/v37m9uioqJkZ5dmx1ABAAAAAJLBq0YdeZSvpGvzZ+vGysX6d9Fc3dv6uwr1HyrPytWtXd5zyZw5s/nr69evx/u1jY2NPD09NWPGDF2+fFmS5O3tra+//vrFFQq8AGmauKxatUo+Pj5ptlc2MVu2bFHZsmVlNBrVrl07/fbbbwoKClLRokX11VdfqVOnTkmOUaVKlXjbT58+rWLFiikgICCVq36xQqLCFRIRLG+jq7VLAZAOhTwJlr2DFGUXbu1SXkrGyBBFRYQoVFmtXQqAdOhxYIjswgNlY5+2Z6AClvLs8JGcq9bSjR8mKuTsKZ3q212ZqtdRjm59ZJ/ZK1bfqKgo89edOnVSYGCgAgMD5ezsrOzZs6ty5crq2LFjih4wZcnYJUqUMH+9b98+rVy5UlWqVNHw4cNj9bl9+7a+/fZbc9tXX30lo9H4yv9eifQnOjpatra2KbrXou1ySSlTpowqVaqUllMk6NSpU/Ly8lL16tXl5OSkNWvWaPXq1XJyclLnzp01ZcoUq9QFAAAAAPg/zvkKqOCEH5SzzyDZZnTT4707de7T9rrv+4tMCTws6t9//9WjR48UFRWlwMBAnT9/XosWLVLdunXVq1cv85PeUuJ5xy5VqpR5gULMIoe8efOanx4nSV27dtW4ceP0+PFjSVKRIkWStfABeNWk271jd+/e1dWrV9WrVy9NmzbN3N6wYUOVKFFCQ4YMUadOneTp6ZngGPv374+3PeYNJLHHWr4K7CJDFRku3bcJtnYpANIhFzdXuTm6KYO9s7VLeSlFR9gqKixcAbpj7VIApEOZMrrIzimjbB0yWrsUINk82nygXPXf1ZUfJuvu7+t1a/ZUPflriwoPGK6MxUqajz7x8vKSt7e3PDw8FBYWposXLyowMNA8ztKlSxUaGqpffvkl2XNbOvayZctUr149XblyJc7YH330kd5++23zIeCSNHnyZLm5uWnHjh06f/68nJ2dVa1atVirogBrSekqJimNQ6ZLly4pONg6AUZUVJQMBoOGDh0aqz1Dhgz6+OOPNWLECG3ZskVt27a1Sn0AAAAAgNgcPDxVdOhoZW30ni5+/62Czp3V0U/aKXuLdvpu+DDlKrREuXLlinVPdHS0fH191adPH/M5SGvXrpWvr6+aNm2arHnHjh2rnDlzpnjsfPny6eTJk/r555+1e/duBQYGKleuXGrdurXq16+vpk2bmrfk1atXTz4+PipatKj8/Pxizde6dWstXLhQzs58SIdXU5qGTE2aNJGkF3bY97MyZ86sjBkzytvbO861YsWKSZKuXr36gqsCAAAAACTFvVwFvblora4vX6B/F8zRrV+Wy2HnFjn2+UqmnDlj/Y5pa2ur5s2bq1y5cipdurR55dHPP/+c7JApofN4n2dsV1dX9e7dW717947VvmPHDm3cuFHS0wPABw4cqAYNGujhw4dx5lu9erUcHBy0ZMmSZNUNvGxS7Uym+IKkzp07x1oSmFjf1JY1a1bZ29vHey0iIkKS5ODgkOZ1AAAAAACen429vfJ0+lTll62XZ5Uainj4QP8MH6BTX3ZT6I1/4/TPmzdvrHOODh48mGq1pHRso9Gofv36mV937txZf/31lzlgqly5sm7fvq2tW7fK0dFR0tMteRcuXEi12oEXKdVCphIlSsQ6KV+S+vTpo9GjR8tkMpnbTCZTnGQ3LVSqVEmXL182H6z2rCNHjkh6ekAbAAAAAODl5Zwjl0pO/FHFR0+Wg1cWPfrf3zr0QTNdWzBbxv+/gCDGs2ca+fv7p2odKRl74cKFOn78uKSnK51Gjx6t3377zXx94MCBypo1q+rVq6f69eub2zdv3pw6RQMvWIpDpty5c5uXBzZt2lSNGjVSkyZNVK9evdgT2NioWrVq8vLykouLi6pWrapixYqpatWqllWehM6dOyssLEyjR4+O1X716lUtWLBAuXPnVp06ddK0BgAAAACA5QwGg7zfqq8KK3yVo/UHMkVF6epPM3W4Yws9Ovx/q4pCQ0PNX3t4eKRqDc87dnBwcKwzggcOHKhs2bLp8uXL5rZChQrF+/WlS5csLRewihSfyVSnTh1zSLN+/foE+9nb22vPnj3m13v37k3plM+lUqVK6t27tyZOnKibN2+qefPmunv3rsaOHauwsDCtW7fO/AQBAAAAAMDLz841gwp+MUg+7zTVxfEjFXjujE72/lhZGjRWgV4DtHv3bnPf0qVLp+rczzv2hAkTdPv2bUlS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alt=&quot;DALBAR 30년 + Barber&amp;amp;Odean &amp;mdash; TA 활용해도 시장 못 이긴다&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;DALBAR QAIB 30년 데이터(1993~2022):&lt;/p&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;구분&lt;/th&gt;
&lt;th&gt;연평균 수익률&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;S&amp;amp;P 500 지수&lt;/td&gt;
&lt;td&gt;&lt;b&gt;9.65%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;평균 주식형 펀드 투자자&lt;/td&gt;
&lt;td&gt;6.81%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Barber &amp;amp; Odean 상위 회전율 그룹&lt;/td&gt;
&lt;td&gt;&lt;b&gt;5.5% (추정)&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;차트 보며 자주 매매할수록 수익률이 떨어진다&lt;/b&gt;. 정보력이 아니라 거래비용과 심리 실수가 갉아먹는 구조.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;4. TA 도구별 평가&lt;/h2&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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&quot; alt=&quot;TA 도구별 실증 평가 &amp;mdash; 학계 인정은 12개월 모멘텀뿐&quot; /&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;도구&lt;/th&gt;
&lt;th&gt;거래비용 후 알파&lt;/th&gt;
&lt;th&gt;평가&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;캔들 패턴 (Doji&amp;middot;Hammer 등)&lt;/td&gt;
&lt;td&gt;&amp;asymp; 0%&lt;/td&gt;
&lt;td&gt;통계 근거 거의 없음, 점쾌 수준&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;RSI / MACD&lt;/td&gt;
&lt;td&gt;&amp;asymp; 0%&lt;/td&gt;
&lt;td&gt;단독으론 무의미, 필터로만&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;피보나치 리트레이스먼트&lt;/td&gt;
&lt;td&gt;&amp;asymp; 0%&lt;/td&gt;
&lt;td&gt;자기실현 예언 &amp;mdash; 많이 보면 작동&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;이동평균 크로스오버&lt;/td&gt;
&lt;td&gt;~0.1%&lt;/td&gt;
&lt;td&gt;거래비용으로 소멸&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;지지&amp;middot;저항선&lt;/td&gt;
&lt;td&gt;~0.3%&lt;/td&gt;
&lt;td&gt;200일선&amp;middot;라운드넘버 심리 반영&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Head &amp;amp; Shoulders&lt;/b&gt; (특정 조건)&lt;/td&gt;
&lt;td&gt;0.5~5%&lt;/td&gt;
&lt;td&gt;Lo&amp;middot;Mamaysky&amp;middot;Wang (2000)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Gap 매매 (Common Gap Fill)&lt;/td&gt;
&lt;td&gt;거래비용 후 &amp;asymp; 0%&lt;/td&gt;
&lt;td&gt;91% 메워지지만 비용&amp;middot;손절로 소멸&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Gap 매매 (Breakaway Gap 추격)&lt;/td&gt;
&lt;td&gt;~1~3%&lt;/td&gt;
&lt;td&gt;새 추세 진입 신호로 일부 유효&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;손절 룰&lt;/td&gt;
&lt;td&gt;&amp;mdash;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;수익 아닌 보호 도구, 모두 인정&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;12개월 모멘텀&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;+3~5%&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;학계 인정 유일한 TA 팩터&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;요약&lt;/b&gt;: 대부분의 차트 도구는 거래비용 반영 시 알파가 사라진다. &lt;b&gt;예외는 모멘텀(팩터 투자의 재료)과 손절 규율(수익 아닌 위험 관리)&lt;/b&gt; 둘뿐.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;골든크로스/데스크로스 &amp;mdash; 매수 신호 vs 손절 신호&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;위 표에서 &quot;이동평균 크로스오버 ~0.1%&quot;는 &lt;b&gt;매수&amp;middot;매도 신호 모두 사용한 경우의 알파&lt;/b&gt;다. 이것이 실제로는 두 가지 다른 용도임을 구분해야 한다.&lt;/p&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;용도&lt;/th&gt;
&lt;th&gt;평가&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;골든크로스(매수)&lt;/b&gt; + &lt;b&gt;데스크로스(매도)&lt;/b&gt; 양방 매매&lt;/td&gt;
&lt;td&gt;거래비용에 알파 소멸&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;데스크로스만 손절 신호로&lt;/b&gt; 사용 (매수는 별도 기준)&lt;/td&gt;
&lt;td&gt;&lt;b&gt;수익 아닌 보호 가치 &amp;mdash; 다수 인정&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;손절 신호로 쓸 때의 가치&lt;/b&gt;: 2008&amp;middot;2020 같은 대폭락 직전 200일선 이탈은 거의 항상 발생했다. &lt;b&gt;수익을 내는 도구는 아니지만, 큰 손실을 막아주는 보험 역할&lt;/b&gt;. 그래서 &amp;sect;8에서 &quot;200일선 이탈 시 비중 절반&quot;을 권하면서도 매매 알파는 별도로 평가한 것이다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;Gap (갭) &amp;mdash; 도구가 아닌 시장 충격의 흔적&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;다른 TA 도구들이 패턴 인식이라면, &lt;b&gt;Gap은 시장이 받은 충격의 직접 증거&lt;/b&gt;다. 전날 종가와 다음날 시초가 사이의 빈 공간으로, 매수자&amp;middot;매도자 한쪽으로 강하게 쏠렸다는 신호다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;4가지 분류 (Edwards &amp;amp; Magee 고전)&lt;/b&gt;:&lt;/p&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;종류&lt;/th&gt;
&lt;th&gt;의미&lt;/th&gt;
&lt;th&gt;행동 신호&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Common Gap&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;일상적 변동, 의미 없음&lt;/td&gt;
&lt;td&gt;무시&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Breakaway Gap&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;새 추세 시작&lt;/td&gt;
&lt;td&gt;추격 매수/매도&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Continuation Gap&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;추세 중간 강한 모멘텀&lt;/td&gt;
&lt;td&gt;추세 지속 베팅&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Exhaustion Gap&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;추세 끝, 반전 임박&lt;/td&gt;
&lt;td&gt;차익실현&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;갭 메우기 통계&lt;/b&gt;: Common Gap은 91% 메워지지만 거래비용으로 알파 소멸. Breakaway Gap은 30% 미만 메워짐 &amp;mdash; 그래서 &lt;b&gt;돌파 갭은 추격 가치가 있다&lt;/b&gt;.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;한국 투자자 실용&lt;/b&gt;: 미국 시장이 먼저 닫히므로 한국 시장은 미국 영향으로 갭이 자주 발생. NVDA가 시간외에서 -10% 떨어지면 다음날 SK하이닉스가 갭 다운으로 시작하는 식. 시초가에 즉시 대응하기보다 &lt;b&gt;갭 종류를 1~2일 관찰 후 판단&lt;/b&gt;이 합리적이다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;예시 &amp;mdash; NVDA 2025-01-27 DeepSeek 충격&lt;/b&gt;: 1/24 종가 $145 &amp;rarr; 1/27 시초 $123 (-15% 갭 다운). 처음엔 갭 메우기 시도 실패 &amp;rarr; &lt;b&gt;Breakaway Gap (하락 추세 시작)&lt;/b&gt; 으로 판명. 이후 4월 $87까지 추가 하락. &lt;b&gt;갭의 종류를 빨리 알아채면 손실을 줄일 수 있다&lt;/b&gt;는 대표 사례.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;5. 유명 투자자 &amp;mdash; 정반대 입장&lt;/h2&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;5-1. TA 반대 진영&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;투자자&lt;/th&gt;
&lt;th&gt;발언&amp;middot;스타일&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Warren Buffett&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&quot;차트로 돈 벌 수 있으면 도서관 사서가 부자다&quot;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Peter Lynch&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;차트는 무시, 제품&amp;middot;매장&amp;middot;소비자 중심 분석&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Benjamin Graham&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;안전마진 = 펀더멘털 저평가. 차트 경시&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;John Bogle&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;인덱스 펀드 창시자, 매매 자체를 악으로 간주&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;5-2. TA 지지 진영&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;투자자&lt;/th&gt;
&lt;th&gt;발언&amp;middot;스타일&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Stanley Druckenmiller&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&quot;나는 기술적 분석이라는 흑마법을 믿는다&quot; &amp;mdash; 매크로 + 차트 손절&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Paul Tudor Jones&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;200일선 이하면 절대 매수 안 함&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Stan Weinstein&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;i&gt;Secrets for Profiting in Bull and Bear Markets&lt;/i&gt; &amp;mdash; Stage Analysis&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Mark Minervini&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;CANSLIM + 엄격한 손절 = 30년간 연 33%&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;5-3. 왜 정반대인가 &amp;mdash; 핵심 구분&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;축&lt;/th&gt;
&lt;th&gt;TA 반대자&lt;/th&gt;
&lt;th&gt;TA 지지자&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;시계 (Time Horizon)&lt;/td&gt;
&lt;td&gt;10~30년&lt;/td&gt;
&lt;td&gt;수주~수개월&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;자금 규모&lt;/td&gt;
&lt;td&gt;수백억~수천억 달러&lt;/td&gt;
&lt;td&gt;수천만~수억 달러&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;전략&lt;/td&gt;
&lt;td&gt;기업 품질 + 가치&lt;/td&gt;
&lt;td&gt;매크로 + 추세 + 손절&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;실패 시 대응&lt;/td&gt;
&lt;td&gt;추가 매수 (평단 하락)&lt;/td&gt;
&lt;td&gt;손절 (TA 기준)&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;정반대가 아니라 &quot;다른 게임&quot;&lt;/b&gt; 을 하는 것이다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;6. 상황별 TA 유효성&lt;/h2&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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alt=&quot;상황별 차트 분석 유효성&quot; /&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;상황&lt;/th&gt;
&lt;th&gt;유효성&lt;/th&gt;
&lt;th&gt;이유&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;리스크 관리 (손절)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;★★★★★&lt;/td&gt;
&lt;td&gt;모든 진영 인정&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;단타&amp;middot;스캘핑&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;★★★★★&lt;/td&gt;
&lt;td&gt;수초~수분 단위엔 TA 외 대안 없음&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;추세장 (강세)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;★★★★&lt;/td&gt;
&lt;td&gt;모멘텀&amp;middot;트렌드추종 작동&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;매크로 베팅&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;★★★&lt;/td&gt;
&lt;td&gt;금리&amp;middot;환율&amp;middot;원자재 차트 활용&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;횡보장&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;★★&lt;/td&gt;
&lt;td&gt;평균회귀 지표 일부 유효&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;급락 패닉&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;★&lt;/td&gt;
&lt;td&gt;차트 붕괴 시 TA 신호 거의 무용&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;장기 적립&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;★&lt;/td&gt;
&lt;td&gt;20년 관점엔 진입가 영향 미미&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;7. AI&amp;middot;ML 시대의 변화&lt;/h2&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;변화&lt;/th&gt;
&lt;th&gt;함의&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;HFT가 단순 패턴 선점&lt;/td&gt;
&lt;td&gt;개인이 차트 신호 보기 전에 이미 가격 반영&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;AI가 비선형 패턴 학습&lt;/td&gt;
&lt;td&gt;Renaissance 같은 기관에 유리&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;행동재무 심리는 영구적&lt;/td&gt;
&lt;td&gt;200일선&amp;middot;라운드넘버 심리 패턴은 여전히 작동&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;결론&lt;/b&gt;: 단순 TA 알파는 HFT&amp;middot;AI에 잡아먹혀 점점 줄어들지만, 인간 심리가 만드는 패턴은 영구적이다. 따라서 &lt;b&gt;개인은 &quot;TA로 돈 벌기&quot;가 아니라 &quot;TA로 손실 줄이기&quot;로 패러다임을 전환&lt;/b&gt;해야 한다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;8. 한국 투자자 합리적 절충안&lt;/h2&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;하지 말아야 할 것&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;캔들 패턴&amp;middot;피보나치로 단기 진입 &amp;mdash; 알파 거의 없음&lt;/li&gt;
&lt;li&gt;골든크로스만 믿고 매매 &amp;mdash; 거래비용에 잡아먹힘&lt;/li&gt;
&lt;li&gt;&quot;3% 룰&quot; 같은 기계적 단타 &amp;mdash; Barber&amp;amp;Odean 실증 패배&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;할 만한 것&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;200일선 이탈 시 비중 절반&lt;/b&gt; &amp;mdash; 약세장 조기 방어&lt;/li&gt;
&lt;li&gt;&lt;b&gt;12개월 모멘텀 상위 종목 집중&lt;/b&gt; &amp;mdash; 학계 인정 팩터&lt;/li&gt;
&lt;li&gt;&lt;b&gt;손절 기준 명문화&lt;/b&gt; &amp;mdash; &quot;30% 이하 무조건 매도&quot; 같은 룰&lt;/li&gt;
&lt;li&gt;&lt;b&gt;라운드넘버 인식&lt;/b&gt; &amp;mdash; 심리적 가격대에 분할 매수&amp;middot;매도&lt;/li&gt;
&lt;li&gt;&lt;b&gt;거래 횟수 연 10회 이내&lt;/b&gt; &amp;mdash; 비용 최소화&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;결론 &amp;mdash; &quot;필요한가&quot;가 아니라 &quot;어떻게 쓰는가&quot;&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;요약하면 다음과 같다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;EMH&lt;/b&gt;: Weak Form이 맞다면 TA는 무의미.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Brock 1992&lt;/b&gt;: 과거 DJIA 90년에서 TA 유의미, 그러나 최근 약화.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Park &amp;amp; Irwin 2007&lt;/b&gt;: 95개 연구 중 56%가 TA 유의미, 그러나 거래비용 반영 시 많이 사라짐.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Jegadeesh &amp;amp; Titman 1993&lt;/b&gt;: &lt;b&gt;모멘텀 = 학계 인정 유일 TA 팩터&lt;/b&gt;.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;DALBAR&amp;middot;Barber&amp;amp;Odean&lt;/b&gt;: 실제 개인이 TA 써도 지수에 연 -2.84%p 진다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;버핏 vs 드러켄밀러&lt;/b&gt;: 시계&amp;middot;자금 규모가 다른 &quot;다른 게임&quot;.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;AI 시대&lt;/b&gt;: 단순 TA 알파 감소 &amp;rarr; 규율 도구로 전환.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;질문 자체를 바꿔야 한다. &lt;b&gt;&quot;TA가 필요한가&quot;가 아니라 &quot;TA를 어떻게 쓰는가&quot;&lt;/b&gt; 다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;수익 예측 도구&lt;/b&gt; 로는 개인에게 거의 불필요 (DALBAR 반증).&lt;/li&gt;
&lt;li&gt;&lt;b&gt;리스크 관리 도구&lt;/b&gt; 로는 거의 모든 진영이 인정.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;모멘텀 팩터&lt;/b&gt; 는 학계가 공인한 예외.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;차트는 미래를 보여주는 수정구슬이 아니라, &lt;b&gt;공포와 탐욕을 기록한 거울&lt;/b&gt;이다. 거울로 미래를 예측하려 하면 실패한다. 그러나 &lt;b&gt;&quot;지금 시장이 어떤 감정에 있는지&quot;&lt;/b&gt; 를 읽는 도구로 쓰면 손실을 줄일 수 있다. 장기 투자자에게 차트는 &lt;b&gt;선택이지 필수가 아니다&lt;/b&gt;. 다만 200일선과 손절 규율 하나만큼은 &amp;mdash; 어느 진영이든 &amp;mdash; 필수라고 말한다.&lt;/p&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;핵심 출처&lt;/h2&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;a href=&quot;https://onlinelibrary.wiley.com/doi/abs/10.1111/j.1540-6261.1992.tb04681.x&quot;&gt;Brock, Lakonishok, LeBaron (1992) &amp;mdash; Simple Technical Trading Rules, &lt;i&gt;Journal of Finance&lt;/i&gt;&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://onlinelibrary.wiley.com/doi/abs/10.1111/j.1467-6419.2007.00519.x&quot;&gt;Park &amp;amp; Irwin (2007) &amp;mdash; What Do We Know About the Profitability of Technical Analysis?, &lt;i&gt;Journal of Economic Surveys&lt;/i&gt;&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://www.nber.org/system/files/working_papers/w7613/w7613.pdf&quot;&gt;Lo, Mamaysky, Wang (2000) &amp;mdash; Foundations of Technical Analysis, NBER&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://www.bauer.uh.edu/rsusmel/phd/jegadeesh-titman93.pdf&quot;&gt;Jegadeesh &amp;amp; Titman (1993) &amp;mdash; Returns to Buying Winners and Selling Losers&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://www.bu.edu/econ/files/2011/01/Fama2.pdf&quot;&gt;Fama (1970) &amp;mdash; Efficient Capital Markets&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://papers.ssrn.com/sol3/papers.cfm?abstract_id=566882&quot;&gt;Griffioen (2003) &amp;mdash; Technical Analysis in Financial Markets, SSRN&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://faculty.haas.berkeley.edu/odean/papers%20current%20versions/individual_investor_performance_final.pdf&quot;&gt;Barber &amp;amp; Odean &amp;mdash; Trading Is Hazardous to Your Wealth&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://www.dalbar.com/qaib/&quot;&gt;DALBAR QAIB 2024 보고서&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://wwnorton.com/books/9780393358384&quot;&gt;Malkiel &amp;mdash; A Random Walk Down Wall Street (13th ed.)&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://www.quantifiedstrategies.com/jim-simons/&quot;&gt;Renaissance Medallion 분석&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;section class=&quot;sj-faq&quot;&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;❓ 자주 묻는 질문&lt;/h2&gt;
&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;개인 투자자에게 차트 분석은 정말 필요한가요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;수익 예측 도구로는 거의 불필요합니다. DALBAR 30년 데이터에 따르면 자주 매매하는 평균 투자자는 지수에 연 -2.84%p 뒤처집니다. 그러나 &quot;손절 규율&quot;과 &quot;12개월 모멘텀&quot;이라는 두 가지 한정 용도에서는 실증적으로 유효합니다.&lt;/p&gt;
&lt;/details&gt;&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;학계가 인정하는 TA 기법은 무엇인가요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;사실상 하나 &amp;mdash; Jegadeesh&amp;middot;Titman(1993)이 발견한 12개월 모멘텀입니다. 과거 1년간 오른 종목은 다음 1년에도 오를 확률이 통계적으로 유의미하게 높다는 연구로, 이후 수백 편의 후속 논문이 재현했습니다.&lt;/p&gt;
&lt;/details&gt;&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;이동평균선 크로스오버(골든크로스)는 효과가 있나요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Brock&amp;middot;Lakonishok&amp;middot;LeBaron(1992)은 1897~1986년 DJIA에서 유의미한 수익을 발견했습니다. 그러나 2010년 이후 HFT와 거래비용 반영 시 알파는 거의 사라졌습니다. 현재는 &quot;손절 기준&quot;으로만 쓸 때 가치가 남아 있습니다.&lt;/p&gt;
&lt;/details&gt;&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;워런 버핏과 스탠리 드러켄밀러가 정반대 입장인 이유는?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;시계(time horizon)와 자금 규모가 다르기 때문입니다. 버핏은 20년+ 장기 보유, 수백억 달러 자금 &amp;rarr; 기업 품질이 전부. 드러켄밀러는 매크로 트레이더, 수주~수개월 포지션 &amp;rarr; 차트가 진입&amp;middot;손절에 필수.&lt;/p&gt;
&lt;/details&gt;&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;지지선&amp;middot;저항선은 미신인가요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;통계적 근거보다 자기실현 예언에 가깝습니다. 200일선&amp;middot;라운드 넘버($100, KOSPI 6000)처럼 &quot;모두가 보는 가격&quot;은 실제로 매매가 집중되어 작동합니다. 단, 이를 수익 예측으로 쓰는 건 비합리적이고, 손절&amp;middot;진입 기준으로 활용하는 게 현실적입니다.&lt;/p&gt;
&lt;/details&gt;&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;AI&amp;middot;ML 시대에 TA는 어떻게 변하나요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;단순 TA 규칙의 알파는 거의 사라졌습니다. HFT가 패턴을 선점하기 때문입니다. 그러나 인간 심리는 변하지 않아 공포&amp;middot;탐욕이 만드는 가격대(200일선, 신저가 돌파)는 여전히 작동합니다. 개인에게는 &quot;AI가 먼저 먹은 가격 패턴&quot;보다 &quot;규율 도구&quot;로 접근하는 편이 합리적입니다.&lt;/p&gt;
&lt;/details&gt;&lt;/section&gt;
&lt;div class=&quot;disclaimer&quot;&gt;본 글은 제가 공부한 내용을 정리한 &lt;b&gt;개인 의견 및 정보 제공&lt;/b&gt; 목적의 글이며, 특정 종목&amp;middot;상품에 대한 투자 자문이 아닙니다. 투자 판단과 책임은 본인에게 있습니다.&lt;/div&gt;
&lt;/article&gt;</description>
      <category>데이터로 검증한 투자 속설</category>
      <category>200일선</category>
      <category>골든크로스</category>
      <category>기술적분석</category>
      <category>모멘텀투자</category>
      <category>손절</category>
      <category>차트분석</category>
      <category>투자원칙</category>
      <category>트렌드추종</category>
      <category>행동재무</category>
      <category>효율적시장가설</category>
      <author>Stock &amp;amp; Data</author>
      <guid isPermaLink="true">https://milordkim.tistory.com/19</guid>
      <comments>https://milordkim.tistory.com/19#entry19comment</comments>
      <pubDate>Fri, 24 Apr 2026 10:20:04 +0900</pubDate>
    </item>
    <item>
      <title>엔비디아(NVDA), 시총 5조 달러 AI 인프라의 정점 &amp;mdash; 데이터로 본 주가 향방</title>
      <link>https://milordkim.tistory.com/18</link>
      <description>&lt;div&gt;
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&lt;script type=&quot;application/ld+json&quot;&gt;{&quot;@context&quot;: &quot;https://schema.org&quot;, &quot;@type&quot;: &quot;Article&quot;, &quot;headline&quot;: &quot;엔비디아(NVDA), 시총 5조 달러 AI 인프라의 정점 — 데이터로 본 주가 향방&quot;, &quot;description&quot;: &quot;엔비디아(NVDA) 시총 5조 달러 AI 인프라 정점 분석 — FY26 매출 $215.9B, PEG 0.63, Bull/Base/Bear 시나리오별 12개월 목표가&quot;, &quot;datePublished&quot;: &quot;2026-04-23&quot;, &quot;dateModified&quot;: &quot;2026-04-23&quot;, &quot;author&quot;: {&quot;@type&quot;: &quot;Person&quot;, &quot;name&quot;: &quot;milord (Stock Jarvis)&quot;}, &quot;publisher&quot;: {&quot;@type&quot;: &quot;Organization&quot;, &quot;name&quot;: &quot;Stock Jarvis&quot;}, &quot;keywords&quot;: &quot;엔비디아, NVIDIA, NVDA, AI반도체, GPU, Blackwell, Rubin, HBM, 미국주식, 종목분석&quot;}&lt;/script&gt;
&lt;script type=&quot;application/ld+json&quot;&gt;{&quot;@context&quot;: &quot;https://schema.org&quot;, &quot;@type&quot;: &quot;FAQPage&quot;, &quot;mainEntity&quot;: [{&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;NVDA는 지금 사도 되나요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;현재 Forward PER 24x, PEG 0.63으로 성장 대비 저평가 구간입니다. 다만 상방 +51% vs 하방 -30%로 하방이 더 크므로, 자산의 3~6% 한도 내에서 $180~200 구간 분할 매수가 합리적입니다.&quot;}}, {&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;NVDA의 가장 큰 리스크는 무엇인가요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;3가지입니다. (1) Top 6 고객이 매출의 63% — 고객 집중 (2) Google TPU, AWS Trainium 등 자체 ASIC이 점진 잠식 (3) DeepSeek R1 같은 AI 효율화 기술이 GPU 수요를 줄일 가능성.&quot;}}, {&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;Blackwell과 Rubin은 무엇이 다른가요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;Blackwell(B200/GB200)은 2025년 양산 중인 현 세대 GPU입니다. Rubin은 2026 하반기 출시 예정 차세대로, HBM4 기반 + 성능 2배 이상. NVIDIA는 연 1회 갱신 사이클을 명시했습니다.&quot;}}, {&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;중국 수출 통제가 주가에 얼마나 영향을 주나요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;중국 매출은 FY26 기준 약 9%($19.7B)이며, 주로 H20 같은 다운그레이드 칩입니다. 전면 금지되어도 단기 타격이지만 구조적 파괴는 아닙니다. 다만 향후 H200까지 제한되면 영향이 커집니다.&quot;}}, {&quot;@type&quot;: &quot;Question&quot;, &quot;name&quot;: &quot;시총 5조 달러는 너무 비싼 것 아닌가요?&quot;, &quot;acceptedAnswer&quot;: {&quot;@type&quot;: &quot;Answer&quot;, &quot;text&quot;: &quot;절대 규모로는 그렇지만 FY27 FCF 컨센서스 $130B 기준 FCF Yield 2.6%로 국채와 비슷합니다. 매출 +65% 성장이 지속되면 정당화되지만, 성장률이 +25% 이하로 떨어지면 디레이팅 위험 큽니다.&quot;}}]}&lt;/script&gt;
&lt;article class=&quot;sj-post&quot;&gt;
&lt;div class=&quot;sj-meta&quot;&gt;  작성&amp;middot;갱신: &lt;time datetime=&quot;2026-04-23&quot;&gt;2026-04-23&lt;/time&gt;&lt;/div&gt;
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6sxERERERERE1GDMPPI9Vl/ZjfGRw/BOn4mSY7/F/oM3jy1Br6C2WDnsTYdzB/z1FPLMRQ7tK254A72D25V77z8u78aso987Pb5v9AIE6fzceArPvXZkEdZc2VNuvw5+zbFuxByPr//Lxa2Yc3IpBjTphJ+ve60iQ6R6jkFEIiIiIiIiImowFFf/q1V5HvKI9G2KfJkgok6pgU2wQalwb0Knv8Yb4fogh3aVQiXZv23r6yi0Gp1eRxAEdA+MxOeDnnXrvgAQoPFBsItAZQufUHH7THYsZhz6ttxrPtT2JrfvTw0Xg4hERERERERE1GAUXQ3K+aj1bp8zfNMMpBRlyR6zCQLu2jEbOqUGe8cscOu6w5v1wbx+U8rtl1iY4TKICADPdrmr3OvYu7v1ULza4363+hosJsTkJ5fbL8uUjyCtr0fjoIaHQUQiIiIiIiIiajBSirIBAC28Q113tDMsvBeyTfnFOwoFVAoF1Ao19qedRVJRJhRQYEb3cR4FJt1x6PavIAiCpM0GAS8d/Bpbko6iZ1BbjG01pErvaa9fk444d9di/HhhM7JMebgv8gY0926CdEMOfrm0FXqVFk90uh1A8XRmatwYRCQiIiIiIiKiBsEm2BCdGw8A8Fbr3D7vrd4Pi9s5pgJsTTqKlTE7kVSUCR+1Hh8PeAI3NO1V5eNVKZSl868BFFgMeO3IImxJOopQXQA+ueZJt6dQl1h8YRMWX9jk9Hig1hf7x3wuafst9h9cyEvEoNAuaO7dBGmGHHwT9RcCtb5iEJGIQUQiIiIiIiIiahDOZl9BvqV4TcM/r+zF6BYDXfa3CTYcz7yImPxkXMpLwtGM8ziVFQOLYIVGWRwyKbAY8NaxH3FNaCd0C4xER/8WGBLWrcrHvjvlNN4+/hPiC9MAADN7PoDm3k3cPj9UH4A2vk3F/RxTATJNefBW6RDuVbo+o7/Gx+Hckmc126wAAItQ/F+1hwFMatgYRCQiIiIiIiKiBuHPuNLqxLtSTiEqJw6dAlo67a9UKPHxmd9xOCMKAKBWqDAkrCuGhvfAwCadkW7Mxe6UU9iUcBjr4vZjXdx+3NlySLlBxM0Jh7E58QjMNgsivEIwqsUATO14m2x25KmsS/jivz/xT8pJAECQ1hdZpny8dOhbbEk8gqc634kO/s3LffaXut2Hl7rdJ+4vjPobH59dhb4hHbDo2pdcnqsVg4gWAMXBVcCxEAwAHEqPQufVkwEAm26eh9a+4eWOjRoGBhGJiIiIiIiIqN5LM+Tg99hdAIAeQW1wKisG7xz/GUuvnwmFQuH0vNm9H8aRjGi08W2GHkFt4K3WYf6pFbhz+1u4veUgfNB/Gl7tcT+SizJxLOMCBoV2cTkOJRTw1XjBS6VDmiEblwtS8E3UX9idchpLr58FnUqDAosBf8cdwK+xO3E6OxYAEKYPxMvdx2F0i4FYemkbPjv7BzYkHMKGhEMYEtoV97e5Ebc07+9wv5KAnjO7U0877fPpNU/h1uYDxExE09UgorUkiKh0zETUKFQI0BZnM8oFGanhYhCRiIiIiIiIiOq9OSd+QaHViJ5BbbFwyAu4dctMHM08jw9O/4pXeox36B+bn4yfLm4R96Nz47Ep8RAA4FjGBQDAqaxYvHviZ8l5h65mLc7oNs4hs/CmZn0w8vavxAIsNsGGdXH78cbRH3A6OxarLv+Lh9rehNj8ZLx3cimMNjNCdQG4v+2NmNR+JOIL0hCdE497Wl+HkRH98V30evxxeRf2pp3FyOYDZJ/bfgqzp3zVXgAcMxFLpjOrZKYz9w5pj5+ve63C96T6i0FEIiIiIiIiIqrXFvy3GpsSD0OjVOOd3hMRqPXF//o+hqf3L8APFzZCr9bi2c5jJeekFGVj2aXtLq8bm5+M2Pxk2WPPdh7rEEQsydAroVQocWerITiVFYNfLm3F/tSzeKjtTegWGIn3+0+F0WrCrS2uEYN4E3bNRZ65CD8OfRUDQzvjjV4P4bkud+FA+n+4OaKf7Dg23DwXAHAqKwYpRVkun6dkTMOb9Za0aZQaAKVrIpZMZ1ZCgcv5KYgrSCv3utTwMYhIRERERERERPXW+6dW4ocLGwEAb/R8CF0CWwEAhjfrjZe7j8P7p1fiq3NrIQgCIrxDxPM6BbTAd0NerPB9fTVebveNvLpuoMFmFttGykxNluOv9XYaQLS3+PxGrE84WG4/rVKNk3d+BwBYc2UPFvy3GpnGPADA+6dX4otza1BkMQIALhekYuSW1+Ct0uHFbve6NV5quBhEJCIiIiIiIqJ6yWg1IyY/GQoo8Er38RjfZpjk+KMdboVepcXKmJ14pN3N2Jp0VDwWqPXFdeE9xP3tScfw55W9OJtzGWmGHJisZuhVWjT1Ckbv4HYY12YYege3czkeq2CTnQJ8MusSAKCtb7MKP2t5nu96Nx5pf4vT45fykjDr6PeStnxzERILM8T9bFM+ck0F0Kt1aKLzR4DWFy28Q9EnpH21jZvqDwYRiYiIiIiIiKhe0qk0+HLQsziTfRk9gtrI9nmw7XCMbzNMNrhX4t3jP2NZTPHUZrVChTB9IDRKNQxWE2Lzk3EpPwmrr+zBW70m4IG2w51eZ+y2t/BKj/EYEtYNKoUSgiDg98u7sC5uPxRQ4M5WQ7A54TA+PPOb7PkFZgMA4OXD30Kv0jocv6lZH7za437Zcz87+4dbmYj2JrQbgQntRrjV95eLWz26NjU8DCISERERERERUb2lVCidBhBLuAogphtyxADiy93H4cE2w+Flt9ZhvrkI80+twG+X/8UX5/50GURMKMrA43s/hpdKizB9EDJNucgzFwEApne9B10DW+NcThyuFKS6HG+qIVt+rMYcl+cBxRmWQVpfp8e1V9c/JPIUg4hERERERERE1GjpVBpolGqYbRbEF6ThSkEqWvuGQ6fUoNBqRGx+ClIMxQVLSqouO7Pupv/D9+c3YHfKaSQWZUCrVGNgk86Y1H4kbrxazOTu1kNxd+uh1f1YTplsZmxJPOLWOotE9hhEJCIiIiIiIqJGy0/jjZk9HsB7J5diecwOLI/ZIdvPV+2F2b0fcXmt5t5N8Favh6tjmG7LNuUj25Tvsk9JdiSRJxhEJCIiIqqknTt34sYbbwQAtG7dGrGxsbU7oAqaNGkSfvzxRwDA7Nmz8fbbb9fugOqYmn59lixZgsmTJwMAbrjhBuzcubPKrj1lyhRxe/78+QgJCXHRm6huS01Nxb///uuyz5AhQxARESHux8bGok2b4umvKpUKFovF4ZwzZ87g66+/BgCEhITgnXfecXmPAwcO4OeffwYAtGjRAq+99ppHz0E1477IG3Bf5A0O7Q+2HY7BoV2xLm4fzmTHIs2QDZPNAp1KiwivYPQOaY+xra5FiM6/Fkbtno+veRIf48lqu74n6ydSw8QgIhERUQ3Yu3cvbrzxRphMJnz//fd49NFHa3tIdUp+fj769u2L8+fP4+6778aqVaugUChqdAw5OTm46aabxP1169ahWbPqq6BYwmQyYdasWW73t1gssFgsUKlUeO+99+Dr67jmUV5eHqxWq8vr2Gw2sU9oaKhng67HfvnlF3z66acAgH79+uHbb7+t1vvZbDbYbDaXxy0WC6xWK3x8fKBUOl+zq6wvvvgC586dc3rcarXCYrGgXbt2DsGM778vrc75xhtvVCiIaB88nzhxIpYsWeLxNYiqwsmTJ3Hfffe57LN69WqMHTvWo+vGxMTgyy+/BFD8B6Lygoj//fef2L9Xr14MInqs+N99QRBqbQRt/Jriua531dr9GwObUPxvogI1+/95VEUEIiJqlABIvj788EOnfVu3bi32i4mJEQoLCwVfX1+x7Y8//ij3fitXrhT7BwQECAaDQVi8eLHY1q5dO6f3LPnS6/VCeHi40K1bN+Ghhx4SFixYICQnJ7u8r/11fv75Z6f9kpOTBZVKJfa99dZby30md8XHxwtNmzYVAAjjxo0T22NiYhyecdWqVU6vY99PEAThypUrgkKhENuOHj1a7ljmz58v9u/cubMgCIKwY8cOh3EoFArB399faNmypTB06FDh+eefF9asWSOYzWaPnn3MmDHiNZVKpZCYmOi075EjRwS1Wi0AEP7v//7Po/vYmzhxosPzOPuKiYkRz0tLS3N6rDz2r2Hr1q09Gm9eXp7b47X/Cg4OFgoKCmSv2atXL7evM3jwYNnXbvbs2R49R23at2+fEBQU5NbYP/jgA7HfDTfc4NF9KvL6zJ492+33Ii4uTnKu/Wek3Fhvuukmt647adIkh3Mr+r1ub9u2beI1HnnkkXL7X7p0SZgxY4bQp08fISAgQFCr1UJISIgwbNgw4aOPPhJycnKcPr+7X4sXL67Qs9QHKSkpkp9td75/9+7dK0ybNk3o0KGD4OPjI2i1WiEiIkIYPXq08MMPP7j8TD9+/Ljw7LPPCl27dhX8/PwEnU4ntGjRQhg7dqzw559/Oj0vJiZGeOihh4TQ0FBBq9UKnTp1EubOnSt7L4vFIvTo0UN8pt9//92t16KsLVu2lPu9sXr1aodxlhxTqVSy1123bp1Hn+3237O9evWq0LM0ZvtSzwpD108XXjm0sLaHQtXEZrMJo7fMEoauny4UmA21PRyqAPf/1ElERA3aJ598ApPJ5FZfLy8v3HHHHeL+qlWryj3Hvs/YsWOh0+lc9JZnMBiQkpKCM2fOYOnSpXjuuefQsmVLPPLII0hPT/f4evZ+++03SebW1q1bkZGRUalrAsWZQPfccw+Sk5MRGBiIzz//3GX/+fPnu33tli1bYvDgweK+p+/D+PHjnfYTBAG5ubmIi4vD7t278dlnn2Hs2LFo2bIlvv76a7eyBLKysrB582Zx32az4ddff3Xav2/fvpg+fTqA4qmimzZtKvceNW3//v1QKBQOXyXZWNVFoVBAo5FWUpw5cya8vb0rfe2WLVtW+hq1ad26dRgxYgSysrKq7JpPPPGE7PtcMpW5ujRp0qRKrqNSqST79p8TlWW1WvHNN99g2LBhGD16tNj+008/oX379pg8eTIOHjzocN7ixYvRtWtXfPjhhzh27BhycnJgsViQkZGBnTt34qWXXkLXrl1x5MiRKhtrQ3Lu3Dlcd911OHHihFv9MzIycOedd2LIkCH49ttvcf78eRQUFMBkMiExMRHr16/Ho48+imuuuQbJycmSc3NycjBhwgT06dMHn3/+Oc6ePYu8vDwYjUbEx8djzZo1uPPOOzFhwgSHLNsrV65g4MCBWLp0KdLS0mAymRAVFYWZM2diwoQJDuP87rvvcOrUKQDAsGHDcPfdd1fo9Rk0aBCOHTvm8quyn9OXL1+W/Vyw/ypZfoAqppN/CyihwPHMCzBazbU9HKoGZ3MuI9dciNY+4fBSaWt7OFQBnM5MREQAgISEBPzyyy9uT7MdP348li1bBgD466+/YDQanQYGi4qKsH79esm5nnjssccwaNAgWK1WZGdnIzo6Gtu2bcPly5dhNpvx888/Y9OmTdi6dSt69Ojh0bVLrFy5UrJvsViwatUqTJs2rULXK7Fo0SIcOHAAAPDmm28iLCzMZf9Dhw5h+/btGD58uFvXHz9+PPbu3QsA+P333/Hee+857XvlyhUcOnRIcm5ZSqVSnN5pMBiQnp6OI0eOYPv27SgsLERycjKeeuopbNy4EatWrXIIbNn7448/YDZLfwlYsWIFnn/+eafnzJ49G0uWLEF6ejqmTZuGM2fOwMfHx2n/8syYMQOdOnVyeryqgjaV4evri7y8PKfHNRoNCgoKMGbMGOzfvx9AcVDohRdecHrO3Xffjf79+wMofk/VajVUKpX43x07duDo0aMAiqfo1Uepqal4+umn3Qqe16bevXtj4sSJkjaVSgUvLy9ER0djy5YtAIBmzZpBr3dd8bOszZs3OwRxVCoVcnNzERoaCrPZDKVSidtuu61yD3GV0WjEmDFjsG3bNtnjFy9exMWLF7FkyRIcPXoUffr0AVAcfJ8yZYo41s6dO+Pee+9FWFgYLl26hCVLliA7OxsJCQm47bbbEBUVBX9/f1x77bX47rvvXI7JZrPh+eefh8FgAIByP2Pro5dffhlffPGF+Izu2LVrF9auXQug+PUeM2YMIiMjUVBQgH/++QcbN26EIAg4duwYJk+ejA0bNojnvvfee1i6dCmA4s+H22+/HR06dEBOTg7WrFkjfnYsXboUQ4cOxRNPPCGe+/rrryM1NRUAMHLkSNx00034+OOPkZycjJUrV2LKlCkYMaJ4PbXs7Gy8+eabAIo/pz755BOPXpfU1FRMnTrVo3NKPPfcc2jbtm2FzqXqE6TzQ5+Q9jiScR4/XtiMqZ3G1PaQqAqZbBZ8f34jAODGZr1qfNkaqhoMIhIREbRaLUwmEz744ANMnjzZrX/UR44ciYCAAOTk5CA3NxebN2/G7bffLtt3w4YNKCgoAAAEBweLv0C4a9iwYQ4ZDDabDcuXL8fTTz+NnJwcpKam4tZbb8XRo0cRHh7u0fXj4+OxZ88eAMXBmYMHD8JqtWLFihWVCiLm5ubirbfeAgCEh4fjySedL3Rd8h4AwLx589wOIt5333144YUXYLPZEBUVhVOnTjkNpNoHW3r06IEuXbo49FEoFJKCCyXS09Mxa9Ys8Rf6tWvX4sknn8SiRYucjm3FihXiNYcMGYI9e/Zg//79uHz5stPAla+vL2bMmIHXXnsNly9fxieffII33njD+QtQjjFjxmDYsGEVPr+sdu3aYfHixQ7t58+fx//+978KX1duXcMSO3fuxKOPPoqYmBgAQIcOHbBmzRqHbDN7Jd93zowaNUrcLgk21jdnz57FqlWr4OXlhTfeeANnzpwR/7BRWRMnTsSgQYMc2hcvXlxu8Yayxo4d63QdtjfeeEMMIl5zzTUej1OpVMquofjZZ5+JAfyxY8ciIiICixcvFv+gUVGffvqpGEDs27cvXn75ZTzwwAMAiv/Y06FDB3z66adITk6WZHZ/+umnYgDx+uuvx7Zt26BWl/4a8tJLL6F3797IyMhAcnIyli1bhieeeAIdOnRAhw4dXI5p9erVYnAtMjISI0eOrNQz1oRhw4bhn3/+AVC85l5kZKTL/h9++CEA4OGHH0aPHj3wyiuvuHWfkuz3hx56SPLv+quvvooPP/wQL7/8MgBg48aNSE5ORtOmTQEU//saFBQk/j+B/ffYrFmzcMstt2D79u0AgB9//FEMItpsNjFw6efnhzVr1kCv16N58+Z46KGHAABr1qwR/x/g3XffFWcRPProo+jdu7dbz1WisLAQf/75p0fnlBg7dqzHQcRu3bqV+0eL9evX46WXXqrQmKjYw21H4GTWJfx8aSvO58XjpmZ9EekbDq3S+R8tqe4SBAFFVhPOZl/GhoSDuJCXiFB9AG5r4fhvLNUPDCISERFuvvlm/P333zh37hzWrFmDu+4qf0FpnU6HsWPHitP7Vq1a5TSIaP8/3XfffbfL7DV3KZVKPPTQQ+jcuTOuvfZaGI1GJCYmYs6cOeVOGS7r119/Fafnjh8/HkqlEnv27MG///6LpKSkChfX+PDDD8WMjClTpsDLy8tp32bNmsHX1xdnzpzBli1bcOzYMTGLx5VmzZrhuuuuE38hXbVqlVtBRE+zQZs0aYKFCxfC398fH330EYDiwgxPPvkk+vXr59A/NTUVO3bsAFC8uPykSZPEQO3KlStd/hI8ZcoUzJ49G0ajER999BFeeOGFSmUjVqXQ0FBMmjTJoX337t2VCiLKOX36NGbPno0//vhDbBswYADWrl1bqWwrs9ksCSbJBcvqg/DwcMyZMwdTp051+r5U1ODBg2WnAO/evdvjIKIrJT+3AKos2H348GExI1mtVmP27NkAgG3btonZZRVl/724fPlyaLWlU9FatGiBV199FU8++SSefPJJyef8yZMnxe2nn35aEkAsOfe+++7DN99849C/PPbZa88884zL4Hp99fzzz2Pq1Kno2rWr28VrevfujWPHjjkNUD766KNiEBEA4uLixCDioEGD8OSTT6Jdu3YO56lUKjz++ONiENG+sE9aWhpyc3MBFGc/lmTW9urVS+xz8eJFAEB0dDS++OILAMUBxzlz5rj1XPZ0Oh0GDhzo8XlAxYpJ6fV6dO7c2WWf48ePV2g8VKpfk474X9/H8MbRxdifdg7705wXj6L6J1wfiE+veRrhXkG1PRSqIAYRiYgI48ePx99//w2geE0+d4KIJeeVBBHXrl0Ls9nsECA0Go3466+/JOdUpX79+uH555/H+++/D6B4faV58+Z5FHQqyZgDgDvuuANGoxF79uyBzWbDb7/9hueee87jcVksFsk0vEceeaTcc8aPHy9mkM2bN89hirWr8+yDiHLVIxMSEsSpsCXnVMTcuXOxYsUKJCQkACj+Bf6XX35x6Ldq1SoxE+nOO+/EbbfdBqVSCZvNhhUrVrgMIoaEhGD06NFYvXo1srOzsXz5ctnsyNpw6NAh2XW1XFXf9YTJZMK6devw7bffihlq9pKSkvDFF19g0qRJaN++fYXusWPHDnH9wG7duqFVq1aVGnNt6dKlC15//fVqufb06dNls2yNRmOV3SMuLk4MrCsUinIry7rj7NmzGD16tJjVPGrUKPTs2bPS1y1hv+5kRESE7Fq0/v7+DsFKPz8/cdvZ2rv27QEBAW6N58iRI9i1axeA4mzeuvI5UdVKqol7orzsRovFIm4rFArJ2qj33nuvy3PtM6fLqwLvzIsvvihmy77++usezyAAiv+IZv/vGlA8dX7Xrl2Ij4+H2WxGkyZN0K9fP9xyyy0Of8iLjY316H4ZGRnlBnErm+1LxQaFdsGa4e9gT+oZ7E09g0xTHsw2S/knUp2kV2kR4RWC65v2RL+QDtAoGYaq12q1rAsREdUa2FUsNBgMYvVgAMKOHTskfctWZy5hMpmEkJAQ8diGDRsc7rN27VrxeFhYmGCxWMRj7lZndlVVWRAEITo6WvI89uMo7zoXL14Uj/ft21cQBEG4cOGCbOVaT2zfvl28Rvv27WX72FeGbN26tZCcnCzo9XqxUuSFCxck/e2f0V5qaqqksvR///3ncK8FCxY4PGcJ+8rCzipU2ps1a5bYv2nTprJ9rrvuOrHPyZMnBUEQhKFDh4ptUVFRLu/x/fffi31vvvnmcsdkz76CbtnvZVfcqc68b9++ciuAelqdOScnR/jjjz+EiRMnSioMl3wNGTJE0Ol0su3vvfeecPDgQY+qZt9xxx3iNf73v/9Jjtm/dvfcc4+wfPly8Ss7O9uj56pp7lZOdqc687Rp08p9nytbvXr69OnitW655RZBEATh77//Fjp16iR+2X8ul1eJd8OGDUJgYKDDON977z3Z/uV9r8sZOXKk5PPU/jPM1evx7bffiv369esnFBYWSo5HRUUJAQEBAgBBo9EI586dc2s8Dz30kHjdZ555xq1zKiItLa1Kr3fDDTd4/NqXKK9it7tmzJghXufRRx/16Nx33nlHPPe6664T261Wq+Dv7y8AEPz9/YWioiJBEARh6dKlYv+nn35a2Lhxo7jftm1bwWCofIXWEydOCL1793b68xocHOxQudvT6syefrE6MxE1RAwBExERdDodXnjhBbz66qsAirPg3Jlap9FocPfdd4sZd6tWrcKtt94q6WM/hfbee++tlqlmHTp0QJMmTcSsmKNHjzqMwxn7bL977rkHQPG6d7169cKJEyfKXcPPGfssMneni4aHh2Py5Mn4+uuvYbVa8cEHH4jT+1wJDQ3F8OHDxXuuWrXKYR1B+/fh/vvvd2s8zthP80xOTkZiYiIiIiLEtoSEBOzevRtA8XtTMr36nnvuEdtXrFjhct0++ylq//77L0wmk2TqpLseeugh5ObmoqioCH5+fujUqRNGjRqFadOmiVP3PNG6dWt88MEHDu0XL150672yd/bsWTz88MM4ceKEQzaPXq/H3XffjRkzZqBPnz6Ij4/H3Llz8eOPP4rri+7duxd79+7F66+/jmbNmiE6Otrl2opA8c/GunXrxHu4ypD9/fff8fvvv4v7p06dcjtDrL679957ZTM9V65cicOHD1f6+pcvX8bChQvF/ZLP3tzcXERFRXl0rby8PLz++uv44osvxGUZBgwYgNOnT6OoqAivv/46Tp48iW+++QaBgYGVGvcTTzwhVk2fNm2aOO7yTJkyBdu3b8fKlStx5MgRdOrUCQ8//DCaNm2Kc+fOid/XSqUSCxYscFkMqURiYqJY7V2hULgs2FRZc+bMweHDh/Hoo4/ivvvuk2RWluf8+fOSaetAcUZxiZUrVyIkJETc9/Pzq/KMfQDYt28fjh49iqSkJPz1119ilecxY8Z4lOloMBjwww8/iPsPP/ywuK1UKnHnnXfi559/Rm5uLu666y6xsEqJ2267DS+++KK4/8EHHzgtyuauxMREDBs2TMyU9fX1RY8ePeDl5YWoqCgkJCQgMzMTkydPhk6nE9fxJCKiCqjtKCYREdUOlMlqy8nJETNBAAjHjh0T+zrLRBQEQdi6dat4rEmTJpKMKJPJJMmM+eeffyTnVlUmoiAIQq9evcT+L7zwgtvX6dmzp2x2nH2mxfz588u9f1mjR48Wz3/jjTdk+5TNRBQEQbh06ZKYVajX64WkpCSxf9n3zN6iRYucZj8kJycLSqVSPB4bGys57mkm4rFjxyRjOXHihOT4xx9/LB6bOXOm2H758mWxvWvXri7vkZ+fL7nH8ePHyx1XCfuMNGdf/v7+wurVqyXnuZOJaD++/fv3CwsXLhS2bdsmeQ09yUS86aabJK/9jTfeKHz99ddCZmambP/s7Gzhiy++EK699lpBoVCI537xxRfl3stsNksydV588UWHPq5eu1OnTrn9XLWhKjMRSyQkJAgbNmwQ5s2bJ2RnZ7t9j/KMGTNGvI5SqRTOnDkjCIIgbNmyRRg4cKD41bZtW6djNRgMwjfffCOEh4dL3qfx48cLBoNB2Lx5s+Dt7S22h4eHCwsXLhRMJpMgCBXLRBQEQZgzZ47k86Tk67nnnnN5ns1mExYvXixERkbKfn/dcMMNwu7du90ex8yZM8Vzb7vtNrfPq4h//vlHvJePj48wceJEYefOnYLNZiv3XPt/59z5Ku/zo6KZiE8//bTkPpGRkcLq1avdegZ7r732mniNbt26id9PJS5fviyEhYXJPtv48eMlWfHDhg0TBKH4eyMxMVFISUnxaCwl3n33XcmYMjIyxGMWi0Xy7P369ROPuZOJ6Iz9+zBw4MAKjZuIqD5iJiIREQEoXsfqqaeewty5cwEUr424fPnycs8bNmwYwsLCkJqaivT0dOzcuVOsvLh161ZkZ2cDKF4/a+jQodU2fvsMrPz8fLfOOXfunLiAf/fu3dGxY0fx2D333CMWJCivEIic+Ph4cbtJkyZun9emTRuMGzcOy5cvh8FgwGeffSa+J67cddddePLJJ2E2m3HixAlcuHBBzKT6448/xDX7Bg0a5HFWZVlls93Kvt5y2Z0A0KpVK/Tv3x+HDx/G2bNnXVaS9vHxgbe3NwoLCwEUrx9nvzi/K2FhYRg9ejR69OiBkJAQ+Pj4ICkpCSdOnMDff/8Nm82G3NxcjBs3Dnv27MGAAQNkr/Paa6/B19cXFosFubm5YiXyjIwMXL58WXxN/+///q/C39vfffcdZs2ahVGjRmHUqFHlLvYfEBCAp59+Gk8//TSSkpKwZcsWnDp1ymXl7xJPP/20uOh/WFgYZs2a5bL/+PHjJVmrlf2+qYuioqLEdfSKiorE9zgnJwcJCQnIyMgQ+5ZUl62sBQsWiGvQAsXraT7wwAM4cOAARowYIalev2TJEkyePNnhGmlpaejTp4+4NilQ/DPzwQcfiN8LN998M3bu3Im77roLCQkJSElJwVNPPYXu3bvLFo1x1+uvv47Bgwdj1qxZkvXfFixYgOPHj2Pu3LkYMmSIw3nR0dFYtmyZ03Xo9u3bh2+//RZdunRBcHCwyzEUFhbi22+/FfenT5/u1tjPnTvntFK2K/ZrnhYUFODHH3/Ejz/+iLZt22LSpEmYOHFivVtbNDY2FpMmTcL06dPx5ptvujVLYMOGDeL6w3q9HsuXL3dYB7lVq1bYv38/3njjDWzevBm5ubmIjIzE5MmTMXnyZHTt2hVAcdbixx9/jE8++QTvv/8+kpOTART/G/juu+9iwoQJbj9LSeV6oHgNXvvvH5VKhYkTJ+LLL7906EtERBVQ21FMIiKqHZDJaktJSZGsyXfx4kVBEFxnIgqCIDz11FPi8WnTpontjz76qNj+/PPPO5xXlZmI3bt3l81+c3Wd2bNnu8wq6tSpk3g8Ojq63DHYa9eunXjuDz/8INtHLhNREIrXdippDwgIEHJycgRBcJ2JKAjS7Me5c+eK7cOHDxfbP/nkE4fzPM1EPHz4sGQs9hmc9s8UGRnpcO7cuXPF47NmzXJ5n4iICLHv8uXLyx2XO86cOSO0adNGvG7JWnSC4JiJ6O7XvHnzKpyJWFPeeustcXwKhULYuHGjbD9PM+127twpqFSqavnauXOnR89YkUxEd7+USqWQmJhY6UzE7du3CxqNRryGVqsVt++55x7BarVK+rvKOlu4cKF47N577xWuXLkie8+MjAzhgQceEAAICxYsENvtn8/TdflK2K9dav9avf3225IMt6NHjwrBwcFin0cffVS4ePGiYDKZhFOnTkkyMzt06CAkJCS4vO/XX38t9u/Ro4fb4y2bRV3Zr44dOwrvv/++kJqa6tHrVltrIppMJiEuLk5YsWKF0LlzZ/E6t956q2S9YjkHDhwQfHx8xM+QpUuXenRvQRCEZ555RrznlClTJJ9LZb++//57t69r/+9Knz59hPz8fMnxV155RTxunzXoLBPR/v2pyq+yazISEdVHzEQkIiJRWFiYZE2+Dz/8EF999VW5540fP17st3r1anz11Vew2Wz4888/JX2qi81mw5UrV8R9+/X5XLHPmMvIyHBYF8p+naoVK1bgzTffdHtM9tWhMzMz3T4PAHr27IlRo0Zhw4YNyMnJwTfffONWJuT48eOxfv16AMVrIL722mtIT08X1+OqqgqwZTM5mjVrJm7bv6ZhYWEOr2lKSoqk73vvvef0PvavW3lr/bmra9eu+OqrrzBq1CgAwPbt28X1FpVKpcOaf0qlEl5eXvD19YWvry/8/PwQGhqK9u3bo0uXLhgyZAjat2+PnTt3ejSOt99+W7aKdmWdOnUK3bt3F/ctFgueffZZyXqNs2fPxsiRI6vkfv379xezG6tamzZtquW6er3e4X3WaDTw8fGRvM8tW7ZEhw4d0Lt3bwwZMqTS60EePHgQd9xxh1iR9uabb8acOXMwbNgwFBUV4ffff8e0adPw7bffQqlUlnu9xx9/HIIgoG/fvujfv7/TfsHBwVi2bBneeOMNMQsMAL7++mtx2/6zzhNt27YVt0eOHIkdO3bAZDLh7bffhtVqxbvvviuOteTn+cknn5T8u9K9e3esW7cOI0eOxJYtW3D+/Hm8+OKLWLFihew9BUHAZ599Ju57shZi7969xXUjPXH06FH069cPAKDVanH33Xdj6tSpspXa6zKNRoMWLVpg/PjxGDFiBDp37oz09HRs3LgRy5Ytk6xvaO/kyZO49dZbxfVYP/roIzz44IMe3fvs2bPi55Cfnx+mT5+Ovn37AgBatmwpVo0fPnw48vLyMHPmTDz88MMOmY5yHn/8cSxYsABJSUk4duwYWrZsib59+0Kn0yE6OhoXLlwAUPxvYNn1gomIyDMMIhIRkcTLL7+MhQsXwmq1YvHixXj77bfLPWfo0KGIiIhAYmIiUlNTsWvXLpjNZnEqYOvWrd0uLlIRR44cQW5urrg/fPjwcs85ceIEzp07J+5/8cUXLvuvXLnSoyBi69atxanSJdO0PPHaa69hw4YNAIBPP/3UrV+Ux44dC51OB6PRiCNHjiA2NhZbt24Vi3YMHToUzZs393gsZe3YsUPcHjBggKTIgP0v/gcPHsTBgwedXufixYs4dOiQ7HTi7OxsGAwGcb8qpwrecMMN4rbFYkFGRgaaNWuG4OBgcfp9QxAVFYWHH34Yhw4dEttmzJghTtOvCj4+PpKgZX3wzDPP4JlnnqnRe27cuBHjxo0Tp/536dIFK1asQHBwMBYvXixOG1+0aBEyMzPx008/Sf4Q4czUqVPF7c8//1wsluGpqvjjwv3334/77rtPnB7+/vvvY8aMGcjKysKRI0fEfq+//rrDuQqFAm+++aZYHOrPP/90Wkxpw4YN4md3aGholU0zd+W3335Dx44d8fjjj2PSpEkeLVFRV4WEhODOO+/E999/D6D4e1QuiBgdHY1bbrlFLFoyZ84cvPDCCx7f74UXXoDFYgEAvPHGGzh58iRMJhOA4uIs7dq1AwDcfvvtWLZsGVJTU3HkyBG3/t8hJCQEe/fuxbRp07B582ZkZWVh27Ztkj4RERH49ttvcdttt5V7vTvuuAOdO3f29BHL5U7BICKiuo5BRCIikmjTpg3Gjx+PZcuWwWAwSNadckapVGLcuHFi1tnq1avFbBsAGDduHBQKRXUNWZKV0rVrV0m2jTPOslycOXPmjMs1/Mrq06ePWAXXPljpruuvvx5DhgzB3r17kZSUJFYhdcXf3x+jRo3CmjVrAABr1qyRVImubFVmAMjKysLPP/8s7tsHH6KiojzOSluxYoVsENG+Qq1er0eXLl08H6wTJesslggKCpLtl5GRIWYtBQcHu5Ud5q7evXtj4sSJLvsUFhbit99+E/fvv//+cquYBgUFIScnB++//z4++eQTFBUVASj+GX3nnXeYhVOGyWQS/wCh0WiqvPq0zWbDhx9+iNdff10MoLRv3x7btm0T120bP348Ll68KAbX/vjjD/z333/YunWrR/fatGmTZK1FT7zxxhsVzka09+ijj+LFF19Ebm4ujEYjzp4961B5PCwsTPbc8PBwcdtgMCA9PV02q/yTTz4Rt6dNmwa9Xl/pcZdn8uTJbq1NW9/Yvxc5OTkOxy9fvowRI0aIGeSzZ8+WDQKX56+//sLmzZsBFGevTp8+HR999JF43H69Vfs/GMXGxrr9B8jIyEhs2rQJMTEx+PLLL8Xrt2jRAsuXL8fgwYPdWvcRgKR6NBERSTGISEREDl577TUsW7YMANwKXgHFvwiXBBG3bdsmySKrzqnMK1euxNKlS8V9d3/Rs3+uFStWOB3jvffei99//128l7tBxJEjR4pT+f755x9YLBao1Z79s/vaa6/hjjvucBivK+PHjxeDiBs2bMCePXsAFC8uf++993p0/7KsViseeeQR5OXlASiegvbUU0+Jx+2nMt96661iJmVZf/31F26//XYAxc/14YcfOgSZ7YOfw4cPd2tKGwC3Xmf7gkF9+vRxGoRo3rw5jEYjAOD8+fNioZqqMHbs2HILPMTHx0uCiJ9//rlbGVCjR4+WvPZNmjTB0qVLccstt1R4vA3VH3/8gQceeAAAcO2112L37t1Vev0HH3xQ8nMxYMAArFu3ThIwA4BZs2ZBq9XilVdegSAIGDVqlGSZgLpi1qxZeO+995z+UUihUEimC+v1eodswjNnzqB3794O5545c0ayLxfQPX36tBhc1Wq1ks+f6mRfdKu+mDFjBl544QWX2eenTp0St+2npgNAUlISbrrpJsTFxQEofu/dmZlQltlsxksvvSTuf/DBB9BqtZKAnv3/L9hvuxv0s9emTRsMGzZMDCKGhIRICl8ZDAYkJCQgPj7e4edQzogRIxyyGt0VHh5eoZkIRER1WdX9SZ2IiBqMHj16YPTo0QCKf2lLSkoq9xz7qr+nT58W1yBq166duJZUVSooKMC7774rmco2ceJEMejmysGDB3Hp0iUAxdMxSwJacuyz9+yDAeUZNGiQmFGRl5eH/fv3u31uidtuu02cKlqSxVGe22+/Hd7e3uI5JWtYlVTRrqioqCiMGDECf/31F4DirK1FixZJplzavz4lgRk5I0eOFLP/4uPjxUCnPfsg4rhx49we56uvvopnnnlGUlXX3v79+yVViadNm+b2tV0ZNmwYBEGAIAhOq8/WlGXLlqFPnz5QKBR47LHH8N9//zGAWEWWLFkivs/uBFQ+/PBD8Q8PDz74IHbu3Ok0cDFjxgz89ttveP/99/HRRx9VKnt78eLF4jidfVXE3Llz8eCDDzqd9r927Vrxjwy+vr7o2rUrOnfuLKk6/vLLL4vB+RLZ2dmSDLd+/frJTue2z0IcN25cnQy0umPnzp3i+xAZGVkt99i6dSv69euHpUuXyr7fy5cvFz/PAekf+9LT0zFixAhcvHgRQPF75mr9Wlc+//xzREdHAyj+nLz77rsBAB06dBD7HD58WNy2n/pe3h9uPv30U9x///0OX/Pnzxf7REdHo1u3bmjRogX8/Pzg5eWF9u3bY9iwYUhPT6/QMxERNWbMRCQiIlmvvfaaWKSjZN2i8owbNw4ffPCBpK0qshB37twJg8EAi8WCzMxMnDhxAlu2bBHXaAKK11QqWdupPPbBrjvvvFMMuskZM2YM/Pz8kJeXhwsXLuDw4cMuixiUUCqVmDp1qjh9dMWKFZJsCHcoFAq88soreOSRR9x+D3x8fDBmzBhJBhvg/vsgCAIWLVoEoHg6bXJyMvbs2YPdu3fDZrMBALy9vR0y206dOoWzZ88CKM4+cpVlp9FocPfdd4vvV9nXxj6wGBwc7FEQ0Wq14ssvv8SiRYtw8803o0+fPggLC4MgCDhw4ACWL18uPsewYcPw2GOPuX3t+iIwMBCbN2/GpUuXcM0119T2cBq1Fi1aYPfu3di0aZNb6w7ec889NTCqylmxYoW4xqN9hvAPP/wgCQY999xzYhbiG2+8Ia7runXrVnTp0gXjx49HREQEYmNj8dNPP0kCOnLT7lNTUyVZ59OnT6/qR2tQFAoFUlJSMGHCBLz55psYPXo02rZtC6vVil27donLbQDAhAkTcO211wIAioqKcOutt4qf5x07dkTHjh3FfxfkjBkzRjagm5aWJmbkK5VKSaGtESNGwN/fH7m5uVi2bBmaN2+OrKws7Nq1C0BxZqRcxqq93bt3izMFnCkqKhKfpSJuv/12j7LQU1NTsXr16grfj4iozqvBStBERFSHABC/nBkyZIikHwAhJibGaf/Dhw879D9x4oTT/osXLxb7tWvXTnKsdevWDteS+4qMjBR+/fVXp/ewv87PP/8s2Gw2oUWLFmLbunXrnL9IVz300ENi/5deeqnc/iXy8vKE8PBwAYDg7+8vZGdnS47HxMSI123durXsNcxms+xr4cqqVaskfdVqtZCenu60/44dO9x6rRUKhTBmzBjh4sWLDteYNWuW2O+ee+4p97XZsmWL2D88PFywWCzisZkzZ4rH3nvvvXKvZW/t2rVCcHBwuc9y1113CTk5OS6vpdPpxP7nz5/3aBxVIS4uTjLmtLS0ar/nxIkTxfvNnj272u9XlSoy9uXLl4vnXHvttdU7wAqw/4y84YYbXPYdM2aM2Hfx4sXlXtvdz3V7/fv3d+uzYtKkSYLZbJac++qrrwoKhcLleVqtVliwYIHsvd9++22x39ChQ90ab0Pk7vfE7t27hTZt2pT7Xj344IOCwWAQz7P/d8ndrx07dsiOYdq0aWKfKVOmOBxfuHCh7PXUarWwfv36cl+LGTNmCL169RK/evfuLfTr108YNGiQcMMNNwijR48Wxo0bJ0yZMkV45ZVXhHnz5gk//PCDsGXLFuHcuXPCxYsXxXuqVKpy7+eOffv2Sf5tIyJqaJiJSERETs2cOdPlVN+y+vXrh/bt24tTmTt37oyePXtW2Xj0ej2CgoLQtm1b9O/fH2PGjMGIESM8mva3Z88exMfHAyguQjFy5Mhyz7n//vvFDJhff/0VH3zwgVv39PX1xZw5c/D4448jNzcXH330kZiV4S61Wo0ZM2bg2Wefdfuc0aNHi9mTQHHGh6dFExQKBfz9/RESEoLu3btj0KBBuP/++9GmTRvZ/vbZne4UcLnxxhsRHh6OlJQUpKSkYMeOHRgxYgQyMjLEStmtWrVyqyq1vdtvvx0XL17EsmXLsH79epw8eRJpaWkAgGbNmuHaa6/Fo48+ihtvvNGj67766quSKtTleeaZZ9zKWKW64/z585g0aZLb/fV6Pb755pvqG1Al/PLLL5KswKqyb98+/PLLL/j1119x/PhxpKWliQVjwsLCMGHCBNx///2yxZLmzZuHBx54AN999x3+/fdfxMbGorCwEL6+vujQoQNuvPFGTJ06VTbry2g04uuvvxb3mYVYvmuvvRbR0dFYtWoV/vzzTxw8eBApKSmwWCxo2rQprr32Wjz++OMYNmxYtdz/1KlTYvain58f5syZ49Dn8ccfR2hoKObPn48TJ05ApVLhmmuuwezZs3H99deXe4+yMx88VdtLTxAR1UcKQajgoihERERULpvNhoEDB+Lw4cPw9vbGf//9J6k+SVLTpk3DwoULAQDr16/HqFGjam0ser3eYe02d/3222+VLmQTHx+Pli1bivtpaWluFVapjEmTJuHHH38EUFyJtSKFFOqTFStWuFy/0xUfHx/k5+dX8YiklixZgsmTJwMAbrjhBuzcudNp39tuu63C1ZljYmIqtDbfzp07xYD8xIkTsWTJkgrdn6g2xMbGin8YU6lUYkC8Mvbv34/BgwcDYGEVImqYWFiFiIioGimVSixfvhz+/v4oLCzE008/XdtDqrP27NmD7777DgDwwgsv1GoAkYiIiIiIpJiJSEREVAO2bt2K0aNHw2w249tvv8XUqVNre0h1Sn5+Pnr16oVLly5h9OjRWLt2LVQqVW0Pq9G5cuUKMjMzAQBNmzZF06ZNa3lEjVtmZiauXLkCoHh5BE8KPNQEZiJSfWYymcSiKwqFAr169ar0Na9cuYIFCxYAAPz9/fHWW29V+ppERHUJg4hERERERERERETkEqczExERERERERERkUsMIhIREREREREREZFLDCISERERERERERGRSwwiEhERERERERERkUsMIhIREREREREREZFLDCISERERERERERGRSwwiEhERERERERERkUsMIhIREREREREREZFLDCISERERERERERGRSwwiEhERERERERERkUsMIhIREREREREREZFLDCISERERERERERGRSwwiEhERERERERERkUsMIhIREREREREREZFLDCISERERERERERGRSwwiEhERERERERERkUsMIhIREREREREREZFL6toeQGPQuXNnZGVloW3btrU9FCIiIiIiIiIiaqQuXbqEoKAgnDt3zuNzGUSsAVlZWSgsLKztYRDVC1arFQCgUqlqeSREDRd/zoiqF3/GiKoXf8aIqhd/xhq2ysSnGESsASUZiPv27avlkRDVfdnZ2QCAwMDAWh0HUUPGnzOi6sWfMaLqxZ8xourFn7GGbfDgwRU+l2siEhERERERERERkUsMIhIREREREREREZFLDCISERERERERERGRSwwiEhERERERERERkUsMIhIREREREREREZFLDCISERERERERERGRSwwiEhERERERERERkUsMIhIREREREREREZFLDCISERERERERERGRSwwiEhERERERERERkUsMIhIREREREREREZFLDCISERERERERERGRSwwiEhERERERERERkUsMIhIREREREREREZFLDCISERERERERERGRSwwiEhERERERERERkUsMIhIREREREREREZFLDCISEREREREREdWCPSmna3sIRG5jEJGIiIiIiIiIqIZdyU/FU/sX4Ep+am0PhcgtDCISEREREREREdWwb6LWwWgz45uodbU9FCK3MIhIRERERERERFSDruSnYm3cPgDA2rh9zEakeoFBRCIiIiIiIiKiGvRN1DpYBCsAwCJYmY1I9QKDiERERERERERENcQ+C7EEsxGpPmAQkYiIiIiIiIiohthnIZZgNiLVBwwiEhERERERERHVALksxBLMRqS6jkFEIiIiIiIiIqIaIJeFWILZiFTXMYhIRERERERERFTNXGUhlmA2ItVlDCISEREREREREVUzV1mIJZiNSHUZg4hERERERERERNXInSzEEsxGpLqKQUQiIiIiIiIiomrkThZiCWYjUl3FICIRERERERERUTXxJAuxBLMRqS5iEJGIiIiIiIiIqJp4koVYgtmIVBcxiEhEREREREREVA0qkoVYgtmIVNcwiEhEREREREREVA0qkoVYgtmIVNcwiEhEREREREREVMUqk4VYgtmIVJeoa3sAREREREREREQNzZWCVDzS7uYquU4r37AqGBFR5TCISERERERERERUxYaGd8fQ8O61PQyqAIvNiHxTKgL1LWt7KHVKvZvOnJycjOeffx5t27aFTqdDYGAgbrzxRqxdu9ahb2xsLO6//36EhobCx8cHAwcOxO+//y57XYvFgrlz56Jjx47Q6/Vo3bo1XnnlFRQWFlb3IxERERERERERUS2z2EzYdfkTzNnZDHP/bYUdl+bW9pDqlHqVibhz507ccccdCAkJwcSJE9GtWzekpqZiwYIFuPPOO7Fs2TI88MADAICYmBhcc8010Gg0ePPNNxEaGoolS5bg3nvvxVdffYUnn3xSvK4gCHjggQfw+++/46mnnsINN9yA48eP44MPPsC+ffuwfft2aDSa2npsIiIiIiIiImpAjiT+jJT8U7LH+kc8hjDfTjU8IgKAH4/dieiMjeL+/vhvcWPbmbU4orqlXgURY2Nj8dJLL2HmzJnQarVi+1133YV27drhf//7nxhEnD59OnJzc3Hs2DF07doVADB+/HjceOONmDFjBu6++26Eh4cDANasWYNVq1bh9ddfx5w5cwAA9913H9q0aYPHH38c33zzDZ599tkafloiIiIiIiIiaohOJC9HVPoGAMDNbd/FiZTlSC34DwDQOmAIg4i1oMicIwkgAkCeMQmCIEChUNTSqOqWejWdeeLEiZg9e7YkgAgAERER6Nq1K86ePQubzYaUlBSsW7cOd955pxhABAClUilOUf7ll1/E9u+++w5arRYvvfSS5LqTJ09G06ZNsXDhwup9MCIiIiIiIiJqNMzWInFbq/KCSqkrPWYz1saQGr1Cc4ZDm1UwocCcXgujqZvqVRDRVeQ3Ly8PAQEBUCqV2LFjBwRBwIgRIxz6DRs2DCqVCtu2bQMA2Gw2/PPPP+jXrx+CgoIkfVUqFYYNG4bTp08jNZUl1YmIiIiIiIio8iw2g7itUuqhVpQmS1kFg9wpVM2KzJmy7TmG+BoeSd1Vr4KIzuzZswfnz5/HLbfcAgCIiooCAHTq5Jj+6+PjgxYtWuDcuXMAgLi4OBQWFsr2tb9GSX8iIiIiIiIiosqw2kzitlqphUpZGkS0MBOxVhRasmTbsw1xNTySuqterYkop6ioCFOmTIFOp8Nbb70FAEhLSwMAhIWFyZ4TFhYmBgXd6QsA6enlp68OHjxYtv306dNo0aoVNu3YKXu8e6eO8PH2BgBEXbqE7Jxc2X7Nm4ajRbNmAIDU9AzExMl/I3t7eaFH5+Lgp9lsxtHTZ5yOuXe3rtBdnR5+Jjoa+QXy1ahbt2iOpqGhAIDElBTEJSbJ9gvw90Pndu0AAIVFRTh1LsrpvQf06gmlsjiOfeLsWRiMJtl+7SNbI+Rqlujl+AQkX33PygoJCkL7yNYAgJy8PJy7cFG2n0qlRP+ePcX9wydPwmq1yfbt3L4dAvz8AAAXYi8jI0v+Q6VpaChat2gOAMjIysKF2Muy/fQ6LXpdnWJvs9lw6MRJ2X4A0KNzJ3h7eQEAzl28iJzcPNl+LSOaIeLq+p7JaWm4HJ8g28/XxxvdOnYEABhNJhw/c9bpvft27yYWEzp1LgqFRUWy/dq0bImwJiEAgPikJCQkp8j2CwzwR6e2bQEABYWFOB0V7fTeXdu3E7ePnT4Dk9ks269j2zYICggAAMTExSE13TH1HABCQ4LRtlUrAEB2bi6iLl6S7adWq9CvRw9x/+DxExAEQX6MHTvAz8cHAHA+JgaZ2Tmy/SLCw9AyIgIAkJ6ZiYuXr8j289Lr0bNLZwCAxWrFkZPyCywDQK+uXaDXFU91OHv+PPLyC2T7tWoegWZXP7+SUlNxJSFRtp+frw+6dugAADAYjThx9j+n9+7XswfUKhUA4OR/51BkkP8LabvWrdAkOBgAEJeYiMQU+Uzu4MAAdGjTBgCQV1CAs9HnZfspFApc07uXuH/k1ClYLFbZvp3atUWgvz8A4NKVK0jLkP9rYliTELRp2RIAkJWTg+hLMbL9tBoN+nTvJu4fOHZcth9Qvz7L8/LykJKejgwn37v8LOdnuRxPPssH9uktbjfGz/Ls7GycPBcFnU4n25ef5fwsl8P/L3f/s/zUuXPIys6R/RnjZzk/y+XUxf8vz0vpBLW5+HM2ymREka01oN8NAMjMzMGm8zud3ru6P8uPnToNAA4/Yw39s/xA1HmoMx1ntB47Ho3m12QDaBif5QajUfze9VS9z0R88sknce7cOcyfP19c/7Do6gers/9x0+v1KCwsdLsvALE/EREREREREVFlCEJp8E0BFZR2OV5WwQgBNuSa4mETLLUxvEbJ4mQaudEqH5xujBSCs5B+PbBw4UJMmzYNDz30kKRQylNPPYWvv/4aUVFR6Hj1Lzz2Bg8ejJMnT6KgoAAHDx7EwIEDMXPmTPzvf/9z6Pvtt9/iiSeewK+//or77ruvQuMsyVDct29fhc4nakyys7MBAIGBgbU6DqKGjD9nRNWLP2NE1Ys/Y9QQzPs3ElmG4kzZCT1/w7GkpTiTtgYAcEv7/0Ns1m5EZ2xCZOBQPHnNrhodW2P8GRMEAa9tkebZdQsdCz9dM3QNvQOdQm+tpZFVvcrEqOrtdOaNGzfi6aefxpAhQ7Bo0SLJsZJv9Jwc+WhxdnY2Aq6mW7vTF4DYn4iIiIiIiIioMixC6VRTpUIjWRMx35iC6IxNAIDY7N3ILIpFsFdkTQ+xUUnKly5p0CPsXtzS/v+gVGoQoIuopVHVPfVyOvOxY8dw3333oU2bNli7dq045bhE+/btAQCXLjmusWC1WnH58mV0uLpuTGRkJNRqtWxf+2uU9CciIiIiIiIiqgz7wioqpRYapZe4n2dKKdNXfj1KqjppBdJiugLq7aTdalXvgoiXL1/GmDFj4OXlhQ0bNiAkJMShz9ChQwEAu3Y5pvweOHAARUVFYh+tVosBAwbgwIEDMMssFLtz5040b94ckZGRVfsgRERERERERNQoSaozK3TQqf3F/ayiWElfi01+rT6qOvkmadGZjiG31NJI6rZ6FUTMzs7G6NGjkZ2djXXr1qFdu3ay/Tp27IjBgwdj6dKlSEqSVriZP38+VCoVJkyYILZNmjQJWVlZDtOiV69ejejoaEycOBEKhaLqH4iIiIiIiIiIGh2rYJ+JqIGXOlDczzZIq4qbrSz0Wt3yjKWxI7VSj04ho2pxNHVXvVoT8cEHH8TZs2cxdepUpKWl4a+//nLoM3jwYISEhODzzz/H9ddfj6FDh+Lll19GUFAQli9fjrVr1+KNN95Aly5dxHMmT56Mn3/+Gc899xxiYmIwcOBAnDlzBvPmzUO3bt3w6quv1uRjEhEREREREVEDJQiCdDqzQge9urQOQ9msOBODiNUuz5gsbg+IeAxKpQqw1eKA6qh6FUQ8e/YsgOKqzAsXLpTts2PHDgwbNgz9+vXDvn378Prrr2PmzJkwGAzo0qULFi9ejEmTJknO0Wg02LhxI9599138+uuv+OyzzxAaGorHHnsM7777Lvz9/WXvRURERERERETkCZtglay5p1JqoFc7jzuYrQU1MaxGLdcuE9FXG1aLI6nb6lUQMTY21qP+PXv2xLp169zq6+Pjg/nz52P+/PkVGBkRERERERERUfnspzIDgFqplWQilmWyMROxuuWbSjMRGUR0rl6tiUhEREREREREVJ9ZbEbJvkqphV4T6LR/Y8xENFrykVmmwEy13s+aL27rXAR0GzsGEYmIiIiIiIiIaoj9eogAoFJoXGciNrI1EfOMKfjfvy0wf1cbHE5YUiP3tFhLK2BrVLoauWd9xCAiEREREREREVENKTudWakob03ExhVEXBc1HQZLDgDgtzOTa+SeFltpEFGt9KqRe9ZHDCISEREREREREdUQaWVmDRQKBXQqP6f9G9uaiAm5R2r8nmZbkbitUepr/P71BYOIREREREREREQ1xGIXRFQqNAAAhUIJlUJ+Gq3Z0rjWRCwyZ9f4PaWZiJzO7AyDiERERERERERENcR+OrNKqRG3nQWvjievqPYx1SUGS3aN3s9qs8AmWMV9NTMRnWIQkYiIiIiIiIiohlhlMhEBQK2SD17lGOOQUXip2sdVV1gFc43ezz4LEWAQ0RUGEYmIiIiIiIiIakjZNRFLqJ1MZwaAK9n7qnVMjZljEJHTmZ1hEJGIiIiIiIiIqJLyTWk4nrQcheZMl/08nc4MAAqFuvIDrEHZhjgk5Z2q7WG4xcwgotvq13chEREREREREVEdIwgCvjt8E5LzTyHCrw+eG3QECoVCtq9cYRXAdfDKYlc9uK5LyjuFBfv7wiZYcF+3xejffJLb55qsNV+J2j4TUaXQQqFgvp0zfGWIiIiIiIiIiCoho/ACkvOLM+8S846hyEVxEKvNKG6r3A4iGpweq2vWRU2HTbAAAP44O9Wjc1Pyz0j2fTShVTYuZ8zW0gCtSqmt9vvVZwwiEhERERERERFVgtGaL9kXBJvTvvaZiPZBK1cFPewDXXXdxczt4ranRVJKArEl7KsmVxf7AC2nMrvGICIRERERERERUSWYy0w3ts82LMsq2Gcilq4y5yqIWF8yEa02x6BhkTnb7fMvZ++VXs9u/cjqIp3OzCCiKwwiEhERERERERFVgtGSJ9k3uwgi5hmTxW29OlDcdpUFZ6rmNRGLzDmSDMmKKjCnO7SVnaLsjNGShxPJKyVtJdOiq5NZkonI6cyuMIhIRERERERERFQJBkuOZN/qIiCXWXRJ3A7UtxS3XQURDR5k83nqXNp6/N/OMPzvn+bILIqt1LUKTI5BxIzCC26dezx5BUxlpoW7eh2risXK6czuYhCRiIiIiIiIiKgSDGUKqVgE55mImUUx4nagvpW4rXIRwNob93mlA3zO/B09A1bBhAJzOjadf71S1yo0Zzi02T9vVPpGvLHVG69uVmDpyfsl2Y8H479zOFeArdrXRZRMZ2YQ0SUGEYmIiIiIiIiIKqHsun+u1kTMLCzNRAzyai1ua1ysiQgAv52eXLHBuWCxmZBa8J+4fzx5GQRBqPD15DIRs+yCn0tPjBPXjzyZvBJHEn8EACTlnUR87iHZa8qts1iVLJzO7DYGEYmIiIiIiIiIKqHsdGaLkyCiTbAhyxAr7gfpS4OI5U2lvZS1s8Ljk2OxmbDk2O0O7ZmG8+K2IAg4n7EV59I2wOai4nSJQpk1EbMMVwAARks+jFbp2pFHE38CAFzO3ie22b8mAGDzsMKzp0zWQnHbVXEbAtTldyEiIiIiIiIiIntbLr6DCxlbcEv7/3OczuxkLb88Y5IkwBiojxS3y06l1Si9HKo+V6UzqatxPmOzQ/vZjD9QaEmHQm1Fy4BrsOa/pwAA93dfij4RD7q8ptx05uyrQcT0wvMOx7w1wVf7XBbbwny7Ictu32IzobomGacVRGPbpXfFfZ3av5ru1DAwiEhERERERERE5IHEvBPYevFtAMDSE+PRscktkuOXMncgSN8STXw6SNrti6p4a5pAq/YW98tmIvpoQ8UAXIk8Ywr8dOFV8Qg4m7pWtn134nxx+0jiEnF7xekJ5QYR5aYz5xjiYBNsskFErcoXACTPGWwXWAWqLxPRJlix+Oho5BoTr7Yo0Ct8fLXcq6HgdGYiIiIiIiIiIg9Epa0XtwvMacg2xEmOb4+Zgw/3dEJK/n+SdvsiIwH6FpJjZafS+mhDHe4bn3ukwmMuy0/XzMMzyl8rsUBmOrNVMCHfmIz0wmiHY0WWbNgEG44lLRXb7IvNAIDF6nx9ycpIyD2CjKKLV/cUGNluDjqEjKiWezUUDCISEREREREREXmg7JqHsVm7HfoIELD5wpuSNvuiKoE6aRBRo/KS7PtoHIOIiVUYRLQK0inX/rrmFb7Wpcx/sOLUwziW9Ivs8YyiS0gvkAkimjPFdRFLBOhbQqnQ2I2zejIRi+zWsQzSt0b/5pOq5T4NCYOIREREREREREQeKM1gKyZAvuiIsUzBFWkmojTjrlXAIDF4FqBvieZ+fRyul5B3rELjlWO2KygyuMXT6Bgy0mX/kqnHgDSIahNsWHbyfqcBRADIKopBmkwmYqE5E3E5ByRtoT4dobILIjorUlNZJktpkReNyttFTyrBICIRERERERERkQfSCqLc6ueni5Ds26+JWLYKcZhPZ0zttw0PdF+KqX23Qal0LGORmHfc88E6YbIWiNsalRc6hNzssr9eHQAAOJm8Cm9vD8Zn+/rAaMlHkTkLeaZkh/5NvEvXg8woikG6zGtWZM6STIEO0LWEvy4CKmX1ZyIarfnitpZBRLcwiEhERERERERE5KYcQwIScg+71bfsuob2mYhBXq3KdkeIdzu0DR4GrdpHdgnCrKIYbLnwNmyCfOajJ+wzETVKbzT36ys57q0JKXNG8YDWR8+A2VaIxLzj2HzhTRSY02Sv39J/oLidmHsERWUqWANAkSULhabSis5DWj4NAJJMRJsgX+m6sox2mYhalU+13KOhYRCRiIiIiIiIiMhN0RmbILhRZASQVhY2Ww3INSaI+8FebV2e27PpOIeKzQCw9dI7OJ3yh5ujdc4+E1Gr8oZO7Ss53tS3B+7u8o24XxJ0yzJcFtv2x38jW5EZAMJ8u4jbFzK3y/axCRZkG0uL0nhpggEASkVpFqbF5hhEzDEk4FDCD8g1Jsle1x0mu0xEDYOIbmEQkYiIiIiIiIjITc6CZnLsA2A5xnhxW6lQl1sd2VsTjEd6/Ymb274Nb00TybEN518p995maxHyjalOj5vsMxGvTucdFvnq1RYFrm35PCLs1mU0WvMdgpcWmwEFJsdMxDaB1yHArnCMfcAuzKeLpK99sZmS7EdJYRWbdDqzTbBi0ZFbsOrMY/ju8IgKZ2XaZyLqGER0i+MEeyIiIiIiIiIikmW0lgafgr3aSKYol2W1KwpiMGeL2zqVH5QKVbn3aubXA838euB06moUmu2DlwqX5+UZU/Dpvp7IN6Xi3m4/YEDzyQ59zPZrIiqLK0MPavEkfNAaXupgtAq8BgZJYRgBP5+4x+E69s+vU/njutYvoHvY3Sg0Zzj0BYBQ707IKLwEq2C8etXSIKD31UxEyZqIZTIRU/LPIrXgLAAgteAs8k0p8C8nICvHfk1EjZJBRHcwE5GIiIiIiIiIyE0mS2nwKTJwqMu+9pWFDZZccdu+0rE7HKsHuw4iHk5cjHxTcRbiqjOPwmqzOPSRFlYpDqKplBq0CxyBCN++bo8z0a5idJug6zCwxVT4aJvAT9dUtn+QVxuHqdMlSjIR7ddEtJZZE7EkgFjCk8xQe/bZkVo1g4juYBCRiIiIiIiIiMhN9pmIOpU/uobe6bSvfRDRaC0NIjoLojmjUXlJ9hUK10HE8+mbJfsXZdYkNNlKpzNry1y/hFKhKjeQmJhbGkS0L8aiUcpXPPZSB0Cn8pM5ooCXJrD4vnaZiPavIQAk5Z2U7BeYnE/ZdkVSWEXp2fvRWDGISERERERERETkJvtpsFqVD25p93+S9f/sSTIRzaVTgz3NRNSWCcgpyslETC+6INm/nL3PoY9cJqKcjiG3uLxXSsEZcdu+GrVKqZGsbVhCqVRDp3YMIjbx7iBO8XaViZhWECXZz5dZk9EdpjLvI5WPQUQiIiIiIiIiIhfsi5DYT2fWqnzgow3BlH5b0My3p8N5kjUR7TMRq3E6c44hATmGOEmb/ZTjEma7ZyobpLR3W8ePcH3rl9Ah2HUwEQBCylScLllr0Z5SoZF9/t5NHxC31Uq9uG2xGST97AvUAECBuWJBRElhFU5ndguDiEREREREREREMgRBwJJjd2D29gDsjJkPQDqduWQtPb3aHzq1v8P5FpsRZmtxEMxovyaih9OZy2bKOctENFrysPLUww7tSXknyozLBJtQuk6iY5CylEqpxXWtX8S47ovR1LeHy3E28e4g2S87DRsorkytLZOJqFX5lgkiakvHajVCEAT8l/YXLmX+gxxDmSCiKQ2F5kyX45JjXzTGVSYmlWIQkYiIiIiIiIjqpTxjMr49dCMWHr4JecaUKr/+hcxt+C9tHWyCBRvOvwagTCaiXVXfPGOSw/kx2f/i7R1B2HT+DRSVqc7sCVWZacEKhXw4Z+OF13Exa4dDe64xCYIgiPv2U4IVUMFLE+DeOOyCe44UCNK3kbTIZyKqHDIRu4WOlUxxVil14rbFZsDf0TOw5Njt+PbwMOQaEyTnbrv0f3hnRwh+PzPVrWcokW2XremvjfDo3MaKQUQiIiIiIiIiqlficg7h19OTMPff1riUtRMXM7fjn9gPqvw+KflnHNrs10S0D3xF+PWWvYbFZsD2mPfw7+UPZc+rqMvZ+5FZFCtp23vlc9m+VsEoWQPwUmZpoDHct6tk+rArzp4RKC6qolVLMxqdZSJmFsVI2gY0nyzZV9sFEVMKzmDX5Y/LHdvBhO/czkgsMuegyJIl7gd5tXbrvMaOQUQiIiIiIiIiqld+PT0RRxJ/lBTd2HX5oyq/j8FuCjJQPA1YMp3Zbhrs9ZEvw0fTxK3repqJKECQ7KcW/IevDg7GB7vbI73gvFvXKDCli9v22YqtAga5PY7rW78EP21T2WNyxUnkMhFVCg3aBQ8X9/XqQIT6dJb0UStKMx4PJXzv9viSZYK+crINl0vvpdRLqkqTcwwiEhEREREREVG9YbIUILXgP9ljv515DB/u7owdl+aKbUZLHuJzDsMmWD2+l7FMENFkLShTWKV0Wm6gviWeGXgA93YtP+jlaWEVZ2yCFTtj57u4T+k6jXmmlKvn2HAp8x+xPTLwWrfvp1cH4JmBBzCt3z8Ox+QChvKZiCr0CLsHQfpI+Gmb4sEeKxz6qNzMjCxLLnNUTpZdBqe/rjkUCtfVrqmYurYHQERERERERETkrizDFafHDif8AADYdPFNDGz5BNRKHT7c0xm5xkS0ChiMaQN2SKbKlse++AZQHJC0nxZcNhioVurhpQ4s97p6Tfl9pASnR0rWWswtsyZjt9CxSCk4C2NhcSC0wFRcxTgp74Q4lVepUHuUiVhyToh3O6iVeknlZLmAoUam6rNSoUGQV2s8OWC30+CdJ++RvdT8s271y7FbV9FZZiU5YiYiEREREREREdUb2S6CiCUEwYoCUzpisv5FrjERAHAlZx8Oxi/y6F75JmmxluS8U3ZTixXw1jpOX3ZdfKRYgK6lR+NweS19CwDAT8fGStpHtH1bMk0335QKALhovx6iT/cKrc+oUCgcgm9yAUNnayKWXMMZtRuvoRxnGaplGeyK3Hh5HNBtvBhEJCIiIiIiIqJ6w349u5b+A9HMSbEPk7XAIeAYl3PAo3uVze6LzdkjbgfpW0OrcgycuRNEDNJ7FkTsGHKr02NWmwkmSwHicg9K2vUaf3hrgsT9kkxE+6IqrQM9y0K056+TVjSWey3Usmsilj8pVlXBTET7qtOuGKyl09Sramp5Y8AgIhERERERERHVG1lFpUFEf31zTOr9p2w/s60Q2UXSIGJqwTmP7pVXJoh4Oas0iBjm00X2nLJTcbUqX4f1Av10zTwaR+vAwegVfr/ssQuZ25BedEF2HF7q0iBioTkDAJBeWFqIpbl/P4/GYc+/zDPITmeWy0RUlh9ErOh05hxjHIx2a1Y6YzCXTlPXqf1d9CR7DCISERERERERUb1wIP477Ij5n7gfrG8NpUINX5l17cyWImQb4iRt6YXREATn6wvaswk25JmSJW2X7TIRw327yp6nUkgzEf204Wji00nSplB4Ho65ud07su3phdHYfuk92WP2FZNN1kIAgNlWJLa5s36jM35lMhHlpjNrnayJWB61omJBRMC9bET7tS49rZTdmDGISERERERERER1XlzOIfxxdqqkLdy3GwBgUItpDv3NtkKH6cwGS45DsRRnCk3psAkWSZt9hedw3+6y55XNovPVhuPmtrPFfVdTk13RqX2hdxL0O5Xym5OxlFY5tlwNHpqtRbLHPeWYiSgzndlJdebylDedWavyEatKK6CUBG4zCh2zMsuyr7pdkTUhGytWZyYiIiIiIiKiOmv7pf8hPvcwMgsvOhwrCSIObDEVHUNuwYrTjyCzqLhfvikV8bmHHM4xWwvdKqaRa0pyebyZb0/Zdl9tGIK92iKz6BIAINSnM1oGXIPbO32K5LxTGCgT8HSXRqmHofxupf3tgnglmYj2FZUrF0Qsk4koW51ZLojoRiZiOetKBupb4db2c3EwYSGa+/VHVMYGRGdsAgBkFsWUe31JJiKDiG5jEJGIiIiIiIiI6qT4nMPYdOF12WMapZekynGQVyR8taFiEPF48lKYrAUO5xll2uTkGhKdHvPWhMBP5ziFGiieqjyh52/YETMXRmseBrV4AgDQM/w+9Ay/z617O2O05rnVb0DEYwCkQTyzzXE6s6YKg4hapY9DH7nAojuFVcpmcyoVaklWaKC+NUK822FUh/kAgOSCU+KxLEMsBEFAYt4x+OsiZN8n6XRmronoLgYRiYiIiIiIiKhOOp683OkxndoPCoVC0mafWXfRrgqxPfPVjLzy5LnIRAz17uzyXD9dU9zR+TO37uOJCL8+iM3e7bLPqA7z0TPsXgDS6cRmayGsNoskGCdXPdldZYvDlJ36DTjLRPQ8iNg26AZcyNwm7gfpIyXHA+2CyVlFl7E37gusPfccVAotXrnuIgL1LST9DXbTmfUsrOI2rolIRERERERERHWSn0zBlBL2RUNKuDM912Rznolov+Zh2crM9pwVValuw9u8AYWLUE6YTxf0bTYBalXx6yDJRLQWSaYyA4BGVfFMRPvKzwBgsDquNSlbndmN6cxl10QM9ZYWpgnyai3Z99c3F7dzjQlYe+45AIBVMGHj+dccrm+fiahXB5Q7HirGTEQiIiIiIiIiqpPksttK9Gr6gEOb3PTcEO8OsNpMyDZcBgCYLI6ZiIIg4PezU3EkcQnUSj2a+cmvd1gizKd2gojN/HrgmYEHEJdzCGvOPeVwvLl/f8m+fRAv2xiHn0/cIzlemTURy2aBylVnls9ELL+wStnqzGWrW5ct6mJfYbnsFPZcQ2kw2GQpwImUX1FkyRLbmInoPgYRiYiIiIiIiKhOKrJky7YH6lvhmqvr/tmTC4p1CrkVFzK3ivvmMpmIgiBg6clxOJWyCgBgsubjcvZep2NSK/VoH3yTO8OvFv66CLQoEyws0dJ/gGTfPoiXY4hDjiFOcrzstGFPDW75NPbFfQm1UocBEZMdjssFEVXK8jMRywYam/p0k+yXnU6uUUkzLuWO7bvyFf6KfhEWm1E85qsNR6C+VbnjoWKczkxEREREREREdVLW1ezBsib3Xi9O2bUn1+avayYJLprKrImYkHtEDCC6o0uT2+GjDXG7f3UI0DdHf5mgXauAQZJ9uSBeCZVCC4WicmGhYZGv4IHuKzC130746sIdjmtUjtmJ7qyJWDZ4HOLdDje0fhk6lR8GRDyGQK+WkuPSAjLSIKJaqYNNsGH9+VclAUQAGNzi6Uq/Bo0JMxGJiIiIiIiIqM5JzjuNk8krHdrVSj28NIGy58gFzbw0wZJpzpYyQcT0wvMejatjk1s86l9dRrafg0B9K2y99I7YFmC3NiAgLaxSVmWzEIHigGDb4OucHpdfE7H8UFTrwCFQKbSwCiYEe7WFSqnF0NbTcW2r5x2mUZe9j9GuaErxMW/kGhNgsuaLbR1DRqJjyK2Vrpbd2DCISERERERERER1ztqo52Xb/bThsoEkQH46s7c6RBJMK5uJaC5TbEROmE9XpBacRZhPF7QPGlFu/5rSu+kDOJiwCLnGBIxoO9vhuMtMxCoIIpanotWZvTXBuKfrQpzP3Ia+zSaI7c7f99L7CLA5jCGj8IK476sNx33dfih3DOSIQUQiIiIiIiIiqnMuZm6Xbfd1UbFZrrCKtza4zHRXaRDRYreGXgv/AYjPPSQ5HuLVDo/13YiU/LNo4t0OapXWrfHXBJ3aD08N2I0iSzZ8tWEOx+VejxJVkYlYHrXcmohuBBEBoEPIzegQcrNbfV0FSwEF0u2CiIH6li76kisMIhIRERERERFRnWKxmZwe85NZe6+E3JqI3uomkiCTYyZiaRDRWxMElUIHq1C6dl7boBuhVKjQzK+HW2OvaSqlVjaACFT/dObyaCu4JqKn5KZNl7DajJJMRBZSqTiuHklEREREREREdUpy/imnx/y0zZweC9JHOrR5awMlwUWziyCiWqmHtyZIclyn9itvuHWWqwy9mslEdAzqVkchE5VCC4WTEJfZZkBq/llxP9irXZXfv7FgEJGIiIiIiIiI6pS4nINOj/nrnAcR2wXfCF+tNFNRqVC7rN5rtpYNIkorL7ueKlu3ucrQq4kgokqpqfZ7AMVrJTp7VovNgOT80+J+mE/nGhlTQ8QgIhERERERERHVKfZBxLLTT/10EU7PUypUeLjXKmiUxdNo2wReD0AaCCwvE7Fs5WdXgbi6TqlQoV3QcNljclmC9ZmzYG+hOQNZhlhxP8ynSw2NqOHhmohEREREREREVGdYbEYcSVwi7rcLGo4jSaX7AXrnQUQACPZqi0l91iIu5yC6ht4JQBoINFrzpfezy0TUKPXQqnwlx+tzEBEA7uv2PeJyDiHLcBnrz78sttdEJmJNkiviAgCZRZfEbZVCxzURK4GZiERERERERERUZ6w8PVGy3yKgv2TfX9ui3GuE+XRBv4iJYlahn11F58S845K+ZTMRtSofyfH6nrGnUmoRGXStQ/GVkmzNhkKllM+TM1hyxW2NygsKhaKmhtTgMIhIRERERERERLUm15iEg/GLkFV0GQBwOmWV5HiH4BGSfR+tdM1Cd0QGXituZxSeR7YhTtyXrono5RBE1DaQYFvZzEOvMgVkqotO5V8j98ksipFtN9llnqoUNbNGY0PFICIRERERERER1QqbYMN3h0fg97OP49tDw2C2FsEmWMXj7YJuhE7th3u6fodOIaMwvtvPFaru669vjhC7qrzR6ZvEbftMRI1K5zCd2dk02fpGUyaj0ksdWCP39dYE18h93KFkELFSGEQkIiIiIiIiolqRa0xEasFZAECWIRYH4r+THL+906cAgM5NRuPebovQPkS+SIg7IoOuE7ejMzaL2+VmIqobSCZimbUd9Y0wiKhWamt7CPUag4hEREREREREVCsyCi9I9tdFPS9uK6CCt8bzqcvOlFRqBoCLmTtgE2wAAIvNILZrlHroyhZWaaDTmb1raDqzt7ZJjdxnZPv3AAAqhRaj2s+T7aNUsL5wZfDVIyIiIiIiIqJaUTaIaE+vCajSIhitAwdDARUEWFFoTsfMLSoMaP6YQ2EVjcoiOU/TQKYzly0QU1OZiPZFbapT/4hJaObbC96aEBRZsmT7qJSczlwZzEQkIiIiIiIiolrhKojopa7aTDm92h/N/ftI2g4lfI+E3CPivkbl5ZCxp1E1lCCi9LnKrv1YXYa2eh4qRfE04q6hY6v1Xs39+yDIq5XDs5YoGQdVDDMRiYiIiIiIiKhWXMza6fRYdRT+aBN4PeJzDzs9rlbqoVQUSto0qoYynVmaiVhTz+Wna4qJvdciMe8YuobeWSP3dBpEZCZipTATkYiIiIiIiIhqXLYhHnE5B8T9Fv79Jce9qmHNvjZ2xVXkFAcRpaGShjKduexzBOpb1di9m/n1QL+IR+ClCaiR++lU/rLtzESsHAYRiYiIiIiIiKjGZRZeErd9NKGOQcRqyESM8OuDJt4dnR7XqwOgKBMqaSjZayqlBqPaz0OQvjWubz0Dfrqw2h5StdGr/WTbVazOXCmczkxERERERERENc6+oIlO7euwRp9OLZ9NVhkqpQbju/+ELw8Okj3up20KX21pcC1IH1nlY6hNfSMeRt+Ih2t7GNVOpdRCrdRLKm8DgErRMALCtYWZiERERERERERU4yxlqiLrygQR9dUQRASAQH1LdJMp8KFW6qFT+8FLE4gHeyxHv2YTcVeXr6tlDFT99GrHqdPKBpJVWluYiUhERERERERENc5stQ8i6hwzEZ2sa1cVtCofhzZvTTAUCgUAoE3Q9WgTdH213Z+qn17tj3xTiqRNzTURK4WZiERERERERERU48x2U03VSj20amlgT6+p2SCij6ZJtd2Pap5O5bguYkNZ37K2MIhIRERERERERDXOYpeJqFLoHII+elX1VfItm/UIAN6a0Gq7H9U8ncx0ZpVCVwsjaTgYRCQiIiIiIiKiGmdfWEWjkpnOXE1rIgJwyHoEgEB9i2q7H9U8uTU1lSysUikMIhIRERERERFRjTOXLayilgYRvTSB1XZvrbJsEFGBXk3HV9v9qObJBRHVnM5cKQwiEhEREREREVGNkxZW0UOj9JYcl1vTrqqoVXrJfpcmt6GZX69qux/VPG+ZNS5VSk5nrgwGEYmIiIiIiIioxlnKFlZxmM5cfUFEb02wZP+GyJer7V5UOyIDhzi0qTiduVIYRCQiIiIiIiKiGifNRNTBRxuCHmH3AAC6ht7hEOirSq0CBiNA1xIAMLTVdIR4t6u2e1HtaOE/ADqVdEqzSqmtpdE0DOraHgARERERERERNT7SNRG9AAB3dF6Am9rOho82pFrvrVV5Y1r/HSgyZ8FfH1Gt96LaoVJq0DboevyX/ldpm4JBxMpgJiIRERERERER1ThJdWZl6RqF1R1AFO+p8mIAsYFrFzxcsq9UMJeuMvjqEREREREREVGNEQQB5zO34kLGVrFNrdS7OIOoYsoGEXON8bU0koaBQUQiIiIiIiIiqjGHExdj1ZnHJG0aFYOIVPV8taGS/RYBA2ppJA0DpzMTERERERERUY05GL/IoY2ZiFRdJvVeh1DvTmgfPALtg26q7eHUa8xEJCIiIiIiIqIaUWjOwpWcfQ7taqWuFkZDjUFz/76Y2n97bQ+jQWAmIhERERERERHViPicQ7LtvtqwGh4JEXmKmYhEREREREREVCMS846L2yqFDmE+nRHq0wkt/K+pvUERkVsYRCQiIiIiIiKiGpFkF0TsHzEZI9q9WXuDISKPcDozEREREREREdWI1IJz4naYT+daHAkReYpBRCIiIiIiIiKqEQWmNHHbXxdRiyMhIk8xiEhERERERERE1U4QBBSY08V9b21ILY6GiDzFICIRERERERERVTuztRAWm0Hc99GE1uJoiMhTDCISERERERERUbXLN6fZ7SngpQmsraEQUQUwiEhERERERERE1a7QVDqV2UsdCKVCVYujISJPMYhIRERERERERNXOfj1EvTqw9gZCRBXCICIRERERERERVTv7ysxemqBaHAkRVYS6tgdARERERERERA2T2WrAytOPIKPwPHy14WK7rzasFkdFRBXBICIRERERERERVYuo9PU4lfKbQ3ugvmUtjIaIKoPTmYmIiIiIiIioWqQVRsu2B+pb1fBIiKiyGEQkIiIiIiIioiqXlHcKe64skD3GICJR/cPpzERERERERERUZS5l/oM/zz2D5PzTTvuEeLerwRERUVVgEJGIiIiIiIiIqszvZx9HeuF5h/ZAfWsUmFLRJfQOBHu1qYWREVFlMIhIRERERERERFXCJliRUXhB9thtHT9Gy4ABUCpUNTwqIqoKXBORiIiIiIiIiKpEoTkTAgTZY37acAYQieoxBhGJiIiIiIiIqErkm1KdHtOpA2pwJERU1RhEJCIiIiIiIqIqUWBKc3pMr/arwZEQUVVjEJGIiIiIiIiIqoSrIKJKqanBkRBRVWMQkYiIiIiIiIiqhKvpzERUvzGISERERERERERVIteYWNtDIKJqwiAiEREREREREVWJqPQNtT0EIqomDCISERERERERUaXlm9KQmHestodBRNWEQUQiIiIiIiIiqrQic6a4rVLoanEkRFQdGEQkIiIiIiIiokozWQvFbY1KX4sjIaLqwCAiEREREREREVWa2VYkbquVOnQPu1vc7xhya20MiYiqkLq2B0BERERERERE9Z/Fah9E1OOmtm+iwJQGm2DFLe3ercWREVFVYBCRiIiIiIiIiCqtbCairzYMD/ZcUYsjIqKqVG+nM//4449Qq9WIjIyUPR4ZGQmFQiH7pdc7rs2Qnp6OqVOnolmzZvDy8kLPnj2xcOHCan4KIiIiIiIioobBXCYTkYgalnqXiZidnY23334bCxYsgEqlctn3pptuwvTp0x3ay56XlZWFIUOGICUlBTNnzkTbtm2xZs0aTJs2DRcvXsT8+fOr8hGIiIiIiIiIGpyymYhE1LDUuyDiiy++iL/++gs//fQTFi1ahNjYWKd9W7Rogdtuu63ca7799ts4f/48tmzZghEjRgAAxo0bB6VSiQ8++AAPPfQQevbsWVWPQERERERERNTgMBORqGGrd9OZn3vuOVy5cgUTJkyokuuZzWYsWbIEAwYMEAOIJWbOnAlBEPDdd99Vyb2IiIiIiIiIGippJiKDiEQNTb3LROzdu3eVXu/IkSPIzc11CCACQLdu3dC0aVNs27atSu9JRERERERE1NCUrc5MRA1LvQsiVoTRaIRWq4VCoXA4FhUVBQDo1KmT7LmdOnXC3r17YbVay12DcfDgwbLtp0+fRpcuXZCdne3ZwIkaoby8vNoeAlGDx58zourFnzGi6lX2Z0wQbFAo6t0kuwYptzCzdMeqQV5uQe0NhiqsIL+o/E6NgNFigFJpAbS5UCuNtT2cKuNOfMuZBv1Ju2LFCmi1Wuj1emi1WvTp0weffPIJzGaz2CctLQ0AEBYWJnuNsLAwmM1m5OTk1MiYiYiIiIiIqHyCYMPv5yfgk6NtcCp9RW0PhwBYbAZxW61gJiJRQ9NgMxGnT5+O8PBwhIaGwmQyITY2FitWrMCLL76IP//8E1u2bIFGo0FRUXGEXaeTrxyl1xd/8BUWFiI4ONjlPfft2yfbXpKhGBgYWMGnIWp8+PNCVP34c0ZUvfgzRg1RZlEsjiT+iA4hNyMycEitjiWmaD2is/4GAPx16Ulc1/6JWh0PAaokm7jt7eULP3+fWhwNVVZjf/80FiuUSg0CdP7QqLxqezhVpqJZiEADDyKW9dRTT+Hdd9/F7Nmz8cMPP2DatGli8NBischepyRr0VmQkYiIiIiIqLFYeWoCYrP3YFfsR3j1ukvw0gRBqaj4L6SVcT5jS63cl5xjdWaihq1BT2eW8+qrr0Kv12PTpk0ASv9C7Gy6cnZ2NhQKBfz9/WtqiERERERERHWOIAiIzd4DADBa8/D5/gGYvT0Aq85MqZXx5BjiauW+5Jx9dWYNg4hEDU6jCyLqdDoEBQXBYCheq6F9+/YAgEuXLsn2v3TpElq2bMlMRCIiIiIiatRMVmmRjCxDLEzWAhxK+B4JucdqfDzZDCLWOcxEJGrYGl0QMT4+HikpKejWrRsAYMCAAdBqtdi1a5dD34SEBERHR2Po0KE1PUwiIiIiIqI6pdCc6fRYSv6ZGhxJMU8yEY2WfMTlHIRNsFbjiMg+0MwgIlHD0yCDiJs2bUJmpuM/cCaTCdOmTYNCocCjjz4KAPDz88M999yDTZs24eTJk5L+77//PgBg0qRJ1T5mIiIiIiKiuqzIRRDRYMlBRuFFrDozBfuufFXtYxEEQTJ11pUr2Qcwb1ckvjgwEMtPPljNI2vcDJbSZcL0moBaHAkRVYcGWVhl5cqVuO+++3Dfffdh8ODBaNKkCRITE/HFF18gOjoaX331Fbp06SL2nzt3LrZt24abb74Zr776Klq1aoUNGzbghx9+wIQJE3DzzTfX4tMQERERERHVPleZiH+eewadmoxCVPoGHML32BYzBy8N+Q9e1RRIKjCnOrRZbRaolI6/4q4//woKzRkAgJMpv+JBYQUUCkW1jKuxkwQRVawrQNTQNMgg4scff4zIyEisXbsWq1atQkFBAZo0aYLrr78eS5YswTXXXCPp37p1axw4cACzZs3CvHnzkJOTg3bt2uHDDz+UrfJMRERERETU2LgKIgJAVPoGcTvPmISjST/j2lbPVMtYso0xDm1WwQSVzK+4BaY0yb7ZWgit2qdaxtXYGSzZ4rZeE1hr4yCi6lGvg4g7d+6UbQ8MDMRbb72Ft956y+1rRUZGYtmyZVU0MiIiIiIiooalyOI6iFjW/rivqy2ImGWMdWiz2kyAytuhXalQSfaN1nwGEatJkTlb3NarOJ2ZqKFpkGsiEhERERERUdUqLxOxrDCfLuV3qqAswyWHNqvNJNu3bDEVgyW3WsbUGAmCgE0X3sR3h29GTNZuWIXS90CvZhCRqKGp15mIREREREREVDMMdllm7lAqHH/dvJCxDZsuvIkAfXOM6jAfId5tKzSWLJnpzBbBKNvXbJUWYDEyiFgpucYkHElYglaBg6FSaLD90hwAQHL+aUk/vYZrIhI1NAwiEhERERERUblM1gKP+huteQ5tf0fPQGLecSAHyDem4olr/qnQWLIMMkFEq5Mgoq2wzLgYRKyMNf89hTOpaxza803J4rZKoYNaqavBURFRTeB0ZiIiIiIiIiqXyS4Y16vpA2jpP9B1f5mgY2LecXE7JvvfCo9FrrCKxeZeJiKnM1eOXACxLJ3ar/oHQkQ1jkFEIiIiIiIiQpE5x+Vx+6BgoK4VHun9B65vPcN5f4tjJmJZgiC4P8CrLDaDbJEXp9OZbWWnM+d7fE8qdijhB7f66RlEJGqQGEQkIiIiIiJq5FadmYK3dwTis319kVnomOUHAGZraSaiRqUHAGhVzqscl81ELFvgBAAMFteBS/nrFsq2W2UyEa02M2yCRdLG6cwVY7IWYtWZx9zqG6BvVc2jIaLawCAiERERERFRI1ZozsKhhO8BAIl5x7DtaqGMsqRBRG8AngUR5aY35xmTHdrKYxGK5NtlgohlsxABwOhGhiQ5Ssk/41a/VgGDMLKd/PcQEdVvLKxCRERERETUiGUVxUr2c4wJsv3sg4AapRcAQKvydXpdo1U6bdgkM404z5SMMHR2d6gAHNc4LGG1md3qyyBixTgLIrbwH4AxHT9EdPpGtAocjBb+/Wp4ZERUUxhEJCIiIiIiasSyDZcl+0YnU4ztMxG1Yiait9Prls08LBtUBKo6E9Hg0GaWmfpskhkHlS8me5dse6uAgWji3R5NWj1TwyMioprGICIREREREVEjll10RbLvLFPPvjqzWln+dGabYIbFZoRaqSs+XyZ4l2tM9Hi8zjIR3Z7ObGUmortsghVHEn/EpcydOJr0s2yfyMChNTwqIqotDCISERERERE1YlllMhFTCs4gKn0TOjUZKWm3zyzUqoqnM2tcBBGB4oCkWqu7uu0YREzOO+XxeC2CY8YhAFgFuenMjpmIVpvJ43s2Vv/GfoQN51912aeF/4AaGg0R1TYWViEiIiIiImrEsoouO7T9cPRWfL5/AFaeegSpBecAyBdWCdK3glLhPDclz5gibstlIibln/B4vHKBQQCwyk1nlslElMtYJEeCIDgEEDVKL0zouUrMQO0WOlas1E1EDR8zEYmIiIiIiBqxsmsilojPPYz43MPINSbh8f5bpGsiXp3O7KUJQrvg4TifsVn2GllFsWjq1w2A/JqIKflnYbVZoFK6/6ups0xEi0yGodzUZwYR3ZNReMGhrWvYWLQOHIyp/bYjKf8k2gbeUAsjI6LawkxEIiIiIiKiRizbcMXl8QuZW2G1mSXThTV2BVV6ho9zfm1jaYBSLhPRKhiRWvCfy/uXDQ46r87sGEQ0WHJlrscgojvkqnQH69sAAAL0LdC5yWho1a6nsxNRw8IgIhERERERUSNlthYh35Rabr8Cc7pk3z6I2CH4JqfnZdkVbTHJrIkIAAm5R52ev/H8LLy5zRvfHLoByflnADivznwy5VeHtpjsfx3aKhJEtNhMWPPfM1hx6mHkGpM8Pr8+MliyHdqCvFrX/ECIqM5gEJGIiIiIiKiRKi8LsURq/jnJvkbpJW6rlFo08+0le16O3fULzBmyfRLzjsm2ZxbGYGfMPNgEK2Ky/sWXBwYhq+gKLE4yEWOzd8NsLZ3qLAgCzqX97dDPWoEg4vZL72Ff3Jc4lvQLdsV+7PH59ZHBnOPQ5qdrVgsjIaK6gkFEIiIiIiKiRkquqAoARAYOleynFJwRt5UKNVRKjeT43V2+gV4dCECBFv79xfZsQ7y4nVl0UdzWqwPE7T1XPsO/sR9BEATJNY8k/QQBpW0maz4uZf0Ds10morZMdehsu8zHtMIoZBZdcng2i+B+ENEm2HA4YQm2XXpXbPv38odun18f5RoScTJ5FXKNiZJ2b00ThPt0raVREVFdwMIqREREREREjZSzTMQhLZ+BINhwOWcvACA576R4TKfyc+gf6NUKz1yzH0XmbGQWXcLy0w8CAHLsgojpdoU6OoWMwomUFeL+39EzEOzVDt3Dx4ptyXmnHO5TYEqTZCJ2bjJGMo0523gFob4dAUA2CxGQXztRTmrBOaw68xguZ++VtOtU/m6dXx+ZrQZ8tr8v8k0pDsfGdfsBGpWXzFlE1FgwE5GIiIiIiKiRyrKrzBzq3RmdQkZheJs30SboOug1geKxHGNpMFCr8pW9lk7th0CvlvDXR4htucZE2AQb8ozJSC+IEts7NRnlcP766BmS/Ywix+rABeZ0mG2lU5Y1Sq8ymY9x4rZ9ENF+urXFJl/d2Z5NsOH7IyMdAogAEObbpdzz66v/0tbJBhD7NH0Yzf371cKIiKguYSYiERERERFRI5NWEI24nINIzT8rtrUPuQnD28wS9zVKvbidbywNLOnU8kHEEv660iCiVTDiYPx3+Dt6hqQ6c4Rfb/hpmyLPlCy2FVlK1+ATBAEZhaXTn0sUmtJhsZVWiVar9JJ1+nKuBhGLzDmIyd4ltndqMgpJ+ScAOFZ7llNkznSapWmzu39DY7bJrzepVzfc7Esich+DiERERERERI1IgSkDXx0cjEJzpqQ9QNdCsq+2CyLm2WWnlTedV6vygZc6EEVXq/uu/u8JyfE2QTfAR9sEXpogSRDRYBdELDClSYKOYrs5HYK1dEKdRukNf21pEDHXkAAAOJ+xBTbBAgDw0gSjpf9AsY87hVXsx6KACvd1+wG/npkIwHmgrSFQQCHbrlM7TmEnosaHQUQiIiIiIqJGZO+Vzx0CiAAQqG8l2bcPItpPcXUnoOSnixCDiPaGRb6Kgc2Lg4pl11a0CaUZfukyU5kB4Ezqaul9tOGSoF6OsTiIGJ2xUWxrE3gdtGpvcd+tTES7sevUftCqSs83O6kO3RDYF7KxJ7cOJhE1PlwTkYiIiIiIqBGJyz0o297Mt4dk3346c0lWH+BeQClA19yhTanQYHDLp6BWaYuv42KKbKbMVGbZ++ibw99+OvPVIGJWUazY1tJ/AFQKrbjvzpqIBnNpJqJO5Qu1srSgiMla4NbY6iOTxTH7EwD0mgDZdiJqXBhEJCIiIiIiakTkqh4H6FrAWxsiabPPRLTnTiai/bqIJYL0raBUlE6Gk6v0a7IWAoBkPcSy06yl92khWROxZDqzwZIrtuk1gVArS4OIVqH8TET76cwOmYgNeDqzwZor297Eq0MNj4SI6iIGEYmIiIiIiBoJm2CVVFouEe7bzaFNrZIPIrpTZMNf75iJGOzVVrKvkPl1tNCcAQDIKCoNInYMGQkfTZjsfQJ0LSRrIhaY0xCfewTxuYdKx6vyg8ouiGgTLLAJNpfjtw8ialW+0NhlIpqtRRAE+Wm/9Z3RkufQ5q+LkP3+IKLGh0FEIiIiIiKiRiI1/z/Z9qZlpjID0unM9sorrFLcxzFbMcS7nWRfLoiYb0oDAGQUlq6JGOrTGY/324qhrV6Q9NWrA6FVe8NHGwbYFQRZdPhm6VjU/g5ZleUVVymbiai2y5oUYIVVaJgVmo1WxyBiu+DhUCjkC64QUePCICIRERERETVIZqsBPx4bi8/29UVi7vHaHk6d4HQ9RL+eDm3OpjPLTVUuq6lvd4e2EK/2kn25wFSBKR2AdDpzsFckfLQh6Bl+r6SvnzYcAKBSauCrLc1ULLJkSfrpVH6SNREBwFzOuoiSwioq6XRmoP6ui1hgysC/sR9jxakJ+GhPN7y5zQ//xHwAoDhLde+Vzx3O6RhyS00Pk4jqKAYRiYiIiIioQdoX9xXOpv2JxLxj+PH4nW6fZ7VZkGdMrsaR1Z64HPkgYriPY9BPrdQ5tIX5dEHnJqPLvU+EXx809+sraQvxLhNElJ3OnA6DJRcF5jSxrWQatJcmSNLXvjBLuI/z6bbFmYjSIKInmYh6dYBDQNV8de3G+sQm2PDlgYH4O/olHEtaitSCszBZ87Hp4puw2Ew4nfKH7HmRAdfV8EiJqK5iEJGIiIiIiBqkkym/itvZhitunWOyFOCD3e3x3j/NsT/u2+oaWq3ILIzBgXj5Z/IuE6ADHDMRw3y64qGeK6FWOQYXy1IoFJjQaxW81IEAitcVDPPpKunjpQn8f/buOjyKc20D+D0z69m4J0AguDsUqFKjbtSoUPf2O6ftqXt76k7dXU9baKlDjSJtcXcLcbf1mfn+2GSyk91NNp7A/bsuztmZeeedd5NQkifP8z5B9zm8pbosRKNohb0u47BxiXTgPoVZcVPDrsViiIUoGHXnvHLTmYi6cmYpGqIgQRIa3rfH1/MyEStdObq9JuvJihsF1euxPO/toGsmya510yYiYhCRiIiIiIj2SyYpqsX3/Lb7cZS79kCFgq82XdUBq+o6i/c+H/aaJAYHihoHEQclHgObMTFoXDgG0YxThryIwYnH4cRBT8Ns0H8+pvS+LqjMuNZTgjLnTu041tJbK3sWBP2Pr4HdnfvGTQu7DpNkgyAIuiCgr7lMRK9+T0T/PA3Pcys1Td7fHTVVgp1btQI1nqKg8+eMeL8jl0REPQyDiEREREREtF8yS3bdcXMdeQEgv3pNRy2nywU2K4lE48YqNmNSi5/ZP+FwzBz+BoYmnxB0zW5KxhUTFiLG3NDJudZTrHVoBoAoY3LYuaNNadrrVPtwWAyxIcfVBx8Dy7O9irPJdevLmf1l08aAoLTLWx50T3fXOIiYGT1ee51T9VfQ1/51k/5G79hJnbI2IuoZGEQkIiIiIqL9UuNMxMDgVDjNBZd6skp3bovGGyR9EDHK1PIgYnMSrNmY3OsK7Xh3xZ+NsgD1geBx6RcCACTBhIN6NWSKioKEPrEHNfmswH0RfWEaqyiqjG+3/AfbyxZo5+qDiPGWPtq5wtrQXa67s8AgYow5U9cwZUvJD1BUHwB/Burth+xBrCUzaA4iOrAxiEhERERERPslFaruuMqV1+w9PbFhRqSqWhpEbJSJ2FRWYFsMSJiuvS6oWYeCmnXasVmK0Y09KvseHNvnKZw58FPEWfvorjW1LyKgL9kO11hlTcGn+GPPk7pz9WtIsg3SzhXVbGzyWd1RYBDRKFphCwgKB35tpNtHQxQMnbo2IuoZGEQkIiIiIqL9kttXrTuuch+4QcRNxfND7nnXlKAgoqljgogJ1mwk2QZqx6vyP9Re1+9HWM8oWTE44SSk2IK7MYfaF3FS5uXa68D9F71hgoih9o201DWASYpqCCIW1vbwIKJkQ1SY8vSM6DGdtCIi6mkYRCQiIiIiov2SR9Y3v4gkiOhR9s8g4jeb/9Xie9RGe0iGCzq1h4EBpbUqGp7beF/LpgRmCtY7st892uvAoKgvTNm6oniDzlnqMhGTA+Yv7uHlzEbRGjYonBkzrrOWREQ9DIOIRERERES0X1FVFXsqlqGodrPufLU7v9l7ffL+uSeiy1fV4nsSbf0RZ8kCAKRGjdD2BuwIgxKODnne3IJnioIUfE5s+JFX0u2JGJyJqKgKih1bw64hMEhZ4ymCw1sW8dq6A68uE9EKe5igcK+YCZ21JCLqYRhEJCIiIiKi/cqCHffjpb+noMZTqDsfSRCxcWMVRZXbdW1dJbDJzGFZt0R0jyhIuHD0lzh+4BM4e8S7EASho5aHjJhxsBkTg843LmduC0MzQcRy566g7FWgobGKzZgIqyFeO19Qs6Hd1tYZPAGl+kbJBpsp+ONtMcQh2pwWdJ6ICGAQkYiIiIiI9jMbir4Keb7aU9DsvZ5GeyKGCjb1RIGlrP3iD9FdM0nhA3XR5jSMTZ/V4YGlcN2VzU2sLZRBiTO015nR43XXAvdElEN0Z86vXhNyzvoyaEEQdNmIr/5zKJbufalF6+tKjcuZDaIlqHGNxRDb2csioh6kQ4KIbrcbe/fuRU5ODtzu/eMfXSIiIiIi6hnya9aGPF/tbj6I2Lixii9EsKknCgwgmaQoHD/wce345MHPdcWSgiRa+weda2kJ9XEDH0WSbSCiTek4uv99umuBeyJ65eDPa1716pBzBmZgJkfp912cu/lalNRua9Eau4o+iGgDAJww6AndmFDNaYiI6rVb3/a1a9fi888/x7x587Bp0yYoin8zXFEUMXToUJx22mmYOXMmRo4c2V6PJCIiIiIi0mkqc7C5TERZ8eqaegCAT3YBxnZZWpdRVAXegIYxJsmO0Wlnw2pIgEEyITvuiC5cXYMEW3bQuZbsiQgAdlMyrpzwG1RVgSDoc2aa2xMxVCZi75jJuuNQzVt2lP2KpKiBQee7G68ukGwFAAxNPhHHeR/F99tvg8UQi0Ozbuyq5RFRD9DmIOK6devwn//8Bz///DNUVUVycjIOOuggpKenQ1EUFBQUYNu2bXjwwQfx0EMPYcaMGXj88ccxfPjw9lg/ERERERGRpqlsQ6e3osl7nb7g6552brSiqir2VC6FrHiQHX9Yh+4zWK9xdqVJskEUDBiSfFyHP7slEq3BQUSLIa5VczUOIAL6PRFltekg4ujUs2EQrZiQcZFuTJItOFgYGJzsznSZiJJNez0u4wJkJxwOqyEBZkNUqFuJiAC0IYioqiruvPNOPP7440hJScF9992Hk046CWPGjAk5ftWqVZg3bx5effVVjBkzBrfccgseeuihTvlHk4iIiIiIDgxV7jzttc2YiLNHvI+3Vx0PAHDL1U3e6wzRbbe9y5m3lv6It1b6g3fnjvwYY9LPadf5QwkMHgH6JivdSUKIIGKcpVe7zR+4J6K3USai01uBctce7fjgrBtDPjvRFlxyHVgm3Z2FKmeuF2fp3dnLIaIeqNVBxBkzZmDNmjV49dVXceGFF8JobDrHf+zYsRg7dizuuOMOvPvuu7j77ruxcuVKfP/9961dAhERERERkU5gENFuSkGMOUM7VlQvfIobBtEc8l6HtzzoXK23uF3X98Gamdrrj9edizUFH+PgrH+hf0LHlRQHdhwWBUO3zZyzGuODzoX7XLVG4Fy+RhmmgVmIFkMsYs2ZIeewGROanLc703dntnbhSoiop2p1Y5VevXph06ZNuPTSS5sNIAYymUy4/PLLsXHjRqSnp7f28UREREREREFqPSXaa6shHmbJrrvu8lWFvTdUJuJry49Atbuw3dbXOCtwY/HXeG35dCiq3G7PaOqZPSVrriNIAcG+P/Y8ic3FDQktudUrtdcpUUPDVsz15I9fYFatsQe/DyLqOq0OIr755puIjw/+TVGkEhIS8NZbb7X6fiIiIiIiosbcAUFCsyEaBtECUWgowHJ5K8Pe6/QFZyICwLurToa3nfdGbKygZn2Hza0vY+3eGWiBn6vA8uP2YGiUgVlf5g4AuVUNQcTUqBEtmldWvW1bWCcJDCJKDCISUSu0OohIRERERETU3QTue2iS7BAEQZeN6PLpg4i1nlK8vvwozFk2CTmV/4ScM6fqb/y84742r01RlbDXnls6Bm+tPB6y0v4BKXdAObNJsjUxsuudOuRF7fVxAx9p17lDBSVVVQUAFNVs1M6l2VsYRFQ8bVtYJ/EqDYFwYw8pwSai7qXVeyLm5ubC7Q7uaNWYxWJBRoZ/H5LNmzejtLQUU6ZMgSgyfklERERERO0rsFy5PnhokqK1zsuNg4h/7XsF28sWAgD2VYUOIgLA5pLvcPygx9q0tpomOkcDwJaS7/FP7ls4qPeVbXpOY94wXXm7oyFJJ+CcER/Cp7gxMOGodp071N6FPsUFo2TVZaHaTaktmldWe0YQ0Sc3ZCIaunlGKhF1T60OIp544olYu3Zts+PGjx+Pv//+G9dffz1eeuklAMDo0aOxcOHCNpVDExERERERNdY4ExEAzAY7UJf/0DiI+E9uZFssVbvz27y2MtfuZsdsLfmh3YOIbl9DJmJ3L2cWBAH9Ew7vkLmlEEFEj1zrDyJ6K7RzFmNMi+btiOzRjqDLRJRYzkxELdfqIOIll1yCvLyGzmd///03fvvtN9xyyy26cb169cK3336LF198EccccwyGDh2KF154AbfffjteeeWV1q+ciIiIiIioEbevIYhoNkT7/1+K1s41bqySZBuIMufOZud1eEvhlV1tCr6UO3c1O6YjuuYW1DQkf0SZUtp9/p6i8Z6IgD+IaFMT4ZYbvi4sUmyL5u0pQcTAPRF7coMYIuo6rQ4iXn/99brjp556Cr/99hseeSR434qZM2di0KBB+O6777Qy5jfeeANz5sxpUWdnIiIiIiKipgQ2VjFJUXX/bw+6rqoqBEFAjDkj4rmr3LlItPVv9drKIggiBjYWaS87y37XXveOndju8/cUofZEdPtq4JFrdd2xLYaWBRGVHlLOHNgciEFEImqNDtuYcM6cOcjNzQUALF26FGeffbYWQJw1axZqa2sjKocmIiIiIiKKVGA5s9lg1/0/AGwq/hr3/5qEJ/4ciArXPviU4H3ehyefjpnD3sBFY77RBRnLnbvbtLZIgoi13tI2PaMxt68audUrtOOs2GntOn9PEmpPRLdcHVTi3lw5c+Nszp7YnTnUx4KIqDntFkQcPHgwTj/9dADA9u3bccstt+Cll16C1+tFfn4+hg8fro0dMmQIAGDv3r3t9XgiIiIiIiJdJmJ9GbPZ0BAU2la2AA5vKUqdO7Aq70N4FUfQHIMSj8bgpOOQGTMO0eZ07XylO7dNayt3RBBE9BS36RmN7alYqmXZWQyxSLMPb+aO/VfIPRF9tVrTHcC/Z2Rz2aCnD3lZd+zrAd2ZFVXWBTu7+96YRNQ9tTqIWFtbi2uuuQaffvopnE4nTjzxRHz++eeQZRmXXHIJYmNjceutt8Lh8P+jHBPT8A+33e7/TWD9NSIiIiIiovYQuCdifRmzzZgYcmyJYys8AZ2L6/VPOKJhDjFKe+2R2/bzS3kEjVUc3pI2PaOxneUNpcyZ0eMgCB1WjNbtSaH2RFRqdJmIgaXv4fSJOwipUQ3BWEX1tc8CO1BgZ2YAMLCxChG1Qqv/BZFlGa+88gpmzZqFrKwsrfPy//3f/+HPP//E888/j5iYGJjN/t/2uFwN/9Fyu/0lA/XXiIiIiIiI2kNg45T6xipRYYKITl8ZvI0Cg4MSj9XuA/SBJzlE6XOkZMWHClfoSix7QHlsrad9y5l3BQQR+8Qe1K5z9zThGqu4vA1BxMDPfVPSokdpr53e8rYvroN5FX0QkZmIRNQarQ4iSpIEADjllFNgt9tx/fXXY8CAAXj55Zdxxx134KyzzgIAWCwWxMXFYceOHdq9u3fvBgCkpaW1YelEREREREQNVFXV74lYV84cLhOx2l2oy0TsE3sQjh/4hG5MYOAp1P6Jkap07wto3iHorklCQ3JFW57RmFd2Iqfyb+04K25qu83dExmE4CSWnMq/dJmI5ggyEQFAEhoahC7JmYNqd0HbF9iBvIpTdxwqK5OIqDltzmU/99xzsXnzZtxyyy3YtWsXLBYLrrvuOt2Y8ePH45tvvtGOv/vuOxiNRowaNarxdERERERERK3iU1y60lKz5N9SyWpMCDm+zLkTedWrteMpva5FlEkfcNQH+PTZXC1RHtBUxd6oMYckNgSkZNUNVVVb/ZxARbWbtX3wjKIVafYD++evUHsiLt77PGo8hdqxSYosEzEwiAgA87fc1LbFdbDAr11RMEAUpC5cDRH1VE3vGBsBn88Hk8mERx55BMOGDcMll1yCmTNn4o8//tC6MZ911lm48sorceedd2LYsGF4+OGHcdxxx+n2SSQiIiIiagu37MWy4o34rWAN9tQWweXrmmYHPtkfxDJIbf5Wm1pIVr3IcR6nHe9a+T8IggSPXIvCgPMafXIWtmxaCbNhu+5cmcOOWq//3rXbc/HWvocBAIIA2AwWDIzOxBHpYzA2YQAMYvjATFlAZ+dYc6YucNW4kYesekJmzTVndf4n+GnH3RiadCJOGvIMKl052rUYcwYk8cD+mgyXfZdbtVJ7bZJsEc0lNvpYFtSsa/3COoFXbvhiN4jcD5GIWqfN/4oE/pbsggsuQG5uLu644w48+uijuOOOOwAAF198Md577z088sgjEAQB8fHxeOKJJ8JNSURERETUIoXOctzw14vIc7bvfnKtUv/9sSA0PY7an6oChn7aYb6zvrRZfz6cEo8MwVOhO6cgFqjbJ69allBTWwgVKgSIgCBgc2UOvtm3DMPjsvDkhCthN4beay4wEzHW0hu51Q2Bq8ZZbT7FDUOIrLmmOL0V+HjduQCAP/c+i4N6X4VK1z7tut3EraRC7YkIAE5vWcCYyAJsjT9n3b25SmAmYriPAxFRc9r9V1G33XYbFi5ciP/+97+YPXs2MjMzYTAYsGDBAnzyyScoLy/HmWeeiczMzPZ+NBEREREdgCo9tVoAcWBMJk7tPRVjEgbAZuiaJn6KogCAVpVDnUdWfHB46wLJAhBlTPK/VoHaCLoeW43xQWWeHrlWy+IySBZ/MEYFBMEAGRb8U7oFX+1ZjA0Ve3Dz8lfxwuTrQ2YklgUGEc29YJKitP0YByUeg8LaDdr11uyLuKbgE91xSe12VLobgojRZgYRJSF08KzGU6S9NkbYtVgMCiLKYUZ2D4GZiJLATEQiap0OyWd/5513MGjQIDz66KOYM2cOAH8n5tmzZ3fE44iIiIjoAPZL/irkOUsxIq4vnpl0NSxS12bZMIjYdXyKG1bRH4ATBBFRpljtmkVyN2SJhhFlioXQKIjo9onwylLdnBJUteFHKLs5Ff1jMnBMxnhcvfQ5bKjYgzVlOzA+aVDQ3IGZiHGWPjh35EeYv+UmxFp6YUrva7Fo7zMB76Pley8W1W7SHdd6i3WZiDHmjBbP2ZMYRHNQYK+xeGtfHNb3P0HnrYZ4ZCccBgDIjB4HU4jmKorq1QV3pUYl6N09iMhMRCJqD60OIlosFrz++uuYMmVK0LXMzExcccUVumYqREREREQd4beCNQCAWdnTuzyASJ3PK7vgU5wwSlG6rZaERh2QBYhQ0RDoEQQRkmiGT3bqRjUWOI/aKFDkU9wwSTYkmGNwSp9peHnLN/itYE2YIOIe7XWcpQ96xUzAVRN/186JghFKXRMUr9zyIGJgNp3/uBCV7lztOHo/LmeWRDNsptAduANZjDE4ftDjrX5OracUcl0gURR7Vjmz01ehvTZGuO8jEVFjrf71qCRJuPTSS9GvX+i9Ra6//nrMnTu3tdMTEREREUVkW5U/UDIxaXAXr4Q6m6oqcPrK4ZWddWXMSsNFQf+jjtDoWBJNMAd24hUECKH2sWxib8v6oB/Q8PW3rTo35FiXr1J7HWVKCroeuAdiazIRGwcRq92FcHrLteNIgmw9VWftPtrUc7p7ELEqIKDcuDs4EVGkOqw9V3Z2dtC5NWvWYN68ebjnnns66rFEREREdIBxyC4YRYlZiAcgRfU1lCirKpzeCu1aqExENDojCAIsxjj4ZCcMkhUtDUcFVkfHGP3ZXbW+4ACgqqrwyDXasTlEuaxBNMFTl+joU5xB15tT2yiIuKdiMSpcDdmPZimmxXP2FD7FDUXxaR2Ty/5ajPK/l7Z53vhJU5AweRoAQFF8unJmWdF3fw8VRJQVL+ZvuRHlzt04achzSLQ1/Ixcv2aTIarN64xEpSswKzW9U55JRPufDgsi5ubmIjo6GjExDf9YrV69Gvfffz+DiERERETUrsRmCmy8ig9f7FmE+TnLsK0qFw7ZjWRzLMYmDsDZ/Q7HpKQhmP7jzchzRNbdefNpbwPwB4ze3f4Tfsxdjr21hVABpFniMTVlOK4YfALSrAkRzfdX8WbM/vMx3TmjIKF3VApOy5qGSwYeB6kuk+62FW9g7t7FmJl1CB4ad0lE80eq/mPw+PjLcXKfqe06dyTqPw6SIGLDqW8CAIZ8dTEA4MNDbg9ZJnziL4+hyF2FlyddivGJ/iDN/H0r8cC6L3BQ8lC8Ne0mAMAxC+5HqbtaG1cfZDSI5iY7ITcORuoFlE/XZSyG2nbRqzihBow1GYKDiIFNP1rTWKXaXag7zqn6W3dsMey/QUQAcMvVsIrxAABrrz5Yf/O1UOXWZwcKkgEZp5+tmz9Q4yCirHjR2JaS77Ek5wUAQOmqHbhp2kYAQIVrH+YsmwCntxyzx87D4KQZrV5npAKb7MSwyQ4RtVKHBRFfeOEFfPPNN1i7di03lSYiIiKiLlPgLMOVS57FlqocAECsMQoZ1gQUuSrw7b6/8O2+v/DMxKvRz56GqIDOrEWuClR6axFjtCHVEh80787qfFy2+CnkOf2Bx3RrAlSo2FNbhN27CvFLwSr8NuPpFq93YHQmAKDcU42dNfl4asP/sLVqH56YcGVr3v5+LTAw11q1XhdO/+3+Jh6iQg0ok35p0qVIs8ZpK4iE26cPQJmk4OwzKSCQ6ZVbFkRUVBmOZrpP7+9BRK/shFmKhigaYM3sjZQZJ6Lw27mtni9lxomwZvYG4M9C9Mr67FCfqv8cueVqqKqqK4nfUvKD9rqodhMc3jLYjAlYuvcF1Hj8Qd/3V5+Bh46qbfU6I1XlCuzUzUxEImqdNgURKyoqEBMTExQklGUZH3zwAUaNGsUAIhERERF1GbfsxeWLn8a26lxkRaXivjEX4qDkoRAEAR7Fh5/zVuCxdZ+g0luLN6fdrLv3rpVv4X97FmF6+lg8Ov4y3bUarxOXL3kaec5SjI7vjwfHXYRBMb0AAHurC/HEhs+wrETfLTcSkiDim6Me0o4/3fUb7l39Lr7JWYarB5+M7Gj+8K8TkPb30e7F+Cl/LQBgb23TATWgIcNQVhXk1BZH/Eiv0tBcJdIgZmApsygYdFmH9QKzIeUW7ono8JQ2u5b9uZy5XmA2YtZFV6Loh/mtykYUJAOyLmoI2jfOQgRClTN74VWcMAU0LYmz9tGN2Vj0NSZkXoQNxfO0c17FgSp3PmI6OLAXWM68v3fqJqKO06YI3/z589GnTx+8//77uvOff/458vLycOONN7ZpcUREREREbfHu9p+wrToXieYYfHDo7ZiSMkzLFDKJBpzQazI+PuxO9LO37Af4N7d9j1xHCXpHJeOtg2/WAogA0CsqGc9NuhYX9j8GALC7pgBH/XgLjv3pNuTUFoWbMqSz+x2u7bW3tWpf04MPQIGBs0VFm/FVzj/4KucfrCjbFfaeq/9+E5O+vxP/+sdfLh1jsmHjqW/gjan/xqj4bJzYazI2nvqG9uecvodiRGxvPDZ2Fv4+7r/oHdXyBiXugCCiUbSFbOAiiQ2BRW8L90QMbNoiCUYcmX130BiLcf8PInplJxTFHzSsz0ZsjeayEAHA1yiICACugD05AcDXqMv2usIv6ubUlz7nVa9u1TojpaiKrrFKjDmzQ59HRPuvNmUiSpKEvLw8XHTRRVi4cCHefPNNCIKABx54AGPHjsWRRx7ZXuskIiIiImqxD3cuBABcOegEJFtiQ47JtCUh0xbcLTccVVXx+e7fAQBXDz4ZUQZLyHHXDz0VALAwfxX2OfyZbj/nrcQlAyPf/0xVVXjqgiJJ5tDrB4DtVbl4b8fPWFK0EYWucsSb7JicPAS3jTwXieaG4JFPkfHhzoWYu3cxdtUUQBJEjE7oj6sHnxSyu7XD58b5ix7Bxoo9GB7XF9cMPgnX/jUHGdZE/DLjSW1c/V6K9425EOf0OwIA8FPuctzw94vIikrFj8c8CgDYV1uCOZu+wh+Fa1Hrc6GfPR3n9z8SZ/Y9LOKPSaOPkPbqgdFnYUzicAAqfitYi6c3fhnyjmRzNMySEckWfVCt1ufC2vKdqPE6dOe3VuVifWUOqr3BgSQ11AaIIXh8DUHEwEy1QAbdnojBAaqmBGbKGaUoWCT914okGJvc93F/0tZsxEiyEAEgOsS+gg5vOWIsDVl+jYPB28sWoNpdgFLnDt15X4ggZXuq9RRDDugkzkxEImqtNgUR60uVZ86ciffeew8ejwfHHHMMtmzZgkWLFrXLAomIiIiIWmNHVR4KXeUAgBm9JrXbvNur81DirgIATE8f0+z4o9LH4eOdv8IgSjgmY3zEz1FVFW9v/xEu2YNsezrGJg4IOa7cXY1Tf7kXPlWGzWBBujUB+Y5SfJOzDHmOUnx46B0A/NlI1y6bg98L1wDw7+GoqCqWFG3A+vJd+PvEF3XzKqqCm/95BRsr9qCfPQ2vT/03JEGCAAF5zlLUeJ2wG63IqS3SGtIsK96kBRG3Vfszn8YnDvR/3Kpycf6iR1HhqYFFMiHRHIMtVTm4e9U7qPI4cOmg4yL+2Ggfo4AgYoYtCQNi/BlWGytzQoz2Z/89MPosjE/MhtkQrbtqEo0A9OXKgL/c2X891I9OEe6JGJiJGC6IGBDkW13wEcZlnBc0xiu7UOneh3hLFqS69QL6PReNog3mRo1bTCG6Qe+v2ro3YiRZiAAwOfMKrMh7V7cXpcOnb8zklfUBaZ/iwq+79A2UAMDTwUHEwCxEk2QP+vogIopUmxurCIKAt956CxkZGXjuuefw5ZdfYvbs2Zg6dSqcTifKy8u1sYGviYiIiIg60p5af+OCOJMdKZa4dpu3fv+8BFM04kzN/zCeZU/FgmMfj2huWVVw0oK7AADF7kpUeGowJqE/nphwhdaduTGfqiDWFIXbRp6DGZkTYRQNWF++GzN/ux8rSrehwFmGNGsCPtr5C34vXAOLZMLTE6/WAqBrynbgwTUfBM372LpP8UvBaqRZ4/HmtJuRUJfROCA6A9uqc7GjOg+jE/rjr+LNAIAogwV/F2/Wmktsr9IHEe9c+RYqPDU4Im0MnphwBexGKxbkrcR1f83BnM1zcVa/lmcjBmYCXrb0pRbfH8gs1QURVX3WWn0Q0RgyiBiZxkG+UALLmbeUfAeHtxw2Y0NDH6/sxLNLx6DEsRWxlt64ZtJixFn8wa7AIKVJsgUFDRsHTPd3rc1GjDQLEQDMBjuum7QMTy0ZBln1Z446vfqfdz2KI+i+lXnvBp3ztbB8vaUqA5uqmFI79FlEtH9rl+7MHo8HzzzzDHbs2IFvv/0W553n/63Ze++9h2uuuaY9HkFERERE1CK1Pv9+ZI3LjR9f9ykWFa7TnTs3ezpmZU+PcF7/D/xWQ8eUh9Zn8NXbW1OEPwrX4bzs0FsFxZqi8NX0+3WB0kRzNCySCS7ZgzxHKdKsCfh0128AgPOzj9RlUI5O6I93D7lVN+f/9izC3yWbEWey482pNyPD1rAP4NjEAdhWnYvtVbn+IGJdA5kZmRPxxZ5F2Fq1D4Nje2NbXRBxbOJAbKjYjTXlO2EUJDw87lLYjVYAwFEZ4zAwJhPbqnKxrHgTYozBXYubpqJXVCKsBhMECBAESXc13ZrQ7Ay/F6zF4+s/g0v2B4JKXFU47ZeGbs17agsAAM9s+havbPsZVww8Ekenj6p7essbq4QrZ27cwTm/eg36JxyuHe+uWIwSx1YAQKUrB4v3PIcTBj8ZdK9JigoKIobqBr0/a202YqRZiPWMkhUZ0WOQU/U3AMAZtCdi8P1OXzkGJ81Amn1kw3Ojhja7traoDMhEtJuCy7CJiCLVLkFEWfan/L/zzjsYMWIE7r//fhx55JEYPHgwLrzwQm3c9u3bsWTJkvZ4JBERERFRk2ySP8jn9Ll15wucZUGButK68uRIWCR/xphbbtm+dZGQBBEbTvU3/ChzV2FB3io8vO4jPLjmA8Qao3Bi74OC7jGJBogQ8PLmr7GkeCM2V+7V7d/nVWQ4fG5sr84DAExPHxs0R+NA698l/uzCR8dfhv4x+v3TxicOwme7f8e2uvn+Kt6MvvY0HJY6Cl/sWYS/ijchOzode2oKkWCKRnZ0Oj7e+Yv/ZkHAhYse1c2X6/CXg+6tLcKIuH4Rf6wAfxDvlcn+ztkGyQKLIfy+kc9MvApV7mIMjEmvu9efYVjrc2FXTYE2zqfK2FIVXA5d5K4C3ECVbm/E1gQRQwf0qj2FuuPGAawql/5rdlPJdw1BRLlxEFH/DKshLqJ17k9amo3YkizEQGZDw96aQZmIcnAm4qDEY3HJuO8jmru96DIRzcxEJKLWa5cgYn0ZQUJCAp588kmcf/75+Pzzz3HmmWfi8MMP18a9++67DCISERERUafoFZUMACjzVKPK40CMyZ8B9vSkq/E0rgYAXPznE1havLFF86Zb/Vl5pe5qOHxu2DooIzHBHIOz+h2GfGcpXt7yDd7Z/mPIIOL2qlxc9OfjKHFXIc5kx+j4/ugXnYZ5e5egqq5JSLXXoWXNNdWgpbGPdi7EYamjdN2Ex9Xtzbi9Khe7qgtQ5KrAOf2OwOTkoRAhYFnxJhyUMgxeVca4ulLmSm8tAMCr+IICuPUaB3sj439PbtmLSd/fGdEdL0+6FOMTs7X43/G9JuH4uj0zj/rxVuQ5S/HOtJsxKXkI3LIXY7/xf638dOQdiDM1CgBGFkNstCdi6CBijUffubvWW6w7DswmA4Di2k34Ydsd2Fb6M5SAEmyTFBVUvnwgduNtaTZiS7MQ61kCg4i+Cv0aQpQpB5atdxZ9ELFlneiJiAK1axARAGbNmoXnnnsOt956K8444wyt+QoRERERUWcaEJOJGKMNVV4HFhWtwwm9JrfLvINie8EqmeCUPVhRuhWHpI5scvzumgJctvhpSIKIN6bdiN5RKS163uiE/gCgy5YL9Pj6T1HirsLpfQ7GA2MvgkH0l/T+nLdCCyIGZhqWuqvQx970Gq4ZfDLm5SzBH4Xr8M72n3DxwGO1a72jUpBsjsX26lytlPmg5KGINUVhaFwWlpduxZa6xib1zWCiDP7y5RFxffG/I+4N+9z6/RUjVf9ziCgI6BuVAiHMvpGAfy9Ln9rQNMUgWVv0rJDPjzCKWOtpCAgGBp0CKQHdcwGgxq0PKla584Lu+XXXI0HnQmUiRpki7z6+P4k0G7G1WYgAdNmvaws+wei0s5Fq95cnN26sAgBbSr5HqWMnEm3ZAICyvxaj/O+lET8vnPhJU5AweVrQebevBivz39OOY0wMIhJR67VLELGx++67DyeccAK+/vprnHrqqR3xCCIiIiKiJkmCiJN7T8UHOxfglS3f4Kj0cVrzjLYwiQYclzkJX+79E29s/Q4Hp4zQZeoB/uDWA6vfx43DZ2Jh/irsc/iDSD/nrcQlA2e06Hn1jVwSzaGDT6vLdgAALhp4rBZAzHOUosDZUFppN1qRaUtCrqMEi4vWB3V6LnZVItnSEAzpa0/FfWMuxOVLnsbTG/+HiUmDMSK+r3Z9bOJA/JS3HEuKNkKAgMlJQwD4g4kbKnZjQd5KAP7SZwAYFtsHALCzpkDr6hwov27fxpbzB/GMogFzj7gDpia6zh7xw39Q6CqHQbTAYoyF2Gj/xEgJggi1rtlK/fMVVYbbVx1wXq/CtVd7HWPOCDlmWPIp2Fg8TzuuDej6C4QOIoZikuwwN9oT0XIAljMDkWcjtjYLEdCXMxc7tuCZJSPwn4O3IdGWHTKIqKg+/LLzIZw54i0AgLVXH6y/+dqIGr+EI0gGZJx+dtB5VVXx3upTdeeYiUhEbdHmNMHALMR6xx13HPr27YsXX3yxrdMTEREREbXa1UNOQrzJjm1Vubh8ydNasw/An5GX5yht1bzXDj0FNsmMv0o245YVr6HEVald216Vh6uWPYePdv0CRVVxVPo49LIlo689DcdkjG/Rc7ZU5uC1rd8CQNh7TXVdgzdV+ANVJa5K3PTPK0HjTs86GADwzvaf8Gfheu382rKdmPXHf4PGH5I6Eqf0ngqv4sNN/7ysNaoBGjou/1m0HoNieiHe7C+fPSjZn4G1qGg9LJIJw+OyAPgzErPt6XD4XLhr1duorsuQ9Co+zNu7BKf/eh88SsuDKGpAOfOY+f/CsLmXhf1T6PIHVY2SFQbRn5l5woK7dH+KXBUAgNtWvoUTFtyF0369T3vWZcvewNmL5uDMP57FmX88o3VtBgCXtwJeXy0U1QdviI685c492utYS6+Q7+WIvrfpjgOzF4GWBBFtQSWz0QdwM43ArMKsi66EIOnzaNqShQgEZ5aqUPDnnmcAhC5nBoCV+e+j2p0PAFpwsy0Cg6CBcqtWYHvZQt25WMuBV9pORO2nTZmIhx9+OL7//nskJAT/1vCCCy7AQw89hF27dqFfv5ZtkExERERE1B4SzTF4beqNuGrps/i7ZDNOWngXks2xsButyHWUaIGrWGPojrnhZNqS8Nzka3HDXy/gm5xl+DbnL2TYkuBRvFogKsOaCJNkQJY9FQuOfTyieWVVwUkL7gIA1Mou5DvKoELFwJhMXDX4pJD3TE8fi892/47bVryB5zd9hUJnOQRBQKwxStuLEAAuH3g8lhZtxPLSrbhsyVOIM9lhkYwocJZDClMGfPuoc/Fn0XrsqS3C/avfw+MTrgDQsC+iw+fSAocAMCFxEIyiAQ6fCxMSB8NYF+AUBRGPjL8UFy9+Ej/k/oOFeSuRbktEibsKDp8LNskMsVE2Z0RCJDT0tiVrGZmhWAwNAbZwJeIFzrKgc3tr9eXFqqpqQUyf0rCfY+D+c/UCMxFjzcHBHgCIs/bBkdl3Y+HOBwEE74no8EYW8K7vzNwv7lDsqvgDVkMCBicdF9G9+6PmshEDA3AVrhyIaFmGaqgsT6WubD5UJiIATOl9LbaX/oqxGbMARNb4JZzGQdBA5a49QeeiTQwiElHrtSmImJqaimOPPTbktYsuugiSJDGASERERERdamR8P3x31MN4d8dP+CV/FfbWFqPCW4s0azzGJQzEGX0PwaS6ctyWOCR1JL458iG8vvU7/Fm0HoWucphFI0bG9cNR6eNwXv8jtU7OLVHfeMQgSMi0JeGYjPG4eshJQSXA9W4ZcTYMooSFeatQ4qrEqPhs/Hv4GXhx8zwsK96kjTNJRrx18H/w3vaf8HXOUuypKYRH9mJi0mBcN+TUkHPHmey4c9Qs3PjPK/g6ZymmpgzHqX2mYWhslrYv5OSAIKLVYMbo+P5YXrpFy1asNzqhPz4/7G68sHkulhZvQr6jFAnmGByRNhpXDDpBCzi2RKR7EgZaUrQRo+L9+9FtPPWNFt+vqD44PPUBvVDP15/zyi7UBHRejrOEDiICgM3QkJzR8Aw/WWnoBm6WYuCWQ3cUrw8injb0JWwu+Ra9YibC3ESZ94Eg3N6IjQNwlc5cxFv7tGjuUHtc1mf7hQriAf59CQtq1ml7I0bS+CWccFmIQHC36IzocbAZ41v8DCKieh2yJyIA9OvXD/fcc4/unKqqIcufiYiIiIg6UqwpCjcMPQ03DD0t4nseGncJHhp3SZNjekUl4/6xs3XnFMVf5tqSBoOTk4dg82lvRzT20fGX4dHxl2nHdqMV94y+APeMvkA37p2Dbwm61yQacNmg43HZoONDzv3LsU8GnTu+12Qc36gpjUGUsOrkV0PO8cGht4U8DwD9YzLwzKRrwl4P9XFo6uMS2JW4Xo6jOMTIBoGl560hICBjUg29vVOgxhmE0ebUsGNtpkTtdeM9EQOzHTOix2BXxR8h1iaiV+wEAIDVGI+x6ec3ubYDRbhsxMAAnFd2tjiACAAWKTiI6FM8WF/4Zdh77KYUeJRa3d6IrclGbCoLEdB3i7YYYnH+qE+D9m8lImqJDgsihjJr1iycdFLoMgwiIiIiIqJIKaqsNTIxS0ZsOOW1Jrszt5+mgzCNg4o+pWEvSVEwQBTC/whmMzYEER1efUl1YCZiRvTYoCDioMQZmJR5KXrFtGzfzQNF42zE4p+/1wXgAj9PLWEO6M6szSU7sa3057D3WIzxMHjysTL/fUzPvqvV2YhNZSEC+kzEQYnHwCi1bNsGIqLGOuNfWY3JZEJiYmLzA4mIiIiIiBpRVRVObwVqPMW6/eYEQeikAGLIVTV57A0IThlEc5MzBZYzO71lUAKatwRmIibZ9N21+8cfgTOHv4msuKmRLvqA45WdUOr2QLVm9sbwx+e0uiNzoFDlzF7FGdRUJTVqOAAg2pSODPtoGESL1qm5XqjGL+E0lYWoqioc3jJdENEsBQc7iYhaqlMzEYmIiIiI2psIEYqqQFVVlurt57yKUwseuhWvdl5oIruvvQmNMhHr92Ws79YsNAoi+gKCU80GEQPKmVUocHrLEGVKqpu/IYgYZ9GX3TaV3UgNArMREyZN1Z1vrbBBxIDP+2FZt2JU2kxsKp6P7PjDYJDMMNZ1CF+Z/z6OGfAgYi2ZLcpGDJeFqKgyXvprKvZVLYeKhiC0xcggIhG1XVf9uo6IiIiIqF1EG23wqjIqPDVdvRTqYB459OdYFFrWUbdNwgSqS9zVUFUFZjF8JqIkNB1ENIo23Zgaj39/R0WVtY6/ABBtTtfd55FrQc0LzEas15YsRAAwhwgi+hS3rjzaKJkRY87A5F5XIDlqMABAqgsoK6oPf+17TRsbSTZiU1mIu8v/RE7V37oAIgBYmIlIRO2AQUQiIiIi6tHGJPQHAPxZtL6LV0IdrXEAqJ6ITgwiArpAYv2+jMtKtsGnupFp1q/R14JyZkEQYDM2lDTXd3UO3A8RAIySvlM3g4iRa5x12JYsRCB0ANsrOxuVsVuCxhgDzq0v/EJ7XZ+N2JSm9kKscueHPG8xBgc7iYhaqt2CiA888AD69Gl5NysiIiIiorY4In0MAOCtbT9gX23TnXmp52qqC7LQmZmI8JfQ15MVDzZW7MO3uSvhk13ob9U36AgMIkqiqdm5dR2a6zIRA/dDBABJMOqOGUSMnFd2Qq4rhZcVb5uyEOsd0fd2/TMUZ7Nl7IFNTpy+ct21prIRm+vIXOsN/d9AqyEu7D1ERJFqt80zvF4vXK7WdbQiIiIiImqtaSnDMTV5GJYUb8Qli5/ElORhGJs4AFEGS9D+dZ2hvhmG2GWNPvZPiqrA5asIec0kRUFsFFjrSB65BrLiRbXXiRVlu7CybCdqPKXoZdiMeEOGbqxXF0wKzkhrLLC5So2nCEBwJqIkmpBsG4xixxYAwLDkk1v9Xg5EDk8pDKI5KDjbWlP7XAeDZMHPO+4FAOws+w2p9mHa9VCf9yhjkva6xlOs29O1qb0Rm+vIXB94DmSS7Mhk124iagetDiJu3LhRd1xcXAxZlrFp0ybtt4T9+vWDz+dDTk6ONm7QoEFYu3YtPvjgAzz99NOtfTwREREREQDAKBrw4LiL8ei6j/FL/ir8UrAavxSs7roF1WfMsclLu1JVOajjbT2jaO3UgLFP9UBRfVBVFbLqgao40cewFYOMa6EiVT9WV9YaQSaiMUQmoto4E9GE04a+gm+2/hs2Qzwm9wqfmUbBVChhv5ZaKzDTz6s4sK9quXYcKohoNzV8nSiqFw5vqdZEB/BnIxb9MB+q3FAe31wWIqAPIo5LvwBZsVORah+mK5MnImqtVgcRR4wYEdT9TlVVjBgxQjv++eefUVxcjFmzZgHw7/GxceNGbNq0Cc899xyDiERERETULkyiAfeMvgDXDzkNfxatw56aQjhlT/M3doD66hyLpfmsM4pcce0WbCyeF3RegIhJGVdA6MTt3reW/oAy504YBC9ipAokS3kwCP5gjwpZN7YljVUA6II9td4SAPpyZlEwQBAEJEcNwiVjv23T+6D201SWqUG0Bp0zG+wwijZ4FX+38UpXri6IGCobsbksRKChGQ8ARJvSMSyFWapE1H5aHUS84447goKIjfXr1w/Fxf7U7AcffBD33HNPax9HRERERNSseLMdJ/We0qVrqKioAADExcV16Tr2N7/vegJC5Yqg87HmXrhuyPGdupYtJcD/Nl4a8pqi6IOIukxEqYVBxLqAUGA5syQ0n81Ina+pIKIxzOfdbkpBuWs3AKDSnYsMjNZdD8xGjCQLEQAcdYFnQJ/VSkTUHlodRHzooYciGvf3339DEATceeeduPvuu1v7OCIiIiIiOoCVu/aEPB9jyezklQADE4/G5Mwr8Vfuq0HXlEaZiD45IIgYQSaiVRdEDM5ElMTO2/uRItdU5+1wAUa7KVULIla784KuB2YjBmYhljp2ItGWrY3z78OqQhQkXSZilIlBRCJqX23O+T/vvPOwfv369lgLERERERFRSOXO3SHPx5p7de5CAIiChKP634P/TNsWdE1VG5czt6yxSlRA9pjDWwqAmYg9gbGpTMQQ5cwAEG1u2BexwpUTckzWRVdCNJl1WYi/7GxI6HF4y/HsklG4/9dEbC/9Rbcnoi2geQsRUXtocxDx66+/RlGRv2vYG2+8gVNOOQWvvhr8GzkiIiIiIqLWqgiTiRhn6dPJK2lgkmxB5xS1iXLmJrLV6ukaq4TYE5GZiN2T2sS1cJ/3WEvD/oblzl0orNmIX3c+glLHTqh1Xd6tmb0x/PE5uizElfnva/etyf8YhbUb4PJV4vUVR2qBZwC6PRaJiNpDq8qZa2tr8eabb+LCCy/Uzn322We44oorIAgC5s+fD4vFgtmzZ7fbQomIiIiI6MCkqirKwmQixlmabjTR2RTVpzv2tjCIGFjO7PCWAdB3Z2YmYvfUdGOV0NcCA+BbSn7A+qIv4ZFr8XfuG7hx6noYJX8GY8Kkqdq4X3Y+pAUYAWBP5VLdnCoarkUZk1v2JoiImtGqTMSKigr8+9//1jIQAeDFF1/EGWecgdraWsyePRtz5sxpt0USEREREdGBy+krh0euCXkt3pLVyatpWmDpMdBoT8QWZiL6FCc8vlp9OTMzEbulNPsIZMVODXmtPhjYWGAQsdZbDI9cCwAoc+6E01eBUsdO3fj6LMTAr5FYS+hyfkkwwyRFteg9EBE1p03lzKqqav+/cuVKXHvttbBYLLjmmmuwdu1aKIrSzAxERERERERNC7cfIgDEW7tXEDGwfBlo+Z6IVmMcAEE7rvEWQw4oZxYFBhG7I0EQcN6oz5ARPSboWrjgcVNZtF7Zodv7EPBnISqqT1fe7vZVhbzfZoyHIAghrxERtVab90QEAJ/PB4fDgcxMf2e0tLQ0yLKM6urqoLH8DxkREREREbVEubNhP8QoY4rWqMJuSoXdlBruti4RGODxHwdmIjYfRBQFCVZDnHZc4y7SzWkQWc7cXQmCgMyY8UHnpTBdueMsvWELKF8P5JEdWJn/PgprNgAACms2aHshympDZqorTBDRaoxv0dqJiCLRqj0RgyYxGGAwGFBeXg4AqKry/4fMag1O2541axZqakKXIhARERERETVW7tqtvU61D8PEzEuwoWgeRqedDUFol7yIduPyVeqO60tUgcjKmQF/SbPT5//ZqsZTxO7MPUjjbuGSYA6bSCMKBkzpdS0W7now6JrHVwNF9eHV5UdgUOKx2Fr6o7bfpk9xQVVVCIIQ9PVWz2oIHZwkImqLVv+LW1/KDPh/4zJ06FDMnTsXADBv3jxkZ2fDZDLBarUiIyMDAJCRkYGCggLU1NRo54iIiIiIiJoSmIkYa+6FAQlH4pQhz6Nv3LQuXFVoTl85PL6GwGGpY7v2OtqcHtEcgdlptd5iXWMVljN3b7HmTN1xuP0Q643PCN2MtD74XOspxqr8D1DrKdZdl1UvgPDlzL1jJ0a0XiKilmhVEDE2NhaPPPIIUlJStHPnnnsuHnvsMUyYMAH33nsvzjvvPADAySefjJycHADAvn37kJOTo/0hIiIiIiJqTuCeiOEaSXQVAVLQuXLXXgCArHhR4timnU+OGhTRnIGNM2o9LGfuSWIafX3GNBM4NkpWHDvgv0HnPUptiNEN6svkQ2UiHpp1Mw7u8+/mlkpE1GKtKme22+249dZbdeduuukmbNy4Ed9//z3OOuss3HHHHe2yQCIiIiIiOrBVuBoyEZtqRtEVREGCrMq6c+Wu3Ui1D0Wpc4dWgioKBiRaB0Q0p83UEEQsc+yE3dyw76PJYG+HVVNHaVzObAnY3zKccekXoMyxC//kvaGdCyyDD6U+sBy4J+K5Iz5CdsJhLVgtEVHLtHlPxKysLFitVhgMBrz77rvtsSYiIiIiIiKNLhPR3L2CiIIgAqr+XH35dVHNJu1crLk3JDGyUuTAQNRfua/pypvjLX1bv1jqcI0bpYhCcKZqY6Ig4ZgB92NL6feocucCiCSIGJyJaDbEtHS5REQt0uZdiNevX48pU6aEvHbNNddg8eLFbX0EEREREREdoJzeSjh9FdpxvLVvl60llFBBooq6cuai2oYgYqKtf8RzNs62dHjLtNcMInZvjZuoWCPIRKwXWKoeuK8mAJw9/H1dl2evzwlVVXV7IpoN0S1cLRFRy3RoK7NXXnkFGzZs6MhHEBERERHRfiywlNkgWoIyvbpaqD0Rq935AICi2o3auUhLmYGmS7YTbdktWB11hXHpF9a9EjCl97UR32cQLdprr+LQXpukaAxInK4LMnpVF3yKS2uwAgAWiZmIRNSx2lzO3BpbtmzBX3/9hQsvvLD5wUREREREdMCqdO3TXkeb0oMyvbqaKATnZVTVBxEDypmTbJEHEWMtfcJeS7BGntFIXeOIfrcj0TYACZa+SI8eFfF9khCQiRhQzlz/NWYQzXDL1QAAn+zU7YcIsJyZiDpeq4OI99xzD5YtWxby2lNPPYWRI0eGvXfBggW44YYbGEQkIiIiIqIm1XiKtNdRpqQuXEloQohy5mp3PhRVQVHtZu1cctSQiOeMMoZ+n3ZTCqICmq5Q92QxxGBS5qUtvk8SQwcRhboCQklsKGf2qW7dfoiSYIJRashkJCLqCK0OIq5cuRILFiwA4N/3QVVV7XV5eXn7rI6IiIiIiA5ogUFEm7H7BdDCBRHLnbt1JalJtkEtmFPAyYOfx9dbbtCdT7ZFHoiknkdXriw3fO3Uf43pr7t0+yGapKhOWCERHehavSfi/PnzoSgKXnvtNQCAoijYuXOnFkwkIiIiIiJqK10mYjcMIoohfqSq9Zbg8T8byo7tphSYDS0L8mREjw46l2of1vIFUo8RmGkYGIAWtSBiQ6ahT3HqMhFNBnsnrJCIDnRt3hMxcE+S7rY/CRERERER9Wy1gZmIPaScGdAnVsRb+7V4XpMU3Gk3NWpEi+ehnsMQ0H05sDtzffOewD0TfYobqqpox2aJQUQi6ngd3lhl1apV+PLLL7XjI488sqMfSURERERE+wl9JmL3CyKKIYOIesOSTmrxvOYQmWUtadJBPY9uT0QlVGOVhkxEj1yj7ZUIAOYQQWciovbW4UHE1157Da+99hpUVYUgCPjnn386+pFERERERLSf6O5BRCGCHaLGpbe8oaRRtAWdS2hFRiP1HPo9D53a6/psV6sxTjvn8JRBEo3asYmZiETUCTo8iDhr1iwcfPDB2nGfPn2wdOnSjn4sERERERHtB5zeMu211ZjQhSsJrX/CdCzPeyvsdYshDqLYfLZiY423ijJL0RCEVm9pTz2Abk9EOXhPxMCvf4e3FEapIdBsNjATkYg6XocHEQ855BBcccUVHf0YIiIiIiLaD/kUt/baKFmaGNk1Du97C3KrVqDaUwCTFIUy507ddaPYPmuOtfRul3mo+9LtiSgH7onoDx7bDPHauVpvCSxqrHbMTEQi6gz8VRYREREREXVbgUFEKSDI0l2YDdG4ZNx3uGHycgxNOjHoemB2WVtkRI9pl3mo+9LtiRhBJqLbV6UdW5iJSESdoNVBxD179mDt2rXIyckBAGzbtg07duwI26HZ6/XC4/HA4/HA5/O19rFERERERHQAkVWP9trQTgG5jiAIIuzm1Hadc1Lm5QAAkxSFQ7L+3a5zU/cTGET0Kg1BxPoydquxIRPR4SmFy1epHYfq5k1E1N5aHUS87rrrMHbsWDz44INQVRVDhgzB0UcfHXZ8dnY2rFYrrFYrbrzxxtY+VvPuu+/CYDCgb9++Ycf8+uuvOOKIIxAdHY34+HiceOKJWLt2bcixJSUluOKKK5Ceng6r1YpRo0bhtddea/M6iYiIiIio9fSZiMYmRnY9uylUEFFt9XxHZt+Nc0Z8iEvH/ogYc0brF0Y9gkG3J2JDYxVR8O9CZmuUiejSZSLGdMIKiehA1+o9EU855RQMGDAg5LVevXoFnTvzzDNRXl7e2sdpKioqcN999+H555+HJIXfoHjevHk4/fTTMX78eLz44otwu9148sknMWXKFPzxxx8YP368Nra8vBxTp05FYWEhbr/9dmRnZ2Pu3Lm48sorsWPHDjz22GNtXjcREREREbWMoipQ1IYqpu6ciQgA0SGCiKqqtHo+UZDQP+HwNqyIepLAPRF1mYh1uT/WgD0RHd4ymAMCh2YD90Qkoo7X6iDiZZdd1qLxTz/9dGsfpXPjjTdi/vz5eO+99/DGG29g9+7dQWOcTieuuuoq9O/fH7///jusVisA4OSTT8awYcNw5ZVXYvny5dr4++67D9u2bcPPP/+Mo446CgBw1llnQRRFPPHEEzjvvPMwatSodlk/ERERERFFRlY8uuP22l+wo4TORCSKTGA5c6D6PRHtpmTtXI2nUNdoyCwxE5GIOl6Pa6xyww03YO/evTj//PPDjvnmm29QUFCAf/3rX1oAEQBSU1NxySWXYMWKFVixYgUA/16N77zzDiZOnKgFEOvdfvvtUFUVr7/+ese8GSIiIiIiCiuwlBkADGGCLN1FYJCnntqGcmY6sIQLItbviRhn6aN1YVahoMy5SxvDICIRdYYODSK+/fbbOOKII9p1zjFjxsBisTQ55pdffgGAoKBg4LmFCxcCAFasWIGqqqqQY4cPH460tDRtLBERERERdR65URAxXJCluwi1vraUM9OBJVy5fv2eiIIgIs0+IuQYi5FBRCLqeK0uZ47E7NmzO3L6sLZs2QKDwYD+/fsHXRs8eDAAYPPmzdrYwPOhxi9ZsgSyLDe5ByMATJkyJeT59evXY+jQoaioqIj0LRAdsKqrq7t6CUT7Pf49I+pY/DvWfqo8xbpjR7UHguALM7p76B97NHZU/qwdK6qC6qraLlzR/qe2xtn8oB7I6wqdtarI0L6GEkxDsBfLgsb4nEZUK/w6o/axv/4daym3zwVR9AGmKhhEd/M39BCRxLfC6XHlzJEoLi5GQkJCyA9KSkoKAH835vqxgedDjfd6vaisrOyg1RIRERERUSiBeyKKgkEr6+zODu91n/4Eq5kpQpIQppwZDT/XptpGhhxjlqI7ZE1ERIE6NBOxqzidTpjNoVPB60uhHQ6HNhZAROMTEhKafO7SpUtDnq/PUIyLi2t64USk4d8Xoo7Hv2dEHYt/x9rOXdOwjZEkGBEdE9WFq4lMNBqtUVB7xLp7ov3t42r3hS5JNhobvvb7GSYAe4LHJManag1YiNrL/vZ3rKWMPhmiaESsOQZGydr8DT1Ea7MQgf00E9FsNsPnC13m4PV6tTGB/x/peCIiIiIi6hyBeyJ29/0QwxEEoauXQD1E+D0RG37gT7Bma81V6hlFGwOIRNQp9ssgYlxcXNjy4/p9CWNjY7WxAJocLwgCYmK4US0RERERUWcK7M4crtSzOzqs7y3a6+MGPNqFK6GexBBBOXOo5ioWQ1xHLouISNPp5cw1NTXYtm0bhgwZAqu1Y9JBBwwYgKVLl6KwsBCpqam6azt37gQADBw4UBsbeL6xnTt3onfv3sxEJCIiIiLqZLIauCeisQtX0jKTMi+HUbTBYojBgISjuno51ENIYTIRG+8FmmYfib2VDc1VYsxpHbouIqJ6nZqJ6HK5MGLECEyYMAEZGRl49913O+Q5Bx98MABg0aJFQdd+/fVX3ZiJEyfCZDKFHJubm4utW7dqY4mIiIiIqPMEZiIaelA5s0myYXKvyzE67WyI4n5Z/EUdIFzJfuNS5XT7KN1xtDm9w9ZERBSoU/9Fq6qqwt69exEdHY0FCxbgueee04J67emMM86A3W7H008/DVmWdc9/+eWXkZWVhcMPPxwAEB0djTPOOAM//vgj1q5dq5vn8ccfBwBcdNFF7b5GIiIiIiJqmq6cWew5mYhErRFuT0Sv7NAdp0frg4g2Y9MNQImI2kunljOnpKTgyy+/RExMDMaPH4+PP/4YRUVF7f6cxMREPPHEE7j66qtx9NFH49JLL4Xb7cazzz6LgoICzJ8/H0ZjwzchjzzyCBYuXIijjz4at956K/r06YPvv/8eb731Fs4//3wcffTR7b5GIiIiIiJqmqz0zHJmotYItydimXOX7jjBmq079gX8PSEi6kidvifiqaeeqr0ePHgwBg8e3CHPueqqq5CcnIwnn3wSV1xxBSRJwkEHHYSXX34Z06ZN043NysrCX3/9hTvuuAOPPvooKisr0b9/fzz55JP417/+1SHrIyIiIiKipvXUcmai1gi3J2K5a7fuWBBEDEg4CtvLFgAARqXO7OilEREB6KQg4u7du1FcXIxhw4YhKiqq3eb97bffmrx+xhln4Iwzzohorr59++Kjjz5qh1UREREREVF76KmNVYhaI9yeiDHmzKBzx/S/H1ZDPJJsA5EVN7Wjl0ZEBKAd9kQsKyvDPffcg9WrVwddq6iowIwZM9C/f38cdNBBSE1NxUsvvdTWRxIRERER0QHA4S3VXkthSj2J9hfh9kQ8OvveoHPx1r44ecizmNrn2o5eFhGRps1BxFdeeQWvvfYa+vfvH3Rt9uzZ+Omnn3DMMcfg6quvRlpaGv7v//4P//zzT1sfS0REREREHURRZewuXwxPo4YOnb2G+Vtu1I5FgV2Oaf8WKlB++fgFGJJ8QheshogoWJvLmefPn48LL7wQ0dHRuvM///wzvvnmGzz44IO48847AQButxuTJ0/Giy++iHfeeaetjyYiIiIionbm8JbjzRXHYF/VcqRGDce/pq6BKEid9vw9FUthkuyodufrzhc7tnXaGoi6giAIumO7KRUpUUO7aDVERMFaHUT8448/8Ntvv2HdunXo1asXHnjgAd31L7/8EhkZGZg2bRr++OMP7fyhhx6KTz/9FA888AAEQcDdd9/d+tUTEREREVG7cfmq8NaKGdhXtRwAUFi7AYXVG5AeM6pTnr889x18vuFiCBCgQtVd6x9/WKesgai7SLZ1TBNSIqLWanUQ8ddff8X9998PQRCwadMmFBcXa9dKS0uxfv16AMD06dOD7hUEAffddx+DiERERERE3cjCHQ8ip+pv3blKdy7S0TlBxC2lPwBAUAARACZlXt4payDqLtLsI7t6CUREOq3eWOTee++FoigYOHAgzj//fPz666/an0MOOQRJSUlwOp1QFEX358MPP4TZbIaiKJBluT3fCxERERERtcHO8t+CzlW58zrt+eXO3UHnRMGIm6duRoqdZZ20/xuYeAwAwCxFY1LmZV28GiIivTbvTjxjxgw8//zz2Lt3LwDgww8/xGuvvYbrrrsOZnNwd6lly5ahb9++bX0sERERERG1s1pPSdC5xnsTdiRF9QWd6x0zCWZDdIjRRPufkwc/ixkDHsF5oz6F3ZzS1cshItJpc2OVW2+9Fe+//z769++P6OhoVFZWYvjw4bj11luDxu7duxdvvfUWLr300rY+loiIiIiIWqjClQOzFAOrMTbiezoziOj0lgWdG5AYvD0StQ/V50PN2nWoXLoMzp27oDicQIhS8u5GlhUAgCTtnx277QCq8Deq2mEuQTJAiolG9NgxiJ06BebMjHaYlYgOVG0OIqanp2PlypV44IEHUFRUhPHjx+Omm24KmYV4ww03IDMzE//5z3/a+lgiIiIiImqBdYVf4MM1Z8IgWnHjtA1IsPYNGnPxuPl4dukYXUZgtaeg09bo9JYHnRtUV95J7Ut2OrHnv4/CsWUrAH9XYKHpW7oNtdH/U9M8hUVwbtuOos/+h/RLLkLiccd29ZKIqIdqcxARALKysvDmm282O27u3Lnt8TgiIiIiImqhD9bMBAB4FQfmbboOJwx+ElHGJESZkrQxqfbhGJd+AZbnva2dq3Z3TBBxbcHn+H33ExiTPguHZP0LiirD6asIGpdgze6Q5x/IVEXBnof9AURLWibSTjwNseMmwhATC0Hs/qFEVfGHD3vCWrua4vXClbcPZX/+jsLvv0b+W+9AtJgRf8ThXbwyIuqJWh1EdLvdIbMNO3sOIiIiIiJqmc0l32JzybcwS9G494hSSKJRuzY9+y6szH9fy0as9hS2+/NlxYsP154FANhX9Q9Gp50NSTAFjTs6+/52fzYBjq3b4Ni8FebkNAx79FmYEhK7ekktwiBiy5jiExAzfBSiBgzCjuceR8nX8xlEJKJWafUmEiNHjsRvv/3W6gf/8ssvGDmSLeuJiIiIiLrKyNSZugAiACTasjEu/QLtuKYDypkLazfqjnOrVgTthzh7zNeYmMm91DtC1dJlAASkHH1cjwsgUuslHXE0zEkpcO/LhWtvTlcvh4h6oFYHES+66CIcffTROOecc7By5cqI71u+fDnOPPNMzJgxAxdffHFrH09ERERERG0gCgZMz75LO15cuF57fXT/+yAK/qIlj1wLt6+mXZ+9r/If3XGZc7du70WbMRG9YsZDEJhp1hFce/YCAGLGjO/ilVBnEkQRMaPHAQBcOQwiElHLtTqIeMcdd2D+/PlYtmwZJk6ciEMOOQRPPPEEVq9eDafTqY1zOBxYtWoVHnvsMUybNg2TJ0/GP//8g/nz5+P2229vlzdBREREREQtMy79AiTa/PsN7q0pwjXLnsfemiIAQJy1D8ZnXKSNXVPwCXaW/R4UTNxa+jOeWzoO32z+d4ueva9que54e+kC7K1Yph0nWvu3aD5qGdnl/3nNYLd38UqoPahq5C1mDNHRAADF4eio5RDRfqxNjVWOPfZYbN26FXPmzMHTTz+NW2+9FbfddhsAwG63Q1VV1NbWAvD/hy0jIwNPPvkkrr32WphMwXueEBERERFR+2scZGichfjKlm/gVrx4Zcs3eHi8v4T4yOy7sCLvHSiqD19svBwAYDel4MapG7RmLG+vPB6K6kNe9SoMTjoeg5KOjmg9jTMRNxbPw9bSH7TjXjETWv4mqeWE4JyStdddispVdUFeQYAUZYcpKRkxI0YhZcZJiBvbfT43ituN/K8+Q/43X8KVmwNBlGDN6ovko2Yg86zzIRqNzU/SQlseuhtF33+N1BNPw6Db72vx/b7qKiydcUjIa5O/XghTYlLQ+YpVy7Hu/64IvkFRAFXFsEefQ+Ihh6Ns2WJsuOkamJJTMHnuzyGfwexeImqLNndnNplMuOmmm3DjjTfi999/x9y5c7F69WoUFPjLEdLS0jB27FicdtppOOSQQ/gfLSIiIiKiTuZVnLrjxlmIX+csBQB8nbMUVw0+CX3sKYi3ZgV1aq7xFGFNwaeY2udaANCarwD+Zi2RBBG9sgsFNeuCzvsUt/Y6O+HwyN8cdQhjfAKMcfGQnU44c/bAuXsnCufPReLhR2HwnQ9Cstm6dH2qomD9Tdf4A56CAHNqOlSvF7VbN6N262aIkgGZ51zQ/ESdTZRg7dM3zDURqqoG/cwsmc2wZvbWnVNlGa5cf0myJbNXR6yUiChIm4OI9QRBwOGHH47DDz+8vaYkIiIiIqJ24PZVaa9DZSH6VBkA4FPloGzENQWfQhKNcPkqAQA7yn7F1D7XBmU3+hRXRGspqFkHWfWGvT4h42L0jZsW2RujDpMx81z0ucif/earqUbBvC+w+7U5KP1tAbaoKoY9/HSXrq/87yWoXLUcotWK0S+9A/ugIQCAmq2bsP2pR6AqSpeurzFVlvHnERPDD5Bl/HXiETClpGLyVz/pLkUPG4kJH8/TnStb8gc2/Od6GOMTYOvH8n8i6hztFkQkIiIiIqLuqT4ACITPQqwXmI2YYMvGHYfuxcbib/D5Bn9TxG1lP8Plq4IISXefT44siNi4lDnQIX1uxKF9b4poHuo8Bns0ep13EUxJSdjywJ0o/X0hKlb+g7hxTQTFWslbVQV3YT4UtzvsGFVVUbb4dwCAJT0TiseDqvVrtev9rv4/uIuLdOfabX3l/i7invKyFs2vqgpiA0rBBUEABAGCKKFq3WrItTWAKCL91DMjmjf3sw8BADGjx2HttZegak1Ds1PF6w07h7uoAIrXC3duHmo3bop4/d2BYJBgiI+HKTm5q5dCdMBiEJGIiIiIaD9XH0RsKguxXuNsRIshFn3jDobFEAuXrxJuXxVW5X+IYckn6+7zKpE1aghsqmIQrfAFlFoPTT6pZW+MOlXKsSdi77tvwLlnF4p++EYXRCz5fSFyP34PNds2QzAYETt6HPpedT2isgdqYxSfF3mffoiCb+fClbcPxpg4JBxyOPpeeT2q1q1G0Q/zUbZkEVSfF6LJDEESobjd/hJfUYJoNkM0+vfWVzxuCAYjnDl7sfH2f0EIsb9jIFWRIbtcUH0+ACoESYJotkA06PdNVHxeKG4XVFkGIEAwGCBZLBBEf9BcdjogGIyoWrUcmzZv1M4pHg8gCDDY7drYJtcDFarHA8XjgSrLEEwmGGxRyP/iU+R/8WnT98o++GpqIBiNqFqzEorHDdFsBlR/mbfiqMWmO24Mea/sdkHxuFE892uUfvt9s+vsjsx9eiPu4GlIOvlECFLzH2siaj8MIhIRERER7eecdUHE5rIQ6wVmI4qiAVGmRAxOPA5rCj8BAORVrUS/OH1ziFpPaURrKazdqL0ennwq1hR+rB0n2QZE/qaoS8RPmgLnnl2o2tCwr2XOh29j90vPAgCMiUlQ3G6ULf4dlWtWYuybH8Haqw9URcGm2/+NsiWL/HsYpqTBU16Kgrmfo2zpIqg+HwQIMMUnwJrVD5LVCkCAIAi60nnRaARECVAVf+AO/qw+wWgAhDABpYCxEAABDXNq88EfnPMHGf1zqlAB1X+PaDIBEKH6vP6gnyRBMBh194gmU8hmNfVrgKr6n6soIcutBVEABBGCKAKCEHouVYHq9foDqwYDBMmgu6Z4PP6Ph8kcehmyD5BlwCBFFOzsThSPG86cPXDv3YfCjz6Bc9cu9P6/6xlIJOpEDCISEREREe3naj3FEWUh1mucjWiWohFjztSu/537BkRBn8FV5c4NOZdXdmJ90VeodufDJEWhqKYhiDg0+QR45BpsL1uAQ7P+02w2GXW9+iYe3tJiAEDtzm3Y/eocQBAw8Pb7kHbCqVC8Xmx54A6U/PIT9rzxMobc9wgK5v0PZUsWwRATi5HPvgr74KHwlJVi9aWz4C4ugik+EX2vvAHxBx0MoS7AJ9lskGxRAPxdjRW3G4LBAGNcPABAdtRCdjRkwAoGAwxRdgiNujJ7y0uhygokiwWSPRoAoLic/mw+SYQxPhGq7IO3ohyAv3xbNFt0zxXNFhiio+GrqYbickG0WCCazPBV+wP0xphYCHVZksFUeMvL67Ib4Q9KGk3+zEqTGYrXn/2oeDxA/Xu3WiFF2XWzKG4XfDU1gKpCNJlgiIkFFAWeMn0Av/49hSI7HVCcTohRNn/2Yg+jKgqq1q3G9qceRtXSv1DcuxdSzpzZ1csiOmDwX2kiIiIiov1crac44izEel/nLMXemiIAgCgakJ1wqO76sn0v646LHVvw1cZrsLPsD935j9edh0/WnYdvt96MrzZdDbdcrV2LMiXh9GGv4OZpW3BQ7ytb/f6o80hmKwBAdvrL0AvmfQHIMhIPOQJpJ5wKwJ/d1+s8/x6aZUsXQVVV5H31GQCgzyVXwj54KADAlJAIS6/ekCwWpJ9+NtJOOBVSXWBLkCQtgAgAktXfDVr1+fxZfQAkWxQM0dH+zL26a97KCv/+gnUUjxuqrEAQRS2ACACixQoIAlRZgSr7oLhcgAqIJrMWQAx8ruLV79Goyj74qv0NiwzRMU0EEAFAgMEeDSnKDkNsLEwJSTDExPqfIwj+gGB0DEyJSTDGxcNgtwe8dxWK2wVvRTl81dX+AKLZDENMTP3U/qxISYIg7f8/3guiiNjR4zDw1nsACKj4c0lQkyci6jjMRCQiIiIi2s/VekoizkKs1zgbMTv+MIiCAYrqC3vPsn0vY3neW7jtkD2INqcCALaV/hx2vM3gz5YSw5WhUrcjO2oB+ANnAFC90V/WXLVuNVacf7o2rr7EV66phruwAI6d2wEAeZ996A881nHm7IEhKhoJU/Tl8Y2zCQVDw9eIKisQDP6AmWj2ZwTKLidkpwNQVH+AUxQhWW3aOlRV1TING6h188lQfP6O4arXqx9XH6BSVC146R/nn1ey2iCGKR0G6rIHq6vDXg+rpgYQBJgSEyE7HP4SalGEFBWlC3JCEGGMT/A/y+uBr7IyzIT7l+hhI2FJTYMrLx+evDyYMzObv4mI2qzdf1VRWlqKY445BosXL27vqYmIiIiIqBUSbQNalIVYLzAb0WKMxbj0C5q9x6e4saFoLgBAURV45dqwY6NMSRGtg7oPx95dAPxdkQF/N2XA37XYsWuH9seZsyfgLlULxrnycnXjVJ8Pks0GS0qa7jmCIDR6cuBxo8wzQYBktcEUl6Dtj6fUZUqifu9BVYXq8+n+aNOoqj9ICH+5rG6c3BBsD5XwpnhcoS8ErK0hU1D/B3XvURDF8GMgwBAdA4PdDmN8gj6AGPQoEaLRCKFRs5j9kSAIsPX1/zfNW9Y4OExEHaXdMxFdLhcWLFiAq666qr2nJiIiIiKiVhicdKz2OpIsxHqNsxGnZ9+FlfnvN5mNCAAG0Z+Z5ZOd/uYUIZgkOySxqRJQ6m5UWfY3RgEQP3kqAMAQ5S+77X/j7cg445yQ9/lqGwLJ497/AlHZ/gY6iteLf844DqLFqmXThRXYiCTc3pmiCMkWBV91lb9xiapogTrRbNayJ0OpL8822O3+Uudm+JuoCFDcbvhqqsPOLZrMoTMVVQXeigqosgzJZoNosUAfKG0gGAwQDAb4aqqher3Nri30LPsfQevU7enilRAdOFjOTERERES0n4s2+7O8WpKFWC+wU3OiLRvj0i/A8ry3m7zH7fOXb3qayEK0GuJatA7qejkfvAVPcRFEiwXpp54JAIgaOAQ1WzaheuN64Izge1wF+bCkpcOS2Ruu3BxUb1qvBRF1FAUQG4KDqixjy0N3ovD7r3XDJKsN0cNHofesixA/aYoWUPzrjGPhLsjDoDseQMLkgwEB8NXUIOejd1D003x4SoohGk2I6j8QqcefgrSTzoAgilAV/36JgsEA1eeDY18OVs72v5HJX/0Mc12GZP24nI/eRs67ryNm1FiMefEdeL0eKG43KnesQO4XH6Fy5XLILicsGZlIOeYE9Dr7wrrOzgBUFd7KSuR88AaKF/4IT3kpzKnpSDvuZKSeeBpEo7Hp8mhZ1mVG7nz5GRT98A3iJ0/D4DseDBgYPjMy74uPsevlZ4POx0+eihFPvxx8QxgrZ5+F2u1bmh2XeMgRGPZo8PPC2Xz/7Sj+6TsMuuMBOHNzkPPu6+h1/sXod/W/ggcHZasSUUdrVRBxyZIlePbZZ0NeczqdEAQBTz31FD755JOwcwiCgE8//bQ1jyciIiIiogipqqqVhrYkC7Fea7IRHb4yAIBbrgk7xmpsJvOMug1PaQlyPngbeZ99AADIvv5mmJKSAQBpJ52GwvlfoeinbxE/6SCkHHuids/et1+Fr7oKQ+5/DGknnobdrz6PPa+9gKjsgYgeOhwAoMg+qIoMxePWZQAqXo8/mxD+/ReN8YlQFRme4iJULF+GipX/YOi9jyLpsCN1+yeqXn9WmuqTser68+HcswuCJMGUnALZ6UTV+jWoWr8Gxrh4JEyeBtnphDE+AZLFAsXlguLRN1CBokB2OqAqSnC2oShCirIjf97/sGPOE4CiwBifAIM9Go6d27H7ledQvX4Nhj82BwDgrazAlofuRNnSRYAowZycAte+vdj9+gvwlJagz+wr4PNWhc2GNMTG6Y6de/yl5dY+fWFKSo5oT0RrVj8kTz8WgtEAiA37TEb1H6AFSlvClJyiNZ8Jdz1Q3v8+xr6P39OdU31e9P/3bUg6/KgWPZuIOl+rgog5OTn43//+1+SYpUub/g1n8B4XRERERETU3uq/725NFmK95rIRTxr8LL7Z8i/t2On171HGTMSeK+9/H6N4wQ+QHQ64iwr8XYFNZvS74WYtCxEAYkaMRq9ZF2HfR+9gywN3Ysczj8IQHQNXYQEgy0g72Z/Vl3nuhShb+geq1q7G6stmwZSUDFVV4ausgDEmNqhEWRAEKHWlu/EHHYz+193szxg0mbHxrhtR8c9S5Hz4FmLHjIcgClq5s+KTAUFAyaJf4NyzC6akFIya8xYMUTZABSrXr8HuV56Ft7ISvpoabQ9FwWCEZLPpkvi8lRX+6yogWULvRSiaLajZthlR/Qei35U3IOGgQwBBQN7cz7D9iQdR+udvcOzeCWuv3ihb9ifKli6CYDJh9IvvIGbYSBT/8iM23X0z8uZ+hpTjToYlJQ2yy9VsSXXl2lWo3rQeAGBJy2j281kw/ytsffz+uvenwt/Wue6iqgKKgl0vPI2sK65Hn9mXNTtfvdTjT0H08JFhrzfOOvXVVMNdkOc/qI8JqCoEiUWSRD1Bq/6mnn322Tj77LPbey1ERERERNRBWpOFWK9xNuKpQ1/UZSMOTDgGkzOvwF+5rwEAtpcuAAB4mshEtDETsVvzlpfBW1EOgz0a0UNHIG7SFKSfMhPmlNSgsf2u/Tds/Qcg738fw7FzBzylpbD1zUbSodPR67yLAACi0YgRz76KfR++g+KfvoUrPw+C2eLf708UIZr1JbyCyQzR0PDjqmgyQYqyQ5AkZJxxDir+WQrH3l0QjEaosk/be1M0GmGMi9e6QceOHQ9bnyyoPi9khwOxo8Zg+OMvQHbUQrJYINoasugkWxQM9ijtWFX8wS3RZGoy2y75qBnIuvQaiAYjfLU1MNijkXHqWdj96vPwVVWiduc2WPtkoeQ3f6fylCNnIHrwMP+9049F7ucfomrtKhQv/BG9z53dbDagu7gQm++/TTve/doc2IcMQ8zwUWHvsfbpi/QTT4ci+wBZhmA0QjSZ4C4sQOni3wEAcRMOQuaZs5p8dmM5777e5PX+/74NGTPP1Y57z74cvc+/xH8gSVg5+0w4dmyDOTUtzAxE1J0w3E9EREREtJ9rSxZivcBsRKNkxcVjv8W3W2/CqNSzYTXGavsuAkBh7Qbsq1rRdCYig4jd0qgX3mzVfakzTkLqjJOaHCOZLci65CpkXeJvwlnfWCVco5T6LEHJbIEhJlY7r7j9JcumhCQY60p8hbrSXNFigSBJ2viazRuheDwQTSbtnCkhfFfwwP0ITfHxMMbFh7xevzYA/j0YQ62/LhgomswQRAnVmzcCAKKHj4a3vEwbFzN8NKrWrkL1xrUQJH+JdDjl/yzFlv/eBU9xEUxJKYgaMBDlyxZj7Q2XoddZ5yPtxDNgjA1u8hI7aixiR42Fz1GL2i2bULVpHcqW/IHK1SsAVUXiodMx6K4H/dmYLZB1+bWIGTU27HVr7z76j4kgAHXBYcXthnP3LkCSgsYRUffUpiCiy+WCKIowmdhVjYiIiIiou9pbW4QL+x/dLvP0sfv3OBuQMB2XjvtRu2aS9IGP1fkfoV/8oWHnYiYitYa3qhJ5X3wMAEg78fSw42LHTkTO+2/AmbMHa66Zjez/uxWxI8d00ioBx+6d8FaUA6II+6AhUDweeEqKAAC2vtkQTaa6PR9VWHr1BgC4C/JhjEsIahiieDwo/2sx8r78BOV/LwEAWHtnYfjjL8Ca0Qvbn3sU+V9+in0fv4v8uZ8j5ZgTkDDlECRMOwyCKKJy9Qrkzf0MrtwcOHbvhOzwB/ftg4cidtxEVK1eidI/fsHS436HrXcWrFn9kHnOBYhtIjhYL3/u5yj68duw141x8Rj98jshr1WuWw1V9sE+ZHiTmZ5E1H20KYg4d+5cnH/++ejduzcOPfRQnHTSSTj11FNhMDDBkYiIiIiouzg4dQQOTh3RrnOKogEG0Qyf4m9E0TiIKEDSlTNbDfFw+sq1Y5sxsV3XQ/uvkt8XoGrDWqg+H1yFeVBlGb1mXYzeF1wa9p6EyVORfPRxKP75e1RvWo81V12A2LET0P+GW2AfNDSi5679v8uD9urzVpSFGa23911/aX/ClENhTkmDp7zUv/cgAHNKqi6z0pKeCQDw1daE7Dhcs30LNtzxL0BRIBiNSD95Jvpd9S8ta3DgTXch8eDp2P3qc6jZshH58z6HqyAPiYccAQCwZQ9A5arlkKxWxI2fhOghw5E0/RhY+2T531NlBcoW/4GqdatRs3UznDl7YB80JKL36SkuavK6r6Y67LXC+V/5P0bTDsWeN1/G3rdeieiZRNR12hTtMxqNUBQF8fHx+PTTT/HBBx8gKSkJt99+O6677joGE4mIiIiI9mMBPSjQP+Fw3TWDZNGVM0eb03RBRJMUBaJI+Kqr4Kuu0p2rXPUPHLt3ICp7YNj7htzzKKL6DcDe99+A4nSictVyrLz0HGRfeyN6nTO72ec69+5u1XpLF/+Oop+/g2i2oP/1NwMAFI9Xuy4YjLrxQn15b+PO0HViho1E1sVXQfF5kX7yzJCNVBImT0XC5KmoXLsKpX8sRPop/uY3OR++Defe3Ug4yF9yrcg+OHbvxN7339BKwANFDRgEANjxzGOIGz8JKcccH3JN4979THe8/sarUf7XEvS96oYmg7v1HHt2ofiXnwAA0UOGwZWXC2ufvvCUlkCuDb+XKhF1rTZF+QwGAwRBwJ9//glFUfDVV1/hqaeewo033oi33noLn3/+OQYPHtxeayUiIiIiohZYk/8pcqtXAAAyosdhSFLogEBrKKoXstIQ9LAYYjE46XhsKfkOACDLLrh9DcGAaFMaimo3aceioA+kEAGAwR4N2KN159JOPB2Dbr8fqizDmZuDPW+8iOKFP2Dt9Zdh4qfz/feEIIgi+sy+Amknz0TuJ+8i97MPoXjc2DnnSZhT0pA8/dgm1zL5q59hTtE3/NjzzqvY8/oLYe9xFeRhy3/vAlQV/f/vFlh7+7P9RFPD17vq8+ruUX2+ujH65jKBsi65usm11qvf+7Be2dI/ULlqeUT3NiaaTLogYs3Wzdj5/BMhx9Zu3woAKPj6C5T/tSTkmGGPPguDPRqqqmLH048Csr/R0543XsLoV95Dxsxzsfn+21H803etWi8Rdbx2SRX0er2IjY3FBRdcgAsuuABvvPEGbr75ZkycOBHfffcdDj449EazRERERETUcX7cfidKnTsAACcPfq7JbsntIdrU0Lm31luCZfsayhMthljd2DT78A5dC+1/BEmCrU9fDL7nYVRvWgdXXi6KfpyPjDPObfI+U3wC+l39b6TMOBlrr78E3vIy5HzwZrNBxJaSHQ5suOU6+CorkHbyGVo2IAAYoqL9pcqqGpRV6auq9I+JDm6IUrHyH6y9/pJWrSdm1FiMefk9/RqdDihOJ2r37MDa6y6FYDLh4F//iWg+X011swFJV14uXHm5Ia/VB0vzPvsQFcuXwRgXj7iJU1D883fY+t+7Mfju/0a0DiLqOu0SRJTrfoNQ77LLLsOUKVNw/PHH44QTTsCvv/6KcePGtcejiIiIiIgoAtXuAi2ACAB9Yqd0+DMlsaHh4vK8t3XXjJINZwx9DYv2PovBiTOQaOvf4euh7sNXW4t1/3c5ajZtgCWzNyZ+Nj/gqgpPSXHQPbLbn+kqu1zwVVbAUNeJWRQlRGUPhCsvFzXbNkP1enT3qT4fvBXlEEQRxoQEAP59BqP69Ufmmedj92vPw7FnNwDAU1YCKA2F+Z6yhj0PvZXlMKekQVVkeMvC74WoeDzwOWqw5cE7UbtjG2LHTsCAf92uH+N0wJSYDE9JEVy5OYgeUh9EV+HY5f97ak5Jhbe8DKLZXLffoQDRYoG1T1+odT9zB3aF9hQXQXY6YIiN07pUBzKnpmuvcz//EHvefsW/L6Oq1jV1AVSPB0uPP0x337CHn0bsmPFB80VlD8DQR54J+3FojhRlR/lfi7HrxWcAQcCgOx9E7PiJqN2+BcULfoDsdASVehNR99IhQUQAGD58OBYuXIipU6firLPOwsqVKxETE/ybFSIiIiIian+FNRu113ZTCmItmR3+TEkwhb1mNcZjSPIJGJJ8Qoevg7oXx55d2PLAnajZvCHsGCHEfvpCYJORgJe+6iq48v3ZboaYWHirKhG4Q6fsqEX+vM+Rfvq5+hsBiGb/16hkseqfJYqAIECQxIBzwXsGNiY7aiE7HMj54E2UL/sT1t5ZGPife+CrqYZRFCEYG4Ji0UOHo3RREcqXL0PykTMAVYW3sgLly5fVXR8JVZEhOxxQPB4Y4+IQM2wkJnw4VwtimhKTtOYrG267AaWLfkX6qWei3xU3NLlOc3IqYkeNhSrLUGUZgkEKen/lfy+F4nZB8XpDzmGMi0fSodO149JFv6Hox/mo2bIJntISKF4PRLMZ5pQ0xAwfibRTzkTMiFHa+OrNG7Hx9huhyj70veZfSJh6CABg+BNzsPa6y1C7YzvMKamNH0tE3Ui7BBFVVQ15fsCAAfjss89w1FFH4aabbsLrr7/eHo8jIiIiIqJmOLyl2usoY0qnPNMght/TzWZgN+YD1Yabr4O3vAzxUw5B+dJFIUYIMMbFB50VTQ1BacHof634fNj3+Yeo3bENEAQkH3GMP35Y/zOprEDxeFC1YS1Kl/yBgTffheih/s7k7pJiFMyfCwCIn6TPzDVEx0AwGiG7nLpzTVIUyE4HSv74BbmffwhjfAJGPP0KjDGxUFwu+GprdO8r6bCjULroVxT9MB/pJ8+ErW82Sv74BdUb1gKiiPSTz4AxLgG+ygqoPh8Ulwtio2Bna5lT0xE7diJUrweq1wvBZAoK3FauXgHF7Ypovu1PP4L8Lz4BAAiSAaakZIgmI2SXC86cPXDu2YXC77/BgJvuQPppZwEA7AMHo9f5F0MQBPQ+72JtLkt6Jka9+CYEQcSuV54D1q5ql/dMRO2vzUHEcAHEeocffjiuu+46vPDCC7j66qtZ1kxERERE1AkCg4hWY1ynPDOwnLkxmzE4SEQHhrRTzkDKMSeg4p9lYYKIodX/rFm2bBFWXT4LgAB3cSHkmmoAQJ+LrkTUgEHwVVZqiYj1HY4NdaWzqy47F8a4BEg2K9xFhVB9PhjjE5B1+XVtfl+KzwuowM4XnqhfMDbccj0AVVd+nHH6OUg5cgbiJ05BwtRDUbbkD6y68nyYk1PgLsgHAGSedT5sfbMBAKLFomUjtlcQsXz5Uux+5bl2mctTXor8Lz8FAPS79kakn36WLrPTV1uLXXOeRME3X2LPmy9rQURBkpB1yVUh5wzVcZqIup82BRHHjBmDl19+GbGxsU2Ou/fee7FkyRKkpjI1mYiIiIioMzi8DXu4WQxxnfJMQxPlzDZjQqesgbqf3ue3rjFIffdeuaYajrrAoWixwD54GDJOOxtpJ50OpdF+iIrPB0EUMejOBxA1YBCKf/0Zzn174KupgjklFfGTD0af2ZfDnNy6n00VpwMAtD0FAUCp27vRW1EOb0V50D2e8oa/i0Pufhj7Pn0fhd9/DU9pCSwZvZB+ypnoFZCZp1VmC/pS7PZgSk5F3JjxgNEQtlzblZsDTDwo7ByiwQhBkqD6fHDm7IFrXw4svftANJmhOJ1w7t0FV6E/OCrZotr9PRBR12lTEDErKwtXXnlls+Pi4+OxbNkyiKLY7FgiIiIiImo7XSZiJwURRTF8UwSbieXM1DL9b7gF2dfdDENMDESTv1RelWV4y8u0BiNq3f59Ez6c6y8B9ngg2WwQLVb0mX0F+sy+okXPtKRn4tDF68JezzzzfGSeeT6kqCiIRhMgCDho3i+QbFGQrFaoqgq5phqKxwPBaIAx1p+B66usAOAv0e57+XXoe/l1UFxO+Gpq/Psxyj7AYIDq9UFx+0uqRWP7NxnxFBei6Ofvmhzjq6xA+qlnhr1uiI5B9g3/wY7nHkfB11+g4OsvQo6TouwYcPOdbVovEXUv7bInYjhr1qzBuHHjsGjRIkydOrUjH0VERERERAECMxE7q5zZIHBPxAPF1v/ejepN4RuljP/gyzbNr3g9UBUFgihqAUTAXxIrGo1QvF54y0qhqgog+M/LDod/vMXSpmfXq29CEsiUlITAZi0Gux2+muq6Biu1DesURRjs0U3OL1qsED0eKB4PvBUV+msmU7OlzMMffT6yNwKgzwWXoc8Fl0F2OqA4nRCjbBDN4f++NifjjHMQN/EgFP/0Hao3bYCnrASqxwPRbIE5NQ0xo8YgZcaJMMW37O/9kHsfwZB7H9GO+17R9rJzImo/7R5EnDt3Lj7//HO8+uqrAJrfM5GIiIiIiNqfPhOxc0qJm9wT0ZTUKWugzuHKz4Nj144Om19x+Rt8hAp0GaJj4KuphuL1QhAlSHY7FKc/e0+y2aDKsu5+wdB8Rp+vpgr+4KAKVVEbGrUAkKzhg3mi2QKjwQjZ6YDq8wECIBpMkGy2iMqRDTGx/o7IbndD0NRshmhun0BoR7L16Yusy67p6mUQUSdq9yDizz//jHnz5uGtt94CAAgdsI8DEREREREFq/EU45/cN7G+8Avsq1qune+0TMQwQcR4SxaMYvs0iKDuYdQLb3bc5KqiNUgJmVUoijDENOzLr/q8/vJhUYQgGfxZfXVBQNnlhCE6RpfNGPKRcsMehxAECJLU8MdoApzOsPcKktRs1qFki4KoKhCk4B/BRbOlyaChIIgwxMRoayMi6iqtDiIWFhbiqaeewu233474+IZOawsWLMBRRx0Fc91vjJiJSERERETU8fZVLscbK46B0xfc2MFq6JzOyJIYOlBz6pCXmFxAEZNdbkAFBIMhZNAtaHxdGbFks0F2OgBVhSE6GoIkwVtRAdlRGzaIqCu3FbT/0VEVOehcY57S4oaGKE0w2O0QJH1AXXG74auuav5mAKbEJAYSiajLtLrTSUVFBZ588kmMHTsWa9asAQCsXr0a27ZtwymnnNJuCyQiIiIiouZ9ufHKkAFEAIi39u2UNUghujMf2e9uZMSM6ZTn0/6hvrGIFMHehqrXC8Xj1fZCVH0+AIBo8pcxC6II1ScjbIRPEBr+hAggRkqQDPrsxUZ/mgz8Ncp8hCgG399JVFlmIhARhdXqTESp7j9keXl5OOqoo7Bo0SK89tpriI2NxcyZM9ttgURERERE1DRFlZFbvTLs9URbdqesI1Q5c0b02E55Nu0fVJ/XH/QThIj2BQzMQgSEhgBY46CdqjYZyPM3aVFhjIuDIBmw+82XsPetl0OOFa1WHLzgb+3YsXc3ct5/A+V/L4WvqhLm9AwkTjscfS66AoYoOwDAV1UJxePBkhMOg+L1NPGGZMSOGY/RL77TcE5R4CkrDXtLU3a+8CT2ffwuUo87GYPv+i8AwFNehhWnHBkcM1UUQFUx4ZOvYe2dBQD4+4zj4C7Iw7DHn0fitMNatQYi2n+0OogoCAIEQcAbb7yBm2++Gaeffjry8vJw9dVXIzo6OmgsERERERF1DFlpIigBQBTafSv0kBo3VhEFA9KjR3XKs2n/INc3RDGZmy3bVb3euuYqotbJWJAkqD4fVK8XkER/92ZRAISmi/BUta6ZSqMkPGNcAozx8Q2NVgRRlyFZ/vcSbLj1BigeNyR7NAyxsXDu3Y19e95G+V9/YsQTL+kyCU0JifogoiBAkAxQvV54SooAAMnTZ8BTUtzkev8596SgztFQFSg+Hwb8321IOvyosPcKoghTQqIWRBRECYrXA29ZKQTJAHNaRpPPJqIDV5u+m1BVFf369cMnn3yCo48+GmazGf/+97+Dxt1yyy26fRMBf2Bx3rx5bXk8EREREREBkFWv7nhq7+uxJGcOAGBAQvhgQnuTBP2+c4nWATBKbKhCEVJVKG5/Q5VISpn1WYjQ7vPV1MBbVVnfbDmiucJJP/1s9L00fAfi6i0bYU5NQ9YlVyN27ESIBgPKV/yFzffditod21C5diXiJxykjZ/wwdygjtOe0hKs/8+18JQUIXrYSCQdcXT4RJy6087cHCAwiCiK/kxChGlGE8AYG4eJn83XrWP3ay8g593XETVoMERj892siejA1OZfSXq9XkyfPh2XXHIJPvzwQ8iNfxsCYPHixUHnmJ1IRERERNQ+ZEUfRDyo15UodexAtScPh/e9tdPWIYn64EN69MhOezb1fIrHDahqXUfkpgNZWm3W5YMAAHZgSURBVBai1JCFCACixQpJUaC4nFBVQLJaIdWVFEfCVxd8VJwO/5qcDnjLG0qJpSi7rklL7KhxyDj1rLq1+8/Fj5+MqOwBqN2xDY49u3RBRMXr0QXvypcvw9ZH74M7Pxe2rGwMvvvhJn9WVjxeiCYTpv24pCFrUhLhLS/D32ccCwCw9RsQ8fsFANnpQOH8uQCAhKmHtuheIjqwtFtdw/33348PPvgATzzxBJ5++mndtT///BNTp05tr0cREREREVEApVEmokmyY+bw1zt9HY33REy3j+n0NVD3lXrCKUg9IXwTTtFsgSmCfRABQDAaYUpKDnlNskVBskW1ao1qXTZf/d6KqqpClZWAAfrxsaPHAajrzgw0lBjXlU+LBoOu7Li+tLlyzUrsfe91lC/7U7tmTs+Ap6gQhqbWXrcuyWrTnS5Z498T1ZyaDktqWrPvM9DOOU/BU1oMQTIg9fiTkf/VZ9j+5H9bNAcRHRjaLYiYkZGB888/H2+//Tb++9//wmpl2QIRERERUWfwNdoTsbP2QGxMFPTZYxnRY7pkHUQtZUpM0h3XByElW1TYYKX+/oYxvuoqOPbsBADETZis3e/YuxulP85H0Y/foHbHNv/89mjEjh6PsqV/oHzZnyhf9idiRo9DypEzED95Gqy9+kS0/qIf5wNAk3shhrLvw3dQMO9/AICogYNhTkmDZI+GJbM3AMBdkA9V9rVoTiLaf7XrdxdXXHEF3nzzTcybNw/nnHNOe05NRERERERhBGYiioKhy7YOspuSYTHEwuWrhCSYkRI1rEvWQdRecj99H/s+fBtQVVh790HKjJPR66zzIRjC/yid8/E7UL1eRA0YhJgRYwAA+V9/gW2P3aeNMcbFI+2Umeh11gUwxsWjdud27H7teZQu+hVVa1aias1KxB80DSOfeqXZNVZv2oDyvxYDooiM085G6eLfseGW65q8R5V92PnCC8j9+D3/CUlCzeYN2HTnjRh87yNIOfo4AA3dmYmIAKDpFlUtNHHiRAwcOBBff/11e05LRERERERNkBsFEbuKQbTgtKGvYGTKTJw94j0YJFPzNxF1U4JkgBQVBVNyCgCgdsc27HrxKWy4I7iZaL2arZuw7+N3AUHAgH/foZ1PPe5kRA0YhKTDj8bQh57G5LkL0e+KG2CM8zcgjcoegOGPPo9JX/yIflf/C/bBQ5F9zY3NrlGVZWx/+uG69UpQPG6IZjNMySkwJacElT0DQM22zVh73aVaADH1hFMw8dNvEDVgMEr/+BUrZp2Gwu++1kq6iYjqtfo7DLPZjOHDh8Nu129Se8IJJ+Ddd9+Foihh7iQiIiIiovYU2FilK4OIAJAdfyiy49mcoTsTRP++fKrX08zIA1fG6eegz/mXak1QFK8XuZ9/iF0vPoWyxb+hdMkfSGzUhMRXXYWNd98M1eNB7wsuQ+yY8do10WjE+He/aPa5lrQM9D7/UvQ+/9KI1rn7tTmo3rgWgL/ZzMa7bsK4Nz/FQXMXAgB2vvCkP6hZR3G7sP2ZR+DM2QNTUjL6Xv1/SJ1xEgBg1ItvYvsTD6F4wQ8oW7oIqcefHNEaiOjA0ervMHr16oV169YFnT/iiCPw3HPPYdOmTQDYhZmIiIiIqKPJakMwSBKa7mpLZIiNBQA4c3Ng65vdxavpnkzxCbpj0WhE71kXoXL1CpQt/g0Vy5fpgoiqLGPj3TfDtW8v4g+ahr6XN5QTF3w7F1sfvrtV60g55gQMuffRkNfyv/4fcj54EwCQefYFKPrxWzj37sam+27FsP8+DTFEh2tBMmDofY+h7O/FyDjrPEgBna0N9mgMuf8xpJ16JqKHDgcAZMw8B77qalh7ZbVq/US0f2n3X1MecsghWLp0KYYPH441a9YwBZqIiIiIqJ3Jig/bSn9Goi0byVGDu1UmInV/0ePGoHr5CpQt/h2J0w7r6uX0KLY+WShbDChut+78jjlPoOKfpYjqPxBDH3hS68IMAJLVqpVEN+YpKwVkGYaYWC3rMZAhJjbkffs+fhc7X3wKAND7/EvQ7+p/I3n6MVh7/WUoW/wb1v/nWgx78En9TaoK1eeFOTUNvS+4FBAE/H3GcRG977jxE2HL6hvRWCLaf7X7dxhxcXGYNGkSACA5ORnXXnstMjIy2vsxREREREQHrAU77sMvu/4LSTDhpmkbGzVWYSYiNS1m0iTkvfk2Sv/8HVEDP0P6Sac32SjkQKOqKqCqEMTgFgJVG/3VeLasftq5/K+/QN7nH8KUmIThj78IQ5R+y6/k6cciefqxIZ/191nHw5WbgwE33YmUoyIL6G1+8E4U/fA1IIrIuuRqZF1yNQAgZsQYjHjyJWy441+o2bIRjr27dff5qqsAFRBMJqCuYjDSpimyyxXROCLav3XovxQZGRmYM2dORz6CiIiIiOiA88uu/wLwlzH/tP0eTMy8RLsmiQwiUtMMsTHoff11yHn+Bex9+1Xkf/EJYseM92e9deJ2VKosQ3bWwhAdDdlR22nPbY6rMB9bH7kXfa+4HtFDR0AQBKiyjJyP3kHVmpUQzWYkTDkEsqMWletWY/tTD0G0WDDk/idgjIlp2Xupq9xT3O6I78s8cxacObvRZ/YViBs7QXdf9NDhGD3nTaiKAlufvij6yf8LBsXjhurzAZIEyWYNmnPCp9/A2qtP0Hl2ZyaiQPx1ExERERFRD9J4u6B9VSswLuMC7ZjlzBSJ2GlTIJiMKP7iKzh37ETJHws7fQ2qqkJ2uaAqCpTulOkmK6jZshHr/u9ySLYoGOMT4Ckt9q9RFJF9zU0wRNmhuFzY8cwjUH0+iCYztj1+f9BUCQcdjD4XXBb2Uarqb0iqej0RfwwsKWkY8ejzABDyHnNSinZN9fnqzgoQTCZ/ADFEhiURUST4HQYRERERUQ9S6y3RHZc4tqCguqHhocQgIkUoZuIExEycAE9REZw7d0FxOrXMuM6gyjL2zXkJgihCjLJFfl/dEjsqadISZcPoV99H3mcfoHLVCrgL8yFZbYgdMwG9Zs1GzIjR2ljF429qJDtq4dwbnEnoHTq8yfcmCP6AnmA2t+hjECmhrrmKYDJCskeFHbf+31eHLGn3FBe1+5qIqOfidxhERERERD1Ace1WzNt8PbaV/hR07dddj2ivmYlILWVKSYEpJXTjj46keL3Ife0NQBBCNhUJR1X8UURB7LjS6+ghwzD4noebHTfpyx/a9qC6SKhgNLToYxDx9Ib6Bi9Nf6xcefva/dlEtP/hdxhERERERD3ATzvuCRlABACnr1x7zT0RiXqOiZ/N79D5s6+7CdnX3RT2+iGL13To84lo/8LNEIiIiIiIeoDi2s0RjWMmIhEREXUEBhGJiIiIiHqAGneh9vr4gY/jojHz0StmQtA4UWAmIvUwnbgPI+1H+HVD1OkYRCQiIiIi6uYUVUaNp6HBQVbsVGTGjMWAhCODxjITkXoKwWCAIIr+Ds0MCFELyU4HAECyWLp4JUQHDgYRiYiIiIi6uaKaTVChaMd2cyoAoH/C9KCx3BORegpBEGDOyIDi9aB2a2Tl+kQAoPi8qNm8EQBgSk/v4tUQHTgYRCQiIiIi6uZeXX6Y7tgk2QAAqVHDYTel6q5JzESkHiTmoMkAVBTM/4rZiBSxkl8XwFdbA9vgQTAmxHf1cogOGAwiEhERERF1YwU1G+DwloW8JghCUDYi90SkniTu0IMhWswo+X0htj/xEKo3roMqy129LOqGVFWFM3cf9n30Lna99AwAFQnHHt3VyyI6oPDXlERERERE3ZRHduCZJSN05/rETtEdD0iYjjUFH2vHEoOI1IOY09PR9647sPuhh1H6568o/fM3CKII0WyBIIS+pz5hMdx12j8pHi8Un7fuSEXa7AsQd8jBXbomogMNg4hERERERN3U7orFQeeO6X+/7jjDPlp3rIIlodSz2AYPwoAnHkPFn4tR9ddfcOcXwuesCTteVfxf44LIKOKBRJAMMCYnInr8OMQdPA22wYO6eklEBxwGEYmIiIiIuqncqhVB51Ltw3XH9U1W6jm8pR26JqKOYEpLRcrM05Ey8/Rmx1ZX1QIAomOiOnpZREQUgHsiEhERERF1U3srlumOJcEcNEZs1Eil1lPcoWsiIiKiAxODiERERERE3ZCqqsip/Et37qjse5q9r9Zb0lFLIiIiogMYy5mJiIiIiLqhClcOqj0F2vFxAx7D6LRzmr3PJNk7cllERER0gGImIhERERFRN7S3sqGUOc7SB+Myzockhs4BOHXIi9rro/vf19FLIyIiogMQMxGJiIiIiLqhwFLm9EYdmBsblnwy7KZUCBDRJ25yRy+NiIiIDkAMIhIRERERdUOBmYgZMWObHCsIIrLipnT0koiIiOgAxnJmIiIiIqJuqLh2i/Y6o5lMRCIiIqKOxiAiEREREVE3o6gKnN5y7TjanNaFqyEiIiJiEJGIiIiIqNtx+SqhQtGOrcaELlwNEREREYOIRERERETdjsNbqr0WBQPMUnQXroaIiIiIQUQiIiIiom7H4WkIIloMMRAEoQtXQ0RERMQgIhERERFRt+PwlmmvLYa4rlsIERERUR0GEYmIiIiIupnAcmaLIbYLV0JERETkxyAiEREREVE3oqoqlue9rR1bmYlIRERE3QCDiERERERE3cgXGy/HjrJftGOrMb4LV0NERETkxyAiEREREVE3saPsV/yT+6buXLy1b9cshoiIiCiAoasXQERERER0oFNUBZuLv8WHa88KupZo7d8FKyIiIiLSYxCRiIiIiKiLfb7+YqzMfy/ktSTbwE5eDREREVEwBhGJiGi/IKsK1pTtwPaqPDhkV1cvp1tzOp0AAGuJtUvXIUCAzWDG4JjeGBHfF6LAXVbowJRXtTpsABEAEqzZnbgaIiIiotAYRCQioh5NVVV8vOtXfLLrV5R7arp6OT2CqqoAAEEQunglDZLMMbiw/9E4Levgrl4KUafbV7Ui6Fz/+CNQ7SnA+PTZMEpdG/AnIiIiAhhEJCKiHkxVVby1/Qe8s/0nAMCQ2N4YnzgI0UYrBHSfAFl3o6oKAEDo4sw/FSqqPLX4q2QzdlTn4+mNX8CteHFOvyO6dF1Ena3EsUV3PChxBs4Y+jpEkdm5RERE1H0wiEhERD3Wzup8vLP9JxhFCQ+PuxQHJQ/t6iX1CIriDyJ2lwDF1TgZv+SvxgNr3sOLm7/GYamjkG5L7OplEXUKr+zC5uLvtONJmZfjqOx7ujzIT0RERNQYvzshIqIe65eCVQCAM7MOZQCxh5uePgbHZ04GAPxWsKaLV0PU8VRVxbzNN+DeX2JRWLtBO98rZgIDiERERNQt8TsUIiLqsZaXbAUAHJo2qotXQu2h/vP4T+nWLl4JUcfLr1mLJXvnQFY92rloUxr6x7Ocn4iIiLonBhGJiKjHqvDUAgAyrCx93R9k1pUwV7JBDh0Ayhw7dMf946dj1shPYDJEddGKiIiIiJrGPRGJiKjHklUZAGAQpbBj9tUW441t3+PPwvUodJXDJBrQ156GYzMmYPaAY2CWjLhtxRuYu3cxZmYdgofGXdIpa19Vuh0f7lyI5aVbUOqqgs1gwcCYXpiROQFn9T0MJskIABjy1cW6++wGK4bHZeHC/kfjyIxxAIDpP96MPEdpRM/dfNrbTV5/eO1HeG/Hz0Hnz+57OO4fO7vZ+evX+8lhd2FMQn/dtVm/P4yVZdtw35gLQzZPkQT/51Gua/xCtD+rdhdor7Nip+Ccke934WqIiIiImscgIhER7bd+zluBm/95FW7FC4MgId2WgBqvExsqdmNDxW5sr87F4xOuaPfnbqrYiwX5K5FpS8LpWQfrrqmqisfWf4p3tv8IADCJBmTYElHtdWJ56RYsL92CPwrX4rWpN+ru62VLhlGUkOcoxV8lm/FXyWb839DTcPWQk9HPnoYoyaKNLXJVoNJbixijDamW+BatfWR8P5zaZ1rQ+TEJ/aGoCsRm9moTIECFCpPIbzGImlLlydde283pXbgSIiIiosjwO3wiItovbajYjRv/fhleVcbpfQ7GzSPORII5BgCwomQr7l/zPmp9rg559qbKvXhx8zxMTBocFER8ecs3eGf7jzAIEv5v2GmYlX0kogz+AOCWyhw8ueFzVNaVaQd6bPxlGJ80CD5FxnObvsTrW7/DnE1zcWzmRLw57Wbd2LtWvoX/7VmE6elj8ej4yyJa8/ObvsKrW+aHvKaqKubuXYzbV76JJyZcgZN6Twk5ziV7oEIFAO09EVFogZmIdmNyF66EiIiIKDIMIhIR0X7p4bUfwavKOC5zIh4ef6nu2vikQfjo0Dvw+e4/OnVN+Y5SvLz5awDA/WMuxBl9D9VdHxzbG69O+Re+yVkWdg6DKOHGYTPxc95K7K4pwE95K3DV4BPbvLYRcX0xM8u/HkEQIMBfXryjOg9LizcCAE7uPQXHZU4KO0ehsxwAIEJAuo37VBI1pdodkIloSu3ClRARERFFhkFEIiLa7+yoysOK0m0QIODG4TNDjrEbrbh44LFB53/NX41nN36JXTX56B2VghuHnaHtPQgA26ty8d6On7GkaCMKXeWIN9kxOXkIbht5LhLNMbr9Cf8p2aLtEfjuwbdiafEGeFUZw2L7BAUQ64mCiFP6TG3y/QmCgGFxWdhdU4A8R0lEH5PmTE8fi+npY+FTZGyq3IulRRvxc/4KrCvfBQCYlT0dt444p8n9JzdX5gAALAYzRAjtsi6i/VWVO1d7bTczE5GIiIi6PwYRiYhov7OsZBMAYFBML/SOSon4vuWl2/Dlnj8RbbTBLBmxozoPN/z9Ir6afj8GxfRCubsap/5yL3yqDJvBgnRrAvIdpfgmZxnyHKX48NA70M+eBllRUOgqh1UyoZfNHxywGUxYUuTP6JvRRDZfpKrqSp6tkrnNcy3MW4lv9i3D3toi7KzOh0v2QISAcYkDMTo+G2vLd+Gjnb/g812/o39MBvrZ03D90NOQHa3fx+3vks0AAIfPhQX5KzEjc2Kb10a0P1qd/wnyqldrxwmW/uEHExEREXUTDCISEdF+J6e2GADQLzqtRfftrinA7P7H4NaRZ8Oj+DB70WNYU74T8/YuwX9GnAWfqiDWFIXbRp6DGZkTYRQNWF++GzN/ux8rSrehwFmGN/+/vbuOjupa2wD+jEsycfeEhIQEd5eiLbSFAnWoUKPeUr/cem9dvroXqpS2WIUCxYq7RSEJJIS4+2TkfH+EHBhmMvFMCM9vLdads+28J7ebhDf77D3qMazI2I5nDn6F3u7h+G7MU+L4GZV5AIAol8A2PV9hbRkOFacCAHq7h7VpLADo4RKAnfkJ8FG7YaL/AAzz6oWJAQPgeXYPybyaEmzOPYzDxWlILM1Asb4CYc6Wr1/WmY34K2uPeP3VibWYGjAYEglXJBKdr6g6HT8du8GizNc51kHREBERETUfk4hERNTtVBlqALR8lZ63yhWLes+FVCKFWqbEtMChOFKSjrSKbACAq9IJKy97AT5qN7GPp0oHtUyJWlMdsquL4KfxaDyuswe5OCnOHTpysOgEnju01KKdj8bN6rAUANCbDEgqy8QrR39AlbEWnioXTPIfaNWuJd6O/wUldRWYEjBILDtakoajJWlWbeUSKfq6hwMAnj20BNMCh2K0b28AwM8nt6CkrhK+aneYIeBYyUksP7UV14WPb1N8RN3NutT/WFwH6gZBJlU4KBoiIiKi5mMSkYiIuh21XAkA0JvqWtSvt3s4lNJz3xpdlU4AgGqjHgCglMohhQSfJK/BzoJEJJdlouJswhIADGaT3fG1chXKDdWoOTseUJ9YPFFxxqJdlcn61Oibtr1qca2RKfH2kLuhkbftdeY/z+wR93BsqXCdP0b79kZOdRE+TFoFALg7ega0chWeOvAlXj+2DLFuIejjHtGmGIm6i9Nl+3Akd5lF2aiQBx0UDREREVHLMIlIRETdjr+m/mTgrBYeOuKp0tksFyAAqD9U5dbtb6BQXw43pTP6ufdAuM4PqzN3otxQ3eT4QVovJJZl4lRlHsadLRvj2wfJs74BAKzJ3IknDnzRSF9vaORKaGVq9HEPx/wekxHi3Pz9HhuzaepbNsv/zNqDRfs+RbizH9ZOftVmGwAo0Vfivt3vo8xQhf4ePXBd+HjIJFJsyjmM9dn7cffO9/DJiIfQz4N7vtGlLaVwHb4+OE289tRG4Y4B6yBvh31NiYiIiDoDk4hERNTt9D+bsEoqy0SFoRo6hbZdxn0j/mcU6stxTchovDjgVvGk4g3ZB5qVRBzo2ROJZZnYlncMt0ROadG9Xx90BwZ59WxV3M0a/9gyrMzcIV4bzEYAQGZVPob/+YBF21/HP4sgJ28U1Jbh9h1v4kT5GXir3fD2kHsgk0gBAK8OWoC8mhIcKUnDvG2vYcWE5zssdqKurqquCEsPXWlRNin8WSYQiYiI6KIidXQARERE7W2ARyRCnHxgMBuxNHW9zTaVhhq8ePi7Fo17uLh+n8Bbo6aKCcTs6iLk1pQ0q/+s0FEAgB35CdhfeLxF9+5ooc6+GOQZJf4Z7t0LE/0HYLxfP7GstK4SpXWVMAlmAPUHrpTq6/dB/GrUIgRqvcTxnORqfDVqEcb49sG8HpMR2cbDZIguZvvOfAmTYBCvw93GItLzMgdGRERERNRyXIlIRETdjkQiwaK4uXho70f4OHkNNDIVbuoxEWqZEoIgYGdBIl468j3UspYdZtCwX2JSaSZ6ugShsLYMi/Z9atWuYdyi2nKYBTOyq4sBCIhzC8PVwSOx+vRO3Lf7fTzXfx4mBwyCQiqHIAhIKM1o87O3VpizL/Qmg902G3MOWVz3dg/DrxOeAwD4atyt2jsrNPhsxMOQSvg7S7q0nSrZbnF9TexnDoqEiIiIqPWYRCQiom5pauBgPNhrFt5PWok3E5bjg+RV8FW7o7SuEmWGKgDA5YFDWjTmZf4DsPzUVjx14Eu8n7QSeTUlkEgkcFU4iWMCQE+XIABAemUOBv9xH6qNtfhw2AMIcvLGCwNuQWldFbbmHcGj+z6FVq6Gj9oN5XVVKK6rAAC4KZza6avQfGuz9uHnU1ta3M9W8vB8TCASAdkVh8XPc+OWQC13cVwwRERERK3EJCIREXVb98ZchSFe0fg2dT0OFafiTHUhdAoNRvnE4ergkZgRPLxF4z3R+zrIpTJszD6Ewtoy9HWPwCNxs/FR8mrsLkgS20W6BGJR3Bx8m7oBVSY9hnv3QrRrfWJRLVPis5EPY23WXqzI3I6EklPIqiqATqHBCO9YTA0cjJkho9r169ASkboAcU/JxiSVZSLU2beTIiK6uFXVFaJMnyVe+zv3dWA0RERERK3HJCIREXVrQ7yiMcQr2m6b1wbdgdcG3WFVfk3oaFwTOlq8dlZo8Gy/eXi23zyLdktGP2HV986e03Fnz+mN3vPyoKG4PGhoU+GLJze3xMsDb8fLA29vcT8ASK3IRmpFtt02Wrka01q4ipPoUnWq9NyrzE4Kb+hUTMATERHRxYlJRCIiIsILA27BCwNu6dB7/DjumQ4dn6grSi3eJH4Odm36FwdEREREXVW33ajo1KlTkEgkjf6ZNm2aRfvDhw9jxowZcHd3h06nw4QJE7BlyxbHBE9ERERE3cLJkn/Fz6GuIx0YCREREVHbdPuViA8//DAmTpxoVe7j4yN+3rdvH8aNG4fg4GC88cYbUKlU+PDDDzFx4kSsWbMG06c3/joaEREREZEtdcYq5FYcE69D3Vq2DysRERFRV9Ltk4j9+vXDjBkzGq0XBAF33nknNBoNtm3bJiYX58yZg/79++Puu+9Gamoq1Gp1Z4VMRERERN1AVvkBCDADAJQyZ3hpezo4IiIiIqLW67avMzfXvn37cOTIESxYsMBidaJWq8VDDz2EM2fO4M8//3RghERERETUHgRBQE7FMeiNFZ1yv9Nle8TPfs59IJFc8j96ExER0UXskv9JZtOm+s2uJ02aZFXXULZx48ZOjYmIiKitzIIZJsHs6DCIugxBEPBz/Hy8t6svPtwzHLXG8laNU1idioT8VTCa65psm3leEjFA179V9yMiIiLqKrr968xA/Q+NdXV1UKlUVnUpKSkAgOjoaKu6yMhIyGQyJCcnN+s+I0aMsFkeHx+PXr16obS0tPlBE12iKio6Z3UIdQ8mkwkQBJjNZpjN7ZcwW3tmHxbt/xSPxc3F7ZGWB3FNXP84cmqK0dMlCKsmvGDV95btb2BfUQoejJmJe6KvtDl+ib4Co/5+uP5eE/+HUGdfqzZzt7yIhLIMvNj/FswJHdtorPfsfg878hMsygRBgBkC7oqajodjrwEAfJi8Gh+nrMEU/0F4d8hCABC/ZrGrF1iNOy9iEp7ucwMAYGXmdvzn0DcY59sXnwx/CADwZ9YePH7gczwedy1ui5zaaHwtYTabAUGA0WDk90xqN6X6TBhMVSiqPYFDOd8DAPKrErEx5Q2MCnysRWMV1RzH0sRJ0JsqEOMxC7Miv7bZruF7WUbpLrHMUx6HivKqVj4FEZ2vqrLG0SEQdWucY/X0xlpIpUZAWQ65VO/ocNqNyWSCTCZrVd9uvxLx/vvvh1wuh1qthpOTEyZNmoRVq1aJ9QUFBQAsD1ppIJPJ4OHhgcLCws4Kl4iIHCynphgvHPkW0S5BuKXHFIu65LLTyKkpBgAcL8/CmWrHf39wVTjBS+UKL5UrvFWuCNB4wgwBABDiZP29zZZwZz+rP54qF7t9pgcNw0jvWLyXtALJZafb/Bx0ccgs34E9OR+gVJ/p6FCaJbvyAD450g9fxo/EytRbLOqSile2eLwNGU9Db6pPECYXr0Ru1VEIgoC00g34LvFyvLHPD98nTUeNsQSVhlxU1GWLff2dBrXtYYiIiIgcrNuuRHRxccGrr76Knj17wt3dHWVlZUhMTMTXX3+NWbNm4ZlnnsErr7yCmpr6DLutVYoAoFarUV1d3ax77tq1y2Z5wwpFNze3lj8I0SWK84WaQyaTARIJpFIppNL2+b3YWwnLUW6oxmuD7oRCZvltcmveEQCAWqZErakOW/OO4uYeF2yHITn7P2fjsuX88ss3PmM3HnvjAMCbQ+62uM6ozMPUDU8BAPp79hD7SiRiYOLnhrq1k19tIoaG+1vG8mjcXMzZ8gJePvoDfhxn/zmaQyqVAhIJ5Ao5/w7ogvZkfYEVyXcBAI4UfYvHRqVA2sX3+FuZ/m6jdUW1J+DsooVcqmzWWEkFf+Jk+SaLsm8SxsHbKQYFVefeWjldsRPb5c8iznOOWOaiCoSvZ0gLoyeipuhcnBwdAlG3dqnPMYXRBKlUAVeVCxQyjaPDaTetXYUIdOMkooeHB5566imLspkzZ+Kxxx7DVVddhVdffRU333yzmDw0Go1QKq1/iDQYDNDpdJ0SMxEROdbx8iz8fWY/ArSeGO/X16p+c259EvHG8Mvwderf2Jx72DqJ2EKhTj42EzHZ1UXQmw0tHu+7tH8AAMFO3oh0CWy0XbmhGsP/eqDJ8WaGjMJQrxibdb3dwzDMKwZ7CpOxPS8eo317tzheujjojZVYe/xJ8bqoOhVbTr4Gd00YYrymQ6NwdWB0thnNdUgubPxwPLNgQF5lAgJdBjQ5llkw4c+URTbrzk8gNkgpWY286sPitb+z9d8nRERERBebbptEbIxSqcTTTz+NdevWYcOGDeJKh7KyMnh7e1u1LysrQ3h4eCdHSUREjvBt6noIEDA7dIxVYq+wtgzHSk7CSa7GXdHT8V36P9hbmIJKQw2cFa3/zeRHwx+Eq9LZqvzuXe8isTSjRWMdKDyOn07Wr5SaHToWepMB/dbcZbOtDBKEO/s1Oaa32n5y6OqQUdhTmIwlqeuYROzGTpb8ixpjiUXZutT/AAB6eEzAXYM32ermMCmF67A8/har8hDX4dAbK5FXFQ8A2HX6I2gVntAbKzAk8HYEuQ62OV5i/hoUVKfYvWe421hkle+DwVz/lkup/tz8DWhGopKIiIioq7vkkogA4O/vDwCora1FZGQkACA9Pd0qiZiTk4OamhpERUV1eoxERNS5zIJZXGk42sc6GbY19wgECBjpHQs3pTOGePbEzoJE7MhPwNRA24mH5pixcXGr+54vtfwMHtjzoXgi8wS/fpBIJOK+iGV1VSgznDvUwUmhEV9jPlF+Bqszd+B0VQG0cjVi3UIxO3QMtPL61forMrY3et+RPrEAgD2FyW1OqFLXVVxzstG6tOLNqDGUQqNw67yAmvBHyqOorMuzKBsf9iRGhTyIf0+9LSYR9535SqzfnfUJ5vdfhTifqy36VdUVYWXSQvHaRRWIcv0Z8VoqkePmvr8g2HUoSmtP44sDE1FnsjxAJUjH/RCJiIjo4ndJJhH3798PAIiLi4NCoQAAbNu2DcOGDbNot3nzZgDA6NGjOzdAIiLqdPElp1CkL4dKqkCsW6hVfUOCcZxfP/F/dxYkYnPu4RYnEZ0VGiwd/WTTDQGE65peLbi7IBEP7fkYZYYqyCRSmAQz7tj5Dj4Z/hDWT3kdAPBB0ip8lLzaqu/vp3fhif1fQIAArUyFOrMRKzO346sTf2HZuMXw03jYvbefxgMBGk9k1xRhZ34CprQhoUqtdyD7W2SW7sK4sCfgoW3/NyhKay0PUvF37o/8qgSYhPpX7vOrkhHqNrzd79saBlMNCqqSxOtY76sxNvQxeGojAACDA2/DnjOfWSX6AOBY3q9iEvFwzk84XrQOFfpcMSEpkygwo+fb+CXhNhjMNZBL1Xho2CGoFfUHEbmpgzEx4lmsPWE5v/11/TrkWYmIiIg6U7dNIv7666+YOXMm5HLLR8zLy8OTTz6JsLAwTJ48uX6VRkgIPv74YyxcuBBOTvUbhxqNRrz99tvQ6XS45pprHPEIRETUiVLK608YDtB6QiG1/N5RZzJgZ34CAGCMbx8AwFjfvnj12E/4N/cozIK5WQdMLE1dj6Vp61sVX7izH74a9ZhFWXldNT5IXokf0jbCDAGhTr54f9h9+CNrN744/hdu2Poyrg0fj/tirmp03P9LXAkBAt4feh+mBA6G3mTA4/s/x/rs/Vh2cjMejp0ttt2adwQxK28DAOy64n24q+r3DA5x9kF2TRGOl2cxiegA2RVHxFd300q24JERxyCTtu1HPKO5DkdyfkJ8/krojeUoqkkT60aHPIxxYY/jm0MzkF1xCACQX5nQbklEg6kWhdUn4Osc16qDWwqqUiCcPaFcLlVjZsyH5x0OBGgVHhgccBt2nv7Qqm9m2W4AQGF1Kn6OnwezYLKoHxnyIMLdx2BGz7dxKPcn9PO7TkwgNujvdz22nnwL1cYCAEAP94ndajN2IiIiunR12yTiE088gUcffRTXXXcd+vXrBycnJyQkJOCdd96BRCLB33//LR6k8vHHH+Pqq6/GmDFj8MADD0CpVOKzzz7DwYMH8eWXX8LT09PBT0NERB2tWF8BAHCzsT/h7oIkVJv0iHUNga/GHUD9CsFQJx9kVOXjcHEaBno2vfVFuaEa2dVFrYrPSaa2Kvs2bT2+S/sHMokU14aOxRO9r4OzQoNo12AEa33wZsLPWJu1F7dHTWt03IbDW7zVbgAAlUwBV2X9L9TMgmDRViNTiu3OT+40fM2K6ypa9WzUNscL14mfC6qSkZC/En395gIA/j31Do4X/Q2ZRIFAl8EYE/pIk68dC4KArw9MQ1rJZpv1Lqr6A3s8NT3EJGJeVWI7PAmQVbYfSw5fhQp9Dvr4zsXN/Za3fIzyA+JnD024RQKxwZjQRwEIqDPVQC13xfbM+lOci6pTkVeZiO0Z71klEAFggN9NAIBYn6sRe8Frzw2kEjlGBSzChsynoFP6YXKP51r8DERERERdUbdNIq5btw7vvPMO1qxZg48++ghGoxHBwcG46aab8OSTTyIoKEhsO336dGzcuBEvvvgiHnroIZjNZvTv3x9r1qzBlVde6cCnICKirmBz7mEAwKnKPFy27txqwIbE4+bcw81KIj7QayYe6DXTZt3ANfeg2qTHsnGL0d+jR7Piui/maqhlSlzmPwAROn+LumvDx2GCf38U1JYiUOuFIV49cU/0DES5BFm0uz1yGl6PX4Z5215DuLMfKo01yKkphk6hwdywsRZth3r1wmcjH248IKHxKuo4p8v2XHC9F3395iK1aCP+PH7uROHkwr+QXrIFdw/eAolE0uh4JbUZjSYQgfpXdgHAz7k3juX/CgA4UbShLY8gWnviKVTocwAAx/J+Qa2xHGq5SxO9zjELZmzLeEe89nayfbK4XKrChPBnAAB1pmoxiQgA7+yMs9lHI3eHTuXbrDh6eVyDUN04uLq4Wa1UJCIiIrpYddskYlRUFD755JNmtx83bhw2btzYgREREVFX5qmq/4d+Q2LwfFtzjwIAqk16VFfrreq35BzBori5HRugDRKJBHf0vAIA8PqxZViXvb/JPuN8++LygCHi9W1RUxGh88OP6ZuxNe8IpJBgQdTluDHiMgRqvZoVR8PXzFPNZEln2pP1BXZk/B/yqhIsygurjwMAEgvWWPU5WfIv8ioT4Kdr/CTtnIojjda5qoMR7FK/h3Sk5yRsSH8eAJBbeQwlNRlw11jvJ9ocVXVFUMq0yCq3/G/4uU2uCHUbiTsH/dOsV4JPlvyL/LOrIiWQYkjAbU32Ucq06Ok5FceL1tltF+11RZNjnU+r8IRa4dSiPkRERERdWbdNIhIREbVEtGv96qqcmiLUmQxQyuoP3kouy0R2TREUEhl2Tf/A4vThEn0FRv31EE5UnEFWVQGCnLybda+sqkJMWv+4zbrrt75scf1472uxIOryJscsqats1qvSRTaSpOP8+sFV6YyteUcgl8rwWNxcVBhqkF6Rg9yaYlQba+2OmVFZf+hEtEtwk/en9lFQlYIViXfZrCusTsU/aS9iR+b7NutLajLgog5AVV0hvLRRVqsSsysON3rfObFfQi6r3w7GQxMOL21PMWl5NHc5Al0G4lDOD/B1jsOY0EftrnhskJC/Ct8fmQuzYLRZn1G6E0fzfsGggPl2x6mqK8Sa5AfE6zC30Qh0ad6pyLNjv8Bn+8fZPIV6ZPADEAQThgcvtNGTiIiI6NLBJCIRERGA3m5h8Fa5okBfhmMlJzHIqycAYHPOYQDAEK9oiwQiALirdOjrEYHDxWnYlHsY83tMbvF9w51tn76cV1OCapP1qsem3BM9w+IwlAYXns68Ne8o3oj/WbyuNtbfq85sRO/Vd8AkmC3GbExWVQHyakugkiowwie2xfFS65wpP9hoXX5VIjakWe7D56YORWltBgDgcO6P+Cn+RuiN5ZgZ8xFGhNxr0TbHRhJRIdXi6pgP4edsuYKxp+cUMYn414knLOqCXYci3H1Mk8+yPeP/Gk0gNiiqTrVbX2MoxVcHpiK3Ml4sG+hvP+l4PqlEhht6/4iP9o2wqpsQ/lSzxyEiIiLqzphEJCIiQv2rwZf5D8DPp7ZgW/6xc0nE3PpXOyf4D7DZb7xffxwuTsOWnNYlEX+f+DLkUplV+d0738PWvMZfK22raqMemVX5AAApJJBLZXBVOEEjV0Kn0MJDqYO32g2BWi+4K3WNjrM9vz5pM8InFk5y68NfqGOUn903sEE/3+twNO8XCDBbte3lfRWkkFkkERtsOfU6hgcvtFgxmF1+2KL/1B4vI8ZrOpxVPlZj9/Wdi31nvoLBXGNVl1m6224SMbN0Dw7n/oj0ki2NtmlQVptlt/7n+Pk4U3EusToi+D7EeDe9gvd8bpoQDA9aiN1Z57bD6e93Q4vGICIiIurOmEQkIiI66+Yek/DLqa34LWM77o+ZidK6ShwrqX+98TL//jb7TPDrh/cSf8O+whRUGqwTKU25cuNim+V5NSUtHgsAlp3cgnVnrPdGLKmrtLi+PHAIpgcPa9aYKzK2N1r388ktANCqBCq1XpneMqk2LfJVnKk4JK4KPN/lka9i5+kPbY5TWpuJ3Mp4+Ov6AKhf0VdSe0qsXzBwPfycbR80AgCe2kjc0OdH/HXiSat721s9WKHPxZcHJkNvsn693k0dip6ek3Ew5zsYzfUrZMv02Y2OVVVXhKSC38XrwQG3Y0LY0422t2dCeP2JykmFfyDcbQyGBC5o1ThERERE3RGTiERERGdFuQRiWtBQ/JW1B3+f2YcZwcORNOtru32iXYORPOsb8fq7MS179fFkZW6rYm1MaV0lSi9IGHaUA4XHkVSWicGePTHSp/FEEzXNZDZCJm3+j2Xnr8wbG/oY5DIVfJ3irBJ5kyNegEbhBp2y8VOFs8r2wdc5FimFf1u8Jq2Wu8HXqelX1INdh+KOgeuxIukuHC9aL5bvOfM5Al0HYVDALZBLVRZ9/kl70SqB6OvUG3PjvoKTwgdymRLBLkPxW1L9vo8VdpKIBdUp58XsiskRLzRrL0ZbpBI5hgbdgaFBd7SqPxEREVF3xiQiERHReR6Lm4tteUfxXuIKTA4YBNXZA1baU5CTl0XisT28NugOvDaoeYkPs9n6lVd7rgkdjWtCR1uUCYKA1+N/hkIqxzN9b2zReGRpfeqz2HLyNcR4z8DN/X6FVCJtss/5SUSdsn5fzRDXYUgoWCmWB7kMRl/f+lPDvZ2ixXK5VA2pRI46U32yuVR/GsuO3Ywjucss7uHtFN3sZJxMqsCc2K+xJ+tzbDz5oli+IvFunC7bizlxX4plhdWp2HvmC6sxYryugKs66Nxzqc7tF9rw+nZG6S7sPv0JevvORpzP1QDqD5lp4K4Og1Ta9NePiIiIiFqOP2URERGdJ0Drief734Ks6gJ8dWKto8PpslZkbsfRknQ8EjsbsW6hjg7norXr9CfYmP4STIIBCfkrkVa0qVn9imvSxc8Nibe+ftdiRNC96Od7HW7q+zPm91sFtcIVABDmNgYjg+9HD/cJuLnvcgzwv0nsn5C/yiqBCKBZqxDPJ5FIEOtzFaQSy8T7/jPfoKg6TbzekPqczYNU+vhaHgikUwWIn6sNhagxlOHbw7NwMOc7/HT0BlQb6l/5LzwvieihjWhRzERERETUfFyJSEREF62GVVJmQWjXcacHDcP0oObtF3ipmh06BrNDmz55tyUa/n+UoHWvol4symuzsfTwTGSV77Oq+/LgZLxwWRnUcpdG+9cYylBZlydee2mjAAByqQqXRfzHZh+JRIIJ4ef2CTz/tWVbpzEDgK9Ty19Rd1H5Y0bPt3A07xecKq3fS1OAGSeKNsBT2wOltadxNO9nq349PadarEIEAJ3SFzKJCiahfl/EvVlfiM9tMNcgtzIeEe5jLE5k9tREtjhmIiIiImoeJhGJiOii1XAacGldJVyVTg6OhtqqYS9H525+yvP+7CU2E4gN9p35CmNCHwEA5FUmIbfyKKrqCqBRuONUyQ6LBKJS5gxnO/sdNkan8rdbr5Q5oYfHhBaPCwB9fOegj+8crD3xFA7mfAcAyK6oP2l89+lPYBZMAABnpR+iPaeixliCyT1etBpHIpHCTR2Eopr6VYwb0p6zqC+tOQW4j7E4ldnPuXerYiYiIiKipjGJSEREF61eriFIq8jBroJEhDq3PJFCXcuegiQA6PavR2dXHLqgRALg3GralMK/MSrkQaxJfgi7Tn9kdywPTXirDhFxaSSJeGX0e1DL3eDjFG2xJ2Fr+Jz3OvSp0u1Ycugqi1OUhwYuwIjge+2O4aYOFZOIBnO1RV1xzSlU6HNRcXa/RADwd+7XppiJiIiIqHFMIhIR0UVrgn9//JG1B7+e+hcT/PrDV+Pu6JColbKqCrD69E4AwHi//o4NpoPVnN3Lr8Gc2K+gkbviu6P1ewKeKFqPpzc070e0AN2AVsXg4xQLuVQFo1kvlkklckR7XgGVvH1W9fo6n0si5lXGI++8146lEgX6+zV9II+bJgQosV1XWpuBvMoE8dpZ6QNnlXfrAyYiIiIiu5hEJCKii9YAj0gM8ozCgaITuGfXe5gaOARDPHvCWaFp1gm3l6qG05kdfYqtWTCj3FCNPQVJWHdmP0oNVRjlE4cY12CHxtXRSmtPi5/nxH6NaK+pMAtG6JR+qKjLtdnHWxuNguoUizJPTSRGhzzUqhgUMg1GhzyMLadeP+8eMe2WQGwYrzF9fa+FRuHW5Bhx3jNxIHuJzbrimlM4fd5r4e6a8JaGSEREREQtwCQiERFdtBRSOV4bdAeeOfAV9hUdxw/pG/FD+kZHh9X1NRxE04rXYDvSWN8+eL7//Fa9nnuxEAQBpbWZ4rXb2cNEpBI5BgXcii2nXrPq46mJxF2DNyGzdDfK9GcQ7Xk5SmpPwkvbEzKpwqp9c124ijHIZXCrx7JFJXe2WR7sMgzjw55o1hjBrkPQx2cOjuX/alWXVrwRacXn5ruHmklEIiIioo7EJCIREV3U1DIl3h5yD1IrsrEp5xDSK3JQZax1dFhdmsFgAAAoFK1PQLUHCQCtXI1o12CM9+uHCJ39wz66gypDIYzmc/99uqjOnUg8wP8mm0lEF1UgACDEbbhY5uvc8pOTL+SpibC4DtD1b/OYFwp2GYrT5XsBAM5KXzw0/GATPayNCX0UyYV/wWCuRpzPLCTkr7TZjisRiYiIiDoWk4hERHTRk0gkiHIJRJRLoKNDuSiUlpYCANzc3BwaR3d1smQbyvU56OM7G1KJzKKusPqE+Fkjd4NG4SpeaxUeCHcbg5Ol2yz6BLkM7JA4dSp/6JT+qKjLgVyqRkQrT2O2Z3jwQpxO2AepRIqroz9o1RjumlAsHLIdZfos+Dv3Q1LB7zALRqt2fu2QWCUiIiKixjGJSERERNRODpxZiuUJtwKof0X5mbGnLU45Lqw6Ln5204RZ9Z8W9Sq+PngF9KZyAPV7Ag4KuK1DYpVIpLgm9lMczPke0Z7T4Kz0avd79PScgnuH7IBMIoeLuvVJfp3KFzpV/QnsPk69kFt5zKK+j88chLuNbVOsRERERGQfk4hERERE7eBM+UExgQgAZsGIt3fE4uGRR+Cmrj8sprD6XBLRQx1mNYaHJhwLh2xDZV2+xenGHSXIZXC774V4IXdNaLuONyr4Afx+/BG4qoIxI/rtDnkNm4iIiIisMYlIRERE1EZVdUX47vA1VuU1xhK8+m8IenpOxbSoV7E36wuxzkMbYdUeAJyUXnDqgFWB3UWM93T09JoKqYQ/xhIRERF1Jv70RURERNRGfx1/HCW1GY3WHy9ah+NF68RrqUSOXl7TOyO0bokJRCIiIqLOJ3V0AEREREQXM7NgRkL+qma3l0CK6VFvw9sppuOCIiIiIiJqZ0wiEhEREbVBflUSaowlZ68kFnW+TtYnBk+L/B/6+s3phMiIiIiIiNoPk4hEREREbXCmbL/42cepl0VdgMtAq/YDA+Z1eExERERERO2NSUQiIiKiNqg1lYufdSo/xHnPBFC/b9/QwAUWbb20PTszNCIiIiKidsNdqYmIiIjawGiqFT/LJEpM7vEifJx7wUcbCy9tFCaEPY3Np14FAFwW/h9HhUlERERE1CZMIhIRERG1gVHQi5/lUhWclJ4YGXy/WDYs6C7oVP5QyXWI8pzkiBCJiIiIiNqMSUQiIiKiNjh/JaJcqrKql0mV6OM7uzNDIiIiIiJqd9wTkYiIiKgNDGb7SUQiIiIiou6ASUQiIiKiNjBaJBHVDoyEiIiIiKjjMIlIRERE1AbnJxFlXIlIRERERN0Uk4hEREREbWDk68xEREREdAlgEpGIiIioDQznH6wiUTowEiIiIiKijsMkIhEREVEbmMx68TNXIhIRERFRd8UkIhG1yZnyg/hi/yT8dfwJCILg6HCIiDqdgQerEBEREdElgElEImqW3MoEfH3wCqxJfhhGcx0EQYAgCPgl/jakFm/E1lNvIiF/taPDJCLqdNwTkYiIiIguBXJHB0BEF4e/TzyNlMK1SMFanCzZhgp9NsyCEVWGQrHN7qxP0Nt3JvTGSqSXbEWo2whoFR4OjJqIqOPxdGYiIiIiuhQwiUhEzZJU8Lv4ObvioM02J4rWI6v8AFYl3ovT5Xvh59wXDw7fD5lU0VlhEhF1uvOTiAq+zkxERERE3RRfZyaiJlXq85vd9oPdg3G6fC8AILfyKBLz13RUWEREDmEWTDiU8wMO5fwIQRAs9kSUMYlIRERERN0UVyISUZNyK+Nb3fdY/m/o4ze7HaMhInKs/WeW4LfEOwAAe7O+RFF1qlinkPF1ZiIiIiLqnrgSkYgsmMxGVNUVWZQV15xs9Xi5FUebbFNQlYIdGe+jrPZMq+9DRNRZjub9LH5OL9lsUSeTMIlIRERERN0Tk4hEJKrU5+OdnbF4cYsXlh27WXyNuaIuR2wT4zUdN/Vdjj4+cwEASpkzRgU/2OiYhdUnYDIbYDDVoKDquFV9XmUS/m/XQKxJeQjfHJwOQTC381MREbUve79Y4enMRERERNRd8XVmIhKtTn4AhdUnAODsfl8/wNspBgVVyWIbZ6UvwtxGIcxtFC6PehUSiQRyqRrl+jM4lv+b1ZgmoQ7Hi9ZhReLdKNdnY2rky7gs4j8AAKO5DsuO3QSDuRoAkFN5BJkVuxDgPBBJBdsR7DIUziqfTnhyIqLmEQQBFfqcRut5sAoRERERdVdciUhEMJr1+GL/ZBzNW25Vd34CEQCclN7iZ4VMA/nZfzCPDX0MMonS5vhLDl2Jcn02AGBd6mKx/J+055Fdccii7e9pd+GrY6Ox5NCV+GTfGBhMtSAi6irK9FmoM1WJ19fGLYVUUn8CvUbuDp0qwFGhERERERF1KCYRiQgb015CavE/zWqrU9peGeimCcF1vZc2awxBEJBSuA5bTr5mVVdhyEaJPh0AUFh9HOnFW5o1JhFRZ8gs3S1+dlEFIspzEu4YuB7jw57EDX1+gkLGlYhERERE1D0xiUhEyCo/0Oy2arlbo3Xh7mNxS79VCND1R6jrKOiU/jbbZZbtwfdH5kCAAABwV4cjxmu6zbbJhX81OzYiorbKqTiGkppMAMCpkh34aM8IvPZvGJIK/gRg+XdSkMsgAIC3U0+MCnkQ/ro+nR8wEREREVEn4Z6IRIQaQ7H4uY/PHJwu34vS2kz4OPXC7QPW4rXtYWK9p7aH3bGCXIfgtgH1/9jelvEu/s14y6rNisS7UWeqBAAoZU6YGfMBdKoAnCk/aHGICwBkle9v7WN1CQezv0eZPgsjgu+FWu7i6HCIyI4dmR9gTfKDUEg16OVzFY7lLhd/2bHk0Ayr9sGuwzs7RCIiIiIih2ESkYhQbTyXRIzzuRrjw5/EyZJtiHAfD5lUgSuj38PWU28iymMyvLRRzR63l/cMm0nE3Mqj4uexoY8jwGUAAGDBwL+xP/NHVBkKcKjgawBAZtkumMwGyKSKVj5d56vQ56HGWILTpXuwPOHWs2U5uCrm/xwbGBE1qqQmA2uS60+aN5hrcDT3Z7vt3dVh6OMzuzNCIyIiIiLqEphEJCKLlYgahTtcVAHo53edWNbXdy76+s5t8bhe2ij4OPVCflVSo20i3MeJn52UXhjoswAVdbliEhEAvj8yBxN7PIt1J/4DldwFc+O+hkru3OJ4OkNxzSm8u7OPuNKywY7M95lEJOogFfpcHMr5ASeKNsBkrsOVMe/BX9fXZtuciqPYlP4KglyHYFzYY2L5HymLmn0/T20Ubuz9Q5f9e4iIiIiIqCMwiUh0iTMLJtQYSsRrrdyzXceP857ZaBJRJlHafD3aWWF5eEtiwRokFqwRr0Nch2Ns2KPtGmd7ScpfY5VAbFBWewZmwQQXlf9FtbKSqCurNZbjgz1DUVZ7Wiz74ch1WDh0Ozalv4xTpTswLuwJ9PWbg/LabHy+fwKqDcU4mrccgbqBiPS8DGnFWxCf/5vN8aM9L4dMqhD/DvJz7oPr4r6Fs8r2IVNERERERN0Vk4hEl7haY5m45xcAaBQe7Tr+0KA7UFyTjryqRORWHrOo89L2hFQis+ojkUihkGpgMNfYHPNkydYum0QsqklvtO5//wYBADw1kXhk5DGe4krUChmlu7Eh7VmEu4/FhPBnsCn9ZYsEIgAUVCfjxS1e4vXy+PkIcRuOvVmfo/q8lddfHJiISRHPYXfWJ43eL85nJnp5z8D0nm+joCoZfs59IZPyxyciIiIiuvTwdGaiS9z5/6CWSuRQypzadXy5VI0Z0e9gwcC/cU2vzxDkMhjOSh+4q8MxPuzJRvuNDn2k0brEgjU4lPNji2Mp1+dgZ+aHyKts/PXq1jKYanEw+3vsyLR8ZbmPzxyrtkU1qUgp/LvdYyDq7gRBwLJjN+JE0QasT/0vlhycga2n3myyn8Fcg1f/Dcam9Fes6v5JfwGVdfni9dzYr9HD/TIAgIsqABHu4wEASpkWgS4DmUAkIiIioksWfxImusSdLPlX/KyWu0IikXTYvXp5z0Avb+sTTm0ZGXwfnBRe+OO47RWHy+Pnw0nhhZ5eU5p9/28Pz8Lpsj1wVvri4RFHsDz+VqSXbEaM13Tc1O8XSCWt+73KkdyfsSrpXouELABMDP8vBgXcghPFG1BrLLOoy69KADCzVfcjulRlle9Hcc1J8TqlaK34Wafyx9QeL+HXxDsa7S/AbHf8QN1gRHpMRpTnFORWxsNDE859D4mIiIiIzuJKRKJLmCAI2HLyNfHaWdm19vjq53cdnhiVigeHHcTjo05AJlGKdWbBhO+OzEZ2+eFmjVVjKMPpsj0AgMq6PCw7djOOF/0No1mP+PwVOF64rlUxCoKAVUn3WSUQgfqDYhQyDQb6z7OqK6hKadX9iC5FZsGM7PLDWJF4d6NthgTcjp6eUxHrfTWkEjlivK7AgoHrILngRx0XVSCGBt6JCWHPWI0xNfJFSKVSSCQS+Ov6MIFIRERERHQerkQkukSdKPoHfx5/DIXVJ8SykcEPOjAi2xQyDRQyDQBgYsRirE97VqyrM1XiuyOz8fjo4zb3VjxfUU2qxXVq8T8W1wXVKYjB5S2Or7IuH9WGIpt1TmcPiBkb+hicFD5ILvwDp8v31t+PSUSiZjlTfhA/HL0ORdWWc9hNHYJaYzlqjaVwUvqgn9/1kEikmNXrY5gFI6SS+h9xRoU8iB2Z7wMARoc8jNEhj0AqrU8sRniMw1cHpwKo36vUz9n2ic5ERERERMQkItElqbDqBL4+OA1mwSSWhbuNQZzPVQ6MqmlDAhdgSOACpBdvxbL4eRBgQnFNOrLK9iPEbZhV+8T8NYjPX4HhQQstXoG0pbQ2s1UxFdWkNVrnpKw/2EEmVWBo0AIEuPTD0sNXA4BF8paIbDMLJpsJxEH+t2Ba1P9gNOuRU3EUXtpIaBTuYn1DAhEAxoU9jqGBd0AQBGiVlgdH+Tn3xvSot3Cy9F8MC7q7Q7dzICIiIiK62DGJSHSJMZhq8UvC7RYJRA9NBCZG/NeBUbVMhMc4hLgORUbZLgBAStE6qyRiSU0Gvj8yBybBgLTizejre63dMS883bW5iqvPJRH9nPtCI3fFydJtcFOHwkvb06Ktp6aH+LnGWIKqukIx0UhE1oqq0ywSiH7OfRHnfTWGBNbveyiXqhDsOqTJcc5PMF6ov/8N6O9/Q9uDJSIiIiLq5phEJLqECIKArw5OxanS7WLZ6JCHMTb0sYtuBU64+zgxiXiiaD0m9zj3mrMgCPgt8U6YBAOA+lWG/2a8ZXe80guSiKW1p3G8cD1cVP7o6TWt0UNXEgt+Fz+7qYNxZfS7yCzdjQAbp7hqFO7QKjzF159zK+PRw2N88x6Y6BIhCIL491FeZbxY7qYOwYKBaxvrRkREREREHYxJRKJLSFVdgcVpzDKJAoMCbrvoEogAEO4+FltO1R8Kc7psL/TGSvEQhIT8lThRtKFF45XUnIIgCNCbKrA8/lYk5K+0qL936C6Eug23KCvX5yA+7zfxOkA3AEqZEyI9JzZ6H09NpJhE3JbxLpOIRADyq5LhpPBCRuku/JqwAAEuA3DrgDXYd+ZrsY2PUy8HRkhEREREREwiEl1CCqqPW1wPCrgVzhfp67R+zr2hkbujxlgCs2BAevEW9PKZAQDYkfmBzT7OSl9U1uXZrKusy0Na8WYczVtulUAEgJVJC/HQ8IMWCdeciqMQYAYAKKQaDPKf32Tc4e5jcLq8/pTopILf+UozXVIMplr8m/EWTGYDRgbfh0pDAZIKfsffJ56GTKKESagDUL+6+O8T/0FK4bmVh75OvR0VNhERERERgUlEoktK4QVJxInhix0USdtJJTKEuY9G0tnXiZccvhK9vK/EqJAHkV6yxap9sMtQXNt7KVYnPyCezCyBVEwCAsAXBxpfQZhTcRjZFYcQ6DJQLCs673CUAF1/KOVOTcY9POgebMt4FwJMAARklu1BL+/pTfYj6g4OZC/F+tT6/Vc3pr9oUdeQQGywLeNti+shgbd1bHBERERERGQXk4hEnUQQBJgEA+RSJZIK/kSFPhcBun7w0/WBXKrq8PsXVqfiQPZS8TrOZxak0ov7r4AIt3FiEhGoX9mXZLFHYQjC3cbAKNRhUsSzUMtdMCniv1BI1dAqPDE44DYkFf7R5H6JDY7l/Yatp95ETsVRXB3zvsUJy+6a8GaNoZBpEOU5CceL1gEAMkp3MolI3VJa8RZsSH0WoW4jMTnyBcilKqSVbG7VWP38brB7OAoREREREXW8izuDQHQRyCo/gF/ib0VB1XGrlTYAoJBqEeM9HVGekxDrfTVUMmfUmargrPIBAJgFEw5mfwcnpXerk01/pjxulSjrDvuLxXhfgX8z3kJFXa7N+uFBCzEowPIVY09tJK6J/Uy8HqFZCLlUheTCP5FdcVgsd1b6YoDfTdiW+Y5Ytvnk/8TP3xyaDj/nvuK1RzOTiAAQqBsoJhH3nfkSE8Kfgkqua3Z/oq5KEASU1GbARRWAlUkLUVCVjJOl21BrLMes2I8hnHcqfEsE6gY23YiIiIiIiDqU7eNGiajNBEHAoZwf8cHuwcitjLeZQAQAg7kax/J+wYrEu/HyVj/8d5MzXtrqi5+PzYfRXIf1qc/il4TbsOTQDOzN+rLZ9zcLZiTkr8LLW/ytEoghriMw0O/mNj1fV6CWu2LhkO2YHvWmVZ1CqkUfn9lNjiGXqjEi+F7cNuBPi3KTuQ5jwxbh3iE7bPYzmvXIKt8nXrckidjHdw4UUg0AoLIuH89ucsF3h2ejQp+LjNJdWHLwSuzJ+qLZ4xF1BQn5q/DOzji8vi0cr2z1R0FVsli3O+sT1BmrUGMoEcvC3cZCKjn3u8yb+i7HXYM2YYDfTRbjOim8Ee01reMfgIiIiIiI7OJKRKIOYBZM+GjPCIskU0sdzPkOKrkLdp3+SCz7LfFOFFWnYlKP56CQaRrtm1zwF/48/jjyqxKt6qZFvooBfjdDKu0ev0NQyDTo53cDNqQ/jzpTlViulDk1a4/C8/X3uxGHc38EAIwKeQAA4K4JQw+Py5BWvMluXw9NZLPvo1P5YUTwfRbJ3fj8Fag2FCOrfB/qTFVILvwToa4j4KfjYRLUdeVVJuFo7s+I8pyMZcfmoc5UCQCoNhRbtU0q/BNVhkLxeoD/TYjxno7tGe8hynMyQl1HQiKR4Iqeb2BkyAMoqTkJiUSGAOfm7TdKREREREQdi0lEog6w+/SnVglErcILEe7jUFh9HCqZM4YE3gl3TQh+OnYjKuvybY5zfgKxwZZTr6NMfwbX9/nOZp9yfQ6+PTwTJsFgVTc54gWr13u7A4lEgmmRr2JNyoNi2dDAO1o8ztjQRagxlEApc8JA/3li+ZCABc1IIoa16F7Dg+7BoZwfUFGXI5adfyCMAAFHcn9mEpG6LJPZiG8OXo6S2gz8k/5Ck+2P5PyEqroC8Vqr8EIv7xkY6G+9KtpNHQw3dXC7xktERERERG3DJCJRO6vU52Nd6n8uKJXgln6r4aENs2p/z+BtOFO+Hz7OvZFZuhNGcy22Z/4fSmpPNXqPhPyVMJmNkEnlMJrrsCb5QeRWHsPokEdQYyw+L4EoQYT7OOiUfvDX9cOAbvAKc2P6+M6Gp7YHViffD2elLwYG3NLiMXQqP8yJs35lPMJ9HDw1kSiqSbXZz0UVAJlU0aJ7KWQaTAh/2iLxeaHjReswNeqlFo1L1FkySnegpDaj2e0TClZZXGsVnu0cERERERERdSQmEalbM5hqcTRvOU6WbMOZ8gNw14RhTtyXMJkNyCzbjUiPiVDJnZs9XlF1Gv5JexH+un4YHfowpBLrV4LXpS5GrbFMvL46+kP09p3V6JgquTMiPMYDAGJ9rgIAhLqNxDeHZqDKcG7VzpzYL7Ey6V6YhDrUmarwzD8K9PaZDW+naOzJqj8oJKN0p8XYA/xuwhU9X2/2813sAnT9sXDI9nYfVyKRYGTwffj9+CMAAH/nfojzmSmuvgp3G9OqcXv7zMLJkm04lv+Lzfq8ygSYBbPN/86IHEkQBKQUrrXbRiZRYFzY4zic+zOKa9Ks6p2YRCQiIiIiuqgwiUjdkiAIyK9KwpJDV6K4Jl0sz644hIT8lVDKnFFnqoS7Jhz3Dd0JncqvyTENplp8ffByFFafAHKAP48vQoT7OIwJfRTZFUfgr+uLnp5TcCR3mdhnUsRzdhOIjXFVB+G63t/hl8TbUFVXgGGBd6On5zT46/pZvCYdn/+b3XFivK9o8b3Jtj6+c6GUO6PWWIbe3rMgl6nh49QLeZWJ6Ot3bavGlEikuDL6XQwKmIfdWZ/BWxuDQQHz8d7u/gAEGMzVKKk5CU9tD4t+OzM/xL+n3sKggFsxOfL5Nj8bUXPlVBzFlwemQCZV2qzXyN0xNPAOlOnPoL/fDQh0GYhY75n4JeE25FUliO1kEhU0CrdOipqIiIiIiNqDRBAEwdFBdHcjRowAAOzatcvBkVwaymrP4Iej11qtymtMb59rMK+/7WScIAgo02dBq/DEbwl3ioduNIdUIseiEUlQyrXN7nMho1kPCSTiP9iTCn7HiqR7mtW3v98NuCLqTUgkklbf3xEqyusPR9G5XLoHKXyybzSKa04CAJQyZwS7DEGw2zD4O/dDlOdkvLjFS2z7n3HZcFH5t+o+giBcdP99UPsoLS0FALi5ubWo3+f7LkNayWar8mmRryLcbQxcVIGQy6wTjAZTDf468eTZX3xIMCrkAYwPe7IVkRNdHPi9jKhjcY4RdSzOsXq1xnJIpQq4qgLsHmx6sWlLjoorEalbMQsmLDt2s1UCMchlSKMnJcfnr0B+VTJcVYFYHn8bEgtWw1sbjZ5eU5FYsAZF1bb3wWuKtzamTQlEAJBLVRbXvbyvxLVSNY7lr0BSwRqLulkxn6Cn1xQUVJ2AACP8nPoxQXSRCtANEJOIdaZKpJVstpm4AYCciiOtSiKmFK7Dz8fmwccpBrcP+htKWdv+W21PfIXbth158Rjl67iDdo4XbWj0v8MeHpfBTR3UaF+FTIOrY97HyOD7oZQ5wVUd2FFhEhERERFRB+G/0qhbMAsmbDn5Op7eILc44RYARgTdi3l9V+CW/qshk9SvkIn0mAgnhbfYJin/D6w98TTi83+DWTAiryoB2zLesZlA1MjdcNuAPxHpMdFuTEEug9r+YDZEeU7GNb0+wfx+qwBIzsbkjijPKZBL1fDX9UGAbgCkUk7vi1WM14xmty2oSmnVPf5IeQRVhgKcLN2G7RnvIqfiKKrqCls1VnupNZbjk72j8d+NTth68k2LuoKq41if+hz2nfkGZsHkoAgdJ7MyH/fufh+ZlbZPcu9oG9JewFcHptisU0g1cFU1Lyno7dSTCUQiIiIioosUVyLSRauoOh0HspdAJlXiUPb3KKi2TKZEe16O2bGfQ3J2RVOQy2AsHLINtcZy+Dj1wtaMN7Ej8/8AAH+deLzJ+ylkToh0n4ixoY/Ay6kn5sZ9g12nP0ZG6U4MCrgVeZXx2Jb5jtg+ynNSOz6ttWDXIbiu97eIz1+B/r43QCFTd+j9qPP08BgPL200CqubThAeyf0Zo0MfarKdyWzA90fmIK14M1zUgSioShbr1qUuxrrUxVDLXXHHoPUIdh3apvhb68/jj+NU6Q4AwF8nnoCHNgI9PadgReI9OJL7EwTU777xa8LtuCxiMaZGXjonV3+a8jv0ZgM+Tfkd/xu0oFPvnVeZhI1pLzZa39NzGlc9ExERERFdAphEpIuSIAj47sg1yKk4YrPeVRWE6T3fEhOIYrk6CK5nP0e4jxOTiBcaFnQ3kgv+Qpn+NHq4X4Yhgbcj2GUolPJze0JIJTKMCnkAo0IeAACEug3HgZylqDYUQaf0Q6jr6LY/aBMiPS5DpMdlHX4f6lxyqQq3D/gTBVXJWJG0EGX60422zSzbhZMl2xDufu6E6HJ9DgqqkhHmNgYyaf1f80fzfkHi2Vfgz08gnq/WWIafj83HolFJHZYUunAfRpPZgMO5P2Fv1udiArHBHymPItb7Kpt7kW5Kfxn9/W6Er3OvDomzK8mszMea0/X7law5vQv3RF+JEGcfizaCIMAkGCBv5MCTttiY/iIEmMXrEUH3Qafyx/q0/8JTE4GJEf9p93sSEREREVHXwyQiXTQEQUBK4Vocy/sV+7O/abTd4IAFGBp4R5MnfwbqBkIuVcFo1luUR7iPx6SIZzEp4lmYzAbIpIpmxaeWu2JevxU4XrgWUZ5TbR4uQNRcCpkGAS4D0Md3NrZnvmdRd3nU6/j31FuoMhQAAHZkfoBw9zGoM1ZBb6rAuzt7o9pQjBHB92Fmrw8BAOklW5t134LqFKSX/IseHuPa9XkAIK14M36Jvw0KmRZ3DvoHEokU3x6+Bplltjf0La3NxM7THzY63omiDVDJddh68nX46/phaNAd7R5zV/Bpyu8wnn2F2yiYrFYjVtUV4tN941BUnYprey9Ff//r2+W+emMF8ioTcTT3Z7Hsquj30cd3NgCgr+9cyKXKRk9qJiIiIiKi7oVJROqySmuz8GfKIhRUp8Bo1qNCn4NaY5nNthLIoJI74/re3yPQZWCzxpdJFYj0mIjkwr/Esl7eV2Ji+H8t2rSElzYSXmdXJhK1h1EhDyKzbDcyy3YDAKb0eAkD/W+Gk8IbvybeDgA4lvcLnlxvvXJw1+mPcHXMB5BIJDhVsk0sD3YZitPlewEA3tpoTO7xIv5JfwH5VYkAgIT8Fe2eRKw2lODbw7PEOfxP+kvIqzxmlUAM0PWHqyoISYV/WI0xMfxZbDx57rXagznfIbFgNdKKNwEA/HX9EOw6pF3jdrTzVyE2uHA14vGiDeL/dysS70Kkx2VwVvlYjdUSh3OW4bfEO1FnqhTLvLQ9Eec9U7xWyZ3bdA8iIiIiIrq4MIlIXdbvyQ8jPv+3JtuNCLoPY8MWQSqRQyqRtegeE8+uNtQqPHFZxH+gVXi0NlyiDiGXqnBz31+hN1VALXcRy6M8J0Kn9ENFXa7d/smFfyJANwD5VUli2YzodyAIJpTUZiLCbRykUhn6+92I9WmLAQCZZXttjlVjKMW/GW9DLlWhn9/18NJGNvs5Ugr/svglwJ6sTy3qoz0vx4jg+xDoMgB6YwXSS7ZCb6oQ61UyHYYH3w2V3Bl/nXgCAHCmfL/FGMfyfu12ScTzVyE2uHA1YojrMEglcpgFI/SmChzI/hbjwh9r1f0EQcDWU29i7YknreqGBy2EVNqyv2OJiIiIiKj74PGt1CWdLttrN4Hope2JAN1A9Pe7ESND7odcqmpxAhEA3NTBuLb3EsyIfpsJROqyJBKJRQIRAKQSOfr53dBk3yWHrsT//g0Sr13VwfDQhMNTG4lIj8vEpFCgywCxTU7FYRjNepjMBrHMaNZjTfKD2JT+Mtan/hdvbo/Cj0dvgFk4t1eePSeK/mm0TqPwwJy4L8UYVHIdQt1GWbS5f+geAEB/vxvR3+9Gm+PojRU2y7u6GkMZDuX8iNJay70vba1CbLDm9C7xpGZPbQQG+s8T647l/SJ+FgShRbGsT3vWZgIRqN9HloiIiIiILl1ciUhdhlkwI7N0F8r12fjh6LUWdUMD70Rm2W5IJQpMDF+MELdhDoqSqOvo73cDtme+26I+Ya6jbJb7OsVCLlXDaK6F0VyLFzZ7wWiuxZDABQh1G4nVyQ9Abyy36HMkdxmGBt6JSE/7h/sIgoATRRsardcpfa3KRoc8jBNF6yHAjCiPyVAr6o9EkkgkmBb5CoprTlq9Cl1ck243jq7mWN5vSC36B7vPrsr01sZg0agE8UAoW6sQG1y4GvGyiMU4mPMdzIIRp8v34uUt/qioy4WnNhJ3DNoAD01Yk/FkVxzB5vT/NVqvU1n//0RERERERJcOrkSkLuOPlEfwyb7RVgnEWTGfYHKP57Fg4N+4bcDvTCASneWqDsTkiOetym/ovazRPuHuY22Wy6RK9PO9TryuM1XCLBixJ+szLI+/xSqB2OBE8bnkoMFUi9SiTThTfkgsMwtmHMz+FuX6M2dLJFgwYJ3FGFEek63G9df1wbW9l2BMyKO4Iup1q1jnxn2N4UH3wEPTQyzPLNuNlMJ1Fw7VJaUU/o3vj8wRE4gAEOo2Qkwg2luF2ODC1YhTerwk1jW85l5UnYpdmY0fTtPAaNbjx6PXi6cwu6lDcHPfXyGXqgEAQwK756E1RERERETUfEwiUpvUGsuRUboL5fqcVvUXBAGHcn7AJ3vHYEfm+1b10Z6XI9bnqraGSdRtDQ26E1MjXxGv3dWhiPAYg2fGZOHyyNfQ03Paea0liGgkiQjUH+Iil6padP+E/FUwn10t93P8fHxxYCLe3z0Qy+NvhcFUi68PXo7lCbeK7X2cYuCn640FA9fBRRUIL20UBgbMszl2pMdEjA1bBGcbK+DUchdMjPgvbuzzo1hWayzD1wenYU/W5y16BkfYnvF/FtdSiRyXRSwWr+2tQmzQsBqxwZiwR+Dv3N+qXULBGrvjmMxGfHf4GhRUJYtlE8KeQajbCNwxcB2u6/0tJoYvtjMCERERERFdCvg6M7WYWTBjb9bnSMhfhbTiTTAJ9fumuagCMD78KYxq5unEZsGMP1MWYXvmexblUokcfs594KoKxuQez7dz9ETdz0D/m5FTcRQZpTswLqx+PzuJRIKBAfMwMGAe/kl7AYdzl2Fo0J3QKNwbHUen8sOggFuxJ+szqzpPTSS8tD1RaypDb59Z+PP44wAEFFQlY/+ZJejpNcViL74D2UtxIHupxRgSSDE08E4AgJ9zbzwwbC8EQYBEYn2ydHO5qoMwpcfL2Jj+gvh30e/JjyDSYxI8tRGtHrcjmcxGpBZb7hE50H+eGG9zViE2OP+kZrlUhbsGb0JSwe9YnnCL2Kao+gTK9TlwUflb9RcEAauT77c4pT5ANxAxXlcAADy1kfBswQE6RERERETUfUmElu66Ti02YsQIAMCuXc37R+HF4O0dsRanvZ7Pz7kPBgXcCld1EAqqkjEs6C7oVH5W7X5LvBt7bawYivW+CrN6fdLuMdPFoaK8CgCgc3FycCTdS3OTddWGYnx5YAoq6s6tLo7xmoGZMR9AJlWKZb+nPIKjecvFay9tFAqrTzQ6rp9zH0zv+Rb8nHu38gnsK6hKwQ9Hr0WVoRAA0Mv7Stw6wP4KPEcprT2NV/8NEa+fGJUKpdxJ/HvymQNfYUXm9maPd03IaHFvRLPZiMq6fOiNFXhrZ4zYxs+5N+4dugsCzDCa9TBWK5BfHY+/Tt2HnMqjYrswt9GYHfuF1UE+RNQy/F5G1LE4x4g6FudYvVpjOaRSBVxVAVDINI4Op920JUfFlYjUKnE+M5F/0nYSMbfyGP48vki83pn5ISb1eA6DA26FGSYoZU5ILd5kkUB0VQXDTR0MJ6UXJob/t8PjJ7rUNHe1n1bhgTsGrUdh1XFIJQpUGQoQ5TEFUqnl7hfjwp5AQv4qmIQ6ALCbQHRTh+L63j/ASenZ+gdogrdTNKZGvowVSfcAAE4UbYDJbIRMKkelPh+7sj5BdvlBVNTlYWTw/RgYcHOHxWJPeW023toeLV5rFV7QKj3EFaItWYXY4PzViFKpXPwBZ6D/fBzM+RYAkFsZj2c36SCBVNz38EL+uv6YG/c1lLJL+4dFIiIiIiKyjUlEapW+ftdBb6xCsOtQBOkGIbV4I/44/oj4OuH5qgwFWJ18P1Yn3w+g/nVls2AU632d4nBzv1+58oWoi9AqPBDiNtxuGxeVP6I8J1m8BgsAPdwn4qqY/8PB7KXILNsND00PjA59uEMTiA16ek6FTKKESaiD0VyLvMoE+On6YMmhK3G6fK/YbkXFMfTxnQOFTN2h8RjNesgkSkgkEpTWZuH7w7Mt4gAAJ4UXVDKdeN2cvRCt7nPBSc0qmQ4GUw2mRf4PCqkGe86cez29sQSiVCLHtXFLmEAkIiIiIqJGMYlIrRKg64cpkS+iXJ8NmUSB3r6zEOdzNVKK1uG3RPuneJ6fQASAKZEvMoFIdBEaHrQQx4s2wCwYEOo6CqNCHkC4+xgAwOjQhzs9HplUCW+nGOSefT33j+OPIkA3wCpxZzBXI78qGYEu/TsslsT83/HTsRugkrtgkP98JBb8jvyqRKt2ER7jIJXWfytuzSrEBrZWIxpMNZgYsRgltRk4XvS33f7DgxbCWendqnsTEREREdGlgUlEajcSiRQxXpfj2rilSCxYDV+nWHg7xWBZfOOvDQbqBiHE1f6KJyLqmgJdBuKBYXthNNXCTRPSdIdOEOwyREwiphVvQlrxJpvt/jr+GDQKD2SW7kJlXT6u7vUBhgXdZdWuzliFhIJVMJrr0Mt7RpOJNkEQsO/M1+IvU+pMVdhy6nWbbaUSOSb3eE68bs0qxAaNrUaUSKS4OuYD/HD0OmRXHAQA9PK6Eu6KaCQXr0ax/gQiPSZiRPB9rbovERERERFdOphEpHYX5TkJUZ6TxOuFQ7bjq4NTUWeq35x1csTzqKzLh1LmjP7+NzkoSiJqD85KH0eHYGF48D1IKFiFakORRbm7Jhwe6jCklWwGAKQWb7SoX5F4N9zUIYj2moYKfS4kEhmcFF746uA0nCqtP+REq/DColGJdhOJ+7O/sbsaWwIp5sYtwYqkOzE44Hbozp6Y3JZViA0aW42olGkxv99vOF60HiahDrFeV6GqUo/Bvndd8ptlExERERFR8zGJSB3OQxOOuwdvQXLhX/DURKCHx2WODomIuikXVQDuGLgee7I+R3bFYRRUp8BFFYBren1avzLxbBLRlq8PXo6pkS9jY/rLAARMiXxZTCACQLWhEAl5KzEs2HrFYrWhGDsy3seOzP+zG99A/3mI8pyIR0ckWKzezKzKx/wek1v+wBfIrMpHiHN9YrdhNSJQ/6p3L+8Z57XUt/leRERERER0aWESkTqFiyoAQwPt75VIRNQedCo/TOrxrI1yf2SW7UFK0VoAgJe2Jwqrj1u0WZe6WPz81/HHrcbIKNuFYcF3oUKfC5lUBY3cDVnl+/HT0RtQVJNm1X5+v5Xw0kZhd9Yn0CkDMNB/HgBAo3CDTKoQ24327Y3Rvr1b98CNkErlkEtVMJqZMCQiIiIiorZjEpGIiC4JSpkWc+K+REnNKRRUp6CH+2UQYMLn+y9DSW1Gs8Y4krsMZ8r3I7cyHkD9SdbVhmKbbe8atAneTtEAgAnhz1jUCW14jpborPsQEREREVH3xyQiERFdUtw1YXDXhJ29UuD2gWuRkL8aR3KXIafyiEVbJ6UPBvrdjO2Z70GAGUZzrZhABGCVQOzpORWD/G9BmNtoSKWyRmMwmfWoriuCVKJotE1bmQUDTFyFSERERERE7YRJRCIiuqSp5a4YFDAfgwLmo7z2DJQyF2RXHESlIR8xnldAKXeCr3Nv/J36NCrr8myO4e/cDyOC771g30H76l8zZpKPiIiIiIguDkwiEhERneWiDgQARHiMsyiP9pqKcPfR2HX6E+w987l42jwAjAy+H+NCn4RUKu3UWImIiIiIiDoTk4hERETNoJQ5YVzYYxgX9hiSC9fiYPZSxHjNwMCAmx0dGhERERERUYdjEpGIiKiFYrwuR4zX5Y4Og4iIiIiIqNPw3SsiIiIiIiIiIiKyi0lEIiIiIiIiIiIisotJRCIiIiIiIiIiIrKLSUQiIiIiIiIiIiKyi0lEIiIiIiIiIiIisotJRCIiIiIiIiIiIrKLSUQiIiIiIiIiIiKyi0lEIiIiIiIiIiIisotJRCIiIiIiIiIiIrKLSUQiIiIiIiIiIiKyi0lEIiIiIiIiIiIisotJRCIiIiIiIiIiIrKLSUQiIiIiIiIiIiKyi0lEIiIiIiIiIiIisotJRCIiIiIiIiIiIrKLSUQiIiIiIiIiIiKyi0lEIiIiIiIiIiIisotJRCIiIiIiIiIiIrKLSUQiIiIiIiIiIiKyi0lEIiIiIiIiIiIisotJRBs+/fRT9O3bFxqNBv7+/rj77rtRVFTk6LCIiIiIiIiIiIgcgknECzz22GNYuHAhevfujaVLl+Khhx7CsmXLMGrUKJSWljo6PCIiIiIiIiIiok4nd3QAXcnBgwfx9ttv46abbsL3338vlg8aNAhTpkzBSy+9hLffftuBERIREREREREREXU+rkQ8z5dffgkAeOaZZyzKJ0+ejMGDB+Prr7+G0Wh0RGhEREREREREREQOwyTieTZt2gR/f3/ExsZa1U2aNAmlpaU4ePCgAyIjIiIiIiIiIiJyHL7OfJbRaERaWhpGjx5tsz46OhoAkJycjKFDh9psM2LECJvl8fHx6NWrV7fbU1FvrERVXS1kEhNkUpOjw6FuorqqBgAgCIKDIyHqvjjPiDoW5xhRx+IcI+pYnGP16kw1kEqNgLIccqne0eG0G5PJBJlM1qq+TCKeVVpaCqPRCB8fH5v1DeWFhYWdGdZFQII6cxVgrnJ0INRN1BoNAACJsdbBkRB1X5xnRB2Lc4yoY3GOEXUszrFzpFA4OoQuhUnEs2pq6jPtKpXKZr1arQYAVFdXNzrGrl27bJY3rFB0c3NrQ4Rdj8GkhtaoAHBp/3aC2leFoj4hrXN1cnAkRN0X5xlRx+IcI+pYnGNEHYtz7BwJpNAqPSGVtG7lXlfU2lWIAJOIoobkYWMHpxgMBot2BChkaihkakeHQd2MSVkKANCp3BwaB1F3xnlG1LE4x4g6FucYUcfiHKPG8GCVs1xcXCCRSFBWVmazvmE/Q1dX106MioiIiIiIiIiIyPGYRDxLrVYjKCgI6enpNusbyqOiojozLCIiIiIiIiIiIodjEvE8o0ePRkpKCvLz863qNm/eDJVKhSFDhjggMiIiIiIiIiIiIsdhEvE8t956KwRBwNtvv21Rvn//fmzcuBGzZ8+Gs7Ozg6IjIiIiIiIiIiJyDB6scp4pU6bguuuuwxtvvIGSkhJMmTIFGRkZePXVV+Hr64vXXnvN0SESERERERERERF1OiYRL/D999+jf//+WLJkCZYuXQo3NzdMnz4dr7zyCoKCghwdHhERERERERERUadjEvECcrkcTz31FJ566ilHh0JERERERERERNQlcE9EIiIiIiIiIiIisotJRCIiIiIiIiIiIrKLSUQiIiIiIiIiIiKyi0lEIiIiIiIiIiIisotJRCIiIiIiIiIiIrKLSUQiIiIiIiIiIiKyi0lEIiIiIiIiIiIisotJRCIiIiIiIiIiIrKLSUQiIiIiIiIiIiKyi0lEIiIiIiIiIiIisotJRCIiIiIiIiIiIrKLSUQiIiIiIiIiIiKyi0lEIiIiIiIiIiIisotJRCIiIiIiIiIiIrKLSUQiIiIiIiIiIiKyi0lEIiIiIiIiIiIiskvu6AAuBenp6aiursaIESMcHQpRl2cymQAAMpnMwZEQdV+cZ0Qdi3OMqGNxjhF1LM6x7i0+Ph5arbZVfbkSsRO4u7u3+v8goktNUlISkpKSHB0GUbfGeUbUsTjHiDoW5xhRx+Ic6960Wi3c3d1b1VciCILQzvEQEbVaw4rdXbt2OTgSou6L84yoY3GOEXUszjGijsU5Ro3hSkQiIiIiIiIiIiKyi0lEIiIiIiIiIiIisotJRCIiIiIiIiIiIrKLSUQiIiIiIiIiIiKyi0lEIiIiIiIiIiIisounMxMREREREREREZFdXIlIREREREREREREdjGJSERERERERERERHYxiUhERERERERERER2MYlIREREREREREREdjGJSERERERERERERHYxiUhERERERERERER2MYlIREREREREREREdjGJSERtlpubi4ceeggRERFQqVRwc3PDhAkTsGbNGqu2p06dwvXXXw9vb284OTlh2LBh+O2332yOm5aWhttvvx1BQUFQKpXw8vLC9OnTsX37dqu2ZrMZX375JYYPHw4XFxeo1WrExMTg2WefRXV1dbs/M1Fn6gpz7NSpU3j00UcRGxsLrVYrjv3FF19AEIR2f2aiztQV5tiFsrKy4ObmBolEgi1btrT1EYkcrivMs/Hjx0MikTT6Jzc3t92fm6izdIU51iAxMRHz589HcHAw1Go1goKCMGfOHBQUFLTb85KDCEREbbB582ZBp9MJYWFhwnPPPScsX75c+PDDD4WePXsKAIQff/xRbJueni54eXkJ/v7+wv/93/8JP/74ozBlyhQBgPDxxx9bjPvjjz8KSqVSiIuLE1577TXhl19+Ed566y3B399fkMvlwr///iu2NZlMQr9+/QSVSiXccsstwrfffit89913wvXXXy8AEKZOndppXw+i9tYV5lhFRYWg0WiEkJAQ4emnnxaWLVsmfPnll8K4ceMEAMK9997baV8PovbWFeaYLVOmTBG8vLwEAMLmzZs74tGJOk1XmWfjxo0TevfuLfz+++82/9TW1nbK14OovXWVOSYIgrB69WpBo9EIsbGxwrvvvissX75ceOONN4QhQ4YI8fHxHf61oI7FJCIRtck333wjPP/884Jer7coP3PmjKBWq4XevXuLZVdddZWgVCqFhIQEscxkMgljx44VtFqtkJubK5a/8sorwscffyyYTCaLcQ8ePCgAEGbMmCGWGY1GYezYscLJkyet4rvqqqsEAML+/fvb+qhEDtEV5lhlZaXw3HPPCXV1dRZtTSaTMGrUKAGAkJKS0i7PS9TZusIcu9Bnn30m6HQ64ZVXXmESkbqFrjLPxo0bJ4wbN64dn4yoa+gqcywlJUVwcnIS5syZYxULdQ9MIhJRm5jN5kbrBg4cKEilUsFkMgm5ubmCRCIR5s6da9Xujz/+EAAIb731VrPG9fDwEMLCwpoVx/vvvy8AEJYsWdLUoxB1SV1ljjXmzTffFAAI3377bbPaE3U1XW2OnTp1StDpdMJHH30kfPPNN0wiUrfQVeYZk4jUXXWVOXbdddcJQUFBQlVVVSuegi4G3BORiNpEIpE0WldRUQFXV1dIpVJs3rwZgiBg0qRJVu3Gjx8PmUyGjRs3NjmuyWRCTU0N3N3dmxVHRUUFAFi1J7pYdJU51hi1Wg0A0Ol0zWpP1NV0pTkmCAIWLFiA/v37Y+HCha14GqKuqSvNM6LuqCvMsdLSUqxYsQIPPPAAtFotAMBoNLb2kaiLYhKRiDrEjh07cOLECUyZMgUAkJKSAgCIjo62auvk5ISgoCAkJyc3Oe6yZctQU1MjjmuP0WjEd999BycnJ4waNaqFT0DUtXWFOWY2m7Fy5UpotVqMHDmyhU9A1LU5Yo59+umn2LlzJ7766iu7/yAk6i4c+b1Mr9fDbDa3MnKii0NnzrHNmzfDYDBg2rRpeOuttxAWFgaFQgEPDw/cd999KC0tbZ+HIodiEpGI2l1NTQ3uuOMOqFQqPPvsswAgnsTl4+Njs4+Pjw8KCwvtjpuXl4dHHnkEnp6eWLRoUZNxvPTSS0hOTsajjz4KT0/PFj4FUdflyDkmCAIKCgqwc+dOXHvttdi8eTPee++9Ru9LdDFyxBw7efIknnjiCbzwwguIiopqh6cg6toc9b1s586dUKvVUKvVUCgU6NWrF55//nlUVla28YmIupbOnmPHjh0DAHz88cf45ptv8L///Q8bNmzA9ddfj48//hiTJ09GXV1dezwaOZDc0QEQUfezcOFCJCcn47333kNsbCyA+m9iAKBSqWz2UavVqK6ubnRMs9mMG2+8EQUFBVi5ciW8vb3txrBx40a8/PLLGDp0KP773/+28kmIuiZHzrGUlBT06tULAKDVarF06VLMmzevLY9D1OV09hwTBAG33347YmJi8Oijj7bjkxB1XY74XjZ//nwsWLAAPj4+kEgkOH36NH777Te8+OKL+OWXX7Bjxw64ubm1zwMSOVhnz7G8vDwAwLp163Do0CFxLk2aNAlqtRrvvvsuvvrqK27XcZHjSkQialeff/45li5diptuugkPPfSQWN7wjaqxfTEMBkOj38wAYPHixdi0aRP+85//YObMmXZjOH36NG666SZ4e3vjt99+g0KhaPmDEHVRjp5joaGh2LRpE7799ltMmzYNt9xyC+bPnw+TydS6ByLqYhwxxz766CPs2LEDX3/9NWQyWdsfgqiLc9T3sttvvx3z5s3D1KlTMWXKFCxYsAB//fUXlixZgsTERLz++uttezCiLsIRc6xhzPvvv98qGf/www8DAFavXt3CJ6Eux3FnuhBRd7N27VpBLpcLI0eOFGpqaizqnn76aQGAsHfvXpt9Y2JiBH9/f5t1X3zxhQBAmD17tt0TwgRBEEpLS4W4uDhBo9EIu3btat2DEHVRXWGOXWjx4sUCAOGjjz5qUT+irsgRcyw3N1dwcnISHn30UaGkpMTiz0cffSQAEH7//XehpKTEKiaii1FX/F4mCIIQFhYmDBgwoMX9iLoaR82xhrF37txps79WqxWio6Nb+DTU1XAlIhG1i0OHDmHu3LkIDw/HmjVrxBNbG0RGRgIA0tPTrfqaTCZkZGTY3ANq7dq1WLhwIUaOHInvv//e7kbzdXV1mDVrFpKSkvDjjz9i+PDhbXwqoq6jK8wxW2677TYA9ZtpE13MHDXHcnJyUFVVhXfeeQfu7u4Wf+677z4AwJVXXgl3d3e89tpr7fW4RA7RVb+XAYC/vz9qa2tb3I+oK3HkHPPz8wMAm2+BCYIAo9EIpVLZqueiroNJRCJqs4yMDEyfPh0ajQZr1661eYjJ6NGjAQDbtm2zqtuzZw9qamrENg0OHjyIa6+9ttFvgucTBAG33XYbNm/ejHfffbfJV56JLiZdYY41Riqt/1FCr9e3uC9RV+HIORYZGYnNmzfb/PPkk08CAN59911s3rwZt956azs8LZFjdOXvZdXV1UhKSkJcXFyL+xJ1FY6eY8OGDRPbX+jYsWOoq6tDnz59Wvxc1MU4eikkEV3cSkpKhNjYWEGj0Qi7d++223bEiBGCm5ubkJ2dbVF+1VVXCTKZTEhMTBTLTp06Jfj5+Qne3t5Campqk3E89dRTAgDh0Ucfbd2DEHVRXWGOffHFF8KqVats1i1atEgAIHz44YfNfCKirqUrzLHGfPPNNwIAYfPmza3qT9RVdIV5tm3bNuH06dNW5WazWbjrrrsEAML69etb8FREXUdXmGNms1mIjY0VIiMjhZKSErHcZDIJ11xzjQBAWLduXcsfjroUns5MRG1y4403IjExEXfddRcKCgrwxx9/WLUZMWIEPD098cEHH2Ds2LEYPXo0Hn/8cbi7u+Onn37CmjVrsHjxYvHEVwC4/PLLkZubi8WLFyMpKQlJSUlW406cOBEajQbLly/Ha6+9hsjISIwfP95mDMHBwejXr1/7PjxRJ+gKc0wul2PWrFkYOnQoZs6ciR49eqCyshKrVq3CmjVrMHbsWNx5550d+nUg6ihdYY4RdXddYZ5t2rQJ//vf/zBz5kyMGzcOfn5+KCoqwldffYXdu3dj8eLFmDx5cod+HYg6SleYYxKJBF988QUmTpyI4cOHY9GiRdDpdPj222+xdu1a3HXXXZgyZUqHfh2oEzg6i0lEF7fQ0FABgN0/56+gOHLkiDBjxgzBzc1NUKvVwoABA4RvvvnGatymxgQgnDx5UhAEQXjuueeabHvLLbd0yteDqL11hTkmCIKwa9cu4bbbbhMiIyMFtVotaDQaoX///sKbb74p6PX6jv9CEHWQrjLHbOFKROouusI8q6mpEd555x1h5MiRgru7uyCTyQQPDw/hiiuu4Ooouuh1hTnWYN++fcIVV1wheHh4iGN//vnnHfsFoE4jEQRBaE6ykYiIiIiIiIiIiC5NPFiFiIiIiIiIiIiI7GISkYiIiIiIiIiIiOxiEpGIiIiIiIiIiIjsYhKRiIiIiIiIiIiI7GISkYiIiIiIiIiIiOxiEpGIiIiIiIiIiIjsYhKRiIiIiIiIiIiI7GISkYiIiIiIiIiIiOxiEpGIiIiIiIiIiIjsYhKRiIiIiIiIiIiI7GISkYiIiIiIiIiIiOxiEpGIiIiIiIiIiIjsYhKRiIiIiIiIiIiI7GISkYiIiIiIiIiIiOxiEpGIiIiIiIiIiIjsYhKRiIiIiIiIiIiI7GISkYiIiIiIiIiIiOz6f7PVcpxiUiaYAAAAAElFTkSuQmCC&quot; alt=&quot;NVIDIA (NVDA) 5년 주가 &amp;mdash; 1년 저점 $87 &amp;rarr; +132% 회복&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;엔비디아(NASDAQ: &lt;b&gt;NVDA&lt;/b&gt;)는 AI 가속기 시장 점유율 80~90%를 장악한 사실상의 독점 사업자다. 2026년 4월 22일 종가 &lt;b&gt;$201.14&lt;/b&gt;, 시총 &lt;b&gt;약 4.92조 달러&lt;/b&gt;(원화 약 6,800조 원). 2025년 10월 사상 최고 &lt;b&gt;$212.19&lt;/b&gt;(시총 한때 5조 달러 돌파) 대비 &lt;b&gt;-5%&lt;/b&gt; 수준에서 거래 중. 1년 저점 $86.62(2025.4)에서 &lt;b&gt;+132%&lt;/b&gt; 회복한 상태다. FY2026(2025.2~2026.1) 매출 &lt;b&gt;$215.9B&lt;/b&gt;(+65% YoY), Free Cash Flow &lt;b&gt;$96.7B&lt;/b&gt;, 영업이익률 &lt;b&gt;60%대&lt;/b&gt;로 사상 최대 펀더멘털을 갱신했다. 시장의 핵심 질문은 단 하나 &amp;mdash; &quot;이 모멘텀이 얼마나 더 가는가, 어디서 깨지는가&quot;. 이 글은 비즈니스 모델&amp;middot;경쟁 구도&amp;middot;시나리오별 목표가까지 데이터 위에서 정리한다.&lt;/p&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;미리 알아둘 용어&lt;/b&gt;&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;NVIDIA (NVDA)&lt;/b&gt;: 1993년 설립, 본사 캘리포니아 산타클라라. GPU 설계 전문 팹리스. TSMC가 생산.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Data Center&lt;/b&gt;: AI 학습/추론용 GPU&amp;middot;네트워킹 매출. FY26 전체 매출의 &lt;b&gt;약 88%&lt;/b&gt;.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Hopper (H100/H200)&lt;/b&gt;: 2022~2024년 주력 AI GPU. H200은 메모리 강화 버전.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Blackwell (B200/GB200/B300)&lt;/b&gt;: 2025~2026년 주력. GB200 = Blackwell GPU 2개 + Grace CPU 1개 결합 슈퍼칩. NVL72 랙(72 GPU + 36 CPU)이 표준 구성.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Rubin / Vera Rubin&lt;/b&gt;: 2026 하반기 출시 예정 차세대 플랫폼. GPU=Rubin, CPU=Vera. NVL144 랙.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Rubin Ultra&lt;/b&gt;: 2027 하반기, NVL576 랙(576 GPU). FP4 기준 15 ExaFLOPS.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;HBM (High Bandwidth Memory)&lt;/b&gt;: GPU 옆에 적층한 고대역폭 메모리. SK하이닉스&amp;middot;삼성&amp;middot;마이크론 3사 과점.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;CUDA&lt;/b&gt;: 엔비디아 GPU 전용 병렬 컴퓨팅 플랫폼. 20년 누적 개발자 생태계 = 최강 해자.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;NVLink/InfiniBand&lt;/b&gt;: GPU 간 초고속 통신망. Mellanox 인수(2019)로 확보.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Hyperscaler&lt;/b&gt;: 마이크로소프트&amp;middot;구글&amp;middot;메타&amp;middot;아마존 등 거대 클라우드 사업자. NVIDIA 매출의 &lt;b&gt;40%+&lt;/b&gt; 차지.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;ASIC&lt;/b&gt;: Application-Specific IC. 특정 워크로드 전용 칩. Google TPU, AWS Trainium, Meta MTIA 등.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Sovereign AI&lt;/b&gt;: 각국 정부가 자국 데이터로 자국 AI 모델을 학습하기 위한 GPU 클러스터.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Physical AI&lt;/b&gt;: 로봇&amp;middot;자율주행&amp;middot;산업 시뮬레이션 등 물리 세계와 상호작용하는 AI.&lt;/li&gt;
&lt;/ul&gt;
&lt;/blockquote&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;1. 비즈니스 모델 &amp;mdash; Data Center 88%의 단일 사업화&lt;/h2&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;1-1. 핵심 지표 (FY2026, 회계연도 2025.2~2026.1)&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;항목&lt;/th&gt;
&lt;th&gt;수치&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;총 매출&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$215.9B&lt;/b&gt; (+65% YoY)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Q4 FY26 매출&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$68.1B&lt;/b&gt; (+73% YoY, +20% QoQ)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;영업이익률 (Non-GAAP)&lt;/td&gt;
&lt;td&gt;&lt;b&gt;약 65%&lt;/b&gt;, GAAP 60.4%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;영업이익 (추정)&lt;/td&gt;
&lt;td&gt;&lt;b&gt;약 $130B&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Free Cash Flow&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$96.7B&lt;/b&gt; (+59% YoY)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;순현금 보유&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$60B+&lt;/b&gt; (제로 부채에 가까움)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;직원 수&lt;/td&gt;
&lt;td&gt;&lt;b&gt;약 36,000명&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Q4 데이터센터 매출&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$62.3B&lt;/b&gt; (+75% YoY, 전체의 &lt;b&gt;91%&lt;/b&gt;)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;본사&lt;/td&gt;
&lt;td&gt;미국 캘리포니아 산타클라라&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;참고로 &lt;b&gt;Accenture&lt;/b&gt;는 매출 $69.7B에 직원 78만 명, &lt;b&gt;NVIDIA&lt;/b&gt;는 매출 $215.9B에 직원 3.6만 명. &lt;b&gt;인당 매출 600만 달러&lt;/b&gt; 수준 &amp;mdash; 인류 역사상 가장 자본 효율적인 회사 중 하나다.&lt;/p&gt;
&lt;/blockquote&gt;
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alt=&quot;NVDA 5년 매출 + 영업이익률 &amp;mdash; FY24부터 AI 붐 폭증&quot; /&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;1-2. 매출 세그먼트 (Q4 FY26)&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;세그먼트&lt;/th&gt;
&lt;th&gt;Q4 매출&lt;/th&gt;
&lt;th&gt;비중&lt;/th&gt;
&lt;th&gt;YoY&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Data Center&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$62.3B&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;91%&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;+75%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Gaming&lt;/td&gt;
&lt;td&gt;$3.7B&lt;/td&gt;
&lt;td&gt;5%&lt;/td&gt;
&lt;td&gt;+47%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Professional Visualization&lt;/td&gt;
&lt;td&gt;$1.3B&lt;/td&gt;
&lt;td&gt;2%&lt;/td&gt;
&lt;td&gt;+159%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Automotive&lt;/td&gt;
&lt;td&gt;$0.6B&lt;/td&gt;
&lt;td&gt;1%&lt;/td&gt;
&lt;td&gt;+6%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;OEM/기타&lt;/td&gt;
&lt;td&gt;$0.2B&lt;/td&gt;
&lt;td&gt;&amp;lt;1%&lt;/td&gt;
&lt;td&gt;&amp;mdash;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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&quot; alt=&quot;NVDA 매출 91%는 Data Center &amp;mdash; 사실상 AI 반도체 단일 종목&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;rarr; &lt;b&gt;데이터센터 단일 사업화가 완료된 상태&lt;/b&gt;. Gaming은 한 자릿수 비중으로 축소, Auto는 미미. 결국 NVIDIA = 하이퍼스케일러 CapEx의 직접 함수.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;1-3. 데이터센터 내부 분해 (추정)&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;구분&lt;/th&gt;
&lt;th&gt;Q4 매출&lt;/th&gt;
&lt;th&gt;비중&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;Compute (H100/H200/B200/GB200)&lt;/td&gt;
&lt;td&gt;약 $52B&lt;/td&gt;
&lt;td&gt;84%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Networking (NVLink/InfiniBand/Spectrum)&lt;/td&gt;
&lt;td&gt;약 $10B&lt;/td&gt;
&lt;td&gt;16%&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Networking은 Mellanox 인수(2019, $7B)의 결실. Blackwell NVL72 랙에서 &lt;b&gt;GPU 1개당 NVLink 트래픽이 H100 대비 18배 증가&lt;/b&gt; &amp;rarr; 네트워킹 매출이 GPU 매출과 동반 폭증하는 구조.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;1-4. 지역별 매출 (FY2026)&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;지역&lt;/th&gt;
&lt;th&gt;매출&lt;/th&gt;
&lt;th&gt;비중&lt;/th&gt;
&lt;th&gt;비고&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;미국&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$149.6B&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;69%&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;FY25 대비 매출 비중 점프 (Singapore 재분류)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Taiwan&lt;/td&gt;
&lt;td&gt;$42.4B&lt;/td&gt;
&lt;td&gt;20%&lt;/td&gt;
&lt;td&gt;TSMC/Foxconn 등 ODM 인보이싱&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;China&lt;/td&gt;
&lt;td&gt;$19.7B&lt;/td&gt;
&lt;td&gt;9%&lt;/td&gt;
&lt;td&gt;H20 등 다운그레이드 칩 (정치 변수)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Singapore&lt;/td&gt;
&lt;td&gt;$0&lt;/td&gt;
&lt;td&gt;0%&lt;/td&gt;
&lt;td&gt;회계 재분류 (FY25 $23.7B &amp;rarr; 0)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Other Americas&lt;/td&gt;
&lt;td&gt;$4.3B&lt;/td&gt;
&lt;td&gt;2%&lt;/td&gt;
&lt;td&gt;&amp;mdash;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;rarr; &lt;b&gt;미국 내 인보이싱 비중 69%&lt;/b&gt;지만, 실제 최종 사용 지역은 클라우드 글로벌 리전 기준 분산. &lt;b&gt;중국 매출 9%는 정치 리스크 캡&lt;/b&gt; 역할.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;2. 1년 주가 흐름 &amp;mdash; 무엇이 +132%를 만들었나&lt;/h2&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;시점&lt;/th&gt;
&lt;th&gt;이벤트&lt;/th&gt;
&lt;th&gt;주가&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;2025.1.27&lt;/td&gt;
&lt;td&gt;&lt;b&gt;DeepSeek R1 충격&lt;/b&gt; &amp;mdash; 단일일 -17%, 시총 $589B 증발 (역사상 최대)&lt;/td&gt;
&lt;td&gt;$118&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;2025.4.15&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;H20 수출 라이선스 부과&lt;/b&gt;, 트럼프 관세 패닉&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$86.62 (52주 저점)&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2025.7&lt;/td&gt;
&lt;td&gt;&lt;b&gt;트럼프, H20&amp;middot;MI308 라이선스 승인&lt;/b&gt; (정책 반전)&lt;/td&gt;
&lt;td&gt;$173&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2025.11.20&lt;/td&gt;
&lt;td&gt;&lt;b&gt;사우디&amp;middot;UAE 향 수출 허가&lt;/b&gt; (sovereign AI 본격화)&lt;/td&gt;
&lt;td&gt;$190&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;2025.10&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;사상 최고 $212.19&lt;/b&gt;, 시총 일시 &lt;b&gt;$5조&lt;/b&gt; 돌파&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$212&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2025.12&lt;/td&gt;
&lt;td&gt;H200 중국 수출 허용, 단 매출의 &lt;b&gt;25% 정부 환수&lt;/b&gt; 조건&lt;/td&gt;
&lt;td&gt;$186&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;2026.1.5&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;CES &amp;mdash; Vera Rubin 플랫폼 발표&lt;/b&gt; (2026 하반기)&lt;/td&gt;
&lt;td&gt;$190&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2026.2.5&lt;/td&gt;
&lt;td&gt;Blackwell B200/GB200 양산 진입&lt;/td&gt;
&lt;td&gt;$195&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;2026.2.25&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;Q4 FY26 어닝 비트&lt;/b&gt; ($68.1B vs 컨센 $65B), 데이터센터 +75%&lt;/td&gt;
&lt;td&gt;$200&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2026.3.18~21&lt;/td&gt;
&lt;td&gt;&lt;b&gt;GTC 2026&lt;/b&gt; &amp;mdash; Cosmos 3, Isaac GR00T N1.7, Physical AI Blueprint&lt;/td&gt;
&lt;td&gt;$178&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2026.4.22&lt;/td&gt;
&lt;td&gt;&lt;b&gt;현재&lt;/b&gt; $201.14, 시총 $4.92T&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$201&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;rarr; 1년간 &lt;b&gt;저점 $86 &amp;rarr; 고점 $212 &amp;rarr; 현재 $201&lt;/b&gt;. 변동성이 크지만 펀더멘털(+65% 매출 성장)이 주가를 끌어올린 패턴.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;3. 밸류에이션 &amp;mdash; PEG 0.63, 의외로 비싸지 않다&lt;/h2&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;항목&lt;/th&gt;
&lt;th&gt;값&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;현재 주가&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$201.14&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;시가총액&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$4.92T&lt;/b&gt; (약 6,800조 원)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;52주 최고/최저&lt;/td&gt;
&lt;td&gt;$212.19 / $86.62&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;PER (TTM)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;41.3x&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Forward PER (FY27)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;24.0x&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;PEG Ratio&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;0.63&lt;/b&gt; (1.0 미만 = 성장 대비 저평가)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;PSR&lt;/td&gt;
&lt;td&gt;약 23x&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;EV/EBITDA&lt;/td&gt;
&lt;td&gt;약 30x&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;배당수익률&lt;/td&gt;
&lt;td&gt;약 0.02% (사실상 무배당)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;12개월 컨센서스 목표가&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$265~268&lt;/b&gt; (+32~33%)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;분석가 등급&lt;/td&gt;
&lt;td&gt;63명 중 절대다수 Buy/Strong Buy&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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pwEAf/75p8YFQnv16iUmmU6cOIGkpCSlBFJCQoLC9CN1U+W+ZcyYMdi1a5dYX2fFihUqk0wXLlwQP5F1c3NDy5YtxRFX7u7uWLNmTaan5KhiYWGBqlWrwsfHB4DiG7WclvZN5ter9qiTutJbRnh4eIj/V/WclyxZEg0bNsSNGzcgl8tx8eLFDL2RGD9+vMopH5kZiZQqvWmfd+7cwcyZMxUSTP369VNIYqjaJ1X16tVhYWGh1MfJyQmPHj0CAPj4+Oh0kmnHjh1iUi3Vr7/+isaNG6NUqVJKiwQcOHBAYSTMt/zxxx/Yvn27+P3XSbusUJWwTE+tWrXEUTCZERsbix49eohF9Fu1aoXBgwdn6BhpR3QULVpUZZ+iRYuKSabIyEil7XK5HDNnzhS/nzdvXoaSTN7e3uL/c6JIvyaPMe3ov4yMcknbV12Cu3jx4pk6NpBSXyv155vTLl26hL59+6qc0rl3715Mnz4dmzZtUjlFLS9ISEhQmF5YokQJDBs2TMtRERExyURElKt69uyJyZMnIzAwEN7e3vD09ISLi8s393N1dYWNjQ3CwsLw5csXXLp0SWkpcA8PD0RFRQFIeQPRsmXLTMc5dOhQMcnk7e2NqKgopTf7aacpdO/eHQYGBujcuTN2796NkJAQXLp0CW3bts10DKqkLY5sZmaWrcdOz5cvX8T/59TKbbGxsQgICBC/TzuKKa169eqJIw9SEy2aio+PF6dT5pTIyEgcP34cW7duVSpe3qdPH+zYsSPd5GPqtA8gpT6RKmnb0/bXNS9evMDEiRPF7ytVqoRnz54hIiICHTp0wNWrV5WWLPfx8dEoySSXyzFp0iSlZOfIkSNRrFgxtVPMypQpo/A6zCv8/PzQv39/MUlVtmxZ7N+/P93X0rx58zBjxgyFNnt7e3z+/BkAVD7O5ORkPH/+XPzezs4u68Gn8ezZM4U6dlu2bMn2ESdpkzwBAQEqC+2nLQheokQJjY+d9vlQ9zpJW7MrI8fOTe/fv0eXLl3E+2Hv3r3RtGlTGBgYwNfXFzt27EBkZCT69esHBwcHlffjNm3aiIXhU5N5d+7cwaxZs9SeN7M1yr4WGRmJrl27KoxA/fDhAxYsWIBZs2bBxcUFR48eFbfNmDED/v7+2XJuIqJvYZKJiCgXGRkZYcKECWLR6sWLF2uUZDIwMEC3bt3w999/A0iZFvd1kintVLkePXpkaRRR2hEKMpkMDx8+VJhykZCQgOPHjwNIGWGUmkzq3r07du/eDSAlCZWdSaZ3797hwYMH4vfqismeOnUKT548UXsce3v7DBVGTUxMVCimnl0r533t7du34upWpqamaos/p62l9fXy4d/So0cPldNbDhw4II4Qy6jo6Gjcv38fN2/ehIeHB7y8vNSOjNq3bx8uXLiA9u3bo23btnByclKKJzo6Wvy/ukRi2nZVI010QUBAAFxdXcX4nZ2dcfr0aTRt2hT379/H+/fv0aBBA+zduzfD11FAQAAGDBggjiCTSqUYPnw4Nm3ahJiYGHTs2BEzZ87E9OnTMzSlFkhJZicmJmZon1SZWUnt7du3WLRoEbZu3SoWNa9SpQo8PDzUjtJJT5s2bcTk7ObNmzF06FCFOlbLly8Xk1D6+voq7896enoKU6Osra01Pv/XheqvXr0KHx8fhRp0WdWkSRMUKlQIkZGRCA8Px9atW/Hzzz+L2yMjIxXqJH39uyQ9rVu3Fv9/+/Zt/PvvvwoLKSQlJSnUd8pKEerevXtnqGZVRl5fBw8eFBNM/fv3V1o5zs7ODvPmzUNycjK2b9+uMsk0YMAA9OvXT6EtODhYHK2cUx4+fIgffvhBrLmkr68PfX19xMfHY/bs2Xj37h3WrVuHrl27ivtkZmQtEVFmMclERJTLRowYgYULFyIiIgLnz5/HvXv3NFolrFevXmKS6fjx49i4caP45igpKQknTpxQ6JsVXxcFDw0NVfj+zJkz4ptjNzc3sSBqu3btYGZmhpiYGBw9ehQbN25UWy8lIz59+oS+ffuKI5nKlSundoW4P//8M91jOTs7f/ONjyAIYvJk7ty54nQmc3NztbWEsip1FBoAlVPEUqVd7S/tPppwdXWFq6srPn78iAcPHuD+/fsYMWIE/Pz8MpxkWrhwIXbu3Innz5+LybG0DA0N0aNHD7i4uGDnzp1ibZbQ0FDs3r1bTEZaWlpiwoQJYgHmtMV1v14pTVV7Ti0Bn5MuX76MXr16iddVqVKlsHv3bpiZmeHcuXNo1aoVHj9+jLCwMLRv3x4DBw7EokWLvjmqJiYmBsuWLcOSJUsQGxsLIOX53L59O/r06YPatWtjxIgRkMvlmDt3Lg4dOoSFCxemu5pdbGxstk1NjY+PFxPABgYGqFChgsp+UVFROHPmDHbv3o0zZ86I9YWAlET2pk2bVBb918T48eOxefNmxMXF4e7du2jRogUGDhwIExMTnDt3Dvv27RP7Dh06VG0iq2zZshk+t0wmw7Zt25TaJ02aBE9PT40WgtCEiYkJpkyZgunTpwNI+Z1z48YNODk5ITQ0FJs3b8a7d+8ApIx6TVvj6lsqV66Mnj174uDBgxAEAR06dMD06dPRsGFDBAUF4a+//hKTeLa2thk69teGDBmidvGKrEq7wp+q13/aAvyp11JGSaXSdBOhGb13JSQkYNGiRVi8eLGYyDcyMsLBgwehr6+Prl27IikpCVu2bMGtW7ewfft21K1bN1OxExFliUBERDkKgPiVatq0aWJb7969xfYyZcqI7a9fv1Y4jkwmE4oVKyZuv3DhgrjtzJkzYnvx4sWF5ORkhX1fv36tEMe7d+/SjTkpKUmh/549exS29+rVS9zm7u6usK1Hjx7ithMnTmj0HAmC4vM0Y8YM4e+//xYWLFggDBw4UDA1NRW3SaVS4dSpU2r3/daXs7Ozwr5pn/P0voyNjYXjx49r/HjS2r59u9rzp7p69arYp1SpUmqPtXXrVrFf69atxfalS5eK7XZ2dsKQIUOEIUOGCH379hU6deokNG/eXKhZs6ZgY2Oj9FoYOHCg+P3s2bM1ekxeXl5Kz5Genp7QokULYc2aNUJQUJBC/4cPHwq///67ULlyZYV9DAwMhKdPn4r91q5d+83nasKECWKfAQMGKGxLe+yvryFtS0xMFEaMGCFIJBIxxhIlSgiPHj1S6BcSEiK0a9dO4bFs3LhREARBcHZ2Ftu2b98u7rN8+XKhcOHCCvuUKVNGuH37tsKxd+3aJRgZGYl9ihQpIhw8eFBhn7SuXLmSoetL06+vz5PWiBEjlPqXL19e2Lt37zef47Sv5Xnz5qnsc+jQIcHAwCDd+Jo2bSrExMSI+6S9h+rp6X0zDlVWrlwpHsPW1lbhfr5u3TqV+2T29ZycnKxwn1b1ZWVlJVy/fl1hv7Q/b3U/o7CwMKFWrVrpHtvc3Fy4evWqwn6tW7dW+dpNK+1x0/6Oy253794VpFKpAEAwMjISlixZIty8eVO4ffu2sGbNGsHCwkKMI+19P+31t2vXLqXjnj17VqPXuCrqnnu5XC6sX79eKFmypMJzXKpUKeHmzZtivzNnzghmZmbidqlUKixfvlwpbnXPPRFRdmGSiYgoh6X9ozBVUFCQYGxsLL5hefnypSAI6SeZBEEQRo0aJW4fPny42P7TTz+J7ePGjVPaL6NJptDQUIX+58+fF7dFR0eLSR9TU1OFN2KCIAj79u0T9+vbt68mT5EgCJoliszMzITdu3enu++1a9c0PqcgaJZkatOmjXDr1q0MHTctTZJMt27dUngDqs769evFfm5ubmJ72iSTpl9SqVT4+PFjppJMgiAIQ4YMEdq3by9MmzZNOHXqlBAREaHRfgEBAcK2bduEkSNHCkuXLlXYlvaNVpEiRVTu37ZtW7HPkiVLFLZl5E35Tz/9JOjp6WX7V4UKFdSec9WqVWKSqWnTpsLHjx9V9pPL5cK6desEGxsbYerUqWK7ujeLFy9eFPT19QUgJXE3efJkISoqSuWx79y5I1SvXl2QSCTCuXPnhGvXrql9Y6yNJFN8fLxQv359QSKRCE2bNhV27NghJCUlqe2fliZJJkFIud5atWqlkPADINjb2wsLFiwQEhISFPpnNcn07t07wdraWjzGunXrhB07dijc27y9vZX2y8jr+WtyuVzYtm2bUK1aNYXjmJubCwMGDFB5PE2STIKQ8ntgwoQJgomJidI9xc3NTSFxnCqjSaaMfjVt2jRDz8/y5cvFRJO6r4kTJyrso40kkyAofjAFpCTXw8LClI7x8OFD8eddvnx5ISQkRCluJpmIKKdxuhwRkRYUK1YMgwcPxoYNG5CcnIxly5Zh/fr139yvV69eYr+jR49i/fr1kMvlYn2k1D5ZlbZwK6BYSPbUqVPi9IHixYtj8+bNCn3TTuE6ceIE4uLiYGJikulYLC0t4eDggHbt2mHUqFEKsWS3IUOGiEuyT5s2DaGhoTA0NMT69etV1jLKTmmnyKU3DS5tDaK0+xgbGytM8QBSpiSZmZnB3Nwc5ubmsLCwQKlSpeDg4IDatWujSZMmSvtkhKqV6jRRpkwZDB48WOXKYPXr14eJiQni4uIQGhqqVPPly5cvCqvVOTs7ZyoGIGXltQkTJmR6f3XSmyL6yy+/wM7ODiEhIRg5cqRSQeZUEokEo0aNwo8//qjRz6h169ZYu3atuLJjlSpV1PatU6cO7t69ixs3bqB58+biUvaqODs7q5y2uGTJEnE61pAhQxReC9HR0Qqvzfj4eKUacelNDTMyMsLJkyeRmJiotvi7Ops2bcLatWvF46jToEEDXLp0CaGhoXj69ClkMhns7e3FQs7ZKSEhAd27dxdrPVWrVg0///wzDAwMsH//fpw7d06slXX16lVUrVo1W84rkUjE6ywkJASBgYEwMTFBmTJlMlyL62tmZmZYvnw55s+fj5YtW4oLRWzcuFGh/lNeNmHCBLRq1Qpr166Fl5cX3r17B7lcDnt7ezRt2hQjRoxA8+bNFfYxNDQUX1fZuXrqtyxcuBDv37/Hs2fP8Oeff6q971WvXh137tzB6tWr4ebmhiJFiuRajEREqZhkIiLSkt9++w2bN28WC4vOmTPnm/s0a9YMxYsXx8ePHxEcHIxr164hKSkJYWFhAFLevKcmSbLiypUr4v9tbW0V3vSkXVXuxYsX6b5Jj46OxqlTp/DDDz9k6PzXrl3L0JLg2cXFxUUs5BoWFoapU6ciMTERY8eOxdmzZ3P03KVLl4ZEIoEgCIiNjUV4eLjKWiFpVxZLWxR3zJgxGDNmTI7GmKps2bIZLjr+LfXq1YOPjw/Mzc3RrVs37NmzBwAwefJkXLp0SaxfMnXqVMTFxQFIKQDdsGHDTJ+zRIkSWln9qmfPnmq3PX36FI8ePUJgYCBiYmJgaGgIS0tLVKxYEbVq1cKsWbPEFaq+LkI/fPhwDB8+XOmYycnJePjwIR49eoTQ0FDExsbC1NQURYoUwb1792Bvb49JkyYBUK5PI5FIFApjP3v2DHK5XLznACnL1Kcttv91DZsXL15AT08PNjY2GhfrTq0/FRAQgHLlymm0z9dUrS73tSJFiuToG/HExET06NFDTMKYmJhg//79YpJnz549qF+/Pl6/fo2wsDC4uLjgwIEDWVodVJWiRYtmqlD6t5iamiokFLOavOrdu7fKe3/aYuJ9+vRReW9UV+MrPaampmjatCmaNm0KOzu7bxZB79mzJ2rWrAkgpT5VZsnlcrx9+xZPnz7F/fv3ERwcDDc3t3T32b59u0aJLUNDQ/z6668KbZ6enpmOlYgoo5hkIiLSknLlyqFXr17Yu3cv4uPjsWnTpm/uI5VK0bNnT3GlmKNHjyqMMujZs2eWi8cmJSUprDzUvXt3cbRFZGRkhpMt+/fvz3CSKS8YPXo0li5dirCwMJw7dw5HjhxBt27dcux8pqamKFu2rDiKzNfXF23atFHq5+vrK/5f3YiHxMREccSTgYFBlkYracPcuXNx+PBhxMfH47///kPt2rXRunVrPHjwQGHUzbeKvOuKyMhILF++HNu2bRMLMqtiZGSEtm3bYurUqQqrPaoTGBiIRYsWYe/evUrF+9MqUqQI+vTpg6lTp35zpGDNmjWVVg90d3dXWN3ya9WrVwcATJkyBYsXL/5m3LklIiICnz59ApBy/WV01JQmx+/Zsyc8PDwApNy/t2zZIj4fQEpS79y5c2jZsiU+fvyIkJAQtGnTBmvWrMHIkSMzfM5nz54prf6XnJyM5ORkJCQkIC4uDnFxcYiKisLnz5/x+fNnBAcH4+PHj/jy5Qt+//33rD1opBSgj4iIQEREBD5+/IgPHz4oPOb0TJ06VWV72iTT77//rvHxvsXLy0sceeXs7PzNJJO7uzvOnz8PAKhdu3a6hbWDgoLEwuWCICA+Ph6xsbEIDg5GcHAwZDKZ2Ldy5crfTDKlTTDNnDlT7cII3/LDDz+oXC2PiCi7MMlERKRFU6dOFZe0PnjwoEb79OrVS0wyXbp0SWGVnOyYKjdu3Dgx0WFhYaHwpuPYsWPiG8wqVarg8ePHKo/h5+eHGjVqAEhZiS4qKirdFdPyInNzc0yaNEl8/OPHjxdXz8spbdu2FZONR48eVUoyffjwQRwRIZFI1K68dOTIEfTp0wcA0LRp03SnQ2XGwIEDFUayqPLy5UucO3cOQMoorc6dO6fbP+2orAoVKmD37t3o3bs3ZDIZnj59Ki7XnWrGjBn47rvvMvkI8o6AgAC4urri5cuX3+ybkJCAkydP4tSpU/jjjz/SHaXj7e0NNze3dJNLqUJDQ7FmzRrs2bMHJ06cULtyY16gaqRWWleuXMGzZ880OtahQ4fEBENOXCc9evTAxYsXAaRcr3///Tf69u2r1K9SpUq4cuUK2rdvj9evX8Pa2jrTIznbtm2b6VGG6d3brl69qnKluOTkZIXzqZsG+9dff2UqptwUFBQkrnqpTmpSUhPx8fG4dOmSRn0zOppu6dKlSsleTVWpUoVJJiLKUUwyERFpUY0aNdCxY0ecOXMGfn5+6dZySdW4cWOUKVMGb968gZ+fn9heoUKFLP3h+P79e0yYMEEckSCRSLBq1SqF6URpp8qlJjFUqV69OqpVqwZ/f3/Ex8fj+PHj4jQ0XTJ27Fj89ddfCAsLw7t37zBv3rwcHYnRv39/Mcm0bds2/Pzzz6hTpw6AlE/CJ02ahOTkZACAq6sr7O3ts+W8O3bswI4dOzTuP3fu3G/2cXd3F5NMjo6OYp0cTXXv3h23bt3CrFmz4OHhgcTEREgkEjRs2BBTp05F165dM3S8vGrgwIFigsnW1hYTJ05EmzZtUKFCBZibmyMpKQmBgYHw9fXFli1bcPbsWQiCgJkzZ6Jp06Yqp1XJZDL07NlTTDBVrFgRkyZNgouLC0qXLg1jY2PEx8fjzZs38PLywvLly/H8+XOEh4ejR48eCAgIUFvPKG1SWxPjx4/HqlWrMvisqLdx48Z0tw8aNEjjJFNGlC1bFoIgZGifffv2oVevXrh9+zb27NmTbqK1UqVK8PX1xejRozF16lQxSZ8bJBIJbG1t061HFRkZCX9//0yfI+2onbzqyZMn6N+/f5aOYWZmpjRtTyKRwNDQEMbGxrC2toatrS3s7e1Rvnx5ODg4oFq1aihevDintBFRvsEkExGRlk2dOhVnzpwBAKVpDur07NkTS5cuVWjLyCimffv2wdraGgkJCQgODoa3tzcuX74sDr/X19fHqlWrFD6RDg8PFz+VB9JPMgEptTVmzpwJICU5lVtJplOnTinUh1HF2dkZDg4O3zyWubk5Jk6cKBY4Xr58OQYOHAhHR8dsifVrTZs2RY8ePeDu7o6EhAS4uLhg5MiRKF68OI4ePSq+CTEwMMCSJUtyJIa8pE6dOjh58qRYA8jS0lKjRKyuCAkJwdWrV8XvL126hGrVqin0MTIyQpkyZVCmTBl069YNXbp0wYkTJwCkJPJUJZnu3LmDt2/fAkiZBnbz5k3Y2Ngo9DE1NYWjoyMcHR3Rq1cvlClTBlFRUQgMDMS///6LVq1aqYy5ZMmSGUo0xcTEaNw3vylSpAg8PDzw4cMHjabiWVtbiyNbM2v69OmIiIgQv5dIJNDT04NUKoWxsbG4EIClpSUKFy6MwoULo1ixYuJ1pS7RUaxYMbRr107huFKpFPr6+jA0NISJiQlMTU1hbm4Oa2trFClSBEWLFkXx4sVRsmRJ2Nvbi9MG0/L09Mxw/SlNEnBr1qzJtRp1aTVv3hwvXrzI8fNkNNnr4uICLy+vHIqGiEgRk0xERFrWvHlzNGnSBP/995/G+/Tq1StLSabJkyer3da0aVOsXbsWtWvXVmg/fPiwmISqV6/eN5M0aZNMHh4e+Pz5M6ytrTWOMbM0qdOzfft2jZJMwP9GM4WHhyMpKQljxozReApEZmzfvh3BwcG4evUqIiMjlR6PsbExdu3apfTzyc+kUmmOFC3Wtq9HxqQtsK1O2rosGR1Zo6n06rqFhoaK03RsbGy+GbOlpaVYE0zXpsxmBz09vWyv9ZSenFrZrWHDhuLIxPyqXbt233yM7du3F2syERGRakwyERHlAdOmTftmzZq06tWrh4oVK4qfmFapUkVc8SYjzM3NUbhwYTg6OqJhw4bo2bOn2oKqBw4cEP/fu3fvbx67YsWKqFevHnx9fZGUlITDhw9j6NChGY5R2ywsLDBhwgQxYXb58mXs3btXZW2V7GBubo4rV65g69at2LVrF/z8/BAbG4vixYujTZs2+PXXXzVOkAHA8+fPMWjQII37Gxsbf3NKEmWPYsWKoUWLFuJoppYtW2LSpElo3bo1ypcvL06XCwoKgq+vL7Zt24ZTp06J+6srqF+3bl1xSm1sbCyaNGmCSZMmoUWLFgrT5d6+fYurV6/ir7/+QlRUFACgePHiGhUVB1JGoWRXAWZNfWt0ire3d6aOm9Hr5IcffkCnTp0ydS76n5IlS2LcuHHZftzMJOHfv3+Pv//+G3K5XPwSBEHh+4CAgGyPlYgov2GSiYgoh2ky2sDNzS3DoxKeP3+ucd/M1BP5Wtqpcpry8fHRuG9W4svKvpq8aZgxY8Y3l0JPz6BBgzL0BlYqleLnn3/OllEJwcHB2Llzp8b9zczMmGTKRbt27YKrqyueP3+OT58+KS09ropUKsWCBQvUTjPS19eHu7s7OnXqhODgYDx79uybBbOBlOldhw8fVluP6WuZqRv0/PlzVKxYMcP7pUq7ylh2yuh1UqVKFSaZskHFihXFhSy0zd/fH8OGDdN2GEREOk+q7QCIiIiICqrSpUvjzp07mD9/PsqVK5duXxMTE3Tr1g3//fef2qXeU9WvXx8PHz7EpEmTYGtrm27f1ILjfn5+aNy4cYYfAxEREVEqiZBTE/qJiIiIctm9e/fE/1etWlXnCoW/fPkS/v7+CAwMRGxsLAwMDGBpaQkHBwfUrFkTJiYmGT6mXC7H48eP8fjxY4SGhiIuLg4mJiYoUqSIWPxbKtXsc8dnz55BLpdnOIZUFSpUgIGBQab3L2hy+/UcHR0tTsM2NDRE1apVs+3YL1++FKdlli5dGoULF862Y+cHOfncDx8+HL6+vgCAOXPmwM3NLduOTUT0NSaZiIiIiIiIiIgoyzhdjoiIiIiIiIiIsoxJJiIiIiIiIiIiyjImmYiIiIiIiIiIKMuYZCIiIiIiIiIioixjkomIiIiIiIiIiLKMSSYiIiIiIiIiIsoyJpmIiIiIiIiIiCjLmGQiIiIiIiIiIqIsY5KJiIiIiIiIiIiyjEkmIiIiIiIiIiLKMiaZiIiIiIiIiIgoy3QuySSTybBixQrUqFEDxsbGsLOzQ9++ffHy5UuV/e/duwc3NzdYW1vDwsICLVu2hKenZ+4GTURERERERESUz+lUkkkQBPTo0QMTJ05EzZo1sWvXLkydOhUXLlxAo0aNlBJNt2/fRpMmTfD8+XMsWbIE69atQ0xMDFq3bo3Tp09r6VEQEREREREREeU/EkEQBG0Hoal//vkHAwcOxKhRo7Bu3Tqx/enTp6hTpw5cXFxw5swZACkJqTp16uDdu3d4/PgxihUrBgCIjY1F7dq1ERsbixcvXsDY2Fgrj4WIiIiIiIiIKD/RqZFM27Ztg76+PmbOnKnQXrlyZQwePBjnzp1DYGAggJRRTPfv38eQIUPEBBMAmJqaYty4cfjw4QNHMxERERERERERZROdSjLdu3cPpUuXhp2dndI2JycnCIKA27dvAwAuX74MAHB1dVXqm9p26dKlHIyWiIiIiIiIiKjg0Nd2ABkRExODsmXLqtxmZGQEAOJIpqdPnwJIGeX0tYoVK0JPTw9PnjxJ93xOTk4q2+/du4dChQqhfPnymoZORERERERERJTnvXr1CtbW1t/MmaiiU0kmOzs7fPjwAYIgQCKRKGy7e/cuACAsLAwAEBISAgAKU+VS6enpoXDhwggNDc1UHDKZDDExMUhOTs7U/kSZlfqa09PT03IkRPkbrzWi3MPrjSh38Fojyh354VqLiYnJ9L46lWRq2bIldu3aBQ8PD7Rr105sj46OxpYtWwAAUmnKDMC4uDgA/xvh9DVjY2PExsame74bN26obE8d4aRuO1FO+fLlCwDAyspKq3EQ5Xe81ohyD683otzBa40od+SHa03drC5N6FRNpmnTpsHY2Bj9+/fH6dOnER4ejjt37qBVq1aoX78+AKBo0aIA/pdckslkKo+VlJSkNgFFREREREREREQZo1NJJkdHR5w/fx7W1tZwc3ODjY0NmjRpghYtWmD8+PEAgGrVqgH4X9YwIiJC5bEiIiJgaWmZG2ETEREREREREeV7OjVdDgBatGiBp0+f4vnz54iKikLFihVRqFAhzJo1C9bW1qhbty6AlOLeQErBqtTRTak+ffqEuLg4ODg45Hr8RERERERERET5kc4lmVKlTRDFxMRg27Zt6NOnD/T1Ux5Ss2bNAADXrl1Do0aNFPa9cuWKQh8iIiIiIiIiIsoanZoup4pMJsPQoUMRGxuL6dOni+0tW7ZE6dKlsX79eoXK6DKZDH/99RcsLCzQrVs3bYRMRERERERERJTv6NRIpjNnzmDNmjXo3LkzbG1t8fbtW2zfvh1v3rzB0aNHUbx4cbGvgYEB1q9fjy5duqB58+YYO3YsDA0NsWnTJty5cwdbtmyBjY2NFh8NEREREREREVH+oVNJpgoVKkAQBMyZMwcRERGws7NDmzZtcOTIEbEGU1qdOnXCpUuX8Mcff2DcuHGQy+WoXbs2Tpw4gc6dO2vhERARERERERER5U86lWSqXLkyzp07l6F9nJ2dcenSpRyKiIiIiIiIiPICQRAQFRWFz58/Iz4+HoIgaDskKoBkMhkAIDAwUMuRABKJBAYGBrCwsEChQoVgZGSU4+fUqSQTERERERERkSohISEICwsTv5dIJFqMhgoqPT09bYcgksvlSEhIQEJCAsLCwlCqVCmYmZnl6DmZZCIiIiIiIiKdFhMTg7CwMEgkEtjZ2aFQoUKQSnV+nSvSQakjmVJXvtcmQRAQHx+Pz58/IyIiAu/evUO5cuVydEQTrzoiIiIiIiLSaZGRkQCAIkWKwMrKigkmIqSM5jMxMYG9vT0sLS0hCIJ4reQUXnlERERERESk02JjYwEAFhYWWo6EKO+RSCSwtrYGAERFReXouZhkIiIiIiIiIp2WOkXJ0NBQy5EQ5U3GxsYAgKSkpBw9D5NMREREREREpNMEQYBEImGxbyI1Uq+PnF51kUkmIiIiIiIiIiLKMiaZiIiIiIiIiIgoy5hkIiIiIiIiIiKiLGOSiYiIiIiIiIiIsoxJJiIiIiIiIqIMik+U4c6TQFy9+w53ngQiPlGm7ZDyJblcjvbt28PFxSXHi1bnpG7dusHJyQmJiYnaDiVHMclEREREREREpKGg8Bj8tecW2ow5gMHzzmLssosYPO8s2ow5gL/23ELw51hth6ggICBAXFks9cvMzAyOjo4YNmwYfHx8lPaZM2eO0j6qvubMmSPu4+LiovI8lStXxvDhw/H48eNMxT9t2jR4eXnh77//xps3bzSKK+2Xi4sLBg0alOH9PD09AfxvVTZra2skJCR8M96uXbvCwMBA4RgAsG7dOjx+/Bhjx47N1POgK/S1HQARERERERGRLngSEIZRSzwQFhGvtC0yJhH/nPHH6X9fYv3ktqhS1kYLEapXoUIFjBkzBgAQFhYGf39/7NixA1u2bMGsWbMUEkap+vTpg4YNG6o9ZuPGjZXapkyZAjs7OwBAZGQk7t27hy1btmDnzp3Yu3cvunXrpnHMN27cwJIlSzBnzhw4ODggMjISK1asUOq3d+9e3L59G4MGDUKtWrUUtpUsWRKFChVC7dq1FdrDw8Mxb9482NnZYcqUKUrHrFixovh/iUSCL1++4MSJE/jhhx/UxhscHIzz589DIpEojbqyt7fH/PnzMXbsWHTt2hUdOnTQ5CnQOUwyEREREREREX1DUHiM2gRTWmER8Ri1xAP7F3RBMWvTXIru20qWLInx48crtL1//x7t2rXD3LlzUadOHXTp0kVhe9u2bTFo0KAMnadfv36oXr26QtvVq1fRpk0bDB48GM7OzrCx0SwB99tvv8HMzAy//PILAKBQoUJKjwEA7t27h9u3b6NTp07o0aOHymO1bdtW4fuAgADMmzcPNjY2Ko+ZVtWqVeHv749//vkn3STT3r17IZPJULNmTTx48EBp+9ChQzFv3jxMnjwZ7dq1g1Sa/yaXMclERERERERE+VaSLBmfQmOyfJytJx58M8GUKiwiHuvd7+CnzjWzdE77ImYw0NfL0jHSU7JkSaxevRqurq5Ys2aNUpIpu7Ro0QI//fQTNm7ciNOnT2PAgAHf3Ofs2bP4999/MW7cOFhbW+dIXJoqUqQIGjZsiHPnziE4OBjFihVT2e+ff/6BiYkJWrZsqTLJZGxsjDFjxmDWrFnYvXu3Rs+DrmGSiYiIiIiIiPKtT6Ex6DzpcK6f96jncxz1fJ6lY5z8qztK2xXKpohUS53y5ufnl6PnKV++PADg48ePGvX/559/AKSMjMoLBg4ciFu3bmHv3r0qRz75+fnh7t276N27NwoVUv8z69evH2bNmoWNGzfmyyRT/hubRUREREREREQaSa0dJJFIcvQ8nz59ApBSm+hbYmNjcfLkSRQpUgR169bN0bg01adPHxgZGYnJr6/t3LkTANC/f/90j1OuXDk4ODjg5s2bCAoKyvY4tY1JJiIiIiIiIqICytfXF0BK3aGvhYaGIiAgQOXX27dvNT5HZGQkDh06BKlUCicnp2/2v3HjBmJiYtC8efM8U7fI2toanTt3xt27d+Hv76+wLTk5GXv37kWJEiXg6ur6zWO5uLhAEARcu3Ytp8LVmrzx0yIiIiIiIiKiXBUfH4/p06cDAAYPHqy0/bfffkO5cuVUftWsqbre1MePHxEQEIDXr1/j3r172L59Oxo3boz3799j2LBhqFSp0jfjevLkCYCUmlF5SWoR9NRRS6kuXryIjx8/ol+/fholxUqUKAEAePz4cbbHqG2syURERERERET5ln0RM5z8q3uWjpGQlIxBc08jOi5J430sTA2xfVZHGBlkvnC3fRGzTO/7tfj4eAQEBEAmkyE4OBiPHj3CqlWr4Ofnh549e+LHH39U2mfs2LFo1aqVyuMZGBiobG/Xrp1Sm6WlJWbNmoXZs2drFOuXL18AALa2thr1zy3t27eHnZ0d9uzZg0WLFkFPL+Vnm5p0GjhwoEbHSX1c4eHhOROoFjHJRERERERERPmWgb5ethTP7tayEv454//tjmn6O5TS7qpoaXl7e6NcuXIKbaVLl8bq1asxevRolTWZ6tati65du2boPMuWLUOFChUAAHv27IG7uzt2794NNzc3jY9haGgIAIiJyfqqgNlJT08P/fr1w7Jly3Dx4kW0a9cOUVFROHbsGBo0aABHR0fIZLJvHif1cRkZGeV0yLmO0+WIiIiIiIiIvqF/x+qwsTTWqK+NpQn6daiWwxFljKOjI44ePYpjx47hwoULeP78Od68eYOxY8dma90jZ2dndO3aFV27dsWyZctgYGCAadOmITk5WeNjpE6TCwwMzLa4skvqlLnUAuCHDh1CXFycxqOYgP89rlKlSmV7fNrGJBMRERERERHRNxSzNsX6yW2/mWiysTTBhiltUczaNJci00zhwoXRtWtXdOnSBa6urqhYsWKOn7NMmTIYNGgQ/Pz8sH79eo33q1evHgAoFdjOC6pVq4Z69erh6NGjiIqKws6dO2FoaIg+ffpofIxHjx4B+N/jzE+YZCIiIiIiIiLSQJWyNti/oAsGdqoOSzPFqU6W5kYY2Kk69i/4DpXLFNZShHnP9OnTYWBggNmzZyM0NFSjfSpVqoTq1avDx8cnT9YtGjRoEOLi4rBx40Zcu3YNnTt3RuHCmv3MExIS4OnpCWtrazRo0CCHI819TDIRERERERERaaiYtSkm9m0Aj7U9sX1WR6z51RXbZ3WEx5qemNi3QZ4bwaRtZcqUwcCBA/H582dxJTtN9OrVC3K5HGfPns3B6DKnb9++MDQ0xPz58yEIQoamyl25cgWxsbHo3bu3WDg8P2HhbyIiIiIiIqIMMjbUR93KeWv1s+zm4eEhrvSmSuPGjdG4ceNvHmf69OnYuXMntmzZghEjRqBOnTrf3Gfo0KFYvHgxVq9erXLlO20qXLgwOnfujMOHD6NYsWLo0KGDxvuuXr0aBgYGmDBhQg5GqD1MMhERERERERGRkn379mHfvn1qt8+ePVujJFPZsmUxYMAAbN26FWPHjsX169e/uY+dnR1+/fVXzJ07F15eXnB2ds5Q7Dlt0KBBOHz4MPr27Qt9fc1SK35+fjh79ix++eUXODg45HCE2iERBEHQdhC6xsnJCQBw48YNLUdCBU3qpwhWVlZajYMov+O1RpR7eL0R5Y78fq09efIEAFClShUtR0LZKSYmBjVr1kTRokXx33//ZesqeDlFJpMBgMrEU4cOHXD//n08fPgQNjY2uR2axtdJVnIeef8nREREREREREQFjpmZGY4dOwY/Pz+sWbNG2+Fkye7du3H58mUcPnxYKwmm3MIkExERERERERHlSTVq1MDx48chk8mgyxOxIiIi4O7uLo4Syq9Yk4mIiIiIiIiI8qzWrVujdevW2g4jS0aPHq3tEHIFRzIREREREREREVGWMclERERERERERERZxiQTERERERERERFlGZNMRERERERERESUZUwyERERERERERFRljHJREREREREREREWcYkExERERERERERZRmTTERERERERERElGVMMhERERERERERUZYxyURERERERERERFnGJBMREREREREREWUZk0xERERERERERAA8PT0hkUgwaNAgbYeik/S1HQARERERERFRXlb35EgkyWUZ2sdAqo87nTfkUESaCwgIQLly5b7Zb8WKFRg/fnzOB5RPqHpeTU1NUbp0aTRt2hQjRoxA/fr1FbbPmTMHc+fO/eaxZ8+ejTlz5gAAXFxc4OXlpXSekiVLwsXFBePHj4ejo2PWHkw20skk07t37zB//nycO3cOnz59gpmZGRo0aIAJEyagQ4cOCn3v3buHGTNm4N9//4VMJkP9+vUxe/ZsuLi4aCd4IiIiIiIi0ilJclmGk0x5jZ2dHaZMmaJ2u7Ozcy5Gk39UqFABY8aMAQCEhYXBz88P//zzD7Zt24ZZs2aJyaK0+vTpg4YNG6o9ZuPGjZXapkyZAjs7OwBAZGQk7t27hy1btmDnzp3Yu3cvunXrlj0PKIt0Lsn0/PlzNGnSBBERERgxYgScnJzw8eNHrF27Fh07dlTIvt6+fRvOzs4oVaoUlixZAiMjI6xduxatW7fGiRMn0KlTJ+0+GCIiIiIiIqJcYGNjw5FKOaBkyZIKz6tMJsP79+/RqVMnzJ07F3Xq1EGXLl0U9mnbtm2Gp+P169cP1atXV2i7evUq2rRpg8GDB8PZ2Rk2NjaZfRjZRudqMk2ZMgWhoaE4cOAAVq9ejT59+mDSpEm4e/cuSpcujWnTpiEsLAyCIODnn3+GiYkJrl27hp9//hkDBgyAp6cnKlSogOHDhyM+Pl7bD4eIiIiIiIiI8pGSJUti9erVAIA1a9bk2HlatGiBn376CZGRkTh9+nSOnScjdC7JdOnSJZQpUwbff/+9QruVlRUGDRqE+Ph4XL9+Hbdv38b9+/cxZMgQFCtWTOxnamqKcePG4cOHD3nmh0BEREREREQ5I1Euw5vooCx9QRAyfmJByPJ5E7U0Re/9+/cYPXo0ypUrByMjIxQpUgQdO3bEuXPnlPrOmTMHEokEK1euxP79+1GrVi0YGBjAysoKXl5eaotob9y4ERKJBEOHDlXatnjxYkgkEhw+fFhsu337NkaNGoVq1arBzMwMxsbGcHR0xOLFi5GcnKyw/44dOyCRSDB+/HhcuHABTk5OMDY2hkQiwZcvXwCkzJL68ccfYWtrC2NjY9SoUQNr166FXC7P2pP3/1KnvPn5+WXL8dQpX748AODjx485eh5N6dx0OalUiqJFi6rclrb98uXLAABXV1elfqltly5dQvfu3XMgSiIiIiIiIsoLPsWGod2Fqbl+3iQhOcvnPd9mMcqY22ZTRJq5ffs22rVrh5iYGPTp0wdVq1ZFWFgYDh48iA4dOmDGjBmYN2+e0n779++Hj48PBgwYgD59+uDZs2dwcnKCiYkJ/vvvP6X+R48eBQCcPHkScrkcUun/xsDcuHEDEolErBN1584dNGzYEIULF0bnzp3Rr18/xMbGwt3dHdOmTUNUVBQWLFigdI5///0Xa9euRdeuXdG1a1f4+fnBwMAAN2/eRJs2bRAfH4++ffuiatWqePr0KcaPH4/KlStny/Mo/H9iUiKRZMvx1Pn06RMAwN7ePkfPoymdSzK1bNkSp06dwqNHj1C1alWxXS6XY9++fTA1NUXjxo1x7NgxAFD5AqlYsSL09PTw5MmTdM/l5OSkst3Pzw+Ojo5iBpQot0RFRWk7BKICgdcaUe7h9UaUO/L7tSaTyaCnpweZTHnkz9ejXHRJcnKyyseUEan7JyUl4cWLF2r7lSxZEsnJyejZsydiY2Ph6emJBg0aiNunT5+ODh06YP78+WjSpAnatGkDAOLIH29vb+zbtw89evRQOG6TJk1w6dIlBAYGokiRIgCAiIgIXLlyBbVr18a9e/dw9epVNGvWTNzn5s2bqF69OqysrCCTySCRSDB9+nRMnjwZpqamYr9x48bBwcEBGzZsEEdUAf/7mfv4+GDx4sWYNGmSuE9iYiJ+/PFHxMTE4NSpU2jbtq247ccff0T79u3Fx5Xec5+6TRAEhX6pz8etW7cAAI6OjuL21G3BwcFqfxZSqRSlS5cWv09NVslkMqV4IiMjcejQIUilUjRo0OCbrxVBEJCcnPzNXEZycjL09PTS7aOOzk2XW758OUqVKoWOHTvC3d0dgYGBuHPnDrp37w5vb2+sXbsWtra2CAkJAQCFqXKp9PT0ULhwYYSGhuZ2+ERERERERES57tmzZ3BwcFD79f79exw7dgwBAQEYOHCgQoIJSCk9s3TpUgDAypUrlY7v4uKilGACUgaKACmjk1KdOXMGSUlJ2LhxI/T19XH8+HFx26tXrxAcHKywInyNGjUwZ84chQQTkFI2p0aNGvj8+bOYA0jLwcEB48aNU2g7c+YMXr16hW7duikkmICUFfZ++uknpeNkVHx8PGbOnAkAGDhwoNL2KVOmqP051K1bV+UxP336hICAALx+/Rr37t3Djh070KxZM7x//x5Dhw5FpUqVshx3dtC5kUxly5bFnTt30KdPH/zwww9ie9GiReHp6SlmP+Pi4gAARkZGKo9jbGyM2NjYdM+V9iJIK3WEk5WVVUbDJ8oWfO0R5Q5ea0S5h9cbUe7Ir9daYGAgAEBfX/ktbmZHZOQFenp6Kh9TRqTuX7p0aaxatUptv+LFi8PLywsA0KZNG5XnbdKkCQoVKoRr165BIpFAT09PnObWuXNnlfu4urpixowZ8Pb2FmsrnzhxAnXq1EGjRo3QokULHD9+HCtWrACQMl0PAFq3bq10PJlMBh8fH/j7++P58+d4/vw5/P39AaSM1Ertn/ozb9++PYyNjRWOkfoY1cXbqlUrbN68GVKpNN3nPnVbQkIC3r9/D5lMhuDgYDx8+BBr1qyBv78/evbsiQEDBogjrFKfq7Fjx6JVq1Yqj2tgYKBw3tR9O3bsqNTX0tISs2bNwuzZsxWmG6ojkUigr6//zftAVq4ZnUsyvXnzBl26dMH79++xaNEi1K5dG8HBwdi0aRM6duyIv//+G7169RKTSzKZDIaGhkrHSUpKgoWFRW6HT0RERERERLnI3tQG59ssztIx3C5OR5KQsWl3BhI9nHJVrhOUEfam2bckvYWFBbp27Zpun3fv3gFISTipU7x4cTx58gShoaGwtf1fvajChQur7F+/fn0UKlRIrMsUHx+Pc+fOYcqUKQCAbt26YcyYMbh//z5q1aqFGzduQCqVokWLFuIxEhMTMXfuXKxbtw4REREwNjZGqVKlUKZMGVhaWiI8PFycVpaWqphev34N4H8Fs79mY5Ox59zb2xvlypVTaCtdujRWr16N0aNHq6zJVLdu3W/+LL62bNkyVKhQAQCwZ88euLu7Y/fu3XBzc8vQcXKaziWZevXqhYCAAPj6+opPMAD0798fXbp0wY8//ojatWuLmbmIiAiVhcIjIiKUXghERERERESUvxhK9bNePFsiATK6wJxEkutFu7NKVaJGHU0LWuvp6aFFixa4dOkSkpKScPHiRURHR4ujmr7//nuMHTsWx44dQ61atXDz5k3Url0b1tbW4jF++ukn7NmzBx06dMDcuXNRr149ceTOoEGDxMSRJhISEtKNPyPPAZBSc2nhwoWQSCQwMzNDyZIlUbFixSyPQPuas7Mz6tevDwCoU6cOjh8/jmnTpqFDhw55arSeTtVkevXqFby9vdGvXz+FBBOQ8gKZOXMmkpOTsW/fPlSsWFHc52ufPn1CXFwcHBwcciVuIiIiIiIiorwuteD0hw8f1Pb5+PEjTE1NMzTip1WrVoiLi8Pdu3dx9OhRVKpUCdWqVQOQMjKqcePGOHr0KGJjY3H//n2xjhMAPH36FHv27EGVKlVw/PhxNGjQQGFqWExMTIYeY+roptRRW19T157e8bp27YouXbrA1dVVzEXkpDJlymDQoEHw8/PD+vXrc/x8GaFTSabg4GAAqufZAilzFwEgKChIrM107do1pX5XrlwBAIXq9UREREREREQFWWqx7QsXLqjcfuPGDURGRsLZ2TlDo2dS6w9du3YNJ0+eFEcxperWrRvu37+PQ4cOQSaTKSSZHj58CABo3Lix+J4/VXh4OC5fvqxxHEDKKCAAOH/+vMrtly5dytDxtGX69OkwMDDA7Nmz89SiZjqVZKpWrRpMTEywd+9eldnFxYtT5tnWq1cPLVu2ROnSpbF+/XqFzKZMJsNff/0FCwsLdOvWLddiJyIiIiIiIt1kINXP1Jeu6d69O8qVK4edO3fC29tbYVtsbCwmTpwIAOK/mqpZsyaKFCmCNWvWICQkRGWSCQBmz54NPT09NG/eXNyWWgrH19cXMplMbI+KikK/fv0QHh6eoVh69+4NAwMD7N27F3fu3FHYduLECezbty9Dx9OWMmXKYODAgfj8+TOmT5+u7XBEOvWqt7CwwJ9//olffvkF9erVw+jRo1G1alWEhoZiz549+Pfff9G4cWMMGDAABgYGWL9+Pbp06YLmzZtj7NixMDQ0xKZNm3Dnzh1s2bIlwwW9iIiIiIiIqOC503mDtkPIFUZGRjh48CDatGmDFi1aoHfv3qhWrRrCw8Nx4MABBAQEYMaMGXB1dc3QcSUSCVxcXODu7o4SJUqgYcOGCtvLly+PWrVq4f79+2jYsCEKFSokbnN2dkbDhg1x69YtNG7cGF26dEF8fDx2794NQRDEbZoqW7YsFi5ciN9++w3NmzfHoEGDUKZMGdy5cwcHDx5E9erVxdFTOcXDwwNfvnxRu71x48Zo3LjxN48zffp07Ny5E1u2bMGIESPEUVrapFNJJiBlqT9HR0esWbMGGzZsQFhYGIyNjVGlShUsXbpUTCYBQKdOnXDp0iX88ccfGDduHORyOWrXro0TJ06gc+fOWn4kRERERERERHlL/fr18eDBA8yfPx/nzp3D/v37YW5ujvr162PdunXo2LFjpo7bqlUruLu7o2vXriqLbnfv3l2pHhOQUhbn1KlT+OOPP3Dq1CksWLAAxYsXR/fu3fH7779j6NChGY7l119/Rfny5bFy5Urs2rULiYmJqFixIlasWAF7e3v06tUrU49RU/v27Ut3xNTs2bM1SjKVLVsWAwYMwNatWzF27Fhcv349O8PMFImQ0dLpBCcnJwAp81GJclNqtjt1yCgR5Qxea0S5h9cbUe7I79fakydPAABVqlTRciRU0KVO6cvu1eWyg6bXSVZyHjpVk4mIiIiIiIiIiPImJpmIiIiIiIiIiCjLmGQiIiIiIiIiIqIsY5KJiIiIiIiIiIiyjEkmIiIiIiIiIiLKMiaZiIiIiIiIiIgoy5hkIiIiIiIiIiKiLGOSiYiIiIiIiIiIsoxJJiIiIiIiItJpEokEgiBAEARth0KUJ8nlcgiCAIlEkqPnYZKJiIiIiIiIdJqRkREAICYmRsuREOVNkZGRAABjY+McPQ+TTERERERERKTTLCwsAACBgYGIjo7miCYiAIIgICEhAaGhoQgMDAQAWFtb5+g59XP06EREREREREQ5zNraGjExMYiJicG7d+8AIMenBRGpkprgzAuvv6+TrTY2NmJCNqcwyURERERERJSPxSfKcP9FKGLjZbAtEo+q5YvA2DB/vRWUSqUoWbIkvnz5gsjISCQkJHA0E2lFcnIyAEBfX/vXmFQqhb6+PszMzGBhYQEzM7McP6f2HzURERERERFlu6DwGOw+649jXs8RGZMothcyM0RXZwf071gdxaxNtRhh9pJKpShcuDAKFy6s7VCoAPvy5QsAwMrKSqtxaAuTTERERERERPnMk4AwjFrigbCIeKVtkTGJ+OeMP07/+xLrJ7dFlbI2WoiQiPIjFv4mIiIiIiLKR4LCY9QmmNIKi4jHqCUeCP4cm0uREVF+xyQTERERERFRPrL7rP83E0ypwiLisfusfw5HREQFBZNMRERERERE+UR8ogzHvJ5naJ9jXs8RnyjLoYiIqCBhkomIiIiIiCifePQqVKHItyYiohPw6HVYDkVERAUJk0xERERERET5RHRcUub2i81YYoqISBUmmYiIiIiIiPKBsIg4HL3yLFP7mpsaZnM0RFQQ6Ws7ACIiIiIiIsq82Pgk7Drrjx2nHiI2PuO1lSzNjVC1nE0OREZEBQ2TTERERERERDpIlizHca/n2HD4LkK+xGX6OF2dHWBsyLeGRJR1vJMQERERERHpEEEQ4HX3HVbt88GrjxFZOpa5iQH6daiWTZERUUHHJBMREREREZGOePAiBCv33YbvkyC1fepVsUW3lpWwfO9thEXEp3u8RJkcsXFJgHV2R0pEBRGTTERERERERHnc28BIrDnoCw/vALV9ypewwvje9dGiTklIJBI0rFYcu8/645jnc0TEJKjcJzEpGZPXeGLX3E4w4pQ5Isoi3kWIiIiIiIjyqPDIeGw+eg+HLj2BLFlQ2aeolQlG9aiL71pUhL7e/xYQL2Ztiol9G2BUjzq49SAAMfEyFLOxwsYj93Dr0Sex39O34VixzwdTBzbO8cdDRPkbk0xERERERER5TFyCDHvO+WPbiYeIiU9S2cfM2ACD3KqjX4dqMDU2UHssY0N91KxYBABgZWWFRaNb4IdpxxEe+b+pdPs8HqNx9eJwqVc6ex8IERUo0m93ISIiIiIiotyQLJfjqOczdJ50GGsO3lGZYNLXk6B3W0ecXN4dw76vnW6CSZUiVqZYMLKFUvuszdcRFBaT6diJiDiSiYiIiIiISMsEQcD1+++xYp8PXr7/orZfm4ZlMbZXXZSxs8zS+ZrULIFBbtWx45Sf2BYRnYBp673w9/T20JNyPAIRZRyTTERERERERFrk/yoUy/fehs/jQLV96lS2xcQ+9VHToVi2nXfMD/Xg8zgQfi9DxTbfJ0H4++h9jOheJ9vOQ0QFB5NMREREREREWvA+OAprDvri3I3XavuUtbfE+N714FKvNCQSSbae30Bfij/HuKDX78cRHfe/aXmbjt5H/ar2qO9ol63nI6L8j2MgiYiIiIiIctGXqHgs3eWNLr8eUZtgsrE0wcwhTXD4z65oWb9MtieYUpUsZoGZQ5ootMkFAdPWeeFLVLyavYiIVONIJiIiIiIiolwQnyjD3vOPsO3EQ0TFJqrsY2Kkj0FuNTCgY/orxmWn9k7lcdPvI456Phfbgj/HYtbm61g1sXWOJbiIKP9hkomIiIiIiCgHJcvlOH39JdYeuoOg8FiVffSkEnRvVRkjutWGjaVJLkcITO7fCPefBePVxwixzevOO+zzeIy+7armejxEpJuYZCIiIiIiIsoBgiDgvwcfsHK/D569/ay2X6v6pTGuV32ULZ61FeOywtTYAEvGuqDvrFNITEoW25fvvY26lW1RpayN1mIjIt3BJBMREREREVE2e/w6FCv2+cDb/5PaPrUcimJCnwaoU9k2FyNTz6F0Yfz6YwMs3HFTbEuSyTF5rSf2z/8u16bvEZHuYpKJiIiIiIgom3wIicLaQ3dw5t9XavuUsS+EX3rVQ+scLOidWT1dq+Cm30dc9nkrtr35FIlFO29i3vDmWoyMiHQBk0xERERERERZFBGdgC3H72Ofx2MkyeQq+xQuZIyR3evge5dKMNDPmwt9SyQSzPm5GR69Po7AsBix/cTVF2hcvTg6Na2gxeiIKK9jkomIiIiIiCiTEhJl2H/hMf4+9kDtinHGRvoY2LE6BnaqDjOTvD/lzNLcCItGO2PIvLOQC4LYPn/bf6hRoShK2xXSYnRElJflzfQ5ERERERFRHiaXCzh1/SW6/HoEy/f6qEwwSSUSdG9VCaf+6o5RPeroRIIpVd3KthjZvbZCW2y8DFPWeiJJlqx6JyIq8DiSiYiIiIiIKANuPPyAFft88PRNuNo+LeuVxi+96qF8CavcCyybDelSE97+n+DzOFBse/Q6DKv2++LXfg21GBkR5VVMMhEREZHOi0+U4dGrUETHJcHcxABVyxeBsSH/zCGi7PX0TThW7LuNGw8/qu1To0JRTOxbH3Wr2OViZDlDTyrFotHO6DntGD5HJYjtu876o3H14mhWu6QWoyOivIh/fREREZHOCgqPwe6z/jjm9RyRMf+bqlLIzBBdnR3Qv2N1FLM21WKERJQffAqNxjr3Ozh1/SXSlChSUNrWAr/0qg/XhnlvxbisKGZtij+GN8fYZRcV2mdsvIqDi7ryHktECnSqJpOnpyckEsk3vwICAsR9rly5gpYtW8LCwgLW1tZwc3PDgwcPtPcgiIiIKFs8CQhDnxkn8M8Zf4UEEwBExiTinzP+6D39OJ4EhGkpQiLSdZExCVix7za++/UITl5TnWCytjDC1IGNcGTJ92jTqGy+SjClalGnFPq1r6rQ9jkqAdM3XEWyXPVKekRUMOnUSKYaNWrg5MmTardv2rQJp0+fhqlpSjb9+PHj6NatG+rVq4d169YhISEBy5Ytg5OTE65evYp69erlVuhERESUjYLCYzBqiQfCIuLT7RcWEY9RSzywf0EXftpORBpLTErGgYtP8Pex+4iITlDZx9hQD/07VMMgtxowNzXM5Qhz37je9eH7JAiP0yTub/l/wvaTDzG0Sy0tRkZEeYlEENQN+NQtiYmJKF26NGrWrAkPDw/ExcWhfPnysLCwwP3792FiYgIACAoKQtWqVVGuXDn4+Phk6lxOTk4AgBs3bmRb/ESa+PLlCwDAyspKq3EQ5Xe81vK+v/bcwj9n/DXuP7BTdUzs2yAHI6LM4vVGeYlcLuDcjVdYc+gOPoZEq+wjlUjQ1dkBI7rXhm1hs1yOMPOy41p7ExiB3tNPIDZeJrbpSSXYNrMDaleyzWKERPlDfvi9lpWch05Nl0vPgQMHEBQUhLFjxwIATp48icDAQIwfP15MMAGAra0tfvrpJ/j6+sLX11db4RIREVEmxSfKcMzreYb2Oeb1HPGJsm93JKICy9v/I/rOPIlp66+qTTC1qFMKhxZ3weyfm+pUgim7lLGzxPTBTRTakuUCpq71QmSM6hFfRFSw6NR0ufSsWbMG5cqVQ6dOnQAAly9fBgC4uroq9XV1dcWyZctw6dKldKfMpWbvvubn5wdHR0cxQ0mUW6KiorQdAlGBwGstb7v/IlSpBtO3REQn4NaDANSsWCSHoqLM4vVG2vbyQwQ2HfOH96MgtX0ql7bCyO+ro06logCgk+8Dsutaa1bdBu0alcJ573di26ewGMxY74m5Qxvmy5pURBmRH36vJScnQ09PL1P75osk082bN3H79m0sWbIEUmnK4KynT59CX18fFSpUUOpfuXJlAMCTJ09yNU4iIiLKurTTNDIiJpP7EVH+FPw5DttOPcI577dqV4yztzHFsC7V4FKnBKRSJk9Sje9ZG/6vw/E+OEZs87r3ESeuB6BL83JajIyItC1fJJlWr14NExMTDBkyRGwLCQlB4cKFVWbfihUrBgAIDQ1N97jq5h+mjnDS5TmWpNv42iPKHbzW8p6o2ERcfxicqX1ti1rzZ5qH8WdDuSUqNhHbTz7E7rP+SEhKVtnHytwIw76vhR9aV4GhQeY+zc+rsuNaswKw7JdW6D/nNJJk/1tdbt3hh2hSqwwcShfO8jmIdJ0u/17L7CgmIB8kmT59+gR3d3cMGDAAhQv/72YWFxcHIyMjlfsYGxsDAGJjY3MlRiIiIsqaJFkyDl16is1H7+FzVMbrfliaG6FqOZsciIyIdEWSLBkHL6bcR76oWTHOyEAPP7avisGda6CQmer3EpTCsVwRTOhTH0t23RLbEpKSMXmNJ/bO/w4mRjr/VpOIMkHnr/yNGzciKSkJY8aMUWg3MjJCXFycyn2SkpLEPkRERJR3CYKAC7cCsPqAL94FZb7GwXfNK8LYUOf/7CGiTBAEAedvvsaag3fwPlj1fUQiAb5r4YBR3WvDzsY8lyPUXX3bVcVNv0+4evd/9ZlefYzA0l3emDW0qRYjIyJt0em/thITE7Fp0yY0a9YMtWvXVthmZWWFN2/eqNwvtVCfpaVlDkdIREREmeX7OBDL992G38v0p7drIigsBoIgsCAtUQHj8zgQy/fehv8r9feRZrVKYFzv+qjEKV4ZJpFI8MfwZvhh2nGEfP7fLJHDV56hUfXiaNeY9ZmIChqptgPIioMHDyIoKEhpFBMAVKxYEbGxsQgKUl4l4tWrVwAABweHHI+RiIiIMubVhy8Y99dF/DT/rNoEU5WyhTHjJyfYWBprdEyPWwFYuc8nO8MkojzsxfvPGLvsIobMP6s2weRY1gabp7XDusltmWDKAmsLYywa1QJf5/D/2PKv2pFjRJR/6fRIpjVr1sDe3h7dunVT2tasWTPs2rUL165dQ48ePRS2XblyRexDREREeUPI51hsOHwXRz2fQ65mqafiRcwxpmdddHAqD6lUAue6pbH7rD+OeT5HRMz/aqyYGOkjLkFxNbkdp/1gXcgYg9xq5OjjICLtCf4ciw3ud3HMK/37yNieddH+/+8jlHUNqtpjWNfa2HT0ntgWHZeEqWu9sH1WRxjo6/TYBiLKAIkgqFuwM2/z9vZG48aNMXfuXMyaNUtpe1hYGMqWLYsaNWrg2rVrYnX0yMhIVKtWDXp6enj+/DkMDAwyfO7U1eXUrT5HlFNSp3rq8koFRLqA11ruiolLwo7TD/HPGX/Ef5UYSmVhaoifu9ZC7zZVYKSitlJ8ogyPXochOjYR5qaGqFrOBocvP8OSXd5Kff8Y1gxdnDmaOa/g9UbZITo2ETtO+2HXGT/EJ6peMa6QWep9xDHfrRiniZy+1mTJcvy84BzuPFWcSTK4cw2M710/R85JlBflh99rWcl56OxIpjVr1sDAwADDhg1Tud3GxgZLly7FyJEj0aZNGwwZMgQJCQlYuXIlAgMDcerUqUwlmIiIiCh7JMnkOHLlKTYeuYfwyHiVfQz0pejbriqGfFcTlubqF+wwNtRH3cq2Cm0/tq+Kz5Fx+Pv4A4X2uVv+haW5EVzqlc76gyAirUqSJcP98lNsOnofn9XcRwwN9NC3nSOGfFeTK8blIH09KRaNboEfph1HZEyi2L795EM0qmYPpxoltBgdEeUWnUwyBQUF4dChQ+jRowfs7OzU9hsxYgSKFi2KZcuWYdiwYdDT00Pjxo2xYcMGNG3K1Q6IiIi0QRAEXPJ5g1X7ffE2MFJtv05NK2DMD3VRvGjmV3oa/UNdhEfF4/DlZ2JbslzA5DWe2Di1LepWUf93BBHlXYIg4OKtN1h9wAdv1aw8KZEAbs0qYHSPurAvwhXjcoOdjTnmDmuGCSsuK7RP33ANhxZ1gY2liZYiI6LcopNJJltbWyQkJHy7I4Du3buje/fuORwRERERaeLu0yCs2Hcb95+HqO3TqJo9JvRtAMeyNlk+n0QiwfTBTvgSlYBLt/+36mxCUjJ++esSts3swIK/RDrmzpNArNjngwcv1N9HnGoUx/je9VElG+4jlDGt6pdBrzZVcODCE7EtLCIO0zdcxfrJbVkHiyif08kkExEREemWgI8RWHXAB5d93qrtU6m0Ncb3aYAmNYpD8vUyRVmgJ5Vi0agWGL30Am4/ChTbo2ITMfJPD+yc3Qkli1lk2/mIKGe8/vgFq/b74oqv+vtI5dKFMb5PfTSpyalZ2jSpbwPcfRqEZ28/i203Hn7EP2f8uPgCUT7HJBMRERHlmNAvsdh45B6OXHmGZLnqtUbsbMww5oe66Ni0PPSkObMCkZGhPlZOaI0hC87iSUB4mvjiMGLxeeyc3YnTOIjyqJDPKfeRo57fvo90alqBI2XyACNDfSwZ64LeM04qLOiw5qAv6jnaoUaFolqMjohyEteSJCIiomwXG5+EjYfvwm3iYRy69FTlG0MLU0OM710fx5d1Q+fmFXMswZTK3NQQ6ye3RWlbxVFL74KiMPJPD0TFJqrZk4i0ISYuCevd78Jt0mG4X1Z/H5nYtz5O/P99hAmmvKNccStMHdBIoU2WLGDKGk/eb4nyMY5kIiIiomwjS5bjqOczbDh8D2ERcSr76OtJ0butI37uUhNWFsa5Gp+NpQk2TG2HQXNPI+TL/+J7+iYc45dfwvrJbWBkyD+PiLQpSZZ6H7mb7sqTfdo6YmiXWumuPEna1dXZAd5+n3D2xiux7UNINOZt/Q9/jnHO1qnRRJQ38K8oIiIiyjJBEODp+xYr9/si4FOE2n4dnMpjTM+6Wq2BVLKYBTZMaYvB884qfJru8zgQU9d5YekvLaGvx8HeRLlNEARc9nmLVQd88OaT+pUnOzYtjzE/1EWJoqylltdJJBLM+MkJD1+G4H3w/1YBPH/zNRrXKI5uLpW0GB0R5QQmmYiIiChLHjwPxvJ9Prj7NEhtnwZV7TCxbwNULVckFyNTz6F0Yaz+1RUjFp1HQlKy2H7Z5y0WbLuBWUOb8BN2olx071kQVuz1wb3nwWr7NKxmj4l96sMxj9xHSDPmpob4c4wzBs49DVny/6Y8/rnzJmo7FEP5ElbaC46Ish2TTERERJQpbwIjsHq/Ly7efqO2T8WSVpjQpwGa1iqR55I2dSvbYukvLTFhxSWFWi9HPJ+hsKUxxvasp8XoiAqGgE8RWH3AF5fSuY84lLLGhP9fMS6v3UdIM9UrFMUvveph+V4fsS0+MRlT1npi11w3GHOaMlG+wauZiIiIMiQsIg6bjt7D4ctPFT6VTquYtSlG/1AXnZtXyPGC3lnhXLcU5g5rhhkbrym0bzn+ANYWxujXoZqWIiPK38Ii4rDpyD21Bb0BwLawacqKcc3y9n2ENNO/Q3Xc9PuE/x58ENuevf2M5Xtu4/fBTlqMjIiyE5NMREREpJHY+CTsPuuP7aceIjZeprKPuYkBfupcE33bV4WJkW78mdG5eUWER8Zj+d7bCu1Ld9+CdSFjdGpaQUuREeU/sfFJ+OeMP3aeTv8+MqRLTfRtV5UjXPIRqVSC+SOao+fvxxGaZuGFAxefoFH14mjdoIwWoyOi7MK7NhEREaVLlizHca/n2HD4rsKKbGnp60nRq00V/Ny1FqxzecW47DCwU3WER8Zhxyk/hfZZm67B0swIzWqX1FJkRPmDLFmOY/9/HwlN5z7Su00VDNXR+wh9m42lCRaMbIERi89DSDOAbfbm66hazgb2Rcy1FxwRZQsmmYiIiEglQRDgdfcdVu3zwauP6leMa9e4HMb2rItStoVyMbrsN753fXyOSsBxr+dimyxZwKRVl7H59/ao5VBMi9ER6SZBEOB15x1W7vfB63TuI+2dymFsz3paXXmSckfj6sXxU+ea2HrigdgWFZuIqeu8sHVGB67uSaTjmGQiIiIiJQ9fhmDF3tvwfaJ+xbh6VWwxoW8D1KhQNBcjyzkSiQSzhjRBRFQ8PO+8E9vjE5MxZukFbJ/VERVLWmsxQiLd8uBFyn3kTjorT9Z3TFl5slp5rhhXkIzsXge3H33CgxchYtu9Z8HYdPQeRveoq8XIiCirmGQiIiIi0bugSKw+4AsP7wC1fcqXsML43vXRok7JfLfSk76eFH+OdcHIxR4Kb4wjYxIxcrEHds7uhOJFOZ2DCq74RBkevQpFdFwSzE0MULV8EaW6SW8DI7HmYPr3kQolrTChT300q5X/7iP0bQb6Uiwe44xev59AVGyi2P73sfto4GiPhtXstRgdEWUFk0xERESEz1Hx2Hz0Hg5efApZslxln6JWJhjVoy6+a1ExX09nMDbUx6pJrTFk/lk8e/tZbA/+HIsRf57HjlmdULgQ68VQwRIUHoPdZ/1xzOs5ImP+lxQoZGaIrs4O6N+xOvT1pNh09B7cLz1Ru/JkUWtTjO5RB9+1qMgV4wq4EkUtMGtoE/y22lNsEwTg9w1XcWhRF9blItJREkEQVP8GILWcnFKW2Lxx44aWI6GC5suXLwAAKysrrcZBlN8VpGstLkGGveceYdvJB4iOS1LZx8zYAIPcqqNfh2owNTbI5Qi1J+RzLAb9cQbvg6MU2quVL4K/f28PM5OC81zkpIJ0vemqJwFhGLXEA2ER8Wr7mBjpQxBSRjqpYmZsgJ++q4Ef21fTmZUn85u8eq39sfVfHL78TKGtee2SWPOrK0e5kU7Kq9daRmQl58GPD4iIiAqgZHnKSk/fTTqM1Qd9VSaY9PUk6N3WESeXd8ew72sXqAQTkDLiYuPUtrCxNFFo938VigkrLiExKVlLkRHlnqDwmG8mmICUhLWqBJO+ngR92jri1IoeGNqlFhNMpOS3fo1QoaSVQtu1e++x59wj7QRERFnCJBMREVEBIggCrt17h57TjmP25usI/hyrsl+bhmVxZMn3mDawsVKSpSApZVsI6ya3gflXo5a8/T9h+oarSJarnlpIlF/sPuv/zQSTOm0blcXRJd0wdWBjTjEltUyM9PHnGBcYGegptK/Y54NHr0O1FBURZRaTTERERAWE/6tQ/LzwHMYsvYgX77+o7FOnsi12zemEZeNaooydZe4GmEc5lrXByomtYfjVGyAP7wAs3ukNVh6g/Co+UYZjXs8zvF9th2LYNdcNS39pidJ2hXIgMspvHEpZ47f+DRXaZMlyTFnjiRg1U7mJKG9ikomIiCifex8chalrvdB35kncfhSosk9Ze0usnNAK22d2QE2HYrkcYd7XoKo9/hzjDOlX9UEOXnyCjUfuaScoohz26FWoQpFvTY3rXQ81KxbNgYgoP+vRqjLaNCyr0PY2KAoLd7AOLpEu4aRoIiKifOpLVDz+Pv4A+z0eq10xzsbSBKN61EFXZ4d8vWJcdmhVvwxmDm2CuX//q9C+8cg9WFsYo3dbRy1FRpQz1C0GkFP7UcEmkUgwa2gT+L8KxcfQaLH91PWXaFy9ODo3r6jF6IhIU0wyERER5TPxiTLsPf8I2048RFSs6lEIJkb6GORWAwM6FqwV47Kqm0slfI6Mx+oDvgrti/+5CSsLI7R3Kq+lyIiy39e1yDTez9QwmyOhgqKQmREWj3HG4D/OIFn+v6nIC7bfQI2KRVHWntO4ifI6fmRJRESUTyTL5ThxNWXFuFX7fVUmmPSkEvR0rYLTK3pgRLeCt2Jcdvipcw3061BNoU0QgOkbruG/Bx+0FBVR9rMtbAo9acaWkLc0N0LVcjY5FBEVBLUcimF0j7oKbXEJMkxZ68lVPYl0AJNMREREOk4QBPz74AN6Tz+BmZuuIyhc9YpxreqXxpE/v8f0wU4FesW4rJJIJJjUtwE6Na2g0C5LlmPiyst4+DJES5ERZZ9Hr0MxeN5ZhdEkmujq7ABjQ06WoKwZ3LkGGlWzV2h7EhCOlft9tBQREWmKSSYiIiId9jggDCMWe2DUnx549vazyj61HIpix6yOWDGhNcoW51SD7CCVSjB3WDM0r11SoT0uQYYxSy7g9ccv2gmMKBucvfEKg+aeUZuwVsfG0kRplB9RZkilEiwY2QLWhYwV2vecewSvO++0FBURaYJJJiIiIh30MSQav6+/it7TT+Cm30eVfcrYF8Jf41ti5+xOqFPZNpcjzP8M9KVY+ktL1P5qNb4v0QkYsdgDQWExWoqMKHPkcgFrDvpi6lovJHw1Lelbk+ZsLE2wYUpbFLM2zbkAqUApam2KBSOaK7XP2nQNQeG8vxLlVUwyERER6ZDImAQs33sb3/16GKf/famyT+FCxpg+2AmHF38P1wZlIZFkrKYKac7ESB+rf3VFhZJWCu2BYTEYsfg8vkTFaycwogyKjk3E+BWXsOX4A6Vtpe0KYeuM9hjYqToszYwUtlmaG2Fgp+rYv+A7VC5TOLfCpQKiaa2SGNBRcXTcl+gE/L7+KpLlqldNJSLt4oRpIiIiHZCQKMP+C4/x97EHaleMMzbSx8CO1TGwU3WYZXJVKMo4S3MjbJjSFoPmnlFYdvvVxwiMWXoRm39vxwLrlKe9C4rEuOWX8PL9F6VtTjWKY8lYFxQyM0I9R3uM6lEHj16HITo2EeamhqhazoY1mChH/dKrHnyfBMH/VajY5vM4EFuOP8Dw72trLzAiUokjmYiIiPIwuVzAqesv0eXXI1i+10dlgkkqkaB7q0o49Vd3jOpRhwkmLbAtbIYNU9vC2kJxlMfDlyGYtOoKkmRcEYnyJm+/j/hx1imVCab+Haph7W9tUCjN6CVjQ33UrWyLFnVKoW5lWyaYKMcZ6OvhzzHOMPsqWb/x8D3ceRKopaiISB0mmYiIiPKom34f0WfmCUzfcBWf1NT3aVmvNA7/2RWzhjRFUdZC0aqy9pZYN7ktTI0V33T/9+ADZm26DnkGV+kiykmCIGCfxyOM/NMDEdEJCtsM9KX4Y1gz/NqvIfT1+HaBtK+UbSHMHNJEoU0uCJi2/qrS65eItIsfPRAREeUxT9+kLNP834MPavvUqFAUE/vWR90qdrkYGX1LtfJFsHJCa4xeegFJsv/VCznz3ytYWRhhcv9GrJFFWpckS8aiHTdx+MozpW02liZYMaEVan1V0J5I2zo0KY8bfh9x3Ou52BYYFoPZf1/HivGteG8lyiOYZCIiIsojAsOise7QXZy8/gKCmkEvpW0t8Euv+nBtWIZ/UOdRjaoXx6JRzvhtzRWFn+Pe849RuJAJfu5aS3vBUYEXFhGHSauu4O7TIKVtVcvZYOWE1rC1MdNCZETfNnVAI9x/FoyATxFi2xWftzhw4Ql6t3XUYmRElIrjX4mIiLQsMiYBK/bdRudJR3DimuoEk7WFEaYObIQjS75Hm0ZcMS6va9OoLH4f5KTUvvbQHbhffqqFiIiAJwFh+HHmSZUJpvZO5bBtZkcmmChPMzU2wJ9jnGFooKfQ/tfe23j6JlxLURFRWhzJREREpCWJSck4cPEJ/j52X21NCWNDPfTvUA2D3GrA3NQwlyOkrOjpWgWfo+Kx3v2uQvuCbTdgZW4E14ZltRMYFUgXvAMwY9M1xCfIFNolEmBsz3r4qXMNJq9JJ1Qpa4OJfetj8U5vsS0xKRlT1npi77zOXM2TSMuYZCIiIsplcrmA8zdfY/VBX3wMiVbZRyqRoKuzA0Z0rw3bwhxZoKuGda2F8Mh47Pd4LLbJBQFT13lhnZkhGlUrrsXoqCCQywVsPHIPm47eU9pmaqyPRaOd4VK3dO4HRpQFvds4wtvvE674vhXbXn+MwJ//eGPusGZajIyImGQiIiLKRbf8P2HFvtt49DpMbZ8WdUphXO96qFjSOhcjo5wgkUgwpX8jfImKx7kbr8X2JJkc45dfwtYZHVC1XBEtRkj5WWx8EqZvuIrLPm+VtpWytcDKia15nyGdJJFIMOfnpnj0OhRB4bFi+zGv52hcvTg6NCmvxeiICjbWZCIiIsoFz9+GY8zSC/h54Tm1CaZq5Ytgy/T2WPOrK9/45SNSqQTzRzSHUw3FUUux8TKMWnIBbwIj1OxJlHkfQqIwYM5plQmmRtXsseePzrzPkE6zsjDG4tHOkH41zXPe1v/wLihSS1EREZNMREREOSgoLAazNl/HD78fx7V771X2KVHUHH+OccbuuW5oUNU+lyOk3GCgr4fl41uhegXFUUufI+MxYrEHgj/HqtmTKON8Hgfix5kn8fzdZ6Vtfdo6Yt3ktrA0N9JCZETZq24VOwzvVluhLSY+CVPWeiFJlqydoIgKOCaZiIiIckBUbCJWH/BF50mHcdzrucoV46zMjTC5f0McW9oN7Z3KQypl0d38zNTYAGt/a4NyxS0V2j+GRGPk4vOIjFFd/J0oIw5efILhi87hc5Ti60lfT4rZQ5ti6sDGMNDnWwDKP37uWhP1He0U2vxfhWLtwTtaioioYONvGCIiomyUJEvGnnOP4DbBHVtPPEBCkvInqUYGehjyXU2cWtEDP7avprQUM+Vf1hbG2DClLWwLmyq0v3j/BWOXXUTcVyt/EWkqSSbHgu03sGD7DciSFbPa1oWM8ff09ujWspKWoiPKOXpSKRaObKE0Om/HaT/8e1/1CGIiyjlMMhEREWUDQUhZMa7rb0exZJc3vkQrj0qRSIAuzg44+Vd3/NKrHixMDbUQKWmbfRFzbJzaTukN0b1nwfht9RUkyeRaiox01eeoeIxYfB4HLz5R2la5TGHsm9cZdSvbaiEyotxha2OGP4Yrryo3feM1hHA6MlGuYpKJiIgoi3weB+LHWacweY0n3gdHqezTrFYJHFzYBX8MawZbG7PcDZDynPIlrLD2tzYwNlJc6PfavfeYu+U65HIV8yuJVHj2Nhx9Z56Ez+NApW1tGpbFjlkdYV/EXAuREeUul7ql0bedo0Lb58h4zNh4jfdUolyk/+0uREREpMqL95+xar8vrt59p7aPY1kbTOhTH42qF1fbhwqmmhWLYvn4Vvhl2QWF6U0nr72EtYUxJvZtAImEdbpIvcs+b/D7+qsqp1mO6lEHw7rW4muICpQJfRrgztMgPAkIF9tu+n3E9lMPMeS7mlqMjKjgYJKJiIgojfhEGe6/CEVsvAy2ReJRtXwRGBsq/roM/hyLDe53cczrOeSqKnoDKF7UHGN/qMuC3pSupjVLYP6IFpi6zkuh/Z8z/ihcyASDO9fQUmSUlwmCgM3H7mO9+12lbSZG+lgwsgVaNyijhciItMvQQA9/jnFB7+knFJKv6w7dQX1HO9RyKKbF6IgKBp1NMu3duxfr16+Hv78/kpKSUKZMGfTv3x9Tp05V6HflyhX88ccf8PHxgb6+Ppo2bYqFCxeiZk1msomI6H+CwmOw+6w/jnk9R2RMotheyMwQXZ0d0L9jdZga6WPHaT/sOuOH+ETVSyMXMjPEsO9ro5drFRb0Jo10aFIen6Pi8ec/3grtK/f7wMrCCN+7sFgz/U9sfBJmb74OD+8ApW3Fi5pj9cTWcChdOPcDI8ojytpb4vdBjTFz03WxLVkuYOpaLxxY+B0KmRmlszcRZZXOJZkEQcDAgQOxe/du9OzZE8OHD4dEIsHdu3dx9epVhSTT8ePH0a1bN9SrVw/r1q1DQkICli1bBicnJ1y9ehX16tXT4iMhIqK84klAGEYt8UBYRLzStsiYRPxzxh+HLz+DVE+CqDQJqLQMDfTQt50jhnxXk3/AUob1bVcVn6PisfnofYX2P7b8B2sLY7jUK62lyCgv+RQajXHLL+Hpm3ClbfUd7bBsXEtYWxhrITKivKVz84q46fcJp/99KbZ9DI3GvK3/YclYF04jJcpBEkFQM84/j1q4cCFmzpyJ/fv344cfflDbLy4uDuXLl4eFhQXu378PExMTAEBQUBCqVq2KcuXKwcfHJ1MxODk5AQBu3LiRqf2JMuvLly8AACsrK63GQZSfBIXHoM+MEyoTTJqQSAC3ZhUwukddFtelLBEEAfO33YD75acK7YYGetg4pS3qOdppKbKcxd9tmrnzNAgTV17G50jle1VP1yqY3L8RDPS5pg+pV9CutZi4JPSefhxvgxQX5Jg1pAm6t6qspaioIMgP11pWch469ZsoNDQUCxcuxPjx49NNMAHAyZMnERgYiPHjx4sJJgCwtbXFTz/9BF9fX/j6+uZ0yERElMftPuuf6QSTU43i2D//O8wf0YIJJsoyiUSC3wc3hutXtXQSk5Lxy18XVY5eoYLhyJVn+HnBOaUEk76eBNMHO2H6YCcmmIi+YmZigD/HukBfT/Ha+PMfb7x4/1lLURHlfzr12+jAgQOIj4/Hr7/+KrbJZMqraQDA5cuXAQCurq5K21LbLl26lANREhGRrohPlOGY1/MM7+dQyhobp7bFxqntUKWsTQ5ERgWVnlSKRaOd0bCavUJ7dFwSRv7pgffBUWr2pPxIlizH4p03MXfLv5AlyxW2WZkbYdO09ujpWkVL0RHlfVXLFcH4PvUV2hKSkjF5jSfiE1W/jySirNGpmkweHh6oXbs25HI5+vTpg9OnTyM6OhpVqlTBlClTMHDgQLHv06dPoa+vjwoVKigdp3LllOGRT548Sfd8qUPEvubn5wdHR0dxGBxRbomK4psLoux0/0WoQpFvTY3tXh2Opcz4e4ByzNyf6mH8qut4+vaL2BYWEYdhC85izcQWsLHMP3V3+LtNtciYRMzZegu+T0OUtpUvXggLhzeGfRFj3odIYwX1WnNrXBzX79ripn+Q2Pby/Rcs2HoNk/rU0WJklF/lh2stOTkZenqZW8BGp0YyPXz4EEWKFEGzZs1gbGyMQ4cO4eDBgzA2NsagQYOwYsUKsW9ISAgKFy6s8okpVixl6crQ0NBci52IiPKe2PjMfYoZm8BPPylnmRob4M9RTVCymJlC+4fQGExe9x+i45K0FBnlhtcfIzFiiafKBFPzWvZYN8kZ9kXMVOxJRF+TSCSY1r+eUnL+xPUAeN39oKWoiPIvnRrJFBQUhICAAIwdOxarVq0S29u3b49q1aph+vTpGDhwIAoXLoy4uDgYGale3cfYOOUGExsbm+751BW5Sh3hpMuFvEi38bVHlD1si2SuFpNtUWteh5TjrKyAzb93wMA5pxHyJU5sf/EhArO23MaGKW1hZKhTf8qli9dUCs87b/H7uquIiVdOJA7/vjZGdKsNqZQrY1HmFcRrzcoKWDzaBcMWnUPaZa+W7r2H+tVLo0RRC63FRvmXLl9rmR3FBOjYSCaZTAaJRIIZM2YotJubm2PIkCGIi4uDh4cHAMDIyEhtvaakpCSxDxERFVxVyxdBITPDDO1jaW6EquVYh4lyR4miFtgwtR0sTBVfp75PgjBlnZdSnR7SXYIgYOuJBxi//JJSgsnYSB/LfmmJUT3qMMFElEkNq9lj6Hc1FdqiYhMxbZ0XkmS8lxJlF51KMtnY2KBixYooWrSo0jZHR0cAQEBAAICUrGFERITK46TOXbe0tMyROImISDcYG+qjq7NDhvbp6uwA43w0eoTyPodS1ljzqyuMDRU/Vbzi8xbzt/0HIe3H8qST4hJkmLbuKlYf8MXXP057GzPsnNURbRqV1UpsRPnJiO51ULtSMYW2+89DsPHIXS1FRJT/6FSSyc7ODgYGBiq3JSamFG41NEz5pK9ixYqIjY1FUFCQUt9Xr14BABwcMvbGgoiI8p/+HavDxEizpJGNpQn6daiWwxERKatT2RZLf2kJva9GsRz1fI7VB3y1FBVlh6CwGPw07wzO3niltK1OZVvsmdeZq1gSZRN9PSkWjXJWGh269cQDePt91FJURPmLTiWZGjVqhJcvX6ocoeTrm/IHVo0aNQAAzZo1AwBcu3ZNqe+VK1cU+hARUcElk8k1mnJkY2mCDVPaopi1aS5ERaSsRZ1SmDtM+W+XbScf4p8zflqIiLLq/vNg9Jl5Eo9ehylt6+ZSCX//3g42liZaiIwo/ype1BxzhjVVaBME4PcNVxEWEadmLyLSlE4lmQYNGoT4+HjMnz9foT0gIADbt29H6dKl0bJlSwBA9+7dYW5ujuXLlyM5OVnsGxkZiQ0bNqBMmTJwcXHJzfCJiCgPWrnfJ91aDJbmRhjYqTr2L/gOlcsUzsXIiJR1bl4Rk35soNT+157bOHnthRYiosw67vUcQ+afVXpTqyeVYOrARpg1tAkM9DNfeJWI1HNtUBY9XasotIV+icOsTdcgl3MKMlFW6FRRiUaNGuGXX37BsmXL8OHDB3z//fcICgrCokWLEB8fjyNHjkBfP+Uh2djYYOnSpRg5ciTatGmDIUOGICEhAStXrkRgYCBOnTqlduodEREVDHeeBuH8zdcKbU1rlUDvVuUREy+DbVFrVC1nwxpMlKcM6FgdnyPjse3kQ4X22Zuvw9LcCC3qlNJSZKQJWbIcK/b5YPdZf6VtluZGWDrWBY2qF9dCZEQFy6QfG+Du0yA8f/dZbLt+/wN2nfXHwE7VtRgZkW7TqZFMALBq1SqsXbsWDx8+xMCBAzFr1iw0bNgQN2/eFEcxpRoxYgTc3d0RFxeHYcOGYfz48bCzs4OnpyfatWunpUdARER5gVwuYOkub4U2fT0JJvdrhJoVi8Cpuh3qVrZlgonypF961VMqWp8sF/Db6iu4+1S5HiXlDZExCRiz9ILKBFP5ElbY84cbE0xEucTYUB9/jnFRWlRh9QFf+L0M0VJURLpPInBJkgxzcnICANy4cUPLkVBBk7oyopWVlVbjIMoPTlx9jpmbriu09WtfFb/1b8RrjXSCLFmOX1ddwRXftwrtFqaG2D6rIxxKWWspsowpKNfb649f8Mtfl/A2MFJpm3PdUlg4sgXMvypGTJSdCsq1llFHrjzD3C3/KrSVLGaBAwu+4zVJmZIfrrWs5Dx0biQTERFRVsXGJymtyGVlboTh3WprJyCiTNDXk2LxGGfUq2Kr0B4Vm4iRf3rgQ0iUliKjr12/9x79Zp1SmWAa2qUmVk5ozTezRFryvYsD2jUup9D2PjgKC7bfAMdjEGUck0xERFTgbDvxACFfFIvtjupRB4XMjLQUEVHmGBvqY9UkV1QurViUPuRzLEYs9uBKSVomCAJ2nn6IMcsuIDouSWGbkYEeFo92xtie9SCVSrQUIRFJJBLMHNIEJYqaK7Sf+e8VTlzlggpEGcUkExERFSgfQqKw84xiPZQKJa3QvVVlLUVElDUWpoZYP6UNShazUGh/GxiJMUsvIOar5AbljoREGaZvuIble33w9WCIYtam2DG7Izo0Ka+d4IhIgYWpIRaPcYG+nmLCd+HOm3j98Yt2giLSUUwyERFRgbJynw8Sk5IV2n7r1xD6evyVSLqriJUpNk5tCxtLE4X2R6/DMH7FJaXXPOWs4M+x+Gn+WZz+96XStpoVi2Lf/M6oWq6IFiIjInVqViyKMT/UU2iLT5BhyhovJCTKtBQVke7hX9RERFRg3HkaBA/vAIW2FnVKwalGCe0ERJSNStkWwvrJbWBuYqDQfsv/E35ffxXJcrmWIitYHr4MQd8ZJ+D3MlRp23ctKmLrjA4oYmWqhciI6FsGdqoOpxqKKzw+fRuOFft8tBQRke5hkomIiAoEuVzA0l3eCm36ehJM+rGBliIiyn5Vytpg9SRXGBooLsl94VYAFm6/ySK2OezU9Zf4ad5ZpZpvUokEv/VriD+GNVP62RBR3iGVSrBgZAulUaH7PB7jis8bLUVFpFuYZCIiogLh5LUXePQ6TKGtd9uqKGtvqaWIiHJGPUc7LBnjDKlEsbaI++WnWH/4rpaiyt+S5XKs2Hsb0zdcVZqaaGFqiHWT26Bfh2qQSFjgmyivs7E0wfwRzZXaZ//9LwLDorUQEZFuYZKJiIjyvZi4JKw+6KvQZmVuhOHf19JSREQ5q2X9Mpg1tIlS++aj97H3/CMtRJR/RcUmYtxfl7DjtJ/StrL2ltj9hxua1OSUXCJd0qRmCQxyq67QFhGdgGnrrkKWzKnHROlhkomIiPK9bScfIPSr6Sujf6iLQmZGWoqIKOd971IJ43rXU2r/8x9vnP3vlRYiyn8CPkWg/+xTuHbvvdK25rVLYvcfbhwtSaSjxvxQDzUqFFVou/M0CH8fu6+liIh0A5NMRESUr30IicI/Z/wV2iqWtEK3lpW0FBFR7hnsVgMDOlZTap+x8Sr+ffBBCxHlH/89+IB+s07h9ccIpW2D3Kpj1aTWsDA11EJkRJQdDPSlWDzGWWkxhc1H78PncaCWoiLK+5hkIiKifG3lPh+lGim/9msIfT3+CqT8TyKRYEKfBujcvIJCuyxZwMSVl/HgRYiWItNdgiBg91l/jF5yAVGxiQrbDA30sGBkC0zo0wB6Ut5jiHRdyWIWmDlEceqxXBAwbZ0XvkTFaykqoryNv/2IiCjfuvMkEB7eAQptznVLwakG66NQwSGVSjB7aDM0r11SoT0+QYYxSy/g1Ycv2glMByUmJWPW5utYuvsW5F+t1FfUygTbZnaAW7MKavYmIl3U3qk8urkojn4O/hyLWZuvc8VOIhWYZCIionxJLhewZNcthTZ9PSkm/dhASxERaY+BvhRLf2mJ2pWKKbRHRCdgxOLzXDFJA6FfYjF0wVmcuPpCaVu18kWwd/53SvVbiCh/mDygEcoXV6yv5nXnHfaef6yliIjyLiaZiIgoXzpx7QUeB4QptPVp64gydizCSwWTiZE+1vzqioolrRTag8JjMWKxB6d+pOPR61D0nXkS958rTy/s1LQCts3sgGLWplqIjIhyg4mRPpaMdYGhgZ5C+4p9t5X+1iAq6JhkIiKifCcmLglrDvoqtFlbGGHY97W0FBFR3lDIzAgbprZD8SLmCu2vP0Zg9NILiI1P0lJkedfZG68waO4ZBIXHKrRLJMDEvvWxYGRzGBvqayk6IsotDqUL47d+DRXakmRyTFnryXsnURpMMhERUb6z9cQDhH6JU2gb1aMuCpkZaSkioryjmLUpNkxtC+tCxgrtfi9DMXHlZSTJktXsWbDI5QLWHPTF1LVeSPhq8QBzEwOs+dUVAzvVgEQi0VKERJTbfmhdGa3ql1Zoe/MpEot23NRSRER5D5NMRESUr7wPjsKus/4KbRVLWqFby0pq9iAqeMraW2L95DYwNVYcgXPj4UfM2HgNcnnBLmYbHZuI8SsuYcvxB0rbStsVwu4/3NC8diktREZE2iSRSDB3WDPY25gptJ+49gKn/32ppaiI8hYmmYiIKF9Ztd8HiV+NOvitfyPo6/FXHlFaVcsVwcqJrWGgr3htnLvxGn/u8i6wqya9C4rEgLmn4XXnndI2pxrFsecPN5QrbpX7gRFRnlDIzAiLRjtDT6o4inH+tv/wNjBSS1ER5R38i5uIiPIN38eB8PAOUGhzqVsKjasX105ARHlco2rFsXi0M76e8bXf4zE2H7uvnaC0yNvvI36cdQov339R2ta/QzWs/a0Np90SEepUtsXI7nUU2mLjZZiy1pNTjqnAY5KJiIjyhWS5HEt2eyu06etJMfHHBlqKiEg3uDYsi+mDnZTa17vfxcGLT7QQUe4TBAH7PB5h5J8eiIhOUNhmoC/F3GHN8Gu/hhwRSUSin76rgQZV7RTaHr0Ow6r9vmr2ICoY+JuSiIjyhRNXX+BJQLhCW992jihjZ6mliIh0xw+tq2B0jzpK7Qt33MCFr0YH5jdJsmTM2/ofFu/0RvJXtahsLE2wdUYHdHV20FJ0RJRX6UmlWDjKGdYWiqMbd531x7V7ytNtiQoKJpmIiEjnxcQlYc3BOwpt1hZG+LlrLS1FRKR7fu5aC33aOiq0CQIwbb0XvP0+aimqnBUWEYefF57H4SvPlLZVLWeDffM6o5ZDMS1ERkS6oJi1Kf4Y3lypfebGawj+HKuFiIi0j0kmIiLSeVtPPEBYRJxC26gedVk7hSgDJBIJJvdvhA5O5RXak2RyjF9xCf6vQrUUWc54EhCGH2eexN2nQUrb2juVw7aZHWH71QpSRERfa1GnFPp1qKbQ9jkqAdM3XEWyXK6lqIi0h0kmIiLSae+Do7DrrL9Cm0Mpa3RrWUlLERHpLqlUgnkjmqFJzRIK7bHxMoxe4oGATxFaiix7XfAOwMA/zuBTWIxCu0QC/NKzHhaPdoaJkb6WoiMiXTOuVz04lrVRaLvl/wnbTjzUUkRE2sMkExER6bSV+3yQmKS4kstvLNBLlGkG+nr4a1xL1KhQVKH9c1QCRi72QFB4jJo98z65XMB697v4dfUVxCfIFLaZGutj5cTWGNKlJiRfL7dHRJQOQwM9/DnWGabGisnpDYfvqhwtSZSf8S9wIiLSWT6PA3HhVoBCW8t6pdGoenHtBESUT5gaG2Dtb64oX1yxcP7H0GiVK7Dpgtj4JExadRmbjt5T2laymAV2zXWDS93SuR8YEeULZewsMX1wE4W2ZLmAaeu8EBmje/dMosxikomIiHRSslyOpbu9Fdr09aSY0Le+liIiyl+sLIyxYWpb2H1Vl+jl+y/4ZdlFxH01Eigv+xAShQFzTuOyz1ulbQ2r2WPPH26oWNJaC5ERUX7i1qwCvmteUaHtU1gM5vz9LwRBULMXUf7CJBMREemkE1df4ElAuEJb33aOKGNnqWYPIsooOxtzbJzaFlbmikX07z0Pxm+rryBJlveL2vo8DsSPM0/i+bvPStv6tHXE+sltYWVhrIXIiCg/mjaoMcrYF1Jou3T7DQ5deqqliIhyF5NMRESkc6JjE7Hm4B2FNutCxhj2fW3tBESUj5UrboW1k9soFcK+du89Zm++Drk87346f/DiEwxfdA6foxSnqujrSTFrSBNMHdgYBvr8c5iIso+psQH+HOOidG9ZuvsWnr8NV7MXUf7B36pERKRztp54gLCIOIW20T3qwMLUUEsREeVvNSoUxfLxrZQK6p/+9yX+2ns7z00DSZLJsWD7DSzYfgOyZMXYrAsZ4+/p7dG9VWUtRUdE+Z1jWRtM6NNAoS0xKRmT13giNj5JO0ER5RImmYiISKe8D47CrrP+Cm2VSlujW8tKWoqIqGBoUrMEFoxsjq8XXtt91h/bT+WdZbo/R8VjxOLzOHjxidK2ymUKY9+8zqhb2VYLkRFRQdK3nSOc65ZSaHv1MQJLd93SUkREuYNJJiIi0ikr9t5WqgPza7+G0JPyVxpRTmvvVB5TBjRSal+13xdHPJ9pISJFz96Go+/Mk/B5HKi0rU3DstgxqyPsi5hrITIiKmgkEgnmDmuGYtamCu1HPJ/h3I1XWoqKKOfxL3IiItIZPo8DcfH2G4W2lvVKo1G14lqKiKjg6dO2KoarqH82b8t/uOzzRnmHXHLZ5w0GzDmNjyHRSttG9aiDpb+4wNTYQAuREVFBZW1hjEWjnSH9agjovK3/4X1wlJaiIspZTDIREZFOSJbLsWSXt0Kbvp4UE/s2ULMHEeWUkd1r44fWijWN5IKAKWu9VI4iykmCIGDT0XuYsOIy4hJkCttMjPSxfHwrDP++NiRfz/MjIsoF9R3t8HPXWgpt0XFJmLrWSydW6CTKKCaZiIhIJxy/+gJP3yiuyvJj+6oobVdIzR5ElFMkEgmmDWqMto3KKrQnJiVj3F8X8SQgLFfiiI1PwuQ1nlj/f+zdd1hU59Y34N9Uht5npEjHAiiI2FGwggr2xBTTu9HE9GJ6j4mmJyd502NMU6OCClgRsYGICCiCSMeh9zJtv3+gmHFA+uwp676u813f++y2PIe19561n7L1jMY2Z0cL/PbGQsye4K6VWAghpDsPLw3UmAvu3KVKfLU1rZsjCNFfVGQihBCi85paZPjir9NqbbZWIo0vg4QQ7eFxuXj3sRmY5O+k1t7UKsfqDftQLG0Y0uuXVzXh3rf2IOFkgca2kNHDsOXtaPi62Q1pDIQQ0ht8HhfvPz4DVubqq+D+FHMOxzJKWYqKkKFBRSZCCCE67/tdGahpaFNrW3NLMCzNhN0cQQjRBqGAh0+emg0/T3u19ur6Vjz6QQIqa1uG5LppOVLc/mqMRu9GALh1zij878UI2FqKhuTahBDSH8PsLfDWw6Ea7a/8LwnV9a0sRETI0KAiEyGEEJ1WUtGIzXuz1NpGuNliabgvSxERQv7L3FSAr56fB3cn9aGrJRWNeHzDPjQ0tw/q9bYfuoiH3o1D7Q2FZz6Pg/X3TcH6+6ZAwKdXXEKI7pkZ4o7b5o1Wa6uub8X6b45ApWJYioqQwUVPYEIIITpt05YUjYkxn1s1CTwuPcII0RV2ViL874UION6wVHdOUQ3WbTqANpmimyN7T6FU4YNfTuDN75OhUKrfE2wsTPDtS5G4dc6oAV+HEEKG0tO3h2DkDUN5j58rwy+7M1mKiJDBRW/ohBBCdFZKdjkOpKgviT4zxA0Tb5gDhhDCPmdHC/zvxXkac46cviDFC18c1igM9UV9UztWf5iAPxLOa2zzHW6L39+ORsjoYf0+PyGEaIuJkI8P14ZBZMJXa//yn9PIyKtkKSpCBg8VmQghhOgkpUqFj347pdbG53HxzB0TWIqIENITH1dbfPHsHIiEPLX2w2nFeOuHY2CYvg8HySupxZ2vxeBkVrnGtlkhbvj1jYVwFVv2O2ZCCNE2T2cbvHTPZLU2hZLBi18eRmOLjKWoCBkcVGQihBCik3Ym5iGnSH1S31WRfhgusermCEKILggaIcHHT84En8dRa9+ZmIvPblglsieH04pw9+u7USxt1Nj2yNIgbHxyFsxEggHFSwghbFg8wwfzp3iptZVWNuHtfhbkCdEVVGQihBCic5paZPjib/Ufo7ZWIjy4JJCliAghfTE9aDjefHi6RvtPMed6Ne8IwzD4YVcG1m06gOY2udo2kQkfHz0RjtUrxoHL5XRzBkII0W0cDgev3D9Foydm/InL+Dcxl6WoCBk4fs+7EEPUJlMgO78KTa1yWJgK4OflAJGQ/hwIIbrh/3aeRc0NK0etvSUYlmbCbo4gxiQ45jHIVX2bSFrA5SMt+pshioh0JSrUG3WNbfhos/qw101bUmBnJUL0dB+0yRQ4m1eFljYFJA5t8PNyAMMAb/5fMvYez9c4p5O9OT59ejZGedhr659BCCFDxsJMiA/XhOGeN3dDobzee+nDX05glLs92trl9HuN6B29+istKCiAp6dnt9sjIiIQFxfX+X+np6fjlVdeQXJyMhQKBUJCQvD6668jPDxcC9HqJmlNMzbvzcKOxFw0NF8f72tlLsSSMF/ctSAA4htWhiGEEG0qljbg97hstbaRbnZYEu7LUkRE18hVij4XmQg7Vs33R01DG37YlaHW/tq3STiYUojUC1fU3kcszAQQ8nkaRWYACBohxqZ1s2BvbTrkcRNCiLYEeDviiZUh2LQlpbOtTabEna/GQPWfYXP0e43oC70qMl2zbt06zJ49W6NdLBZ3/v9TUlIQFhaG4cOHY8OGDTAxMcGXX36J2bNnY9euXVi4cKE2Q9YJFwqqsXpDAqrrNV/cGppl+HVPFnYnX8LXz8+jL4SEENZs2pICuUJ9FapnV00Ej0sjvAnRR2tvDUZtQxu2H77Y2aZigIOnizT2bWqRA5BrtC8LH4GX75sMAZ+nsY0QQvTdXfP9cTKzDMkZpZ1tqhvmZaLfa0Rf6GWRKTAwEFFRUd1uZxgGDz30EExNTZGUlNRZfFqxYgWCgoLwyCOPIC8vDyKRSFshs05a09xtgem/quvbsHpDAv58dzFVyAkhWncqqxwHU9V/eM4KccNEfyeWIiKEDBSHw8H6+6egrqlNI797wuUAz989CbfNHQ0Oh+ZfIoQYJi6XgyduG49j50rR05zf9HuN6DqD/CyckpKCs2fP4oEHHlDr3WRmZoYnn3wSpaWl2L17N4sRat/mvVk9Fpiuqa5vw+a9WUMcESGEqFOqVPj4hrlbBHwunr5jAksREUIGC5/HxQePh0Fi17cfRHMmeuD2eX5UYCKEGLzdRy/1WGC6hn6vEV1mkEWmgwcPAgDmzJmjse1a24EDB7QaE5vaZArs6OMKBTsSc9Emo/kuCCHas+NwLnKKatTa7oz0w3CJFUsREUIGEwOgpa1v7xYns8rpfYQQYvDo9xoxJHo5XA7oGBInk8lgYmKisS0nJwcAMHLkSI1tPj4+4PF4uHDhQo/XmDJlSpftmZmZGD16NOrq6voWNEvO5lWpTarZG/VN7TiVUYCxPg5DFBXpj8bGRrZDIGRINLXK8flfqWpttpYmuDXcg5V7LeWa7mpVtkPFqHre8UYMozfPbUN1Nq8KjS30PkIIW+jZprvo95phMYRcUyqV4PH6Nw+iXvZkWrNmDfh8PkQiEczNzTFnzhzs2LGjc3tlZSUA9YnAr+HxeLCzs0NVVZW2wmVdX78aXtPcz+MIIaSvfovLQV2T+svVg9F+MDcVsBQR0RUqRoULjcX4tXA/Hj/zFeYlrYeyP0Umwjp6HyGEkK7R/ZEYEr3qyWRlZYX3338fI0aMgK2tLerr65GdnY0ff/wRS5cuxcsvv4x3330Xra2tANBlLycAEIlEaGlp6fF6x48f77L9Wg8nGxub/v1DtEzi0Lu5mDSOc7TVm3+jsaH/XYghKbrSgK2HLqm1jXSzw+3zx7K+ohzlGjukrbVIrshCckUmjlVkoVbWNOBzKhgVKrnN8LVyGYQISX/Q+wghuoHySff09/74x/5LcHWyxxhvx0GOiAwGfc61/vZiAvSsyGRnZ4cXX3xRrW3JkiV49tlnsWjRIrz//vtYtWpVZ3FJoVBAKBRqnEcul8PS0lIrMesCPy8HWJkL+9QF08pcCD9PWhaTEDL0PvkjBQqles+U5+6ayHqBiWhPq6IdqdUXcVTaUVTKbSzt+aA+YsBg8YFXscw9FGtHL4XE1HbQr0Furj/vI9YWJvQ+QggxeP25PwLA2dwKrHotFlPHuuCRpYEIGiEZoggJ6T2DeIMXCoV46aWXwDAM9u3b11kxrK+v73L/+vp6WFtbazFCdomEfCwJ8+3TMQzDoKRC/8eSEkJ026msco0lzWdPcMcEPyeWIiLaoGJUyK4rxP9d3I37jn6EibvX4KFjm/DLpYQhKTB1XhcMthYmIWLfi/g0exua5K1Ddi2iqT/vI0vCfCES6tU3UUII6bP+3B//61hGKe55cw8efi8Op89fGcTICOk7gygyAYCTU8cPkra2Nvj4+AAA8vPzNfYrLy9Ha2srfH37n8T66K4FAbC3FvV6/8YWOe5+fTcOpxX1vDMhhPSDUqXCR5tPqrUJ+Fw8fccEliIiQ0naWot/C4/i2ZRvEbpnHZYdegMbs7bieGU25Kqe55Qw44swc1gQXhl7J/ic/nfhBoA2pQz/y4nF3ITnsfnSfsh6cX0yOPryPmJvbYpV8/2HOCJCCNENff291pWTWeW4/529eOCdvTiZVQaGYQYpOkJ6z2A+DaWmdqxK5O/vD4GgY6LYpKQkTJo0SW2/Q4cOAQBCQ0O1GyDLxLZm+Pr5eVi9IQHV9b0b89vcJse6TQew9pbxuH/RGHA4nCGOkhBiTHYczsXFolq1tlXz/eEqNp7hzIbs2hC4a3Mr5Tb0rYcSBxwE2Hpgmtgf08QBCLTzhpDb8dryYeZfwCC8N9fKmvBOxu/47dI+POW/AhHOIfSsG2K9fR+xtzbFNy/Mg9jWTIvREUIIe/pyf3z70VAcOVOC7YcuQiZXauyTev4KUs9fQdAIMR5ZGoQpY5zp+Ua0hsPoUXlz69atWLJkCfh89dqYVCpFSEgI+Hw+cnJywOFw4OPjAx6Ph3PnzsHc3BxAxxxNkyZNQm5uLi5fvgx7+/6N8b828Xd3E4PrsoraFmzem4Udh3NR39ze2W5tYYLpQa44mVWGylrN4QORUzzxxkOhMDUxmLqkXrq2/LY+TyJHCAA0tsgQ/cw21DZcf4mysxIhZuNyWJhpzqWnbZRrfadiVLjYUIJkaUdRKbX6Yp97CDmZ2nUWlSY7+sHWxKLL/YJjHutV76f/4nG4CLEfgaMVmd3uE2jrhecCViLEYUSfzk367mbvI0vCfLFqvj8VmAgZZPRs0w99uT9W1Lbgl9hz+OdADtq7KDZdM8bbEY8sC0RooCsVm7TAEHJtIDUPvSoyeXl5QaFQYOXKlQgMDIS5uTmysrKwadMmcDgcxMXFYcKEjmEWu3fvxuLFizF27FisXbsWQqEQ3377LZKSkvD999/jgQce6Hcc+lxkuqZNpkD25Wo0tchgYdYxybdIyEd1fSue/vQg0i9WaBzj52mPT5+aDYm9OQsRE8AwbliEAMAnW1Lw8271H/uvPzgNy2bqxo97yrXeqWirw/GK7M5V4KraG/p0vBnPBBMdR2GaOADTxP7wtBg25C+/yRVZ+Djzb5yv7344+KxhQXjG/xZ4WzkPaSyk433kVEYBmtsUkDjadr6PEEIGHz3b9Et3v9e6UlXXgl/3ZOGv/RfQ1t79Rxg/T3s8vCQQ4ePdqNg0hAwh14ymyJSbm4tNmzbh4MGDKC4uhkKhwPDhw7FgwQK88MILcHV1Vds/MTERb731FlJSUqBSqRAUFIQXXngB0dHRA4rDEIpMNyNXKPHuT8fx7+FcjW321qb45KlZCPQVsxAZMYQbFiFFVxqw9Pl/1VaUG+luhz/eidaZFeUo17rWppQhteoikisykVyRhYsNJX06ngMO/G3cO4pKEn8E2fl0DoHTJhWjQmzxCXyavR1lrdVd7sMFBys8ZmDN6CUQi2y0G6CRoXwjRDso1wxfTUMbNu/Nwh8J2Whp677YNNLNDg8vDcSsEHdwuVRsGmyGkGtGU2TSFYZeZAI6Vpf7I+E8Pt58CkqV+p+IgM/Fq/dPxeIBrIBA+scQbliErPvkAA7dsKLcD6/MR8joYSxFpIlyrQPDMLjYUIKjV4tKqVU5fR4CN8zUtrOn0hRHP9ia6M6cW+1KOX7PP4D/5cSgQd7S5T6mPCHu843E/T6RsBCYajlC40D5Roh2UK4Zj/qmdmyOy8KWuGw0tcq73c/b1QYPLwnE3EkeOvOhzxAYQq5RkUnLjKHIdM3JzDI8+/khNDTLNLatmu+Pp24PAZ9HNyRtMYQbFjFuJ7PK8PB78Wptcya4Y+O6WSxF1DVjzrXKtnocr8hCckUWjlVkobK9vk/Hm/KEmOgwqnNuJS9LJ53vkl8na8K3ObHYnH+g27me7E2s8PioxbjFYwYELPS+MmTGnG+EaBPlmvFpaG7Hlvjz2Lw3C40tmr/nrvF0tsaDiwMROcWTftsNAkPINSoyaZkxFZkAoFjagCc2HkB+aZ3GtiljnLFhbTiszE20H5gRMoQbFjFeSpUKt63fpbainIDPxY6PluncinLGlGvtSjlO/2cVuAv1xX0+h79NxypwU8X+CLbzgZAnGIJIh15JcxU+P78du4q7f757WAzD037LMdd5vM4Xz/SFMeUbIWyiXDNeTS0y/LnvPH7dk4X6pvZu93OTWOLBxYFYMM0bAj4Vm/rLEHKNikxaZmxFJqDjxvTyN0eQmKb548NtmBU+f2Y2PJ1ttB+YkTGEGxYxXlsP5uDtH46ptd0XPQbrbgthKaLuGXKuMQyD3MbSzlXgUqpy0K7qvit9VyQi246eSpIATHEcDTsTqyGKlh1ZdQX4OPMfHK/M7nafIDtvPB+wEsH2NHR8oAw53wjRJZRrpLlVjr/3X8AvezLVVvi9kYujBR5cHIjo6d4Q8HlajNAwGEKuUZFJy4yxyAQAKhWDr7am4fudGRrbLEwF+HBNOEKDXLs4kgwWQ7hhEePU2CJD9DPb1F5o7K1NsevjZbAwE7IYWdcMLdeq2xtw7OoQuOSKLFS21fXpeBFPiIkOIzvnVvK2dDb4XjwMw+BoRSY+zvwHOQ3d9+6a6xSMp/xXwMvSSYvRGRZDyzdCdBXlGrmmpU2ObYcu4ufYc6iqa+12Pyd7c9y/aCyWhPlCKKBiU28ZQq5RkUnLjLXIdM3eY/l4/bujaJcr1do5HOCp20Nw94IAg//xwRZDuGER47RpSwp+2Z2p1vb6Q9OwLHwESxHdnL7nWrtSjrTq3M5V4M7XF/V80A38rN06V4ELtvPV2yFwA6VkVNhVdAyfnd+OK621Xe7D43Bxq0cYHh+1GA4iay1HqP/0Pd8I0ReUa+RGbTIFth+6iB9jzqGytusFMABAbGuG+xeNwbLwETAR0ryEPTGEXKMik5YZe5EJALLyq7Bu0wFUdHEzWjjNG68/OJVuQEPAEG5YxPgUXWnA0uf/hUKp6mwb5WGHLW9H6+xKJvqWawzDIK+xrLOolFKVgzZl9xN8dsVRZHN1su6OuZXsDWwI3EC1KWX47dI+fHdxNxrlXX/1NeOZ4IER83GvTwTM+SItR6i/9C3fCNFXlGukO+0yBXYeycMPuzJwpbq52/0cbUxxb9QYLJ81EqYm9FuvO4aQa3pZZDp+/Hhn4PqGikwdKmtb8PSnB5GRV6mxLcDbAZ88NRtiWzMWIjNchnDDIsZn3aYDOHRavSfND6/MR8joYSxF1DN9yLWa9gYcq8junLC7oh9D4CY4jOwsKvlaulAv1F6obW/C/3JisCX/AOSMsst9HE2s8fjoxVjhPgN8Lg0v6Ik+5BshhoByjfRErlBi15E8fL8rA2WVTd3uZ2clwj0LA3DrnFEwExlnT+ebMYRcY73IVF5ejpdeegl79+5Fc3Mz3N3dceedd+Kpp56Cqamp2r4lJSV47rnn8M8//0Ch6HqZYF1HRabrZHIl3v7xGHYdydPY5mhjik+eno0x3o4sRGaYDOGGRYzLycwyPPx+vFrbnAnu2LhuFksR9Y4u5ppMKUdaTV5nb6XsusI+n2O0tdvV3koBCLb3hYmRDoEbDMXNFfg0ezt2l5zsdh8vCyc8478Cs5zGUQHvJnQx3wgxRJRrpLfkChV2J1/C9zvPolja2O1+NhYmuHtBAFbOHaWTc2yyxRByjdUiU21tLYKDg1FYWAgnJyc4OzujoqICxcXFiIyMxO7du8HhcNDa2or3338fGzduRGtrKxwdHSGVSgdyadZQkUkdwzDYHJeNTb+nQHXDn5NQwMPrD05DVKg3S9EZFkO4YRHjoVCqcNv6Xcgtvj6PjYDPxY6PlsFVbMliZD3ThVxjGAaXGss6J+w+VXUBrX0dAmdijalif4RKAjDF0Y/mCxoC52ov46PMv3Gq6kK3+4y398VzASsRZEfPwq7oQr4RYgwo10hfKZQqxB2/jP/bcRYF5fXd7mdlLsSq+f64fd5oWJmbaDFC3WQIuTaQmseAB1Ju2LABxcXF+O677/Dggw92tp88eRJLly7Fzp070dDQgJdffhllZWWwtLTEG2+8gaeffnqglyY6gsPh4K75/vByscELXxxGY8v1H0EyuRLrvzmC3KIaPHHbeJ2df4UQMvj+PXxRrcAEAHfN99f5AhObatsbcawyG8nSjt5K0rauJ5rujglXgBCHEZ2rwI2wcqUeNENsjK0nfgl9HkekGfg48x/kNpZq7HO6Ohe3Jb6DCOcQPOW/HB4WujtUlBBCCLmGz+MiKtQb86d6IuFkAb779yzyS+s09mtoluHrrWfw254s3BHhhzsj/WBtQcUmYzXgnkxjx47FhAkT8MMPP2hs++mnn/DYY49BLpdDKBRi9erVePnll2Fvbz+QS7KOejJ1r6C8Hk9uPNBlpXt6kCvefzwMltSVst8MoSpOjENjiwzRT29FbWN7Z5u9tSliNi6HuanuD9HSVq7JVAqcqVYfAsegb4/lkVbDO4bASQIw3t4XIh7dY9miZFTYUZSMz7K3dztHFp/Dw0rPcKwetYgmV7+Knm2EaAflGhkolYrBgZRCfLcjHReLuv8QZi4S4PaI0Vg13x+2lsa3EIYh5Bqrw+UsLCzwv//9D6tWrdLYlpOTg9GjR+P222/Hhx9+CFdX14FcSmdQkenmGltkePHLwzh6VvNrrqezNT59ejY8nGjIRn8Ywg2LGIeNv5/Cr3uy1NreeGgaloaPYCmivhmqXGMYBpebruBoRSaSpVlIqbqAFmV7zwf+h4OJVWdPpSlifzjSEDid06poxy+X9uH/Lu5Gs6Kty33M+CI85Dsf9/hEwIxv3F976dlGiHZQrpHBolIxOJxWhG//TceFgppu9zM14WPlnFG4e2EA7K1Nu93P0BhCrrFaZOJyuYiNjcWCBQs0ttXX18PW1hZHjx7F1KlTB3IZnUJFpp4pVSp8/udp/Lw7U2ObpZkQG9aGY+pYFxYi02+GcMMihq/wSj2WPb8DCqWqs22Uhx22vB2tN0NmBzPXatubcKIyu7O3Unlr9y9jXRFy+Qi5ugpcqDiAhsDpkZr2BnyTE4M/8g9B0d1KdCIbPDF6CZa6hRrtSnT0bCNEOyjXyGBjGAZHzpTg23/TkZVf1e1+IiEPK2aPwr0LA+BoBKuPG0KusTon001Pzh/S0xMdxuNy8dQdE+DrZoc3v0+GTH795bqxRYbHN+zDM3dOwJ2RfvRjiRADs+n3FLUCEwA8v2qSThaYgmMeg1zVxUqn176/dHF/EnD5SIv+pttzylQKpNfkdU7YnVlb0OchcCOsXDtXgQtxGEFD4PSUnYkV1o+9E6u85uDT7G3YW5qisU9lWx1ePfMzfslLwDP+tyB8WCA9FwkhhOgFDoeDsODhmDHOFcfOleHb7WdwNrdSY782mRKb92bh7/0XsHzmCNwXNQYSe3MWIibaMChVoL1796KkpESjvb29HRwOBzt37kRmpmaPlocffngwLk90WFSoN9ydrPDUpgOorGvtbFcxDD7afAo5RTV49f6pEAqM8+stIYbmRGYZDqcVq7XNneiB8aN1c6JjuUrRdZHpml7Uhq4NgUuuyEJyRSZOVfZ9CJy9iRWmiv0wTdyxCpzE1LZPxxPd5m4hwScTV+Pemkv4KPMfpFbnaOyT11iGx058hgkOI/Gc/60Ya+fFQqSEEEJI33E4HEwb64KpY5xxKqsc/9uejrQczZXkZXIl/kg4j60Hc7A0fATujx4DJwcLFiImQ2lQhstxOBz09jTX9uVwOFAqu+46rutouFzfVdS2YN2mA112owz0dcSmdbPgYGP4XScHyhC6XhLDpVCqsPLlncgrqetsEwp4+HfDUp1dUW7MzoduXmTqgoDLR9L8T3Ci8nznKnBlrdV9OoeQy0eI/QhMvdpbaaS1K7gc3evpRQYfwzA4dOUsNmb9g0uNZd3ut8BlItb5LYebhViL0bGDnm2EaAflGtGm1PNX8O2/6TiVVd7tPnweF4tn+OD+RWN19l2xPwwh11idk+mXX37p97H33HPPQC7NGioy9U+bTIG3vj+G3cmXNLZJ7Mzw6dOz4efpwEJk+sMQbljEcP29/wLe/Un9vvjAorF4YuV4liLqWX+KTJyr/29fh8D5Wrl0TtgdYj8CpkY+2bOxU6iU2F54FF9c2IHKblaiE3B4uM1rJlaPXARbE8N5+b4RPdsI0Q7KNcKGtBwpvvs3HcfPdf9hhcflYGGoNx5cPBbuw/R/QRNDyDVWi0zGiIpM/ccwDH7ZnYlP/0zFjX95JgIe3nwkFPOn0BCB7hjCDYsYpobmdix6ZhtqG68PE3OwMcWuj5fD3FTAYmQ3158iU2/ZCS2v9lTyx1SxPw2BI11qUbTjl7x4/F/uXrR0sxKdBd8UD41YgLu95xpkcZKebYRoB+UaYVNGXiW++zcdSema0+xcw+VwMH+qFx5aMhaezjbaC26QGUKusVpkysjIgJeXFywsej+WsqmpCfn5+Rg7duxALs0aKjINXFJ6MV78MhFNrXKNbQ8uHovHVwSDy6WJT29kCDcsYpg+3nwKv+3NUmt78+FQLAnzZSmi3hnMIpOAy8d4e9/OCbtHWQ+nIXCk16rbG/DVhZ34+3JityvRSUS2eMJvKZa4TQPPgP626NlGiHZQrhFdkH25Ct/9exaHThd1uw+HA0RM9sRDSwLh46p/H+kMIddYLTLxeDzExMRgwYIFau0ymQz33nsv3nzzTfj6qv/I2L17NxYtWkRzMhm5y2V1eGLjARRdadDYFhY8HO89NgMWZrSi0n8Zwg2LGJ6C8nosf+FfKJTXHyejPeyx5e1onS8WD7TI5GPpfH0InMNImBlgLxOiXZcbr+CT7G1IKEvtdh9fKxc8538rpkvGGMRKdPRsI0Q7KNeILrlQUI3/23EW+1MKb7rf3IkeeGhJIEa622kpsoEzhFwbSM1jwJ/BuqtRyeVy/Pnnn6is1FzCkBAA8HS2we9vRWFygLPGtsS0Ytz95m4USzULUIQQ3fLJlhS1AhMAPH/XRJ0vMPUXFxy8G3w/DkduROycd/HS2NsxY9hYKjCRQeFpOQyfT3ocf8xYj2C7rnsC5jaU4uHjn+C+5I+QWVug3QAJIYSQQTDKwx4b183C1g+WIGKyJ7r7ZrLvVAFufXkn1m06gOzLmotIEd1jOH2tiV6yMjfBV8/Pxar5/hrbLpXU4c7XYnEys/tJ4ggh7DqRWYbDacVqbfMmeSB41DCWIhp6PC4Py92nY5ip/nxRI/pnnL0Pfp/xEr6atBaeFl3n04nK81hx+E08m/ItSprpox4hhBD94zvcFhvWhmP7h0uxYJoXuN1Umw6dLsLtr8RgzUf7cO4SPfN0GRWZCOv4PC6eWzURbz4cCgFf/U+yvqkdj32YgD8SsrvtNUcIYYdCqcJHv51UaxMKeFh3ewhLERFiWDgcDmY7ByNm9jt4I+huOJhYdblfbMkJzN//Mt7P+AO17U1ajpIQQggZOC8XG7y/Ogw7Pl6KRdN9wOumR3xSeglWvRaLxz5MQPpFqZajJL1BRSaiM5aE+eL79ZGwtzZVa1eqGHzwy0m8/cMxyBX6OY8XIYZo+6GLyCupU2u7e4E/XBwNd6l1QtjA5/Jwm+dMxM/7EGtGLYYZT3NoplylwC+XEjBv3/P4/uIetCllLERKCCGEDIz7MGu8/eh07Nq4HMvCR4DP67rYdCyjFPe8uQcPvxeH0+evaDlKcjNUZCI6JWiEBFvejoKfp73Gtm2HLuKh9+JRXd/KQmSEkP9qaG7HV/+kqbU52Jji/mj9XDWUEH1gzhdhzegliJ/3IW7znNnlCnON8lZ8nPUP5u97CTuKkqFkVCxESgghhAyMq9gSrz80DTEbV+CW2SPB53VdujiZVY7739mLB97Zi5NZZTT6RQcMSpHpZiubGMKqJ0S7htlb4MdXFyByiqfGtjM5Utz5agwuFFSzEBkh5Jrv/j2LuqZ2tbYnbh0Pc1MBSxH1HcMwUKqodyTRP44ia7wRdDdiZr+DOU7BXe5T3lqDF09/j+WH3sBRaaaWIySEEEIGh7OjBV65fyp2f7Ict80bDaGA1+V+qeev4OH34nHvW3twLKOUik0s4jAD/G+fy+VizJgxsLdX73miVCpx9OhRBAUFwdraWm1bdXU1MjMzoVTq58v9QJbzI73HMAx+3HUOX/xzGjf+lYpM+HjnkemYO8mDldjYYgjLYRL9V1Bej+Uv/Ku2otxoD3tseTtar1aU+zE3Dhsy/9JoF3D+8/LSxYcSAZePtOhvhjI0QvrkdNVFbMj8G2drL3W7z1SxP571vwV+Nu5ajKx36NlGiHZQrhFDUFHbgl9iz+GfAzlol3dfTwjwdsAjS4MwPchV6x1fDCHXBlLzGJQiU39wOBwqMpFeOZxWhJe+SkRLm0Jj2yNLg/DosiC9+mE7EIZwwyL674mN+5F4w4pyP706X69WlDtekY0Hkj+GCtcfgXwODz+FPocJDiMp14jeYRgGCWWnsSlrKwqbu54IlQMOoodPxpN+y+Bi5qDlCLtH+UaIdlCuEUNSVdeCX/dk4a/9F9DWrvk78ZrRHvZ4ZGkgwse7aa3YZAi5NpCax4CHy6lUqn79R18LTET7woPd8NubUXAVa04m/O2/6Xjms4NoaZOzEBkhxuf4uVKNAtO8SR56VWAqbanCUynfqBWYAOCFMbdhgsNIlqIiZGA4HA4iXEIQO+cdvBZ4F+yEms9MBgx2FR9H5L6XsOHcX6iXNbMQKSGEEDJwDjZmePqOCdj76S14YNFYmIn4Xe53vqAa6z45iJUv78L+UwVQqWgY3VAbtIm/t23bhpUrV2LmzJm48847sXXr1sE6NSHwcbXF729FYaK/k8a2g6lFuPuN3SitbGQhMkKMh0KpwkebT6m1CQU8rLs9hKWI+q5NKcPaE1+gTqa+zPvi4VOxyms2S1ERMngEXD7u8JqFhHkfYvXIRTDlCTX2kasU+DEvDvMSXsCPuXFoV9KHGkIIIfrJzkqEJ1aOR9xnt+LhpYGw6GZ+0JyiGjzz2SGseGkH9h7Ph1JFC2MMlQEPlwOAhx56CD/++KPa5FocDgfR0dHYtm0beLyuJ+fSVzRcjj1yhQobfz+FPxLOa2yztTTBx0/OQsho/elR0VeG0PWS6K+/91/Auz+p3/ceWjwWa24dz1JEfcMwDF48/T12Fh9Ta/ezdsOWsPUQ/efHOOUaMRTS1lp8eWEnthUc0ei9d42zmT2e8luOha6TwO1ixbqhRvlGiHZQrhFj0NDcji3x57F5bxYaW2Td7ufhZI2HlgQicopntyvX9Zdc3vHxRiDQnwVxbsTqcLnY2Fj88MMPuPfee5GXl4f29nbk5+dj3bp12LVrFz7++OOBXoKQTgI+Fy/eMxmvPTBV42ZQ29iOR96Pw9/7L7AUHSGGq6G5HV/9k6bW5mBjivsXjWUpor7bnH9Ao8BkI7TAF5PXqhWYCDEkElNbvD3uXuya/TZmDgvqcp+ylmo8l/odVhx6E8cqsrQbICGEEDKIrMxN8OiyIMR9dgvW3hoMawuTLvcrKK/H+m+OYOlz27EzMRdyxeD1bBIIBHpdYBqoAfdkWrZsGYqLi5GSkqKx7Y477kBSUhKKi4u7OFJ/UU8m3ZB24Qqe/uwQahvaNLbdOmcUnr9rEgR87X+RHUr0BYqw5aPNp7B5r/qPz7ceDsXiMF+WIuqbU1UXcN/Rj6Bkrr9AcMHBj6HPYrKjn8b+lGvEUKVU5eCjzL+RUZvf7T6h4gA8G3ALRlm7aSUmyjdCtINyjRij5lY5/t5/Ab/syezyd+M1Lo4WeHBxIKKne0PAN6yRWP3Bak+mU6dO4Y477uhy26OPPoqysjKDKzIR3RA8ahi2vBWNke52Gtv+3n8Bj34Qj9rG7m8khJDeKSivx58J2Wptfp72iJ7uw1JEfXOltQZPnfpGrcAEAM8G3NplgYkQQzbBYST+CnsFn05cDTdzcZf7HK3IxNKDb+DF09+jvKVayxESQgghg8fcVID7osdgzycr8OyqiXCwMe1yv9LKJrz5fTKin96Gv/dfgExOC5X114B7MgmFQvz5559YtmyZxrby8nK4uLjg1KlTCAnRn4lhe0I9mXRLS5scr317FPtOFWhsc3a0wGdPz8YIN81ClD6iL1CEDWs/3o8jZ9Q/Fvz02gIEj5SwFFHvtSvluCvpA41eGwtcJ2FjyCPdLmVLuUaMgUylwF+XD+PrCztRe8Nk+NcIuXzc4z0PD41YCCuh2ZDEQflGiHZQrhECtMkU2H7oIn6MOYfK2pZu9xPbmuH+RWOwLHwETIRdr1z3X4rmJlQeiEf9uTNovpQLZWsLeKZmMPf2hfWYcXCcHQG+ucVg/lOG1EBqHgMuMnG5XMTGxmLBggUa25qbm2FpaYmjR49i6tSpA7mMTqEik+5hGAbf7TiLr7ee0dhmasLHe6tnYFaIOwuRDS56OSDadiyjFI99mKDWFjHZExvWhrMTUB8wDINXzvyEbYVJau0jrYbjj7D1MON3PUYfoFwjxqVR3oLvL+7Fz3nxaFd1vdKctcAcq0ctwu2eMyHkDe48E5RvhGgH5Roh17XLFNh5JA8/7MrAlermbvdztDHFPVFjsGLWSJiaaBablG2tKPi/r1C+828oW7ovWvHMzOC0ZCU8HlwNnqjr3lS6hPUi05o1axAQEKCxrb29HevWrcOzzz4Lb29vje0PP/zwQC7NGioy6a4DKYVY/80RtLYrNLatXjEODy8J7Lbngj6glwOiTQqlCre+vBOXSuo624QCHnZ+tAzOjrr/JebPy4fwRvqvam3WAnP8E/4a3Cy6HiZ0DeUaMUZXWmvwxfkd+LfwaLcr0bmaOWKd3zIscJ04aCvRUb4Roh2Ua4RokiuU2HUkD9/vykBZZde9egFg5vjh+PTpOWptTbk5yF7/FFpLinp9PVNXN/i99yksfEb0O2ZtYL3IxOFw0NvTXNuXw+FAqdTPcY5UZNJtuUU1eGLTgS5vEvMmeeDNh0NhJtLP2f7p5YBo01/7zuO9n0+otT20eCzW3DqepYh6L606F/ckfQg5c/05wwEH3019CtMlY3o8nnKNGLOc+mJsytqKRGlGt/v423jguYBbMdlx9ICvR/lGiHZQrhHSPblChd3Jl/D9zrMoljaqbTMR8LDtwyUYLrHqbGvKzcHZNfdB0djQ52vxLa0Q+OVPsPAdOeC4h8pAah49Dy7swU8//TTQUxAyqHzd7LDl7Wg8+9khpJ6/orYt4WQBCq804LOnZ8PJQfd7YhDClobmdo3hp442prh/0ViWIuo9aWstnjz5lVqBCQDW+S3rVYGJEGM30no4vp36FE5UnsdHmX8jq65AY5+sugLce3QDwiRj8UzALRhh5ar9QAkhhJBBIuBzsSTMF1Gh3og7fhn/t+MsCsrrAQALpnmpFZiUba3IXv9UvwpMAKBobED2+qcw/rft4JmIBiV+XTLgnkzGiHoy6Qe5QoUPfz2Bfw7kaGyztRJh07pZejFx8X/RFyiiLR/9dhKb49RXlHv7kVAsmuHLUkS9I1MpcE/ShzhTk6fWPs85BJ9NXN3r4bKUa4R0UDEq7C1NwSdZ21DSUtnlPlxwsNQ9FE+MXgqJqW2fr0H5Roh2UK4R0ntKlQoJJwvw3b9n8f7qGRjlYd+57dKXG1GyZeCdbVzvuA/ea54Z8HmGwkBqHoMzmJ4QHSTgc/HK/VOx/r4p4PPUf1jWNrThoXfjsP3QRZaiI0R3FZTV489959Xa/L0cEBXqw1JEvfd+xhaNApOPpTPeC75fr+djI4QtXA4XC10nYc+cd/HSmNthLTDX2EcFBtsKkxCx70V8krUNjfLuJz4lhBBC9AGPy8X8KV7Y9sEStQKTorkJZf/+OSjXKN/xFxTN3U86rq+oyEQM3q1zRuF/L0bAxkJ9JSmFUoU3v0/GB7+cgEKpYik6QnTPx7+fgkKp3sn1uVUTweXqdpFma8ER/HH5kFqbpcAUX05eCwuB7q/iQYguE/IEuMdnHvbN24CHfBdAyNWccaFNKcO3F2MxL+EF/HZpP2QqzUU4CCGEEH1y4/tv5YF4qFpbB+XcypYWVB6IG5Rz6RIqMhGjMMHPCb+/HQ0fVxuNbX8knMfqDxNQ39Su/cAI0THJGaVISi9Ra4uY7IlxOj60NKMmH2+e/U2jfcP4h+FhMYyFiAgxTFZCMzwTcAvi5n6AJW7TwIFm8blW1oR3M35H1P712FtyqteLwxBCCCG6rv7cmZ536oOGc+mDej5dMOCJv4nuC455DPI+fk0UcPlIi/5miCJih6vYEr++EYX1/zuCQ6nqy0yezCrHna/F4NOnZ8PHte/zSRBiCBRKFT7efEqtzUTAw7rbQliKqHeq2uqx9uSXGve5taOXYKZTEDtBEWLgnM3s8cH4B3GfTwQ+zvoHSdJzGvsUNVfgqZRv8FNePJ4LuBWPHP+06/eRa0WoLoa0GuL7CCGEEP3VfCl3UM/XdMnwpm/R+55Mn3/+OTgcDjw8PDS2paenIyoqCra2trC0tMTMmTNx+PBhrcfINrlK0a//GCJzUwE2PTkLjywN0thWLG3E3a/vxuG0Is0DCTECWw/kIL+0Tq3t7oUBcHbU3ZUY5SoF1p36BtK2WrX2WcOC8NjIaJaiIsR4jLQejv+b+jR+nPYs/KzdutwnozYfdyV9gFZFe9fvHIyy4z9G9D5CCCFEt7WVlyHtoTvQeD5TrV3ZOrjzDg7W0DtdotdFpry8PLz00kuwt7fX2JaSkoKpU6ciNzcXGzZswFdffYXm5mbMnj0bu3fvZiFaoiu4XA5WrxiHj54Ih0jIU9vW3CbHuk0H8MOuDOreT4xKQ3M7vt6m3v3X0dYM90ePYSmi3tmQ+RdSq9VXkPSwGIYPQx4Cl6PXjzhC9MpUsT+2znwdH4U8DGczzfcyAGBAz1VCCCH6Qd5Qj+bcHMhqa9TaeaZmg3odrqnhzRuqt8PlVCoV7rvvPkRGRqK6uhoFBQWd2xiGwUMPPQRTU1MkJSVBLBYDAFasWIGgoCA88sgjyMvLg0gkYil6ogvmTfLEcIkV1m06gCvV12f1Zxjg879OI7eoFq8/NA2mJnqbJoT02v+2p2vMS/bkyvEwEwlYiqhnO4uO4bdL+9XazPgifDVpLSwFg/sCQAjpGZfDRfTwKZjnHILf8w/gfzkxaKCV5gghhOghy5GjMSX2MFRy9R615t6+aLqQNWjXsfAeMWjn0hV6+5n3008/xblz5/DFF19obEtJScHZs2fxwAMPdBaYAMDMzAxPPvkkSktLqTcTAQCM9rDHlrejETRCrLFt7/F83P/2HkirDW9ZSUL+63JZHf7ad16tzd/LAQunebMUUc+y6grw2pmfNdo/HP8gvK2ctR8QIaSTCU+A+30jkTDvQ9zvEwlBFyvREUIIIbqOb2EJzg3zBVqPGTeo17AaEzSo59MFellkunjxIl555RVs3LgRzs6aPyYOHjwIAJgzZ47GtmttBw4cGNogid6wtzbF9+sjsTTcV2Nb9uVq3P5qDM7mVrAQGSHasfH3FCiU6sNYnr9rosaSrbqitr0Ra098iXaVXK390ZFRmOs8nqWoCCE3shFa4PkxKxE3930sGj6F7XAIIYSQXlE0NqB851akr74X6WvuVdvmODti0Ia48czM4Dg7clDOpUv07tOSSqXCvffei2nTpuGBBx7ocp+cnI75OUaOHKmxzcfHBzweDxcuXOjxWlOmdP1ClJmZidGjR6Ourq73gbOpP3MLMYz+/PsGyZMr/DHc0RRfbTsHper6f2fV9a144J29eOa2IMyf4s5ihEBjYyOr1yeG51S2FEnpJWpts8a7wkNsopP3AIVKiXVnv0VZa7Va+xS70bjLaeagxUy5RsjgMQcfL/vcij0lp6BglH06VsWocKW6AiKecIiiI8R40LONkO6p5HI0pp5A7cF4NJxMBqPo+JjJs7BEa3kZTJ06OrfwzS3gvPQ2lGz5acDXdFqyEnxz887/W6FQoKmpacDnHQxKpRI8Hq/nHbugd0WmjRs3IiMjA+fOaS6Ve01lZSUAqA2Vu4bH48HOzg5VVVVDFiPRTxwOB8vDveExzBKv/3AKjS3Xe0nIFSp8sDkNl8rq8eiSAPB5etkJkBA1CqUKX25Tv5cKBVw8usSfpYh69k3+bqTWqS8d62rqgDf9VoFHE30TotP60zdSyagQcfQVBFl7YaLdSEyyGwlvcyeN4QuEEEJIXzEMg5bzmag9GI+6pINQNjYAADh8AaynhsF2VgQsJ0wGY66+0rLHg6tRfeQAWkv6vyq5qasbPB56XK1NJpP1+3y6RK+KTOfPn8drr72GDz/8EJ6ent3u13p1GUATE5Mut4tEIrS09DwR5fHjx7tsv9bDycbGpsdz6AQOB31e0IXD0Z9/3yCbPdkGIzyH4YmNBzSWc//n4CWUVLZiw9pwWJl3/felDcb6vw0ZXH8kZKPwivpXzXujxmCkl27OabS75CR+Lz6k1mbKE+LrqU/CbYjmYaJcI2QQ9ed9BEC7So6TtTk4WZuDLy4BjiIbTHX0Q6gkAFMc/eAgsh78WAkxYPRsI8aupbgQFfExkMbFoq3seo9+68DxEEdEwXHWPAisrj9b6jPOoNXeEaYurgAAnsgUfu99irOP3wvF1cJUX/AtreD33qfgmagvRGZmZgYzM91YvKa/vZgAPSoyKZVK3HfffQgODsaaNWtuuu+14pJCoYBQqNm9Wi6Xw9LSckjiNBRylQIHytIw2zmY7VBYMVxihd/eWIiXvzmCxLRitW3Hz5Xhztdi8fkzs+HpbMNOgIQMUH1TO77Zlq7W5mhrhvuixrATUA9y6ouxPu1Hjfb3gh/ACCtXFiIihLClsq0OO4uPYWfxMQDAaGs3TBP7Y5o4AMH2vjDh6e6qmIQQQtghq61B5YE4SONj0ZiV0dlu6uYJSWQUJBFREDm5dHls+a5taCsrQdDXP3e2WfiMQOCXPyF7/VN96tFk6uoGv/c+hYWP4a0qd43eFJm++eYbnD59GklJSWhoUK8WKhQKqFSqzrk4rlXn6+vr4ejoqHGu+vr6m/aEIh0eP/kFFrhMxCuBd8LOxIrtcLTOwkyIT5+aja+2puH7nRlq24quNGDVa7H4cE04QoPoBy7RP9/+m476pna1tidXjoeZSPd+nNXJmrDm5BdoU6p3IX7Qdz7mu05kKSpCiK44X1+E8/VF+D53L0Q8ISY4jOwsOvlYOtPQOkIIMVLK9jZUJx2CND4WtSeSwSgVAACBrR3EcxdAEhEFi1H+PT4nvB5bh+b8XDAMo7avhe9IjP91Gwq+/xrlO/6C8iajpXhmZnBashIeDz2u0YPJ0OhNkSkvLw8KhaLbybgBwNbWFgBw1113AQDy8/M1ikzl5eVobW2Fr6/mSmJE057SUzhemY1XAldhgctEo3tR43I5WHvrePi42uL1746iXX59wtKmVjnWfLwPT90egrsXBBjdfzdEf10uq8Nf+86rtQV4O2DhNG+WIuqeklHh2ZRvUdxcqdY+1dEP6/yWsxQVIURb+Bwengu4FckVmThVlaNRbL5Rm1KGJOk5JEk75psTi2wwVeyPaWJ/TBX7w94IP5oRQogxYVQq1J1JRUXcLlQe2gdlSzMAgGsiguPsCIgjomA3YQo4/N6XQoT2DhDaO3S5jScyhfeaZ+B+3yOoPBCPhnPpaLp0EarWVnBNTWHhPQJWY4LgODtSbZJvQ6Y3RaY1a9ZgyZIlXW5bt24drly5gj///BMA0NDQgN9++w1JSUmYNGmS2r6HDnXM5xEaGjqk8RqSWlkTnkn5H/aUnMRrgXdBYmrLdkhaN3+qF9yGWWHdpgOoqL1eoWYYYNOWVOQU1uL1B6fCRKg3KUWM2MbfU6BQqk+M8vxdk8Dl6l6h9LPs7ThakanW5mLmgI0THgOf2/+x4oQQ/cDhcHCPzzzc4zMP7Uo5ztTkIlmaheSKTGTX9zw8oaKtDjuKkrGjKBkA4GfthmniAEyT+CPYzhdCGlpHCCEGoflSLqTxsahIiEV7hbSjkcOBzYTJkERGw2HGnCEt8vDNLeC0aDmcFtFHUA7D9Gd9e90SHh6OgoICFBQUAOiYc8nHxwc8Hg/nzp2D+dU/JoVCgUmTJiE3NxeXL1+Gvb19v653rTdVdxOD65rgmMcgVyl6vb+SUUHFqLrcZiUww4tjbsdSt2lG2XOnqq4FT31yEBl5lRrbArwd8MlTsyG2HbrJ2m4cEkpIXyWfLcHqDfvU2uZP8cIHa8JYiqh78aWpePLUV2ptIp4Qf8xYj9E2bkN6bco1QgZft+8j115Fu3ivEHD5SIv+psvzVbc34FhFFpKv/qeyra5P8Zh2Dq0LwDSxP7xpaB0xcPRsI4amvbICFfv2QBofg+bcnM52c9+RkEREQTx3AUwcJSxGqL8GUvMwyCITAOzevRuLFy/G2LFjsXbtWgiFQnz77bdISkrC999/jwceeKDf19O3IlN/XJtkN7OuoMvtoeIAvDXuXjib9a9Qp89kciXe/vEYdh3J09jmaGOKT56ejTHemnOBDQZ6OSADIVeocOtLO5BfVt/ZJhLysOOjZXBysLjJkdqX21CKlYffRotSfd6oj0IeRvTw7odNDxbKNUK0ZzDyjWEY5DaWdvZySqnKQbtK3qdzSES2HXM5SQIw1dEPtia0SAwxLPRsI4ZA2dKCysR9qIiLRe3pk4Cqo3OE0FECybyFEEdGwcLbcCfV1hYqMnVRZAKAxMREvPXWW0hJSYFKpUJQUBBeeOEFREdHD+h6xlBkAgCFSomf8+Lx+fl/Ieviy6MZX4Tn/G/BSs9wcDlc7QfIIoZhsDkuG5t+T4HqhhQSCnh4/cFpiAod/Plt6OWADMQfCdn44JeTam2PLA3C6hXjWIqoaw2yFtxy+C0UNkvV2u/xnoeXxt6ulRgo1wjRnqHIt3alHKerLyK5IgvHKrJwvhdD6/6LAw78bNw7JxAfZ+dNQ+uI3qNnG9FXjEKBmpTjqIiPRdWRg1C1tQIAeGbmcJw5F+KIaNiMCwGHpxtTKcjlHR85BAL9fW4YfZFJ24ylyHRNfmM51qf9iDM1mj13AGCCw0i8M+4+uFsYX1fEYxmleP6Lw2hs0ZyI9N6oADyxcjx43MErwNHLAemv+qZ2RD+zTW1FObGtGXZ+vEynVpRTMSqsPvE5Dl85q9Y+0WEUfpj2DARc7cx7RrlGiPZoI9+q2upxvDIbR6WZOFaRhcr2+p4P+g9TnhATHUZ1Fp28LJ1oaB3RO/RsI/qEYRg0XcjqmGdp3x7Ia2s6NvB4sJs0DZLIaNiHhoMnMmU30C4YQq5RkUnLjK3IBHTM0/R7/gF8krUVrV2s7CLiCbHObxnu8p4LnpH1aioor8eTGw+goFzzhXV6kCvefzwMlmbCQbmWIdywCDs+/PUEtsSrryj37mMzhqTH3UB8cX4HvrqwU61tmKktts18Q6urQlGuEaI92s43hmFwsaHk6lxOmUitutjnoXXDTG0753KaQkPriJ6gZxvRB23lpR2FpfhYtBRe7my39BsDSWQ0HGdHQmhrx2KEPTOEXKMik5YZY5HpmuLmCrx65mecqDzf5fZAW2+8F3w/vK2ctRwZuxpbZHjxy8M4erZUY5unszU+e2Y23IdZD/g6hnDDItqXX1qHFS/ugFJ1/XYf4O2A396I0qkV5Q6Wn8HqE5+rtQm5fPw+4yWMsfXSaiyUa4RoD9v51qaU4XR1LpKlmUiuyEJOQ3GfjueAA38b985V64LsfCDUUq9LQvqC7VwjpDvyhnpUHdoHaVwM6s+e7mwXObtCHBEFSUQUzNw82Auwjwwh16jIpGXGXGQCOr4A/lNwBB9m/olmRZvGdgGXjzWjFuN+30itDW3RBUqVCp//dRo/x2ZqbLM0E2LD2nBMHesyoGsYwg2LaN/jGxI0CqC/vrEQgb5iliLSlN9YjlsOv6VxT3kv+AEscw/VejyUa4Roj67lW0VbHY5XZCO5omNoXVV7Q5+ON+OZYKLjqM6eTp4Ww2hoHdEJupZrxLipZDLUHE+CND4G1cmJYK7OY8S3tILjnEhIIqJgNWacXt4/DSHXqMikZcZeZLqmvKUab6T/ikRpRpfb/azd8G7wA0O+1LiuiT16CW9+nwyZXKnWzuVw8MydE3BnpF+/b5aGcMMi2nU0vQSPf7RPrW3BVC+8/3gYSxFpapK34tbDbyO/qVyt/Q6vWXgt8C5WYqJcI0R7dDnfVIzqP0PrspBaldPlYig342xq37lq3WTH0bAR6tZqnsR46HKuEePAMAwazp2BND4WlfvjoGjsKOJzBALYTwuHJCIKdlOmgyscnKlG2GIIuUZFJi2jItN1DMNgV/FxvJexBfXyZo3tfA4PD49YiEdHRhnVqiznLlXiqU0HUFnXqrFtcZgvXrlvCoSCvq9+YAg3LKI9coUKt7y0A5fLrs8XJhLysPPjZRhmrxs/clSMCk+c/Ar7y9PU2oPtfPHz9OdZG3JCuUaI9uhTvrUpZUituojkio6hdRcbSvp0PAccBNh6dE4gHmjnTUPriNboU64Rw9JSVNA5z1Jb2fX7pnVQCCQRUXCYORcCq4FPLaIrDCHXqMikZVRk0lTZVo+3zv6GfWWnu9zua+mCd4Pvx1g77c6rwqaK2has23QAWflVGtsCfR2xad0sONiY9emchnDDItqzJT4bH/56Uq3t0WVBeGz5OJYi0vS/nBh8mr1drU0sssG2mW/AUcTeywblGiHao8/5Jm2txfHKjqF1ydIs1Mga+3S8GV+ESf9Ztc7DQqKXQ0OIftDnXCP6R1Zbg8r9eyGNj0Vj9rnOdjN3T4gjoyGZtxAip4FNJaKrDCHXqMikZVRk6l5caQreSv+ty5csLji4zzcSa0cvgYin310ge6tNpsBb3x/D7uRLGtskdmb49OnZ8PN06PX5DOGGRbSjrrEN0c9sQ0Pz9dUgxbZm2PnxMpiJdKNX4ZErGXjk+KdgcP0xJODw8NuMlxBkx+6qd5RrhGiPoeSbilEhp76ks5dTavVFyPs6tM7MvnMuJxpaRwaboeQa0V3K9jZUJx2CNC4GNSeTAWXH9CECWzuI5y2EJCIKFiP7P3WIvjCEXKMik5ZRkenmatsb8d65LYgpPtHldndzCd4Lvh/jHUZoOTJ2MAyDX3Zn4tM/U3FjtpkIeHjzkVDMn9K7Hl6GcMMi2vHBLyfwR4L6KpDvPjYDUaHsFm+uKWyS4pbDb6FB3qLW/mbQPVjpGc5KTP9FuUaI9hhqvrUq2pFafRFHpR0TiOc2aq5AezNccDDG1rOz6DTWzsuoFlQhg89Qc42wi1EqUXcmFdK4GFQd3gdlS8cUKlwTERzCZkMSGQ3bkMng8I3n/mUIuUZFJi2jIlPvHCxPxxvpv6CirU5jGwcc3OE1C0/7r4A5X6T94FiQlF6MF79MRFOrXGPbg4vH4vEVwT0uJ28INywy9PJL67DixR1Qqq7f3sd4O+LXNxb2+DemDc2KNtyW+A5yG9R/cN3iEYa3x93LTlA3oFwjRHuMJd+krbVXJxDvKDrVypr6dLw5X4TJjqMxVeyPaWJ/uJvT0DrSN8aSa0Q7mi5dREVcLKQJuyGrlHY0crmwHT8J4sgoOMyYA765ObtBssQQco2KTFpGRabea5C1YEPmn9hamNTldhczB7w97l5MFftrOTJ2XC6rwxMbD6DoiuZyyGHBw/HeYzNgYdb9UEJDuGGRobf6wwQkZ6gXcH57YyHG+opZiug6hmHwdMo32FuaotYeaOuF36a/qDMLBFCuEaI9xphvKkaF8/VFOHZ11brT1bl9HlrnYubQOZfTZMfRsBYa54850nvGmGtkcLVXVqBi325I42PRnJvT2W7hOwriiCiI5y6AiSP775tsM4RcoyKTllGRqe+SK7Lw6pmfUNZS3eX2W9xn4PkxK2Ep6NtE2Pqoobkdz39xGMfPlWls83a1wWdPz8ZwiVWXxxrCDYsMraPpJXj8o31qbQumeeH91WEsRaTuh4t78VHW32ptDiZW2DbzDUhMbVmKShPlGiHaQ/kGtCjakVqV09nTKa9R8x3hZjqG1nlhmsQfoeIAjLH1pKF1RAPlGukPRXMzqhL3Qxofg7rUk7g2/4eJWALxvChIIqJg7u3LcpS6xRByjYpMWkZFpv5pkrdiU/ZWbMk/2OV2icgWbwTdjZlOQdoNjAUKpQqf/pGK3/ZmaWyztjDBR2vDMSnAWWObIdywyNCRK1S45aUduFxW39kmEvKw8+NlGGbP/uSxyRVZeCh5I1T/meibz+Hh59DnEaJjc7RRrhGiPZRvmq601lwtOGXhWEUW6vo4tM6Cb4rJjqM7ezq5WVDPAkK5RnqPUShQk3IcFXExqDpyEKr2NgAAz8wcjjPnQhy5CDbjQsDhclmOVDcZQq5RkUnLqMg0MClVOXgl7UcUNld0uX3R8Cl4acwdsDVh/0fxUNuRmIt3fjwGuUKl1s7jcvDcXRNx29zRavMtGMINiwyd3+OyseG3k2ptjy4LwmPLx7EU0XUlzZVYfuhN1Mub1dpfDVyFO71msxRV9yjXCNEeyrebUzEqZNcVda5ad6Y6F3JG2adzDDd37JxAfJLDaFgJDb/nONFEuUZuhmEYNF3IgjQ+FhX79kBeWwMA4PD4sJ08DZLIaNiHhoNnYhzz6Q6EIeQaFZm0jIpMA9eqaMcX53fg57x4tV4N19ibWOHVwFWIdJnAQnTalX5Riqc/PYTq+laNbctnjsBL906GgM9Dm0yBkxkFaGlTQOJgAz8vB4iE1BWedKhrbEP0M9vQ0CzrbJPYmWHnx8thasLu30mroh13HHkP5+uL1NqXuE3D+8EP6OTEtYbwckCIvqB865tmRRtSqnI6ik7SLOQ3lffpeB6Hq75qna0X+Fxel/sGxzzW57miBFw+0qK/6dMxZHB1+7/btZ99XTx36X8349VWXtpRWIqPRUvh5c52S/+xkEREwXF2JIS2dixGqH8M4bk2kJoH/UIlrDDlm+D5MSsR4RKC9Wk/asw9UN3egHWnvsY85xC8FrgKDiJrliIdekEjJNjydhSe+uQgsi+rz1m17dBFXCisgZ+nPeJPXFYrIFiZC7EkzBd3LQiA2Ja+SBq7b7anq/19AMCTt4WwXmBiGAavpf+sUWDyt/HAG0F362SBiRBCdJk5X4TwYYEIHxYIAChvqe6cQDy5Ikujx+iNlIwK6TWXkF5zCV9d2AlLgSkmO4zGNElH0Wm4+fWhdXKVos9FJsK+Hv93oy4GRk/eUI/KgwmoiI9F/dnTne0iZ1dIIqMgnhcFMzcP9gIkeo2KTIRVgXbe2D7zDXyTE4PvLu6GklEfNpZQloqTleexfuwdiB4+xWB/kA6zt8CPry7AG/93FHHHL6tty8qvQlZ+lcYxDc0y/LonC7uTL+Hr5+dhlIe9tsIlOuZSSR3+2X9BrW2sjyMWTPViKaLrfru0DzHFJ9TabIUW+GLSGoh43a+kSAghpHeczOyx3GMGlnvMgJJRIbuusHMC8TPVeVD0MLSuUd6KfeVp2FeeBgBwMxd3zuVECDEcKpkMNcePQBofi+rkRDByOQCAb2UN8exIiCOjYBUQZLC/t4j2UJGJsE7IE+BJv2WY6zwe69N+1OjxUC9vxvOn/w+7S07hzXF3Y5ipYXbXNDXh44PHwzBiuB2++Oc0ejuQtbq+Das3JODPdxdTjyYjtfH3U1Cq1P9gnls1kfWXhJOVF/Bh5l9qbTwOF59MXA1nMyqKEkLIYLs2FG6MrSceHRmFJnnr1aF1HUWny01XejxHUXMFii5X4I/Lh7QQMSFkKDEMg4ZzZyCNi0HlgXgoGhsAAByBAA7hcyGJjIbdlOngCgQsR0oMCRWZiM7ws3HH3+Gv4ofcOHx1YadGN99E6VlE7X8FzwesxC0eM1j/AT0UOBwOHlg8Ft7DbfDMpwehUPau0lRd34bNe7Pw9B2GP4cVUZeUXozkjFK1tgXTvDDWl92VhMpaqvHUqa81eic+F3ArJjuOZikqQggxLhYCU8x0Cupcube0papzaN3xiuweh9b1C8OgsEk6+OclvUdT7hq9lqKCznmW2spKOtutg0IgiYyC48x54FtasRghMWRUZCI6RcDl49GRUZjjNA7r037E2dp8te1Nila8lv4z9paewtvj7oWruSNLkQ6tyQHOMBHyoWiV9/qYHYm5WL1iHE0GbkTkChU+3pyi1iYS8rBuZQhLEXVoV8rxxMkvUSNrVGuPcp2Me7znsRQVIYQQFzMH3OIRhls8wqBkVMiqLehctS695lKPQ+t6Q84oEbHvxUGIlhDSF7KaalQeiIM0PhaN2ec6283cPSGOjIZkXhRETs4sRkiMBf0aJTrJx8oFW8LW49e8ffg0exvaVerFluOV2Yg+8Aqe9r8Fd3rNApfDZSnSoZGdX4XmPhSYAKC+qR3Zl6sRPFIyRFERXfP3/vMoKK9Xa7svagwk9uYsRdTRLfuN9F+RWVeg1j7KejjeHnevQfZAJIQQfcTjcDHWzgtj7bzw2KhFaJK34lTVBRy9umpdYTP1RiJE1ynbWlGddAjS+FjUnEwGlB2FYoGdPcRzF0ASEQWLkX70/kW0iopMRGfxOFzc5xuBmU6BeCXtZ6RW56htb1XK8G7G74grPYV3xt0PT8thLEU6+Jr6WGC65p/9FzDMzhzOjhaDHBHRNXWNbfhmW7pam8TODPdEjWEnoKv+uHwI/xYdVWuzFpjjy0lrYco3YSkqQgghPbEQmGKW0zjMchoHAChprkLEvhc0hj0Tw6RQKRFXmoJZw4Ig5NH8PLqMUSpRdyYV0rgYVB3eB2VLx7BXrsgUDrNnQRIZDduQyeDw6ac+YQf95RGd52ExDL9Ofx5/Xj6Mj7P+QYuiTW376epcLDn4Gp4YvRT3+MwDn8tjKdLBY2Hav4f7nmP52Hs8H5P8nbEk3BezxrvBhIbPGaRvtqejsUWm1rbuthCYmrD3v/fpqot4L2OLWhsXHGya+JjBDm0lhBBD5WruAC6HS0UmI8GAwbpTX8NGaIFFw6dguft0jLQeznZY5D+aLl2ENC4GFQl7IKu82tOQy4XthCmQREbDfsZs8M3Z681OyDX065PoBS6Hizu8ZiFs2Fi8duZnJFdkqW1vV8nxUdbf2Ft6Cu8G36/3D0U/LwdYmQvR0CzreecbMAxwIrMMJzLLYGkmxIJpXlga5otRHvbUVdZA5JXU4p/9F9Taxvo4Yv5UL5YiAqSttXjy1Fca83k85b8c08T+LEVFCCFE2wQcHmLnvMt2GEYtav96yPs5v1adrAm/XtqHXy/tg7+NB5a7T8dC10mwFlLxgg3tlVJU7NsDaVwMmvMudrZb+I6COCIK4rkLYOLI7mIvhNyIikxEr7iYOeD7qc9ge9FRfHDuDzTKW9W2Z9YVYMWhN/HoqGg8NGIhhFz9/BMXCflYEuaLX/dk9bzzTTS2yPDXvgv4a98FjHSzw+IwXyyc5gUbS9EgRUq0jWEYfLz5FJQq9ZVjnrtrEmtFRJlSjidOfoWq9ga19gjnEDzou4CVmAghhLCEw4G7Bc0PySoOBxiEBeay6gqQVVeAD879gbnO47HMfTqmOI42uLlQdY2iuRlVifshjYtB3emTnasFmoglEM+LgiQiCubevixHSUj39PMXODFqHA4Hy92nI1QcgDfSf8WhK+lq2+WMEl+c34GE0tN4N/h+BNh6sBLnQN21IAC7ky+hur6tx30tzYQY7WmP1OwrUHWzbG1OUQ02/HYSn/yRgvBgNywJ88WUsc7gcelFQZ8kpZfg+LkytbaF07wx1oe94WjvZPyOs7WX1Np8LV3w3vgHqPccIYQQoudkKgV2l5zE7pKTcDa1xxL3aVjmFkpD4QeRSiFH7anjqIiPRdWRg1C1d7z/88wt4DhzLsQR0bAZFwIOvbcTPUBFJqK3JKa2+HryE9hdchLvZPyOOlmT2vachmKsTHwbD/jOx+OjFsNEzyYxFNua4evn52H1hoSbFprsrU3xzQvzMNLdDtKaZsQevYQdibkoutLQ5f5yhQr7ThVg36kCiG3NsGiGDxbP8IXbMKuh+qeQQSJXqPDx76fU2kQmfDy5cjxLEQF/X07E3wWJam1WAjN8OXktzPnUY44QQgjRBwIuH/839WlsL0xCfGmqxsrO15S1VuPrC7vw9YVdmOw4Gsvdp2Ou83iIeEItR6z/GIZB4/lMVMTHomLfXsjragAAHB4f9qHhEEdEwT40HDwTep8i+oXDMN10eyDdmjJlCgDg+PHjLEdCrqlub8A7Zzdjb2lKl9u9LJzwbvD9GGfvo+XIBq6itgWb92Zhx+Fc1De3d7ZbW5hgSZgvVs33h9jWTO0YhmFw5mIFdiTmIuHEZbS2K3q8zvhREiwJ88WciR4wE+lXQc5Y/B6XhQ2/qReZHls+Do8uC2IlnvSaS7gr6QPIVdf/vjjg4H9TnkTYsEBWYhosdXV1AAAbGxtW4yDEGFC+6a7gmMfU7vG9IeDykRb9zRBFRHqj2//drv3s66KX8X//d2uUt2B3yUlsLzyKjNr8Hq9nKTDFQtfJWO4eigAbT+rF3IPWshJUxO+GND4WrUWXO9st/cdCEhkNx1kRENrasRghGShDeK4NpOZBRaZ+oCKT7tpXdhpvpv+qMTcM0PHj927vuXjSbxnM9HAp9TaZAqcyCtDcpoDE0RZ+nvYQ9WLluOZWORJOXsaOxFykX6zocX8zER+Rk72wJNwXY30c6UVBR9Q2tiH66W1qK8oNszfHjo+WsbKiXGVbPZYfegMVbXVq7U+OXorHRi3SejyDzRBeDgjRF5RvhGhHf3Itt6EU2wuTsLPoGGpkjT3u72vlguXu07Fo+BTYmVAv+WvkDfWoPBgPaXwsGs6mdbaLXIZDEhEFcUQUzIa7sxghGUyG8FyjIpOWUZFJt9XJmvDBuT+xoyi5y+3DzR3x9rj7MNlxtJYjG7iB3rAKyuqx40guYpLyUFXX2uP+ns7WWDzDF9HTveFgY9bj/mTovPfzcfy1T31FuQ8eD2NlRTmZSoH7jm7A6epctfY5TsH4fNLjBjEhqCG8HBCiLyjfCNGOgeSaTKXAkSsZ2FaYhCPSDCgZ1U3353N4mOkUhGVuoZguGQM+l9ePiPWbSiZDzfEjkMbFoPrYETDyjiGIfCtriGdHQhwZDauAQPqga4AM4blGRSYtoyKTfjhyJQOvpf+MK621XW6/zXMmnvW/BRYCUy1H1n+DdcNSKFVIPluKHYkXceRMMRTKm98GeFwOQoNcsSTMF9ODhkPA1/8igj7JK6nFrS/tVFtRLtDXEb+8vpCVF5O3z27G7/kH1Nq8LJzwd/irepVPN2MILweE6AvKN0K0Y7ByraKtDruKjmFbYRIuN13pcX9HkQ2WDJ+Kpe6h8LJ0GtC1dR3DMGjIOANpfAwqD8RD0dgxuoIjFMJ+WjgkkdGwmxwKroCmpjBkhvBcoyKTllGRSX80yVvxUebf+KvgcJfbnUzt8Na4ezFdMka7gfXTUNywqutbsTu5Y7LwSyV1Pe5vZyVCVKg3loSNgLfr4MVBusYwDB79IAEnMtVXlNv8VhTGeGt/VZd/C4/ipbQf1NrM+SL8E/6aQb04GsLLASH6gvKNEO0Y7FxjGAZnavKwvTAJe0pT0KLoeUXkYDtfLHcPRYTLBIP5MAUALYWXIY2PRUV8LNrKSzvbrceFQBIRBceZ88C3pOGDxsIQnmtUZNIyKjLpnxOV5/HqmZ9Q3FzZ5falbqF4ccxtsBaaazmyvhnKGxbDMMjKr8KOxFzsPZaPptauVxX5rzHejlgS7ouIyZ6wNKNVRYbCkTPFWPvxfrW2qFBvvPvYDK3HkllbgDuOvAvZDZOJfjVpLWY7B2s9nqFkCC8HhOgLyjdCtGMoc61Z0Yb40lRsL0xCavXFHvc345kg0mUClrtPR7C9r14OGZPVVKNi/15UxMei8XxmZ7uZhxckkdEQz10IkZMzixESthjCc42KTFpGRSb91KJox2fZ2/HrpX1goPln72hijdeD7sYcHf6xrK0bVmu7AgdTC7EjMRenssp73F8k5GHORA8sCfPF+FHDwOXq34uCLpIrlFj+4g4Ull+fyF5kwseuj5dBYqfdgmhNewOWH3oT5a01au2rRy7CE35LtRqLNhjCywEh+oLyjRDt0FauFTRdwb+Fyfi36KjGAiFdcTeXYLn7dCx2mwqJqe2QxjZQyrZWVCcdgjQuBjWnjgFKJQBAYGcP8dyFkERGwWLEaL0smpHBYwjPNSoyaRkVmfRbWnUu1qf92O0Y8gUuE/FK4J06uSIGGzeskopG7DqSh51HcnGlurnH/V3Fllg0wweLpvvAycFCCxEars17s/DR5lNqbatXjMMjS4O0GodCpcT9yR/jVJX6xONhkrH4ZsqTBjHR940M4eWAEH1B+UaIdmg71xQqJY5VZGFbYRIOlp+BnFHedH8uOJguGYvl7qEIdwqCkKv91XO7wiiVqDuTAmlcDKoO74OypQUAwBWZwmHGLEgiF8E2ZBI4fN2Il7DPEJ5rVGTSMioy6b92pRxfXtiBH3Pjulwdw1ZogVcCV2GBy0Sd+hLB5g1LqVLhVFY5diTm4mBqEWTym78ocDjA5ABnLAnzxczxbjAR0oO3L2ob2xD99DY0tsg624bZm2PHR8tgaqLd/y4/OPcnfs6LV2tzNxfjn/DXYSU0zFUHDeHlgBB9QflGiHawmWu17Y2IKT6OrYVJuNhQ0uP+tkILLBo+FcvcQzHSergWItTUlJfTMc9Swh7IKqUdjVwubEMmQxIRBYewOeCZGeZ7EBkYQ3iuUZFJy6jIZDjO1V7G+rQfu33YzXYah9cC79KZrru6csOqb2rH3mP52JGYi/MF1T3ub2UuxIJp3lgS5ovRHvZaiFD/vffTcfy1X73n0AdrwjB/ipdW44gpPo7nUr9TazPjmeCv8Ffha+Wi1Vi0SVdyjRBjQPlGiHboQq4xDIOsukJsL0xCbMkJNMhbejwmwMYDy92nY6Hr5CH/uNVeKUVFwm5I42PRnHd9bimLEaMhjoiCeO4CmDhof+EVol90IdcGiopMWkZFJsMiUynwXU4svs2J7bIbr5XADC+OuR1L3aax3qtJF29YFwqqsfNILnYn56O+qb3H/Ue622FJmC8WTPWCjaVICxHqn9ziWtz60k6o/nN7DvR1xC+vL9Tq3+D5uiLcfuRdtCllau2fTlyNSJcJWouDDbqYa4QYKso3QrRD13KtTSnD/rI0bC9MwvHK813OmfpfJlwB5jqPx3L36ZjkOGrQhusrmptRdXgfpPGxqDt9Erj6/mUiGQbxvIWQRETD3MtnUK5FjIOu5Vp/UJFJy6jIZJhy6ouxPu1HZNYVdLk9VByAN8fdAxczB+0G9h+6fMOSyZVITCvGjsSLOJZRplYg6YqAz8XM8W5YEj4CkwOcwOMa3rw+/cEwDB79IAEnMsvU2n9/KwoB3tr7clbb3oQVh99EaUuVWvtDIxbgGf9btBYHW3Q51wgxNJRvhGiHLudaSXMVdhQdxfaioyhr6bmXvLOZPZa5hWKpe2i/3s1VCjlqTx2HNC4G1UmHoGpvAwDwzC3gOGseJBFRsA4KAYfeT0k/6HKu9RYVmbSMikyGS6FS4ue8eHx+/l+NZdoBwIwvwnP+t2ClZzgrkx3ryw1LWt2MmKN52JGYi2JpY4/7S+zMsGiGLxbP8MFwie5NuK5NiWnFeGLjfrW26OneeOfRGVqLQcmo8NCxTThWkaXWPk3sj++mPg2eAU70fSN9yTVCDAHlGyHaoQ+5pmJUOFV1AdsKk5BQehrtKvlN9+eAgymOo7HUPRRzncdDxBN2uy/DMGg8n4mKuBhU7I+DvK5jxVwOjw+7KaGQREbDbloYeCbU054MjD7kWk+oyKRlVGQyfPmN5Vif9iPO1OR1uX2Cw0i8M+4+uFtItBqXvt2wGIZB2gUpdiTmIuFUAdraNQt3NwoZPQxLwnwxe4I7zEQCLUSpO+QKJZa9sANFVxo620QmfOz6eBkkduZai2Nj5j/4v9w9am2uZo7YOvM12AiNY8VAfcs1QvQZ5Rsh2qFvudYga8Ge0pPYVpiEc7WXe9zfUmCKKNfJWOY+HQE2Hp1TDLSWlaAivmOepdai6+ex9A+EJDIK4tmRENjoxvyrxDDoW651hYpMWkZFJuOgZFT4Pf8APsnaitYb5qQBABFPiHV+y3CX91yt9ezQ5xtWU4sMCScLsCPxIs7mVva4v7lIgMgpnlgS5osxPo6sz4elDb/tzcLHm0+ptT2+YhweXhqktRjiSlOw7tTXam0inhB/hq3HKGs3rcXBNn3ONUL0DeUbIdqhz7mWU1+M7YVHsav4GGplTT3uP0Ygxm1lpnA7nYuWc2c720UuwyGJiIIkMhqmrsbzXkO0S59z7RoqMmkZFZmMS3FzBV498zNOVJ7vcnugrTfeC74f3lbOQx6LIdywACC/tA47E3MRc/QSqutbe9zfy9kaS8J9ERXqA3trUy1EqH21jW2IfnobGluuFzSH2Ztj58fLIBLytRLDxYYS3Hb4HbQo1Sdw/zjkEUQNn6yVGHSFoeQaIfqA8o0Q7TCEXJOpFDhcno5thUeRJM2A6j+ThfMVKozJr8Ok7GoE5NdDoOzY1m5mApMZ0zFmyd2wHTPOKD5cEnYZQq5RkUnLqMhkfBiGwT8FR/Bh5p9oVrRpbBdw+Xh81GI84BsJAXfoCgKGcMP6L7lCheSzJdiRmIsjZ4qhVN38dsTjcjBj3HAsCfPFtEBXCPiGMzfQuz8dx9/7L6i1fbAmDPOneGnl+vWyZtxy+C0UNVeotd/rE4EXx9ymlRh0iaHlGiG6jPKNEO0wtFyTttZiZ8FRnEqOgXtqLsbn1MC8vWOlaDmPgwxvG5zwt0eWpzWUPC7EIhsscZuGZe6h8LAYxnL0xJAZQq5RkUnLqMhkvMpbqvF6+i84Ij3X5XY/aze8G/wARtsMTfdbQ7hhdae6vhWxRy9hx+GLyC+r73F/e2tTRId6Y3GYL7xcbIY+wCGUW1yLW1/aqbYiX5CvGD+/vkArX9tUjAqPHf8MidIMtfbJjqPx/dRnwOfyhjwGXWPIuUaIrqF8I0Q7DCnXWgovQxofi4r4WLSVl3a25w23wjE/O6SNsEWrqPsPv+PtfbHMfToiXSbAnE8TfZPBZQi5ZlRFpj179uCHH37A8ePHUVVVBVtbW8yYMQMvv/wyxo0bp7Zveno6XnnlFSQnJ0OhUCAkJASvv/46wsPDBxQDFZmMG8Mw2FV8HO9lbEG9vFljO5/Dw8MjFuLRkVEQ8gZ34mpDuGH1hGEYnLtUhR2JFxF37DKa226+qggAjPVxxJIwX0RM9oSFWferiugihmHw6AcJOJFZptb++1tRCPB21EoMn2f/i69zdqm1OZvaY+vM12BnYpyr/RlDrhGiKyjfCNEOfc81WU01KvbvRUVcDBovXF8B18zDC5LIaIjnRUHpYIu40hRsL0zC6ercHs9pxjPBfNeJWO4+HePsfGgoHRkU+p5rgBEVmX788Uc88MADmDVrFhYtWgRXV1dcvHgRn376Kerr67F//36EhoYCAFJSUhAWFobhw4fj2WefhYmJCb788kucPn0au3btwsKFC/sdBxWZCABUttXjrfRfsa88rcvtvpYueDf4foy1G7zhToZww+qL1nYF9p8qwI7EXKSev9Lj/iIhD3MneWBJ2AiMHyXRixeFw2lFeHLjAbW2RdN98Paj07Vy/f1laVhz8gu1NiGXjy0z1iPA1kMrMegiY8s1QthE+UaIduhjrinbWlF95BCk8TGoOXUMUHYMhxPY2UM8dyEkkVGwGDG6y3e+y41XsL0oCTuKjqGyra7Ha3lYDMNy91AsdpsGschmkP8lxJjoY67dyGiKTP/++y9sbW01eiJlZWUhKCgIEydORHJyMhiGwbhx41BcXIzz589DLBYDAFpaWhAUFISWlhbk5eVBJOpf10gqMpFrGIZBfFkq3kr/DTWyRo3tXHBwn28k1o5eAhFv4D1sDOGG1V/F0gbsPJKHXUdyIa1p6XH/4RJLLJ7hi0XTfSCxN9dChH0nVyix7IUdKLrS0NkmMuEjZuNyiG3Nhvz6+Y3luOXwWxrzjH0w/kEscZs25NfXZcaca4RoG+UbIdqhL7nGKJWoSzsFaXwsqg7vg7Kl472PKzKFQ9hsSCKiYRsyCRx+7+ZBVaiUOFqRiW2FSThcng45o7zp/jwOF9MlY7DcfTrChgVCOITzrRLDpC+5djNGU2S6mYCAAOTk5EAmkyElJQWTJk3Cc889hw0bNqjt99VXX2HNmjXYunUrli9f3q9rUZGJ3Ki2vRHvnduCmOITXW53N5fg3eD7EeIwYkDXMYQb1kApVSqcyCzHjsMXceh0EeQK1U3353I4mDLGGUvCfREe7AahQHfmF/p1TyY2/p6i1vb4inF4eGnQkF+7Sd6KWw6/hctN6j3EVnnNwSuBdw759XUd5Roh2kP5Roh26HquNeVe6JhnKWEPZFVXFyLhcmEbMhmSyGg4zJgNntnAPsLVtDcgpvgEthYeQW5DaY/72wktschtKpa5h2KEleuArk2Mh67nWm8MpOZhMGVZkUgECwsLcDgcHDx4EAAwZ84cjf2utR04cKDfRSZCbmRrYomPQh7BfJdJeCP9F1Tc0CW3sFmKVUnv406v2XjafwVNMDgAPC4X08a6YNpYF9Q1tmHv8XzsSMzFhYKaLvdXMQySM0qRnFEKawsTLJzmhcUzfDHKw17LkauraWjDd/+eVWtzsjfH3QsDhvzaKkaFF07/n0aBKcR+BF4Ys3LIr08IIYQQAgDtFVdQsW8PpHExaL50fQ4lixGjIYmMhuOc+TBxGLw5Ku1MrHCPzzzc7T0XmXUF2F6YhNiSE2iUt3a5f42sET/nxePnvHiMtfXCMvdQLHSdBEvB0Pc4J0RfGURPpry8PIwePRpLlizBP//8g/vuuw8///wzCgoK4O7urravUqmEiYkJZsyY0VmM6s616t2NMjMzMXr0aCQkJAzav4EYjkZ5Kz6/tBMx5Se73O4kssNLI2/FRLuRfT93Y8eQPEtLywHFaIguFtdh7/FC7EspRmNLz5OF+w63xoLJ7pgzYTiszLU/WfimP9OxM+myWtvr90/ArPFD/5Xsx4IEfHd5r1qbo4k1fg55BvZC+tsCKNcI0SbKN0K0Q1dyTdnSjPrkRNQejEdTRhpw9eeowFEM2/B5sJ01DyL3wZvTtCdtShkSq84hpvwkUmt7nizchCtAuONYRDtNQrCNN7gcrhaiJPpEV3JtIObNmwcej2dcPZna29shlUpx9OhRvPLKK3BycuocGldZWQkAnXMx/RePx4OdnR2qqqq0Gi8xHpYCU6wfdRvmiMfh/Zy/cKWtVm17eVsNnjj7PyxymownfBbBgm/KUqSGZcRwG4wYboNHlwYgOaMce48XIuVCBboro+cW1+Oz4gx8/W8mpgc6YcEUdwSPFIPHHfrJwi+V1iPmqHqBaYyXHWYGuwz5tZOrsvB/l+PU2gQcHt73v48KTIQQQggZEoxCgca0U6g9GI/6E0lgZDIAANfMHDahM2E7ax7MA4LA4Wq/YCPiCREhGY8IyXiUtVZj95UU7C4/hSvttV3u366SI156GvHS03AS2SFq2EQscJoAJ5GdliMnRDfpbU+mF198ER9++CEAICgoCFu3boW3tzcAYPbs2Th48CCUSiW4Xdyo3NzcIBQKkZeX169r05xMpLea5K3YlL0VW/K77jUnEdnijaC7MdMpqFfnM4Txvdp0pboJu47kYeeRPJRUaE7MfqNh9uZYNMMHi2f4wlU8NAUXhmHwyPvxOJlVrta+5e1o+Hs5DMk1rylouoJbDr+l0SX87XH34haPsCG9tr6hXCNEeyjfCNEObecawzBoPJ+JirgYVOyPg7yuY2oDDo8PuynTIYmMgt20MPBMdG8aCRWjwonK89hWmIR9ZachUyluuj8HHEwR+2G5+3TMcQqGCU+gpUiJLjKE55pRTvxdWFiIzMxM5Obm4n//+x/Kysrw448/YsWKFViwYAH27t2L9vZ2CIWaw2CcnJxgZ2eHrKysfl2bikykr1KqcvBK2o8obK7ocnv08Ml4ecydsDWxuOl5DOGGxQaVisHpC1ewIzEX+08VoE1281VFAGCC3zAsCRuB2RPcYWoyeJ0+D58uwpObDqi1LZrug7cfnT5o1+hKk7wVtyW+g7zGMrX2lR7heHPcPUN6bX1EuUaI9lC+EaId2sq11rISVMTHQhofi9aigs52S/9ASCKjIZ4dAYGN7ZDGMJjqZc3YXXIS2wuTkFlX0OP+VgIzRA2fjOXu0+Fn7Q4OZ+h7yRPdYgjPNaMsMv1Xc3Mzxo8fj5KSEuTn52PdunX4448/UFFRAUdHzYnizMzMEBQUhGPHjvXrelRkIv3RqmjHF+d34Oe8eKigmXb2JlZ4NXAVIl0mdHsOQ7hhsa2xRYaEE5exIzEXGXmVPe5vYSpA5BQvLAn3RYCXw4BeFOQKJZY9/y+KpNd7VZma8LFr43KIbYduAkmGYbDu1NeIL0tVaw+y88avoS9ASF/bNFCuEaI9lG+EaMdQ5pq8oR6VB+IgjY9FQ8aZznaRy3BIIqMhiYiCqavboF9X23Lqi7G98Ch2Fh9Dnaypx/1HWQ/HMrdQRA+fAlsTmpbAWBjCc83oV5czNzfHrbfeirfffhspKSnw8fEBAOTn52sUmcrLy9Ha2gpfX182QiVGzJRvgufHrESESwjWp/2o0aOkur0B6059jXnOIXg1cBUcRdYsRWrYLM2EWD5rJJbPGolLJXXYeSQXMUl5qGlo63L/plY5th7MwdaDOfByscGSMF9EhXrD3rrvc2n9kXBercAEAA8sGjukBSYA+D53j0aBydHEGp9NfJwKTIQQQgjpF5VMhupjiZDGxaDm2BEwio4hZXxrG4jnzIckIgqW/mMNqifPSOvheGns7XjGfwUOXTmL7YVJSJKe6/IDMgBcqC/Ge+f+wEeZf2OW0zgsd5+OaZIA8GiycGLADKLIBKBz7qX29naEhoYCAJKSkjBp0iS1/Q4dOgQAnfsQom2Bdt7YPvMNfJMTg+8u7oaSUaltTyhLRUJZKngcruZqFdc6HnbxsBZw+UiL/maowjZI3q42ePqOCVh763gcTS/GjsRcJKWXQKnq+kUhv7QOm7ak4PO/UjF93HAsCfNFaKAr+LzuXxTaZApk51ehvLoZX289o7bN2cECdy3wH9R/042SpOewKWubWhufw8Nnkx6HxFR/uqoTQgghhH2MSoX6jDOoiI9F5cF4KBobAAAcoRCOsyIgjoyG3aRp4AoM+yOWkCdAhEsIIlxCIG2txY6iZGwvTOp2agw5o0R8WSriy1IhEdliids0LHMPhbuFBAAQHPMY5D3M+3QjevcnukqvhsutXr0aL730EoYPH67WXl9fj+DgYJSXl6OoqAjW1tbw8fEBj8fDuXPnYG5uDgBQKBSYNGkScnNzcfnyZdjb2/crDhouRwZLdl0h1qf9iPP1RQM+l4DLx7nF/zcIURm3qroWxB69hB2JubhcVt/j/g42pogK9caSMF94Ott0tktrmrF5bxZ2JOaioVnW5bEb1oYjYrLnYIWuobi5AisOvYV6ebNa++uBd+F2r1lDdl1DYAjdnAnRF5RvhGjHQHKtpSAf0vhYVCTsRlt5aWe7dfAESCKi4DhzHvgWxj0cjGEYnK7OxbbCJMSVnkKrsuv3v/8KsR+J5e6heC39l34VmejdXzcZwnPNaIbLnT9/Hr6+vrjlllswY8YM2Nvb4/Lly/jyyy9RWFiIr776Cg4OHaszff3111i8eDGmT5+OtWvXQigU4ttvv0VaWhq+//77fheYCBlMfjbu+Dv8VfyQG4evLuzs88OFDD4HGzPcGzUG9ywMQEZeJXYczkXciXy0tHX9v01VXSt+js3Ez7GZCPIVY3G4LzydrPHMZwdRXd/1EDwA4PO4cBs2dC9jLYp2rDnxpUaBaZlbKG7znDlk1yWEEEKIYZDVVKFi315UxMei8cL1BZPMPL0hiYiGeN5CiIY5sRihbuFwOAhxGIEQhxFYP/YOxJWmYFthEs7UdL+ieWp1DlKrc7QYJSFDT696MslkMvz222/4+++/cebMGdTW1sLKygpTpkzBs88+i/DwcLX9ExMT8dZbbyElJQUqlQpBQUF44YUXEB0dPaA4qCcTGQp5DaVYn/Yjztbm9+t4+poxdFra5DiQUogdiblIPX9l0M5rby3Cn+8uHvQ5mRiGwbOp32J3yUm19gAbD/w+42VaVrcXDOELFCH6gvKNEO3oTa4p21pRdeQgKuJjUXPqGKDsWJFXaO8A8dyFEEdEwWLEKIOaZ2mo5TeW49/Co9hRlIzK9p57yfcWvfvrLkN4rhn96nLaRkUmMlSUjAq/5u3Dh5l/9vlYetBoR9GVBuw6koudR/JQUdsy4PPdszAAT9/R/YqC/fFTbrzG35Cd0BLbZr4OJzPqxdkbhvByQIi+oHwjRDu6yzVGqURd2ilI42JQlbgfypaO9xuuyBQOYbMhiYyG7fhJ4PD1ahCMzlGolEiSnsP2wiQcunIWCkY5oPPRu7/uMoTnmtEMlyPE0PE4XNznG4FNWf9APsAHDxkabsOssObW8XhsxTicOFeGHYm5OJhaBIVS1fPBXdiRmIvVK8ZBJByc2/GJymx8nPW3WhuPw8Wnk1ZTgYkQQgghnZpyL1ydZ2kPZFVXJ6zmcmE7aRokkdFwmD4LPLOhXQHXmPC5PMx0CsJMpyBUtzdgV9FxbCs8orHiNCH6jopMhOgiDgfdrITaLYZhoFApwefyhiYmoobH5WJaoCumBbqitrENe5LzsSU+CyUVTX06T31TO7IvVyN4pGTAMZW2VOGpU99orFj4QsBKTHQYNeDzE0IIIUS/yaoqUBS7HRXxMWi+lNvZbjHSD5KIKIjnLoDQ3oHFCI2DvYkV7vONwL0+83Cu9jJuS3wHqj6+/MtVCjxy7BME2nkj0M4bY209YSmgoiBhHxWZCDEQCkaJ6XvXYY7zeEQ4h2CS4ygIuJTi2mBrKcKdkX5wFVvgiY0H+nx8U0vPq4/0pE0pw9qTX6JWpl7kWjR8Cu7ynjvg8xNCCCFEPymam1B1aB9KY/9F07kzwNXZUkwkThBHLIQkIhrmnt4sR2mcOBwOxtp5gcflQdWPBYASpRlIlGZ0nAsceFs6dRSdbL0RaOcFHysX8DjcwQ6bkJuiX6CEGJBaWRP+KUjEPwWJsBaYY5bTOES4hGCqox+ENNnzkLM0E/brOIt+HncNwzB4/cwvyK4rVGsfbe2GN4Puock5CSGEECOjUshRezIZ0rhYVCcdgkrWDgDgmltAPCsCksgoWAeOB4dLBQhDwYBBXmMZ8hrLsK0wCQBgxhdhrK3n1aJTR+HJ3sSK5UiJoaMiEyEGql7ejH+LjuLfoqOw4JtillMQIpxDME0SABFvYEUN0jU/LwdYmQvR0Nz7nknWFibw8xzYXEm/5x/AzuJj6ucVmOOLSWthyjcZ0LkJIYQQoh8YhkFj9jlI42NRuX8v5HW1AAAOjw/70JmwmDELVhOnwk488CH6RD+0KNpwovI8TlSe72wbbu7YWXQKsvPCSGs3CGn0AxlE9NdEiBFoUrRiV/Fx7Co+DjO+COHDAhHhHIIZkjFUhBhEIiEfS8J88euerF4fsyTMd0CTfqdWXcQH59RXkuOCg08mPgZXc5pTgRBCCDF0raXFHRN4x8eitfh6r2argECII6Ihnh0BgY1t54pXxDDwOFzMdgpGek0eKtrqen1ccXMlipsrEVtyAgAg5PLhb+OBsbZeCLo6v5OTqR31hCf9RkUmQgwEn8PDbZ4zkVCWetMHTYuiDXtKTmJPyUmY8oSYIRmLCJcQhA0LhDlfpL2ADdRdCwKwO/kSquvbetzX3toUq+b79/taV1pr8OSprzSWwH3G/xZMFff/vIQQQgjRbfL6OlQejIc0LgYN59I7201d3SCOiIIkIgqmrm7sBUiGHJfDxeeTHgfQ8U6YXnMJZ2su4WxNPrLqCtCukvfqPDKVAmdq8nCmJg+/XOpocxTZIMjWq3NScX8bD5jRh2nSS1RkIsRAcDgcvBJ4J14eezvSay4hvjQVCWWpKG+t6faYVqUM8WWpiC9LhQlXgOmSMYhwCUH4sEBanaKfxLZm+Pr5eVi9IeGmhSZ7a1N888I8iG3799+zTCnHEye/QnV7g1r7fJcJuN83sl/nJIQQQojuUrW3o/rYEUjjY1Bz7AgYRcdE0XxrG4jnzIckIgqW/mOpB4oRGmZqh0gXO0S6TADQUTjKqS/uKDrVdhSeiporen2+yrY67CtPw77yNAAdvaZGWrl2Fp0Cbb3hYSGhvzXSJSoyEaKDul0V7upqIOjihn7tGC6Hi2B7XwTb++LFMbfhXO3ljkJSaSpKWiq7vWa7So795WnYX54GAZePqY7+iHAJwSynINgILQb8bzImozzs8ee7i7F5bxZ2HM5FfXN75zZrCxMsCfPFqvn+/S4wAcDbZzcjozZfrW2ElSveDX6AHviEEEKIgWBUKtSfTUNFfCwqDyVA0djxcYkjFMJxdgTEEdGwmzQNXAEt8KLP+rMi9M2OEXL5GGPriTG2nliFOQCAmvYGnK3J7yw6ZdTmo1nRc897AFAyKmTXFyG7vgh/XD4EoGP+z0A7r86i01hbL1gJ6SM1ATgMc+1XK+mtKVOmAACOHz/OciTE2FwbS29jY9PnYxmGQXZ9IeJLOwpOhc3SXh3H5/Aw2XE0Ihe07uAAAFx6SURBVFxCMMcpGLYmln2+tjFrkymQfbkaTS0yWJgJ4edpP6A5mADgr8uH8Xr6L2ptVgIzbA1/HW4W4gGdm3QYSK4RQvqG8o0QTS0F+ZDGxUCasBvtV8o6262DJ0ASGQ3H8LngW/TtnYxyjfyXklHhUmPZ1SF2HYWnvMYyMOh/ecDb0hmBV4fZBdl5w8fKBTyO8a1gaAi5NpCaBxWZ+oGKTIQtg3XDYhgGFxtKEF+WioTSVOQ1lvV8EDq6yk50GNVZcHIQWQ8oDtJ3Z6rzcHfSB5D/Zx4mDjj4bupTmC4Zw2JkhsUQXg4I0ReUb4R0kNVUoWLfXkjjY9B0Ibuz3czTG5KIaIjnLYRomFO/z0+5RnrSKG/BudrLyKjN75zjqVbW1O/zmfFMMMbW82pvp47ikzH8fjCEXKMik5ZRkYmwZahuWHkNpUgoO4340lTkNBT36hgOOAhxGIEI5xDMdR4PiantoMZENFW01WH5oTdRecPE7uv8luPRkVHsBGWgDOHlgBB9QflGjJmytQVVSYcgjYtBbcpxQNnxEUlo7wDx3IWQREbD3HfkoAyFp1wjfcUwDIqbK3G29lJn0elCfbHGojN94WLm0NHT6WrRabS1G4Q8wxruaQi5RkUmLaMiE2GLNm5YlxuvIOHqZODZdYU9H3BVsJ0vIlw6Ck7OZvZDFp+xkqkUuCfpQ5ypyVNrn+s8Hp9PfJzmYRpkhvByQIi+oHwjxoZRKlF7+iQq4mNRlbgfypYWAADX1BSOYXMgjoiCbchkcHi8Qb0u5RoZDG1KGbLrCq+vZld7CVdaa/t9PgGXDz9rdwTZeXfO8eRsaq/X77aGkGtUZNIyKjIRtmj7hlXcXIGE0tOIL0vVmGT6ZgJtvTDPOQTzXMZjuDnNETQY3kr/DVsuH1Rr87Z0xl9hr8BCYMpSVIbLEF4OCNEXlG/EGDAMg+bcHEjjY1Cxbw9kVVcXY+FyYTthCiSR0XCYMQs806GbOJlyjQyVK601HZOKXy06ZdYWoF0l7/f5HE2sr65k11F0CrDxhBnfZBAjHlqGkGtUZNIyKjIRtrB5wyptqcK+q0PqbuxNczN+Nu6IcA5BhEsIPCyGDWGEhmtbwRGsP/OTWpsF3xR/h78KL8v+z81AumcILweE6AvKN2LI2iuuQBq/GxXxsWjOz+1stxjpB0lkNMRz5kNo76CVWCjXiLbIVQrk1JdcXcmu4z+FzRX9Ph+Pw8UIK1e1uZ08LCTg6uik4oaQa1Rk0jIqMhG26MoNS9pa21FwKktFatXFXq9CMdJqOCJcQhDhHAJvK+chjtIwnKvNxx1H3odcpVBr/3ryk5jlFMROUEZAV3KNEGNA+UYMjaK5CVWH9kEaF4O6MynA1Z9bJhIniCMWQhIRDXNPb63HRblG2FTb3oiztfnIqMlHeu0lZNTko0nR2u/zWQvMMdbOq7PoNNbWC9ZC80GMuP8MIdeoyKRlVGQibNHFG1ZlWz0OlKchvjQVJyvPQ9XLgpOPpTPmXS04jbBy1etx10Olur0Byw+9oTHO/fFRi7F29BJ2gjISuphrhBgqyjdiCFQKOWpPJkMaF4PqpMNQydoBADwLSzjOnAdJZBSsA8eDw2Wv5wXlGtElKkaF/MZynK25hPTajqF2uQ2lvf543RUvC6frw+xsveFr5QI+d3DnNusNQ8g1KjJpGRWZCFt0/YZV096AA+VnEF+aihOV53u98oSHxbDOIXWjrd2o4ISObsb3J3+MlKoctfbwYYH4evITOts92FDoeq4RYkgo34i+YhgGjdnnII2LQeWBOMjrOj4Kcfh82E2ZAUlEFOynhYFrohtzyVCuEV3XJG9FZt1lpF+b36nmEmpkjf0+nylPiABbTwTZel8tPnnDUWQ9iBF3zRByjYpMWkZFJsIWfbph1cmacLA8HfGlqThWkQl5LwtOw80dMc+5o4fTGFtPoy04vZexBb9e2qfW5mExDP+EvwpLwdBNCko66FOuEaLvKN+IvmktKYI0oWOepdbi6yvxWgUEQhIZDcfZkRBY27AXYDco14i+YRgGJS2VV1eyy8fZ2ks4X1fU6w/ZXXE2s1crOvlZu0HIEwxi1IaRa1Rk0jIqMhG26OsNq1HegkPl6YgvS0WS9BxkN8wv1B1nU3vMdR6PCJcQBNl5G03vnV1Fx/D86f9TazPji/B32CvwsXJhKSrjoq+5Rog+onwj+kBeX4fKA3GQxsWgIfNsZ7upqxvEkdGQzFsIU1c3FiPsGeUaMQRtShmy6wo7i05nay6hvLWm3+cTcPnws3brLDoF2nrDxcy+Vx+6g2Me05g3FUDnPGzo4hwCLh9p0d/0O15tGUjNgz/YwRBCyI0sBWZY5DYVi9ymokneiiPSDMSXpiJRmoE2pazb48paq/HLpQT8cikBYpFNRw8nlxAE2/uCZ6AFp+y6Qrx65meN9g+CH6ACEyGEEKJFqvZ2VCcnQhofi5rjR8AoOn5M8q1tIJ4zH5LIaFj6jTHaXteEsEHEEyLY3hfB9r6dbdLW2o7hdVfndsqsK7jpb4z/kqsUHcfV5gNXRxE4mFh1FpwC7bwRYOsBc76oy2O7LDJdY6TdeajIRAjRKguBKRa4TsIC10loUbQjSXoO8WWpOHzlLFoUbd0eV9FWh835+7E5fz8cTKw6eziF2I9kZUK/oVDb3og1J79Au0qu1v7IiCjMcwlhKSpCCCHEeDAqFerPpnXMs3QoAcqmjvlgOEIhHGdHQBwRDbvJ08DlD+7wGkJI/0lMbTHPJaTzfVmuUuBiQ0lHb6erxaeCpiu9Pl/V1XlmD5SfAQBwwcEIa9fOolOgrRc8LYcNyb/FENBwuX6g4XKELYbczblNKUOyNBPxZak4WJ7e6yVNbYUWmOM8HhHOIZjkOAoCrn7WzhUqJR46tgnHK7PV2kPFAfh26lMG23NLVxlyrhGiayjfiC5oLrgEaVwMKuJ3o11a3tHI4cBm3ASII6PgGD4XfAtLdoMcIMo1Ysxq25twrjYf6VeH2GXU5qNR3rvfG12xFJiiSd7W59XwBFw+zi3+v553ZBkNlyOE6D0RT4jZzsGY7RwMmVKOY5XZiC9NxYHyNDTIW7o9rlbWhH8KEvFPQSKsBeaY7TQOES4hmOLoN+iT+A2lT7K3aRSYhps74uMJj1CBiRBCCBkCsuoqVOzfC2lcDJpyrj+DzTx9IImMhnjeAogkTixGSAgZLLYmFpgxbCxmDBsLAFAxKlxuvNJZdDpbk4/chhKoelk0GkiBytBRkYkQonOEPAHChwUifFggZKp7cLLyPBJKU7G/PA21sqZuj6uXN2N70VFsLzoKS4EpZg0bh3nO4xEqGQMTHS447Sk5iR9y96q1mfKE+HLSWtgILViKihBCCDE8ytYWVB05CGl8LGpPHQNUKgCA0N4B4rkLIYmMhrnvSJpniRADx+Vw4W3lDG8rZyx3nw4AaJK3IrOu4GrRqWOYXXV7A8uR6h8qMhFCdJqQy8d0yRhMl4zB66q7kVqdg/jSVOwrO42qm9z0G+Wt2Fl8DDuLj8GML0L4sEBEOIdghmQMTPkmWvwX3FxOfTHWp/2o0f5O8P0YaT2chYgIIYQQw8IolahNPYGK+FhUJu6HqrWjBwLX1BSOYXMgjoyG7fhJ4PAMY45HQkj/WAhMMdlxNCY7jgYAMAyD0pYqpNdcurqSXT7O1xVCzihZjlS3UZGJEKI3+FweJjv6YbKjH14JXIW06lzEl6YioSwVFW113R7XomjDnpKT2FNyEqY8IWZIxiLCJQRhwwK7XClCW+pkTVhz8gu03rD6xf0+kVjoOomlqAghhBD9xzAMmnNzOuZZ2r8HsqrKjg1cLmwnh0ISEQWHGbPAMzVjN1BCiM7icDhwNXeEq7kjooZPBgC0K+XIrivE2dpL+PDcX32ek8kYUJGJEKKXeBwuJjiMxASHkXh57O1Ir7nUWXAqb63p9rhWpQzxZamIL0uFCVeA6ZIxiHAJQfiwQFgKtPeiqWRUeC71OxQ3V6q1T3H0w9P+K7QWByGEEGJI2qTlqIjfDWl8LFou53W2W4zygyQiGuI58yG0d2AxQkKIPjPhCTDO3gfj7H2wMWsr5CoF2yHpHCoyEUL0HpfDRbC9L4LtffHimNtwrvZyRyGpNBUlLZXdHteukmN/eRr2l6dBwOVjmtgfEc4hmOU0DtZC8yGN+fPsf5EkPafW5mxmj00THgWfS931CSGEkN5SNDWi8vA+SONiUH8mFbi6eLaJxAmSiCiII6Jg7unNcpSEEGIcqMhECDEoHA4HY+28MNbOC8/634Ls+kLEl3YUnAqbpd0eJ1cpcPjKWRy+chZ8Dg9TxH6Y5zwec5yCYWsyuEsWJ5Sm4tuLsWptJlwBvpi0ZtCvRQghhBgilUKOmhPJqIiPQXXSYahk7QAAnoUlHGfOgyQyGtaBweBwaYVWQgjRJioyEUIMFofDgb+NB/xtPPCU33JcbChBfFkqEkpTkddY1u1xCkaJJOk5JEnP4Y30XzHRYRQiXEIwxykYDiLrAcWU11CKF9N+0Gh/a9y98LfxGNC5CSGEEEPGMAwaszIgjY9Fxf69UNTXAQA4fD7sp8+CJDIa9lNngGuiOwt8EEKIsaEiEyHEKHA4HIy0Ho6R1sPxxOilyGsoRULZacSXpiKnobjb45SMCscrs3G8Mhtvpv+GEIcRiHAOwVzn8ZCY2qrtGxzzWI/jsrvafrf3XCx2m9q/fxghhBBi4FpLijoKS/GxaC0p6my3GhMESUQUHGdHQmBtw16AhBBCOlGRiRBilHysXOBj5YLVoxbhcuMVJFydDDy7rrDbYxgwSKnKQUpVDt7J+B3Bdr6IcAnBPOfxcDKzh1yl6PPkfxxw8FzArQP95xBCCCEGRV5fh4r9caiIj0FD5tnOdlNXN4gjoyGZtxCmrm4sRkgIMXYCbjfllKvzwoHD6f0xBsTw/4WEENIDT8theGRkFB4ZGYXi5goklJ5GfFkqMmrzb3pcWk0u0mpy8f65PxBo6wUVo+rztfkcrlE8bAghhJCeqNrbUZ2cCGlcDGqOJ4FRdny4EdjYwnHOfEgiomDpNwacLn64EUKItqVFf9Nle11dHQDAxsZGe8HoEPplQwgh/zHcXIwHRszHAyPmo7SlCvuuDqk7U5N30+PO9lCQ6ha9KBNCCDFijEqF+rOnIY2LQeWhfVA2NQIAuEITOITPgSQyCraTpoHLF7AcKSGEkN6gIhMhhHTDxcwB9/pE4F6fCEhbazsKTmWpSK26CAYM2+ERQggheqv58iVI42NQEb8b7dLyjkYOBzbBEyGJjIZD+BzwLWjFVUII0TdUZCKEkF6QmNpilfccrPKeg8q2ehwoT0N8aSpOVp6HigpOhBBCSI9k1VWo2LcH0vhYNOVkd7abefpAEhkN8bwFEEmcWIyQEELIQFGRiRBC+shRZI3bPGfiNs+ZqGlvwIHyM4gvTcXRiky2QyOEEEJ0irK1BVWJByCNj0VtynFA1TF/odDBEeK5CyCJjIa5z0iaZ4kQQgwEFZkIIWQA7EyscItHGG7xCMOYnQ/1eXU5QgghxNAwCgVqT5+ENC4GVUcOQNXaCgDgmprCMXwuxBFRsB0/CRwej+VICSGEDDYqMhFCCCGEEEIGhGEYNF280DGB9/49kFVXdWzg8WA3ZTrEEVFwmD4TPFMzdgMlhBAypKjIRAghhBBCCOmXtivlqEjYDWl8DFouX+pstxjlB0lENMRz50No58BihIQQQrSJikyEEEIIIYSQXlM0NaLyUAKk8bGoT0vpbDcZ5gzJvIUQR0bB3MObxQgJIYSwhYpMhBBCCCGEkJtSyeWoOXEUFfGxqDp6CIxMBgDgWVhCPCsC4shoWI8dBw6Xy3KkhBBC2ERFJkIIIYQQQogGhmHQmJUBaVwMKg7EQVFfBwDg8PmwnzELkoho2E+dAa6JCbuBEkII0Rl6V2S6cuUK3n//fcTExKC0tBSmpqYYN24cnnrqKSxatEht34KCArz44os4cOAAWlpaEBAQgOeffx7Lly9nKXpCiCETcPt+S+3PMYQQQshQai0pgjQ+FhXxsWgtKepstxoTBElkNBxnRUBgbcNegIQQQnSWXv26OXz4MBYtWgR7e3vcc8898Pf3R0VFBT7//HMsXrwYW7Zswe233w4AuHz5MiZOnAiBQIBXX30Vjo6O+Pnnn7FixQp8/fXXeOyxx1j+1xBCDE1a9Ddsh0AIIYT0i7yuFhUH4iGNi0Fj1tnOdtPh7pBERkM8byFMXYazGCEhhBB9oFdFpoKCAjzzzDN46aWXIBQKO9uXLl0Kb29vvPfee51FpnXr1qGhoQFnzpyBn58fAGDlypWYOXMmnn32WSxbtgwSiYSVfwchhBBCCCFsU7a3oSY5EdK4WNQcTwKjVAAABDa2cJwzH5LIaFiODgCHw2E5UkIIIfpCr4pM99xzT5cPOWdnZ/j5+SE9PR0qlQqVlZWIiYnBihUrOgtMAMDlcvH8888jKioKmzdvxjPPPKPN8AkhhBBCCGEVo1KhPj0V0vhYVB5MgLK5CQDAFZrAIXwOJJFRsJ00DVy+gOVICSGE6CO9KjLd7CtKY2MjrK2tweVycejQITAMgzlz5mjsFx4eDh6PhwMHDlCRiRBCCCGEGIXm/DxI42NQkbAb7dIrHY0cDmzGT4IkIgoOM+eCb27BbpCEEEL0nl4VmbqTnJyM3NxcrFy5EgCQk5MDABg5cqTGvubm5nB1dcWFCxd6PO+UKVO6bM/MzMTo0aNRV1fX/6AJ6YfGxka2QyDEKFCuEaI9lG9DR15ThbrD+1F7KAGtly52tovcvWA7KwI24XMgdOyYPqJJrgDo3dagUa4Roh2GkGtKpRI8Hq9fx+p9kam1tRUPPvggTExM8NprrwEAKisrAQBisbjLY8Rica+KTIQQQgghhOgTZWsLGo4noeZgPJrSUwGVCgDAt7OH7cx5sJ05DyJPH5pniRBCyJDQ+yLTY489hgsXLuDTTz/tnH+ptbUVAGBiYtLlMSKRCC0tLT2e+/jx4122X+vhZGNj04+ICRk4+tsjRDso1wjRHsq3gVG2tiDv0w9QsW8vVG0d78JcU1M4hs+FJDIaNsETwennV2liWCjXCNEOfc61/vZiAvS8yPTdd9/hl19+wZ133oknn3yys/1acUmhUHR5nFwu77YARQghhBBCiL5pvnwJV2K2Azwe7KZMhzgiCg7TZ4JnasZ2aIQQQoyI3haZ4uLi8Pjjj2Pq1Kn4/vvv1bZdqxjW19d3eWxdXR2sra2HOkRCCCGEdEPR3Iya5ERUH0uErKoSiuYmgGHYDouwQKlUAhjYV1PSwdTNA1yBALLqKpRs+RklW35mO6Qe8czNIbCxg93kafj/9u47vqmq/wP4J6NJmq6ku3RSWkbZIMioDEVEQUUZMpShskREcaAPDnxc+IigPwURERQURUVlCS6KsmTvUqB0UTroSmfarPv7IzQSks7Qpi2f9+vFy/bec0++N/S09OM55/oOuAMuXipnl0RERA5oliHTsWPHMGbMGLRu3RqbN2+GQqGwOh8VFQUASEpKQq9evazOGY1GpKam2hwnIiKihqcvKsSF//0XeXt2waSrcHY5RNRE5Mb9hvP/+y/Ut/RB2/kLoQgMcnZJRERUD80uZEpNTcXw4cPh6uqK7du3w8fHx6ZNbGwsAGD37t2WJ85VOnDgALRaraUNERERNQ59USFOPT0dxQlnIJJIoe7aEz69+8A1OAxSV1dALHZ2iUTUmEwCjOValGdnIe/wfhQcP4qCA3tx4smp6PrxGgZNRETNULMKmTQaDe655x5oNBrExcWhTZs2dtu1bdsWffv2xddff40FCxYgKOjfH1DvvvsuJBIJHn744cYqm4iI6KZnqqiwBEzK0DDEvPAaZFwWQ0QA3Fu3gW+f/jBqtUj48F0Uxp/CiSenovtn6yFTezu7PCIiqoNmFTJNmDAB8fHxmD59OnJycrB161abNn379oWPjw8++ugjDBgwALGxsXj++eehVqvxzTffYPPmzXj55ZfRoUMHJ9wBERHRzSn/nz0oTjgD16BW6Pji63Dx8HR2SUTUxEhcXdH+mZcQ/94bKD5/Fld+/wUhY/k/homImpNmFTLFx8cDMD9VbuXKlXbbxMXFYdCgQejZsyf279+PBQsW4KWXXkJ5eTk6dOiANWvWYMqUKY1YNREREeXE/QYACLprBAMmIqqSRC5HyL0P4Oz7Z5ET9xtDJiKiZqZZhUwpKSl1at+lSxds2bKlYYohIiKiWjFVVCBvzy5AJIb3LX2cXQ4RNXFeHbtAonRD0YmjqMjJhtwvwNklERFRLXGHTSIiImpQ2sx0GMtK4RYWDpmnl7PLIaImTix1gVeHjgCA0osXnFwNERHVBUMmIiIialCG4iIAgJTL5IiolqTu5u8XhqIiJ1dCRER10ayWyxEREVHzI+j1AACxi4uTK/lX/rHDSFj6jt1zXd9eCreQMACAsVyLA9PNe8JETZsN/9tur1X/ZRnpOP7iXABA9/c+RmnyRZxfvhQA0G/tRkfLJ2rxxDIZAMCk1zm5EiIiqguGTERERHTTkcjlUPgH2j0nljrvn0dXdu9E4mfLrI6JFQq4BgTBu+etCLprOKSuSsu5I/NmoiI3p9o+vXv0QvunX0Th2dM4885rVudELi6QqdTw6tAJrYbdC+XVcK22tNmZOLFgHkw6HTzbd0Sn//zXpo1gMiLxs2XI2fsXAKDjS6/Dq0OnOr1OXRQnnsep/74EiMXo9dHndjeaT/txA9J//q7afirft4ayb9IoAEDIyLEIe/ChKtuV515B5q/bUHDiKCryciCSSKBsFQL/2wYjYPBQiMRVL0woOncWp99+BRAE+MUOQvT0OTf8PoiIiK7FkImIiIhuOl4xndFj8bKaG1bh0qYfkL75B+uDJgGAgD6rNzhW3FVy/wCIRCLo8vNRmpqM0tRk5OzZhY7/+S/k3j5WbSWuSshUKrv9yK5raz7mC4lcBpPBgIq8XFz5eydy9v2N6BlPwffW/rWqTxAEXFz9CUy6qmeaaDMvI+nLz1AYf6pWfd4I+UcPAgA8otrV6kmGrkGt7B639741trwjB3Dhkw9g0unMgaCXCvrCQpQkJaIkKRGlqclo8+gsu9ea9HpcXL0cEIRGrpqIiG5mDJmIiIjopnFh5UfI2bOrVm3bPvkc1F262T8pmCAYjQBgnkkiEkEwGuDipYJIJLohtXacvxAKP38IgoC8A3uRuGoZyq9k4eKaFYh5doFVW++eves0SyV6xhzLbCJdUSEuLF+KwvhTSPx8OTw7dKrVBu1Xdv2BorNnIPP2gS4/z26bU28sgFFbBr/+Ay0zmRpa/tFDAADv7rfUqn33dz9qyHIcUnw+AVJ3T4SNGgef3v0gkcthrKjAhRUfIP/IQWTv+gPBwx+AIsB2Vt6ln7+DNjOj2r8fIiKiG40hExEREd00ZCp1lTNXrid1da3yXOjIsQgdOdbyefqWH5H2/ddwbRXscI3XE4lE8O0Ti9K0FFze+hM0J49BV6iBzEt1Q/qXeXqh9aTHcfzFuTCVl6Pg2GEEDLyj2mt0BflI2bAWcl8/+Pa9DZe3/Gi3XeCQYfDvPwgQixslZNJmZUCbkQ4AUNcyZGrKVJ26IvjeB+Hi7mE5JpHLEXLvKOQfMc/YKklNtgmZStNSkPHLJri3aQvXoFa1DlaJiIgcxZCJiIiIbhrhYx9G+FjzRt4mgx5FCfEov5IFkVgCZVgEPCKjrNoby7W16rck5SIAwL11VA0t688jup35A0FAxZXsGxYyAYDCP8DysaGkuMb2SV+uhLGsDNEzn0ZJUmKV7cIeHAcAKM+5UmUbzanjiF/8JiAIaPfUC/C55VbLubQf1iN980ZIlG7o9tYSyH18q62rchaTIiAQylYhNd5HTQ4/PQO6/FwEDx+J8IcesRw/Nn8OtJkZUHftiQ7P/sdy/PwnHyB3/254RLVD51ffBmC+97SN30Bz8hiM5Voog0MRMnJMrV5f1bmb3eOia/YNk8hlVucEkxGJq5YDANpMnYGMHVuuO2/CmXdeRdG5s3CLiESXhYsgEksAALpCDY6/9DQMJcUIGnYvWk+YUqs6iYiIKjFkIiIioptOwYmjSPx8OfSaAqvjbuGt0faJeSjPycbZxW/Wqi+TTofCMycBmGeeNBRDSYnlY7FCcUP7Ls/Otnws9/Wrtm3uwX3IP3oIvn36w7tbz2pDptpQde6GoDvvQeZv25C8bhW8YjpBqnRDaWoyLm/7GQDQZsqMGgMm4N+QSd29l0M1VfLq0Ak5e3ehNC3Fcqw8JxvazAwAQOHZ0zDp9ZYnJ5amJpuvi+lsbpt7BadefxH6okIAgItKjdJLqTj3f+85VJfm6tebSCq1CTYztm9BacpFBI94AG5hETbXisRiRM14CidefhalKUnI2L4FwcNHAgCS166CoaQYyrAIhI+d6FCNRER0c2LIRERERDeVivw8nPvoPZh0Oqi6dIe6S3eY9Hpc2R2H0tRkJHz4Llo//CgkSvNT3IxlZdX2l3tgL4xlZXDx9LL71LRjzz95Q+rOPbAXACBRKm1m6eQfOYhj8+3vydRu7vxqZ/XoNAVI/upzc9+uymqDMn1JMZLXfQ6pmzsiHn6srrdQpfCxD6Mw/hTK0tOQumEdIidNQ+KqZRCMRvj1HwjfPjVvRq4vKkTxhXMAar8fE4Aq37ewMQ/DK8Y2ZNKcPAbA/F4ZtWUoSjgDVeduMFZUWMInr47mkCnl6y+gLyqETO2NDs+9DLfQcOiKCnHuw3cttdaVobQEGVfDN7/+A+Fyzf5Z2uxMXPppAxQBgVbLOa+n8PVH5KRpuLDiQ1z6aQN8evVBaWoK8g7th9hFhraznoZY6lKv+oiI6ObGkImIiIhuKkUJZ2DS6SB190CHef+xPAJe1aU7TiyYB21GOhT+Abh1xToIRiP2T636l3WTQW95ypxJr4ehrAwuHh5WbURSKSAAgtFQ51pNej202ZnI2PazJdwIGjocIonEqp1RWwat1n4YJuj1NscufPoRJHIZjOXl0BVqAJMJEIsROXkapG7uVdaTsv4L6As1iJo2u1abg9eWWCZD9KyncXLhfGTv+gOGkhKUpiZD7ueP1pMer1Uf+cePAIIJUjd3eLbtUOvXrgyGrmfUlsIrpgsAQF+ogU5TAJlKjYKrfw9+/Qci64/tKDh5DKrO3VCWlgIIJohlMnhEtYO+pNgysypk5Bi4hYYDuLoH1sRHcXLh/FrXWEkwmZD42cfm4Mrbx2oJ37VP+2szdSbEMlk1PQF+/Qag4MRR5O7fjcTPPoY2KxMAED7uESiDQ+tcGxEREcCQiYiIiG4ylcuuDKWlyDt8AOpuPSDo9ZaNqcUyGSry85C8bjUEVP/498tbfkJ5dhYAc9CT8vVqRM+ca9Wm2zsfoDT5Is4vX1qnOo8+a/toeu9efRB6v+1+Pn6xg+r0dDldfq7V525hrRH56EybPamupTl9Ajl7dsErpjP8b7u91q9VW26h4Qgf8zBS1q9B3qH9gFiM6BlzIXVV1ur6gqPmjbBVXbrbhHDV6bd2Y7XnFQGBKM/OQmlaCqTu7ig8expihQKtho1A1h/boTl5FJg4FSVXl8p5tO0AsYsLis7FA4LJXFOnblZ9Kq8GTnWVvO5z5B89BLFMjnZPvWC1IXjl0/78B9xuWa5Xk8jJ01B0/iyKzp0119mlO4LuvKdetREREQEMmYiIiOgm49kuBr59+iP3n704//Fi65MiEcLHPgKTToeCE0eq7afw7Glc2vQ9ACBszERk/LIJOfv+htw/sFbLu2oi9w+AWCKBWCaHIrAV/PrEQt2jF0QikcN9d3zpdXh16IT0zRuR9sN66IsLoazmyXjGigpcXL0CYpkMbabOdPj1qxIweAjSfvwGpvJyeERGw7Nt+1pdZ9RVQHPavE+R9w3aj6mSV0wXc8iUmgyRRAJTeTm8e/SCwj8QytBwlF1KRXlOts1+TPqiIksfMpXaqs/KPZzqIm3jN8j6cwdEEinazXnWKhDUaQqQsmEtXLxUiBg/udZ9SpVuCBhwBy79tAEA0OquEXWui4iI6FoMmYiIiOimEz3rGXj36I3cA3tRfiUbIokEypAwBAy+E57R7WEoK0XnV9+BSVeBM4sW2lxfmpaChA//B5hM8Os/ECH3PgiFnz/OL1+K9J+/Q1l6qsM1dpy/EAo/f4f7qU7gnXfj8i+boCvIx6VNPyDimuVX1yrPykBFrvkJcUefn223TVHCGeybNApyXz/0XLKiXvWkfrsOpvJyAEBx4jlc2bsL/v0H1Xhd4emTMOkqIJJIoerSrV6vXRWvmE7IjvsNpWkplifvqbv2NP+3W0+UXUpFwYljlpBJdTVkEkn/nU1l1JZB7PLv8kJDFUsbq5L52zakb/rBPLtr1lzL61cqvngexrIyGFGGg7Psh0w5e3YhZ88ueLbviE7/+S8AoPxKFi5v32Rpk7x+Dbq+/l6NS+2IiIiqInZ2AURERESNTSQSQd21J9wi2sCndz+0nT0P0dPnwDPaPHNGqnSDR1RbuNtZPlZ88TzOvPMajGWl8GzfEZFTpgMAfPvEIujqTJDKvXiaOqmrEkFDhwMAMn/dWuX+RCKpFHJfP7t/xHLzk+5ELi6Q+/pBpvapVy0FJ48h688dgEgMv/4DAZiXh1Xk5dZwpXnjcwDwbNcBUqVbvV6/Kl4dOgEiEcrS01CYcAYAoOraAwCg7mL+b+HZU9BmXILUzR1uEZEAAIV/oKWP4uuewFd0tZ/ayNn7F5K/XgOIRIh6fDZ8e/ezaSORyav8+xFdnTUllisg9/WDi5cKgHl/pwsrP4apvBxeMZ0hU3tDezkdqd9/XevaiIiIrseZTERERHRTMmjLcGnjNwAAt7AIuAYE2bQRy2To+NLrAADXIPNyMtfAVlB17gpDaSnazX0BEpnc0r71xKlQBATCxcMT55ctaYS7cFyru4Yjc8cWGMu1SP56NWKee9mmjTI4tMrZSRdWfoScPbvg0aatZYZMXRlKS3Dx8+UAgKCh9yBi/GRoszJRcvE8Ej/7GDHzX6tymaBgMiH/+GEAgLoOT5WrLRdPLyhDQs0bY5sEKEPDIfc2B2ke0W0hdXNH4akT5qcVdu5u2UjeLSwccl9/VOReQdr3X8E9vDVkam+UpqUg+avVtXrt/GOHkbhqGSAIiJw8Df6xg+y2U3XuVuXfz+m3X0VRwhn49OpjtW/X5V82ofj8WUhclYia9iTK0lNx9v23kfnbNnh3v6XW+zoRERFdiyETERERURVEYol5Jss1pG7uaPvEPAgmkyVQuFbQkLtRlpHeWCUCMM/kOTbf/sbfXh27IHLStCqvlbq5I3DIMFze+hM0J48h78gB+PS8taFKtSvpy5XQFeRD4R+IsNETIBKLEfX4bJx49TkUxp9C5q9b0WrYvXavLb5wDoZi8/5H3j1u7H5Mlbw6dEbZpTQAgPrqLCbg6tdHp67IO7DX3K5jZ6tzrR95DAkfvouyS2k4/MwMuHh6Qa8pgNTNHSKJBILRWO3rnl/2PgSjESKJFJm/bUPmb9ts2gQOubvOm3WXpqXg0o/fAgDCH3oEch9fyH184dd/EHL27sKFlR+j29tLbvisMCIiavkYMhEREdFNL2HpOzW28YrpjI4vLrR8bi9gchajtgzaKvb5qZyBVZ1Ww+5F5m+/wKSrQMr6L6Du3L3R9uXJ/WcPcv/ZC4hEaPPYLEjk5plhyuAQhI4ci7Tvv0ba9+uh6tQVypAwm+vzrz5VzjU4FAq/gAap0atjZ0vAc23IBADqbj3+DZk6WM/+8e5+Czq99DoubfoBJYnmfZO8YjojYvxkxL/3BvRFhdW+rkmnAwAIRkOVSxn1xcV1uheTQY8Ln/4fBIMBnh06IWDwnZZzrR+eCs3p49Dl5yJ57SqbJyUSERHVRCQIQvXP5iUbffv2BQDs37/fyZXQzUaj0QAAVCqVU+sgauk41m4szdGDOPHko1B3vwUdnnnJ2eVYVOTn4cjT02vd/vqQqTplGek4/qL5F/Tu732M0uSLOL98KQCg39qNda6Vqnb0+SdRnp2J4HsfRPiYic4uh26QpHWfI+v3X9BuwZsIHD7S2eW0CPzZRtQ4WsJYcyTz4EwmIiIiuinJvX0aLPBRtgqx6ts1IAi+fWIb5LVuZmWX01GenQkA8O524/djIiIiorphyEREREREzZJJr0PIyLEQicVwbxPt7HKIiIhuegyZiIiIiKhZco+IhHtEpLPLICIioquazo6VRERERERERETUbDFkIiIiIiIiIiIih3G5HBERETULhWdP48w7rwEA+q75DudXfIi8A3vhc2t/tJs9z+4155YtsTxe/npdFr4L98ioBqu3JTv4xBQYSooRMnIswh58qFbXCIIAkUgEALiyeycSP1sGAOiz6huIZTKH6qns+8LKj5CzZxfc20Sjy2uL6tWXNjsTx55/EgDQ8aXX4dWhk0O1ERER3UwYMhEREVGLJVN7wzWold1zjgYbtaHTFODy1h+Rf+wwdJoCuLh7QBkajqA774G6aw8A1oFLVa59Up2+uAhJX65EwYljEEkk8L21PyImTIFELre0Kb5wDqfe+A8gEqPrG+/BLSyiTnUfnjsNuoJ8BAwagjaPzqrVNSXJF3Hy9RftnxQESN090HvZmjrVAQCF8acQ//5b9rs1GgGTCRHjJ6PV3ffV2Ff+sUPI2LEFJckXAaMJisBA+N4ai6BhIyCRyWu8/nrlOVdw9Fnr90fk4gK52gdenboi+O77oAgItJyrDMGqI1EqceuKdVbHKvLzkPXnDmhOHkN5TjZMFTpI3d3hFhYB75694R87uMav5/zjR5Cx7WeUpCYBANzDI9Fq+Eh4d+tZhzs2/z1f3vYzis7Fw1hWBhe1Gp7R7RE84gEog0MBAILJhNz9u3Flzy6UpiTBpNNB5u0D99aRaHXPSO6jRUTUgjFkIiIioibh5OsvouTiBbvnoqbNhtzXv9Z9pf2wHhX5eQAA9zZtbc4LJhPSN/8AwSQgbMwEuAYE1a/oapQkJSJ+8ZswlBQDYjHk3j4wlpdDc/IYBIPBEjJVEstkkPv4VtunIAiIf/e/KE1LhsRVCcGgR3bcb9AXFqD90y9a2iSvN4c5/gMG1zlgAgCTwWCuSeFa+4sEATCZrA6JpFJzECQIcG/dps51mIsQQ+zict1BEWAywajXAwCUtbjH9C0/Iu37r62OlV1KQ9ql9cg/ehAdX3odErmifjUCcPFSQapUQleoQfmVLJTvzELO3r/Q/un5UHXsYl29RAKFf4DdfiSuSqvPM//YjpRvvoRw9V6lbu6QeXtDX1gIzanj0Jw6jqw/f0W3t5ZUWVvWzl+R9MVKy/UAUHQuHkXn4hE5ZToCb7+rVveYHfc7ktZ+BsFohNhFBhe1GvrCQuTs/QuKwFaWkOn88qXIO7jP/L54ekHq4YnyK9koz85E7oF9iJ4+B379B9bqNYmIqHlhyERERERNilgmg/jqrBJDaSkgmGq4wlbekYPQXr5ke0IkBkSwhCFuEZGQeakcqNY+fXER4t9/C4aSYqg6d0ObR2dZAqTixPMoOhdvc417ZDQ6/ee/1fZbGH8KpWnJEMtk6P7ex9AXanBiwTzkHz2E8uwsKAICkbt/D0ouXoBYoUDYqPF1rt1QWgpDcREAQBkcUuvr3COjrGZcAYBRq8WhOY/BpKuAd4/eda4FALzad7SZ2QMAl7f9jNQN6yB1c4dnu5hq+yi7nI60H74BAPjc2h+tH3kMIrEYmb9tQ/rP36MkKRGXt/5Ur/erUvjYifC/7XYAQHFSIi4sX4ryK1m48MkH6LF4GSTXBHYytTe6v/tRjX1m7NiClPVfAAC8OnVF+JiJlrBOMBlRdD4Bl37aAG3G5Sr7qMjPQ8rX5j4Cbr8LkY88BgBIWrsK2XG/IWX9F1B3uwVyb59qaymMP4WLX6wEBBNaDR+J0PtHQ6JwhWA0Iu/wPxCJ/93qtfxKNnx690XoA+MsX0Pa7Eycfe9NlF/JQvL6L+Db9zara4iIqGVgyERERERNSqt7Rlr2+alctlVXXV5/999ZNVf3ASq5eAF5hw8gZ88uGCsqEDDoDkSMn2z1y39tXLs31PWhSqVLP30HQ3ER3COj0P6ZFyGW/jsTxyOqLTyibGdX1UZlcKYMCYPM0wuyq7NEDMVFKMu4BJnaG6nffwUACB7+AGQqdZ1fo+Dk0Ws+M793+ccOI2HpO3Xu69LmH2DSVUDq4Qm//gPstvln+kQAgCqmM2JeeLVW/epLipGxYwsAIPDOeyCWWv+TtuTiBeybNAoAEDpqvDmoFEwQSSRoM3UGpEo3AEDYg+NQfD4BhfGnkPvPXpuQSTCZzDOxRIBILKn1fXtERqH1pMdxdvGb0BcVouDkMfj27lfr6wFAm5mB1A3mcM2nd1+0fWKeVSgjEkvg1b4jPOcvRObvv1TZT86eXTDpdZB6eKL1xKkQScz30XriVOQd3AdDaQly9v6FkHsfrLae5K9WA4IJQUOHI+KhR/6t4+qSzWtFTp4GjzbRVsdcA4IQcMddSP3mSxiKi6AvLmqQgJeIiJyLIRMRERG1KEatFuU52ajIuYLS9DSUXDyPovNnYSwrs7SRKJUwlJYga+dvUIaEwTUwCHJfvzoFCVUx6XTI2fcXACBi/GSrgMlRgiBUcxLI2LEZurxcyLx90Orue+vev8mIjO2bLZ+nfrsWXjGdIZJIIFH+u4zLqNWal8dVI2ffbmT8sgkAEDh4aNVL0a6GgYKpdjPWDKWlSFi6CPpCDeT+AQi2txeTSATR1eBJJBajIicHwNWlW1cDpkpu4a1RGH/KbpgZ/+7r5j5cXND3829rVV8lz+j2lo/Ls7PqdC0AZGzfBMFohEThijZTZ1Y560ckFqPVXSOq7Kfw7GkAgKpzN6tlh2KZDKrO3ZD7zx4Unj1dbchUfOEcytLTIFEqazXb6/qAqZKxrBSAeUmgi6dXjf0QEVHzw5CJiIiImp39j42zG3KYDAacfP1FaDPSLcckrkqoOnWFulsPKAJbQXPqBAqOH0HeoX+Qd3A/APPeQZ1ffeeGbEhcnHQBxrIySJRukPn4Ivmrz1F04RwAwCMyGq2G3Wu1GXRdVO55U5aeBl1RIfSFGsvSNqmbG9K3/gQACBszoV4bWad9vx6lKUmASAyZtzd0ebk4s+g1xLzwqtWStcqny1Xl8vbNSP12neXv6PIvP0MRFAT//oNs2tbl6XKa0ydw8YtPUXElGxKlEu2fegESV9uZaO6RUVZPl7v003cAAH1REYxardU1ZZdSAQAydd1nfVVHX/rv+1OfvZ4KTphnlHn36GXZR6k+tJkZAADXoGCbc66tzMeqW24HAJozJwAAnu06oiw9DZl/bIf2cjrECgVUnboiaOg9NuHd9YrOJyBr528AgOARD1ieNEhERC0LQyYiIiJqfqqY9SKWShE17UkUHDsEuV8A3ELDoQyLsFpO5RndHmEPPgRDaSlKL6WgLC0FLp6qagOmM4sWQldg3kjcWKGzHD82f47lY++etyJ87MMoSzOHFlKlG06+8jwMpSWWNqXJF5Gz9y/EzH8VHtdtSF5y8QIOzHgExopySF2VUIaFwz92MPxiB1l+Iffq2AXK0HCUXUrFseefhGA0b9Ct7n4LruzZBVN5Odxat4Ffv7ptqmwyGJD67Vpk/rYNABD6wFj4xw7C6UWvoeJKNk688hzCxz6CwMF3WpZb2VOenYWkdaugOXkMABB4xzAoAgKRsv4LJH76EYovnEf4mAl1q02nQ/6xQ8j6Y4dlLyuZty86zHup1pua+/Tui0s/fw/BaMDFLz5FxPjJEEmkyPpjOzSnzQGK762xNtd1fOl1eHXoVKd6K+X+s9fysft1yyN1BflWXzvXCr53FHxuudUys8otvHW9Xr9SZRjo4uFpc67y2LVfo/aUpqUAAHR5uTj15gKrgLf4/Fnk7v8bnV55Gy7uHjbXnnz9RZRnZcJQWgJFQBDCRo2r9UbjRETU/DBkIiIioman75rvcH7Fh8g78O8v8pd/2YTUb9fWu8/zy5fAL3YQoqfb/vJffiULFbk5NscrZ4kAgE5TAADQFxUCACpyr0Dm44uOc56De2QUyi5fQuLKj6DNzEDiZ8vQ7Z0PrGZziGUySJRKiKRSGIqLUHT2DIrOnkH+0YNoN+d5iMRiiEQixMx/DUlrPoXm1HGIpFL4970N/rfdjtNvvQLAvESvNPkicvbvhrG8HB7R7eAfO6jK5VbFFy/g4upPzDN6RCKE3D8GoSPHAAC6vLYIiauWo+DYISSv/Qxlaclo8+gsmz4q8vOQvukHXNm9E4LBAJFEgrCxD1uWsglGI1I3rEP2zl+Rd3Afgkc8UKu/E21WBk68+jxM5eVX3yQx/G8bjIjxk2ucOXMtZXAowkaPR9r3XyN3/27k7t9tdd49MgrB99aupuoIJhMq8nKQu38PLm36HgDg2S4GHpFR1u2MRquvnWsZSkpguHZp53VPm0v8bBmKExNsrqtqI3HT1afSiaS2/+wXXV3KadLpbM5dS19kni1XmpYMr5jOaP3I45B7+6Dg1DEkrloGbWYG0n5YjzZTZthcW56dZQmxjBXlqMjLhUmnq/XsNSIial4YMhEREVGLIHX3gGtQK7vnTHoDKnKvADDPgpHI7f+CW9VG2T2XrLB8XNPG3yb9v7+wt5k6E14xnQEAHm3aovXDjyH+vTegzUhHaWoy3CMioe7WC72WfQEXj39ngVTk5yH1u6+Qu+9v5B85iJx9f8M/dpC5Rk8vtJ/7gtVrnlm0EBBM8O5pngGTuPIj84bVAK789QfyD/+DDvP+Y/feFH7+cPHwhGtQK7R+5HGoOnW1nHPx8ESHZ15EwYkjyD92GBETptjtQ+qqRHFiAgSDAZ7tO6L1I4/BLTTccj54+Ei4BgUj6cuVaHX3fZC61S4gcg1shaAhdyP7rz/he2s/BA0dDtdA+3/HgDlM8orpDNerywqvFXLvg3ALC0fG9i0oSUmCYDLC1T8IPn36o9XQ4Q6HHomfLUPiZ8us6w8OQfSsp23ayn39rL6mrmfUav/9uDJgu6oiL6fKgMoesYsLTLoKCAaDzTnBYA6garr3yhBKrFCg7ex5lhlQvr37oTQ1GZe3/Ii8A/sQOWmaTZjZa9kaGMvKUJyYgKS1q3B5y48oTjyHji++ziVzREQtEEMmIiIiahECBtyOgAHmR8gbtGWA6d8lPWXpqZaZPpGTp8GzbQera2sbetSGWG7eC0micLUKbADAPfLfDZHLszPhHhFpFS5Vknv7IHr6HJQmX4Q28zLyjx2yhEzXyz92CIXxpyCSShE2egLOLHoNgtGIyCnToerSHSdfm4+C4+aQyLv7LTbXu3h6IeaFVwABVS6FU3ftCXXXnpbPA4cMg6miAp7R7cz36uqK9s+8hJLE8/DtY7vsDDDvLeTVsQskcjk0p09A1bnb1Tes+sfYh40ej7BR46tdplcpePhIBA8fWeX56+/jRnLxUkF6dSaazNsX6q494D/g9nrtjSVxdYWLlwr6Qg20GZesznV8caHl47QfNyD95++q7Uvq7gFdfgUMJUU25/TF5qV0Ne35JLn6Ne3ZLsZm2Z371VlahtIS6EuKIbtuQ2+RSASpmxvUXXsi6jEZzixaiKKzZ1Bw/Ijdr0ciImreGDIRERFRk3J520/I/G0rAOsZHXVx9NknqtyYOmHpOzbHbl35FSQK2w2k60Pu6w/AHBRUtUQNQLXnKs+7tgqBNvMyTBUVdtsIRqNliWDgHcMgEougL9QAAPz6DYBE4QrPdh2Qf/gAihPPVflL/fVP1StMOIOcPbtQfPECdHm5MOoqIHaRQab2hnvrNvC9tT/U3W+xmomi8PWH4uq9A0D+scPI3b8bJcmJ0BUUwGTQQ6JQQOEXAM92MYgYPxnKkLBq34Nra6tNoFLJvU201cbf18r+608YtVq4RbSGV/uOteqvNsLHToT/bbffsP68OnRC7j97kH/8CCKNxlqFbPa4BrWCLj/X7ube2szLljbVkfv6A+fia1yiKBJV/zXtfs2yQW1GOsCQiYioxWHIRERERE2KoNfDeHUfmfoKvH2ozTKj62mzMiwbVN9Inm3Nj67XFeSj7PIlyxPhAFg2rgZgCVhMBoPVxuSVjLoKlCRdMLe9ZunZtbL+3AFtZgakbu4IHTkG5VeyLecqwxmRxNx3Te8HAAiCgIufL8eVv3dajkmUbpCpvGHSVaA8KwPlWRnI3b8bXh27oP0zL9rM1DEZDDj30XsoOHbYckzq4QmpuweMZaUoTU1GaWoyMn/fjojxk9Bq2L011mWjqoBOEOw+dfBa6Zu+R0VuDoKGDrcbMknd3BFy3ygA5mVtzhI45G7k/rMHek0B0rf8aNknq668OnRE4ZmT0Jw+AZNBD3HlPkx6vWXT85o2N/ds2x45e3eh6NxZmPR6iF1cLOeKEsxf0y4qNVw8PFCek42ihHj43zbYpp9rvz5drpvxRERELQNDJiIiImoSqpp5Uqnw7OnadyYW1zjzo6aZRFXx6tDJ7l5MlVwDW8GzXQyKzsXjwooP0X7ufMh9/aDNykDKN18AADzbdYBrUDAMZaU4+dp8hI0aD3X3WyzLknRFhUhaswK6gnyIpFIEDrrT5nUMpSW49JN5Zk/IyDGQurlDESAyBzAmEwrPnoJnh04ouXjeXJedR9hfL+/APkvA1Oqe+9HqrhGQqb0t5/XFxcj+6w+kfb8ehWdOImPbJoQ+MNaqj+xdf1gCprDR4xFw+11WTx3TZmUgdcM65B85iJRvvoSqc3cog0NqrK2S1N0DvZd/YffchZUfIWfPrlr3ZY+LuwfCRtftCXgNwbNtewQMGoLsXX/g0o/fQl9chOC777MEX0ZdBUpTk2vsx6/fQKRv2gh9USFS1n+J1hOnAgCSv14DQ3ERxC4y+PU3P43QoC1DwpK3UZKajJB7RyHk3gcBmJ/Ol7JhHXT5ubj4+XJETp0JiVyOghNHkB33GwAgYOAd5rrKypD42cfQnDqG4PtGw+1qmFqRm4OLq837UEmUblBzFhMRUYvEkImIiIhanKw/dlS5XK4xRE6ZgdNvLkBpajKOPDvLvL/O1afPuajUiHr8SQDmoEtXkIfzy5cAIjFkajUgEkGXnwcIAkRSKaKmPQlFQKDNa1z6+XvzY+EDWyHwjmEAAKnSDf63DcaVv/5Ewof/g0SugKG0BFJ3D/j1u63GukvTzKGFWKFA+EOP2GzM7OLhgZARDyBn71/QXr5kebT9tcrSUwEAMrU3Qu4bbXPeNbAVwkZPQP6Rg4AgoCw9tU4hU0ugK8jHsfm2TzEEzE+T67LwXQBA5OTpgFiM7J2/Iev3X5D1+y9w8VJBolCYlyDqzMsopdftk3Qtua8fwsdPQvLaVcj6Y7vlyXqVT3wLHz8Jch9fAEDh6ZMoOncWAHB560+WkEnq5o42U6bj/CcfIGff38g9uA8SVyUMxeZ9njzbdbD8Xbt4qSDz9kXuP3uR+89eSN3cIVYoLF/TYhcZomc8ZRU8EhFRy8GQiYiIiFosqbuH3Y21r5f9159oddeIG/a6yuAQdPnve7j04wZoTh+HobgYMm9feHe/BSH3j7Y8xU6icEX3Rf+HzN9/geb0cZRfuQLBYIDM2wdeMZ0RfPd9dvct0mZlIOuPHQCAiIcesVpuFzlpGiQKV+Ts/QvGinJ4totB5JQZNe6nA5g3dr689SeYystx4ZOlCBo6AsrgUIgVCph0OpRnZSB71x/QXr50tX0H2z6i2yN752/QFeTj4poVCLxjGBSBQRBLXWDUalGSchGXNn4LABBJpXBvE23TR3UMJcX4Z9pEu+cqn5ZWG5m/bUPmb9uqbeMXOwjR0+2HQY4QjMYqnxAnUSotH4skErSZMgP+A+5AdtzvKEo4A52mAIbSErh4eMItphO8e/SGb9/qA8SgIXdD7uOHjF9+RkmKOUj0aNsBwcPvh3f3XpZ2XjGd4RHdHqWXUtDqnvut+vDtEwsXlRqXN29EcVIijOVauAaHwq/fALQadq9lCZ1MpUa3d5YiO+535B85iLLLl6DXaCBTqeEV0wXBIx646UJFIqKbCUMmIiIiarEMJcW1mtFUOSPjRlL4+SN6Rs0BhdzXDxHjJwOYXOu+XQNboe+aDXbPiV1c0HriVMuyqLpQd+2B0FHjcemnDZaZKFXxH3gHgobeY3Pcr/9AFCclIuuP7ciO+x3Zcb/br1OhQNTjs602C68tU0XN+0s1BoWff7VLJ68XPX1OvUIrj8goeFyzaXZ9eHe/pcanuUnd3ND5lbeqPO/VvmOtNkuXuioRfM/9CL4uqCIiopaPIRMRERE1C9fvhdRu9jxg9jy7bavas4dqFnr/aPj1uw25/+xFceL5f58uJ5NBplLDvXUb+PTuB7cqNiMHgMhHHkPg4DuR+89elKRchK4gDya9werpcr59Y+FSzTKv64U9+BDCHnzI4fvruWSFw30QERGRfQyZiIiIqHHU8NQvajoUfgGW/XjqSxkShrDRtkv9iGqF3y+IiJql+j1WhYiIiKiWxApXAICxiSxxIqKmz1iuBWDeCJ2IiJqPZhsyffnll5BKpYiIiKiyTVxcHAYPHgwPDw+o1WqMGDECJ0+ebLwiiYiICC5XN7muyM2BwNkJRFQLFXm5AACpl8q5hRARUZ00u5BJo9Hg6aefxtSpU20eq3utTZs2YciQISgtLcWyZcvwv//9DxcuXEDfvn1x5MiRRqyYiIjo5qYICoYiKBgVOVdQdinV2eUQUROnLy5C0bl4iBUKeHbs7OxyiIioDppdyDRv3jysX78ea9euRf/+/e220Wq1mDlzJtq0aYO//voLkyZNwrRp0/D3339DoVBgxowZjVw1ERHRzUskEsH39qEAgLyD+51cDRE1dflHDgImE3z6D4Tk6nJbIiJqHppdyPTUU08hLS0NDz/8cJVttmzZgqysLDz99NNwdf33B1NAQAAeffRRHDlyhLOZiIiIGpHfYHPIlLFjMwrPnnZyNUTUVJWmpyH1+68BAH63D3NyNUREVFfNLmTq1q0bFApFtW127twJABgyZIjNucpjf/75540vjoiIiOzy6NAJIROmwKTT4ez7byH7750warXOLouImgiTToe8Q//gzDuvwVBcBL8hd8P3tsHOLouIiOpI6uwCGsK5c+cglUrRpk0bm3Pt2rUDACQkJNTYT9++fe0eP336NDp06ACNRuNQnUR1VVxc7OwSiG4KHGsNw3viY6ioqEDOxm9wcdUyJH25EurO3eAaHAqp0g0QN7v/90VEjjCZYNSWQZudhYITR2AqNz+BUjXwDgTNnY/CkhInF9iy8GcbUeNoCWPNaDRCIpHU69oWGTLl5OTA29vb7pvi7+8PAMjNzW3ssoiIiG5qIpEIQY8+Adc2baHZ9TuKjx5E/tFDwNFDzi6NiJxNLIZ7lx7wuu12+AwbAZGkRf6aQkTU4rXI795arRZyudzuucqldmVlZTX2s3+//c1JK2c4qVSq+hVI5CB+7RE1Do61hqEeOQYYOQaG4iIUHNqPitwcGEtLIJhMzi6NnKD86uyVmrZDoBZIJILUzR0uKjXUvfpA5u3r7IpuCvzZRtQ4mvNYq+8sJqCFhkxyuRzaKvZ50Ov1ljZERETkPFIPT/jdfpezyyAnq9x+oDn/Y5yIiIjMWuTmByqVCoWFhXbPVf5DxsvLqxErIiIiIiIiIiJq2VpkyBQVFYWysjJkZ2fbnEtKSgIAREdHN3ZZREREREREREQtVosMmWJjYwEAu3fvtjkXFxdn1YaIiIiIiIiIiBzXIkOmUaNGwd3dHUuWLIHRaLQcLyoqwieffILw8HAMGjTIeQUSEREREREREbUwLXLjbx8fH7z33nuYNWsW7rzzTjz22GOoqKjABx98gKysLGzduhUuLi7OLpOIiIiIiIiIqMVokSETAMycORN+fn5YvHgxpk+fDolEgj59+uCTTz5B//79nV0eEREREREREVGL0qxDpl27dlV7ftSoURg1alTjFENEREREREREdBNrkXsyERERERERERFR42LIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDmPIREREREREREREDrspQqYVK1agS5cucHV1RVBQEGbMmIG8vDxnl0VERERERERE1GK0+JDpueeew6xZs9CpUyd8+eWXmDt3Lr799lv0798fGo3G2eUREREREREREbUIUmcX0JCOHj2K999/HxMnTsRXX31lOd6zZ08MHToUb7zxBt5//30nVkhERERERERE1DK06JlMq1atAgD85z//sTp+55134pZbbsHq1athMBicURoRERERERERUYvSokOmnTt3IigoCDExMTbnhgwZAo1Gg6NHjzqhMiIiIiIiIiKilqXFLpczGAy4ePEiYmNj7Z5v164dACAhIQG9e/e226Zv3752jx8+fBhyubzK64gaitFoBABIJBInV0LUsnGsETUejjeixsGxRtQ4WsJYi4+Ph5ubW72ubbEhk0ajgcFggL+/v93zlcdzc3Pr3LdUKoWbm1uz/qKh5uns2bMAgE6dOjm5EqKWjWONqPFwvBE1Do41osbREsaam5sb1Gp1va5tsSGTVqsFAMjlcrvnFQoFAKCsrKzKPvbv33/jCyNyQOXsOn5tEjUsjjWixsPxRtQ4ONaIGsfNPtZa7J5MleFSVRt76/V6q3ZERERERERERFR/LTZk8vT0hEgkQmFhod3zGo0GAODl5dWIVRERERERERERtUwtNmRSKBQICQlBUlKS3fOVx6OjoxuzLCIiIiIiIiKiFqnFhkwAEBsbi3PnzuHKlSs25+Li4iCXy9GrVy8nVEZERERERERE1LK06JBpypQpEAQB77//vtXxw4cP488//8SoUaPg7u7upOqIiIiIiIiIiFoOkSAIgrOLaEjjxo3Dhg0bMG3aNAwdOhSpqal45513IJPJcODAAYSGhjq7RCIiIiIiIiKiZq/Fh0wGgwGLFy/GF198geTkZKhUKgwbNgxvvfUWQkJCnF0eEREREREREVGL0OJDJiIiIiIiIiIiangtek8mIiIiIiIiIiJqHAyZiIiIiIiIiIjIYQyZiIiIiIiIiIjIYQyZiIiIiIiIiIjIYQyZiIiIiIiIiIjIYQyZiBpYVlYW5s6di8jISMjlcqhUKgwePBibN2+2aZuSkoJx48bBz88Pbm5uuPXWW7Fx48Zq+3/zzTchEokwaNCgKtvk5+fjueeeQ3R0NORyOTw9PXHbbbfh66+/dvT2iJqMhhprFy9exKOPPoqQkBDIZDL4+vpi+PDh2LNnj932x48fx4gRI6BWq+Hh4YHBgwdj165dN/JWiZyqKYw1k8mEVatWoU+fPvD09IRCoUD79u3x6quvoqys7IbfM5EzNIWxdr309HSoVCqIRCL+bKMWoymNtfj4eEyaNAmhoaFQKBQICQnB6NGjkZOTc8Put8EJRNRg4uLiBA8PDyEiIkJ47bXXhO+++074+OOPhbZt2woAhPXr11vaJiUlCb6+vkJQUJDw4YcfCuvXrxeGDh0qABCWL19u03dGRoYwYcIEAYAgkUiEgQMH2q0hJydHaNOmjSASiYTJkycL69atEz7++GOhS5cuAgBh7ty5DXT3RI2nocba+vXrBZlMJnTs2FFYtGiR8P333wuLFy8WgoKCBKlUKvz9999W7Q8ePCi4uroKbdu2FVauXCl8+eWXQq9evQSxWCxs3bq1Ud4LoobUFMaa0WgUunbtKsjlcmHy5MnC2rVrhXXr1gnjxo0TAAh33XVXo70fRA2lKYw1e4YOHSr4+voKAIS4uLiGuHWiRtWUxtqmTZsEV1dXISYmRli6dKnw3XffCf/73/+EXr16CadPn27w9+JGYchE1IDWrFkjLFy4UKioqLA6fvnyZUGhUAidOnWyHLvvvvsEmUwmnDlzxnLMaDQKAwYMEJRKpZCVlWXVx+DBg4WIiAhhx44dQnh4eJUh0zPPPCMAEJYsWWJ1XKfTCbfccosAoFl90yKyp6HG2ltvvSUsX75cMBqNVv0ePXpUACCMGDHCcsxkMgldu3YVvL29hezsbMvx0tJSITo6WggODha0Wu0Nu2ciZ2gKY81gMAgDBgwQkpOTbeq77777BADC4cOHHb1VIqdqCmPtep9++qng4eEhvPXWWwyZqMVoKmPt3LlzgpubmzB69GibWpobhkxEDchkMlV5rkePHoJYLBaMRqOQlZUliEQiYcyYMTbttm7dKgAQFi9ebHX84MGDgl6vFwRBqDZk6tKliyCTyex+s1q9erUAQPjggw/qcFdETU9DjbXq+vX29hYiIiIsnx84cEAAIDz//PM2bT/++GMBgPDDDz/U9paImqSmMNaqa/9///d/AgDhiy++qOlWiJq0pjLWKqWkpAgeHh7CsmXLhDVr1jBkohajqYy1hx56SAgJCRFKS0vrcRdNC/dkImpAIpGoynPFxcXw8vKCWCxGXFwcBEHAkCFDbNoNGjQIEokEf/75p9XxXr16QSqV1liDWCyGp6cnZDKZzTk/P79a3AVR09dQY62qfo1GI7RaLdRqteXYzp07AcBu35XHrh/HRM1NUxhr1bUvLi4GAJv2RM1NUxlrACAIAh577DF069YNs2bNqsfdEDVdTWGsaTQa/Pjjj5gzZw6USiUAwGAw1PeWnI4hE5ET7N27FxcuXMDQoUMBAOfOnQMAtGvXzqatm5sbQkJCkJCQUK/XGjx4MHJzc/H777/bnPvqq69q3DScqDlrqLH27bffQqvVWvqtqe+oqChIJJJ6j2Oipq4xx1pVDAYD1q1bBzc3N/Tv37+Od0DUPDhjrK1YsQL79u3D559/Xu0v5EQtSWOOtbi4OOj1egwbNgyLFy9GREQEXFxc4O3tjdmzZ0Oj0dyYm2okDJmIGplWq8Xjjz8OuVyOV199FQAsTwvw9/e3e42/vz9yc3Pr9XqvvPIKevbsifHjx2P16tW4fPkyzpw5gxkzZmDDhg1YuHAhunbtWr+bIWrCGmqsZWdn45lnnoGPjw+effZZy/Hq+pZIJPD29q73OCZqyhp7rFXljTfeQEJCAubNmwcfH5863gVR0+eMsZacnIwXXngBr7/+OqKjo2/AXRA1fY091k6dOgUAWL58OdasWYO3334bv//+O8aNG4fly5fjzjvvhE6nuxG31ihqXmtDRDfUrFmzkJCQgA8++AAxMTEAzN/IAEAul9u9RqFQ1PuRzGq1Gnv27METTzyBxx57zHJcqVRi48aNePDBB+vVL1FT1xBjzWQyYcKECcjJycFPP/1kteS0IccxUVPW2GPNnj///BNvvvkmevfujVdeeaWed0LUtDX2WBMEAY8++ijat2+PefPm3cA7IWraGnusZWdnAwB+/fVXHDt2DCqVCoB5uwWFQoGlS5fi888/bzbLVTmTiagRrVy5El9++SUmTpyIuXPnWo5XfrOqau2tXq+v8htaTfLz8zF8+HB89913WLBgAbZt24b169dj8ODBmDBhApYuXVqvfomasoYaay+//DJ27tyJBQsWYOTIkVbnGnIcEzVVzhhr17t06RImTpwIPz8/bNy4ES4uLnW/EaImzhljbdmyZdi7dy9Wr14NiUTi+E0QNQPOGGuVfT755JOWgKnS008/DQDYtGlTHe/EeTiTiaiR7NixA7Nnz0a/fv2watUqq3OV30wKCwvtXqvRaODl5VWv1501axZ2796Nv/76C3379rUcHz9+PObMmYN58+ahc+fOdjexI2qOGmqsrVq1Cu+88w5GjRqFN954w+b8tX3bm3VRWFiI1q1b1+FOiJo2Z421axUWFuLuu+9GUVERdu7ciZCQkLrfCFET54yxlp2djRdffBFz5sxBaGio1Z4wlbM1SkpKoNFooFAooFAo6nl3RE2Hs36uVS7x7tevn825sLAwKJVKpKSk1OFOnIszmYgawbFjxzBmzBi0bt0amzdvtvlBHBUVBQBISkqyudZoNCI1NbVe6+B1Oh02btyIoUOHWgVMlSrXGH/11Vd17puoKWqosbZ9+3bMmjUL/fr1s2yYf73q+s7MzIRWq+V+FtRiOHOsVdLpdHjggQdw9uxZrF+/Hn369HHwroiaHmeNtczMTJSWlmLJkiVQq9VWf2bPng0AuPfee6FWq7Fo0aIbdbtETuPMn2uBgYEAYHcmriAIMBgMdp8U3lQxZCJqYKmpqRg+fDhcXV2xfft2u5uRxsbGAgB2795tc+7AgQPQarWWNnWRn58Po9EIqdT+pMXKb2SV64CJmrOGGmtHjx7F2LFjq/xHR236jouLs2pD1Jw5e6wB5n90T506FXFxcVi6dGmNS+qImiNnjrWoqCjExcXZ/TN//nwAwNKlSxEXF4cpU6bcgLslch5n/1y79dZbLe2vd+rUKeh0OnTu3LnO9+U0AhE1mIKCAiEmJkZwdXUV/vnnn2rb9u3bV1CpVEJGRobV8fvuu0+QSCRCfHx8ldeGh4cLAwcOtDluMpmE0NBQQaFQCEePHrU5/8ILLwgAhAULFtTuhoiaqIYaaykpKUJgYKDg5+cnJCYmVtuvTqcTwsLChNatWwslJSWW43q9XujRo4fg4eEh5Obm1uPuiJqOpjDWBEEQXnzxRQGAMG/evPrdCFET11TGmj1r1qwRAAhxcXH1up6oKWkKY81kMgkxMTFCVFSUUFBQYDluNBqFBx98UAAg/Prrr3W/OSfhnkxEDWjChAmIj4/H9OnTkZOTg61bt9q06du3L3x8fPDRRx9hwIABiI2NxfPPPw+1Wo1vvvkGmzdvxssvv4wOHTrU+fVFIhH+7//+D6NHj8bAgQMxa9Ys9OjRA8XFxfj555+xbds2REVF8Ykh1Ow11Fi7++67kZWVhZdffhlnz57F2bNnbfq944474OrqChcXFyxfvhz3338/brvtNsyZMwcymQyffvopjh49ilWrVvGx6tTsNYWx9t1332HRokWIiorCoEGD7NYQGhqKrl273tibJ2pETWGsEd0MmsJYE4lE+Oyzz3DHHXegT58+ePbZZ+Hh4YG1a9di+/btmD59OoYOHdqg78MN5eyUi6glCw8PFwBU++fa/wt04sQJYcSIEYJKpRIUCoXQvXt3Yc2aNbV6HXszmSodOnRIGDdunBAcHCy4uLgISqVS6Ny5s/Dyyy8LGo3G8RslcrKGGms19QlASE5Otrpm165dwu233y54eHgIbm5uQv/+/YXNmzc37BtA1Eiawlh77bXXamw7efLkRnk/iBpKUxhrVeFMJmpJmtJYO3TokHDPPfcI3t7elr5XrlzZsG9AAxAJgiDUKZUiIiIiIiIiIiK6Djf+JiIiIiIiIiIihzFkIiIiIiIiIiIihzFkIiIiIiIiIiIihzFkIiIiIiIiIiIihzFkIiIiIiIiIiIihzFkIiIiIiIiIiIihzFkIiIiIiIiIiIihzFkIiIiIiIiIiIihzFkIiIiIiIiIiIihzFkIiIiIiIiIiIihzFkIiIiIiIiIiIihzFkIiIiImpEaWlp2L17N06fPg1BEOy2WbhwIUQiEU6fPt3I1RERERHVn9TZBRARERHdDE6fPo2ZM2di7969lmMhISFYsmQJxowZU+t+UlJScPz48Vq1DQwMRJ8+fepaKhEREVG9MGQiIiIiamDnz59HbGwsTCYT3nvvPfTv3x/p6el48803MXbsWHTv3h1i8b8TzDMyMqrsa8eOHZg1a1atXnf48OHYunWrw/UTERER1QZDJiIiIqIGtmDBAhQWFmL79u0YNmyY5fiwYcMQExOD48eP49lnn4VEIgEA7Nu3D5mZmdX2uW7dOgwaNKjaNq6urg7XTkRERFRbDJmIiIiIGtgff/yBgIAAq4AJADw8PDBu3DgsXrwYjzzyCLp06QIAePPNN7F79+5q+/T19UVISEiD1UxERERUV9z4m4iIiKiBlZeXw8PDw+45T09PSxsiIiKi5owhExEREVED6969O5KSkpCUlGR1XBAE/PrrrxCLxRCJREhISEBCQgJyc3OdVCkRERFR/XG5HBEREVEDe/nllzFixAiMHj0aq1atQvfu3ZGbm4tXX33V8rS53r17O7lKIiIiIscwZCIiIiJqYPfccw+++uorPPXUU+jZsycUCgXKy8shEonw6KOPYs6cOVbtV6xYgU8//bTaPrds2YLExMRq23h6emLSpEkO109ERERUGwyZiIiIiBrBhAkTMGzYMGzZsgWpqalQqVQYMmQIYmJibNoGBgbW2N/y5ctrbBMeHs6QiYiIiBoNQyYiIiKiRuLt7Y3Jkyc71MfMmTMxc+ZMq2Pjxo3Dhg0bUFBQAJVK5VD/RERERPXFjb+JiIiIGtH69euxY8cOZ5dBREREdMMxZCIiIiJqRE888QQWLVpUbZvY2FjMnz8ffn5+jVQVERERkeO4XI6IiIioiRkyZAiGDBli+TwvLw9btmypsn1ycjIA8ywppVJpt01sbCyioqJubKFERERE12DIRERERNTEJScnY+rUqTW2mz17dpXn1qxZw5CJiIiIGpRIEATB2UUQERER3SxUKhX8/Pwwd+7cGtt269YNsbGxjVAVERERkeMYMhERERE1IpVKhcLCwlq1nTt3Lj744IOGLYiIiIjoBmHIREREREREREREDuPT5YiIiIiIiIiIyGEMmYiIiIiIiIiIyGEMmYiIiIiIiIiIyGEMmYiIiIiIiIiIyGEMmYiIiIiIiIiIyGEMmYiIiIiIiIiIyGEMmYiIiIiIiIiIyGEMmYiIiIiIiIiIyGEMmYiIiIiIiIiIyGEMmYiIiIiIiIiIyGEMmYiIiIiIiIiIyGEMmYiIiIiIiIiIyGEMmYiIiIiIiIiIyGEMmYiIiIiIiIiIyGEMmYiIiIiIiIiIyGH/D9ccDLvep3OCAAAAAElFTkSuQmCC&quot; alt=&quot;NVDA PER 10년 추이 &amp;mdash; 성장률 감안 시 의외로 합리적&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;핵심&lt;/b&gt;: PER 41배는 비싸 보이지만, FY27 EPS 컨센서스 &lt;b&gt;약 $8.4&lt;/b&gt; 기준 Forward PER 24배까지 떨어진다. &lt;b&gt;PEG 0.63&lt;/b&gt;은 성장률 대비 오히려 저평가 시그널. 단, Forward EPS 자체가 &quot;Blackwell 풀 램프업 + 마진 65% 유지&quot;를 가정하므로 &lt;b&gt;컨센서스 자체가 깨지면 디레이팅 위험&lt;/b&gt;.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;4. Bull Case &amp;mdash; 5가지 성장 동력&lt;/h2&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;4-1. 하이퍼스케일러 CapEx 폭주&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;2026년 빅4 CapEx 합산 &lt;b&gt;$602B 전망&lt;/b&gt;, 단일 회사 모두 $100B+ 돌파.&lt;/p&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;회사&lt;/th&gt;
&lt;th&gt;2026 CapEx&lt;/th&gt;
&lt;th&gt;YoY&lt;/th&gt;
&lt;th&gt;NVIDIA 매출 비중&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;Alphabet&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$180B&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;+98%&lt;/td&gt;
&lt;td&gt;약 11%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Microsoft&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$140B+&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;+59%&lt;/td&gt;
&lt;td&gt;약 14% (Customer A 추정)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Meta&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$100B&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;+50%&lt;/td&gt;
&lt;td&gt;약 9%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Amazon&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$130B+&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;+40%&lt;/td&gt;
&lt;td&gt;약 7%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;합계&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$602B&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&amp;mdash;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;NVIDIA 매출의 약 40~45%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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&quot; alt=&quot;Hyperscaler 4대 AI CapEx &amp;mdash; NVDA 매출의 70% 원천&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;rarr; NVIDIA가 &lt;b&gt;AI 가속기 지출의 약 90%를 점유&lt;/b&gt;한다. CapEx 증액 = 직접 매출 증가.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;4-2. Blackwell 슈퍼사이클 &amp;mdash; &quot;역사상 가장 빠른 램프업&quot;&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;B200/GB200 누적 백로그 360만 유닛&lt;/b&gt; (2026.4 기준)&lt;/li&gt;
&lt;li&gt;&lt;b&gt;2026 중반까지 sold out&lt;/b&gt; (CEO Jensen Huang 표현 &quot;off the charts&quot;)&lt;/li&gt;
&lt;li&gt;B200 단가 약 $35,000, 원가 $6,500 &amp;rarr; &lt;b&gt;GPU당 영업이익 $28,500, 마진 81%&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;2026년 GB200 NVL72 &lt;b&gt;약 60,000 랙&lt;/b&gt; 배포 전망 (&amp;asymp; 4.3M GPU)&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;4-3. Rubin 로드맵 &amp;mdash; 1년 갱신 사이클&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;세대&lt;/th&gt;
&lt;th&gt;출시&lt;/th&gt;
&lt;th&gt;랙 구성&lt;/th&gt;
&lt;th&gt;FP4 추론 성능&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;Hopper&lt;/td&gt;
&lt;td&gt;2022&lt;/td&gt;
&lt;td&gt;NVL8&lt;/td&gt;
&lt;td&gt;1x (기준)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Blackwell&lt;/td&gt;
&lt;td&gt;2024~2025&lt;/td&gt;
&lt;td&gt;NVL72&lt;/td&gt;
&lt;td&gt;5x&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Rubin&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;2026 H2&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;NVL144&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;10x+&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Rubin Ultra&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;2027 H2&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;NVL576&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;15 ExaFLOPS&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Feynman&lt;/td&gt;
&lt;td&gt;2028&lt;/td&gt;
&lt;td&gt;TBD&lt;/td&gt;
&lt;td&gt;TBD&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;rarr; &lt;b&gt;연간 신제품 사이클이 모트(해자)&lt;/b&gt;. 경쟁사가 따라잡으려는 순간 다음 세대가 나옴.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;4-4. Sovereign AI &amp;mdash; 새로운 매출축&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;사우디 (HUMAIN/PIF)&lt;/b&gt;: GB300 18,000개 + 수십만 개 후속, &lt;b&gt;$5B+ 다년 계약&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;UAE (Aleria)&lt;/b&gt;: GPU 수만 개, 미&amp;middot;UAE&amp;middot;NVIDIA 3자 합작&lt;/li&gt;
&lt;li&gt;&lt;b&gt;인도, 영국, 프랑스, 한국&lt;/b&gt;도 sovereign AI 투자 가속&lt;/li&gt;
&lt;li&gt;미 BIS도 사우디&amp;middot;UAE 수출 승인 (2025.11)&lt;/li&gt;
&lt;li&gt;잠재 시장 규모 추정: &lt;b&gt;$50~100B/년&lt;/b&gt; (2027~2029)&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;4-5. Physical AI / Robotics (GTC 2026)&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;Cosmos 3&lt;/b&gt; (월드 모델), &lt;b&gt;Isaac GR00T N1.7&lt;/b&gt; (휴머노이드), &lt;b&gt;Alpamayo 1.5&lt;/b&gt; (자율주행)&lt;/li&gt;
&lt;li&gt;&lt;b&gt;ABB&amp;middot;FANUC&amp;middot;KUKA&amp;middot;Yaskawa&lt;/b&gt; (글로벌 4대 산업로봇사, 누적 200만 대) Omniverse 채택&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Omniverse DSX Blueprint&lt;/b&gt;: AI 팩토리 전체 디지털 트윈&lt;/li&gt;
&lt;li&gt;2030년 이후 &lt;b&gt;새로운 데이터센터급 매출축&lt;/b&gt; 가능성&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;5. Bear Case &amp;mdash; 6가지 리스크&lt;/h2&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;5-1. 고객 집중 &amp;mdash; Top 6 = 매출의 63%&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;10-Q 공시: &lt;b&gt;단일 고객 A = 23%, 고객 B = 16%&lt;/b&gt; (Q2 FY26 기준)&lt;/li&gt;
&lt;li&gt;1년 전 Top 6 비중 50% &amp;rarr; 현재 &lt;b&gt;63%&lt;/b&gt;, 집중도 악화&lt;/li&gt;
&lt;li&gt;마이크로소프트&amp;middot;구글&amp;middot;메타&amp;middot;아마존 4사가 &lt;b&gt;자체 ASIC&lt;/b&gt; 비중 늘릴 시 매출 직격탄&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;5-2. 중국 수출 통제 &amp;mdash; H20&amp;middot;H200 정치화&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;2025.4 H20 라이선스 부과 &amp;rarr; 2025.7 해제 &amp;rarr; 2025.12 H200 허용 + &lt;b&gt;매출 25% 미국 정부 환수&lt;/b&gt; 조건&lt;/li&gt;
&lt;li&gt;중국 매출 비중 9% &amp;rarr; 추가 축소 가능성&lt;/li&gt;
&lt;li&gt;&lt;b&gt;화웨이 Ascend 910C&lt;/b&gt; 등 중국 자체 칩 빠른 추격&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;5-3. ASIC 자가잠식 &amp;mdash; Top 4의 자체 칩&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;회사&lt;/th&gt;
&lt;th&gt;자체 칩&lt;/th&gt;
&lt;th&gt;현 상태&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;Google&lt;/td&gt;
&lt;td&gt;&lt;b&gt;TPU v7 (Ironwood)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;4,614 TFLOPS, 자체 워크로드 비중 &lt;b&gt;58%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;AWS&lt;/td&gt;
&lt;td&gt;&lt;b&gt;Trainium 3&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;2026 정식 출시, Trainium2 대비 2배 성능&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Meta&lt;/td&gt;
&lt;td&gt;&lt;b&gt;MTIA v2&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;추론 워크로드 일부 흡수&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Microsoft&lt;/td&gt;
&lt;td&gt;&lt;b&gt;Maia 200&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;2026 양산, OpenAI 학습 일부&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;rarr; 커스텀 실리콘이 &lt;b&gt;추론 시장의 15~25% 가져갈 전망&lt;/b&gt;. 학습 시장은 NVIDIA 90%+ 유지 예상.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;5-4. AMD 추격&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;MI355X&lt;/b&gt; (3nm, HBM3e 288GB) 2026 양산&lt;/li&gt;
&lt;li&gt;단, &lt;b&gt;CoWoS(첨단 패키징) 캐퍼 11%만 확보&lt;/b&gt; (NVIDIA 60%) &amp;mdash; 구조적 공급 한계&lt;/li&gt;
&lt;li&gt;AMD 매출은 NVIDIA의 약 1/15 수준 &amp;rarr; 따라잡기엔 멀다&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;5-5. AI CapEx 사이클 정점 우려&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;빅4가 &lt;b&gt;2026년에만 $600B+ 지출&lt;/b&gt; &amp;rarr; &quot;이게 정점이 아닐까&quot; 의심&lt;/li&gt;
&lt;li&gt;DeepSeek 충격(2025.1) 같은 &lt;b&gt;효율화 패러다임&lt;/b&gt; 한 번 더 오면 단기 수요 충격&lt;/li&gt;
&lt;li&gt;데이터센터 전력&amp;middot;토지 등 &lt;b&gt;물리적 병목&lt;/b&gt; 본격화 (지방 정부 규제, 송전망 한계)&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;5-6. 밸류에이션&amp;middot;금리&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;시총 &lt;b&gt;$4.92T = 미국 GDP의 약 17%, S&amp;amp;P500 비중 7~8%&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;단일 종목 ETF/패시브 자금 의존도 과도&lt;/li&gt;
&lt;li&gt;미 10년물 금리 5%+ 재상승 시 고PER 종목 디레이팅&lt;/li&gt;
&lt;li&gt;1주당 10달러 변동 = 시총 240B 변동 &amp;rarr; 변동성 자체가 시스템 리스크&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;6. 경쟁 구도 &amp;mdash; NVIDIA의 해자 4가지&lt;/h2&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;6-1. AI 가속기 시장점유율 (2026 추정)&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;회사&lt;/th&gt;
&lt;th&gt;시장점유율&lt;/th&gt;
&lt;th&gt;강점&lt;/th&gt;
&lt;th&gt;약점&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;NVIDIA&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;75~80%&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;CUDA, NVLink, 매년 신제품&lt;/td&gt;
&lt;td&gt;가격, 정치 리스크&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;AMD&lt;/td&gt;
&lt;td&gt;5~7%&lt;/td&gt;
&lt;td&gt;가성비, MI355X&lt;/td&gt;
&lt;td&gt;CoWoS 캐퍼, 소프트웨어&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Google TPU (자체)&lt;/td&gt;
&lt;td&gt;8~10%&lt;/td&gt;
&lt;td&gt;자체 워크로드 최적화&lt;/td&gt;
&lt;td&gt;외부 판매 안 함&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;AWS Trainium&lt;/td&gt;
&lt;td&gt;3~4%&lt;/td&gt;
&lt;td&gt;AWS 생태계&lt;/td&gt;
&lt;td&gt;외부 채택 미미&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;기타 (Meta MTIA, MS Maia)&lt;/td&gt;
&lt;td&gt;3~5%&lt;/td&gt;
&lt;td&gt;자체 워크로드&lt;/td&gt;
&lt;td&gt;자체 사용만&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Cerebras/Groq/Tenstorrent&lt;/td&gt;
&lt;td&gt;&amp;lt;1%&lt;/td&gt;
&lt;td&gt;추론 특화&lt;/td&gt;
&lt;td&gt;규모&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Huawei Ascend&lt;/td&gt;
&lt;td&gt;2~3% (중국)&lt;/td&gt;
&lt;td&gt;정치 보호&lt;/td&gt;
&lt;td&gt;미국 시장 차단&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;6-2. NVIDIA의 진짜 해자&lt;/h3&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;&lt;b&gt;CUDA 생태계&lt;/b&gt; &amp;mdash; 20년 누적 라이브러리&amp;middot;개발자, 전환비용 막대&lt;/li&gt;
&lt;li&gt;&lt;b&gt;NVLink + InfiniBand&lt;/b&gt; &amp;mdash; GPU 간 초고속 통신, 경쟁사 못 따라옴&lt;/li&gt;
&lt;li&gt;&lt;b&gt;연간 신제품 사이클&lt;/b&gt; &amp;mdash; Blackwell&amp;rarr;Rubin&amp;rarr;Rubin Ultra&amp;rarr;Feynman&lt;/li&gt;
&lt;li&gt;&lt;b&gt;HBM 우선 공급권&lt;/b&gt; &amp;mdash; SK하이닉스 HBM4의 70%, 삼성 HBM4의 30% 선점&lt;/li&gt;
&lt;/ol&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;7. 환&amp;middot;세금 (한국 투자자 기준)&lt;/h2&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;USD/KRW 환 노출 100%&lt;/b&gt; &amp;mdash; 원화 강세 전환 시 환차손&lt;/li&gt;
&lt;li&gt;&lt;b&gt;양도세 22%&lt;/b&gt; (지방세 포함, 250만 원 공제 후)&lt;/li&gt;
&lt;li&gt;&lt;b&gt;무배당&lt;/b&gt; &amp;rarr; 배당세 이슈 없음&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;8. 시나리오별 12개월 목표가&lt;/h2&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;시나리오&lt;/th&gt;
&lt;th&gt;가정&lt;/th&gt;
&lt;th&gt;EPS (FY27)&lt;/th&gt;
&lt;th&gt;PER&lt;/th&gt;
&lt;th&gt;목표가&lt;/th&gt;
&lt;th&gt;현재가 대비&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Bull&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;Blackwell + Rubin 풀 램프, sovereign AI 가속, 마진 65% 유지&lt;/td&gt;
&lt;td&gt;$9.50&lt;/td&gt;
&lt;td&gt;32x&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$304&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;+51%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Base&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;CapEx 정상 성장, ASIC 추격 부분 흡수, 마진 60%&lt;/td&gt;
&lt;td&gt;$8.40&lt;/td&gt;
&lt;td&gt;28x&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$235&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;+17%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Bear&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;DeepSeek류 효율화 재현, 빅4 CapEx 둔화, 중국 매출 추가 축소&lt;/td&gt;
&lt;td&gt;$7.00&lt;/td&gt;
&lt;td&gt;20x&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$140&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;-30%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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&quot; alt=&quot;12개월 시나리오별 목표가 &amp;mdash; 상방 +51% vs 하방 -30%&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;위험-보상 비율&lt;/b&gt;: Base +17% vs Bear -30% = &lt;b&gt;상방 &amp;lt; 하방&lt;/b&gt;. 분석가 컨센서스 평균 $265는 Base와 Bull 사이.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;9. 모니터링 체크리스트&lt;/h2&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;우선순위&lt;/th&gt;
&lt;th&gt;지표/이벤트&lt;/th&gt;
&lt;th&gt;시점&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;  1&lt;/td&gt;
&lt;td&gt;&lt;b&gt;Q1 FY27 어닝 (2026.5월말)&lt;/b&gt; &amp;mdash; 가이던스 $43B 비트 여부&lt;/td&gt;
&lt;td&gt;분기마다&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;  2&lt;/td&gt;
&lt;td&gt;&lt;b&gt;빅4 CapEx 가이던스&lt;/b&gt; (Alphabet/MSFT/META/AMZN 분기 콜)&lt;/td&gt;
&lt;td&gt;분기마다&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;  3&lt;/td&gt;
&lt;td&gt;&lt;b&gt;Rubin 양산 일정&lt;/b&gt; &amp;mdash; 2026 H2 차질 여부&lt;/td&gt;
&lt;td&gt;2026.6~9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;  4&lt;/td&gt;
&lt;td&gt;&lt;b&gt;HBM4 공급량&lt;/b&gt; (SK하이닉스&amp;middot;삼성 출하)&lt;/td&gt;
&lt;td&gt;분기마다&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;  5&lt;/td&gt;
&lt;td&gt;중국 H20/H200 수출 정책 변동&lt;/td&gt;
&lt;td&gt;상시&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;  6&lt;/td&gt;
&lt;td&gt;TPU/Trainium/MTIA 외부 채택 확산 시그널&lt;/td&gt;
&lt;td&gt;분기마다&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;  7&lt;/td&gt;
&lt;td&gt;Sovereign AI 신규 계약 ($5B+ 단위)&lt;/td&gt;
&lt;td&gt;상시&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;  8&lt;/td&gt;
&lt;td&gt;Physical AI/Robotics 매출 기여 시작&lt;/td&gt;
&lt;td&gt;2027~&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;  9&lt;/td&gt;
&lt;td&gt;자사주 매입 페이스 ($60B+ 권한)&lt;/td&gt;
&lt;td&gt;분기마다&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;10. 액션 가이드&lt;/h2&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;보유 상태&lt;/th&gt;
&lt;th&gt;권고&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;미보유&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;분할 매수&lt;/b&gt; ($180~200 구간), 자산의 &lt;b&gt;3~6%&lt;/b&gt; 한도&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;적정 비중 (3~7%)&lt;/td&gt;
&lt;td&gt;&lt;b&gt;유지&lt;/b&gt; / Q1 FY27 실적 후 추가 결정&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;과다 (&amp;gt;10%)&lt;/td&gt;
&lt;td&gt;&lt;b&gt;부분 트림 고려&lt;/b&gt; &amp;mdash; 단일 종목 집중 위험, 시총 $5T 부근에서 분할 차익실현&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;과다 + 강세장&lt;/td&gt;
&lt;td&gt;비중 캡 25%까지 허용 (포트폴리오 메모리 규칙)&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;결론 &amp;mdash; 핵심 베팅 논리&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;요약하면 다음과 같다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;펀더멘털&lt;/b&gt;: 매출 +65%, FCF $96.7B, 마진 60%+ &amp;mdash; 사상 최강.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;밸류에이션&lt;/b&gt;: PER 41x는 비싸 보이지만 PEG 0.63 = 성장 대비 저평가.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;단기 동력&lt;/b&gt;: Blackwell 백로그 360만, 빅4 CapEx $602B, sovereign AI 본격화.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;장기 동력&lt;/b&gt;: Rubin &amp;rarr; Rubin Ultra 연간 사이클, Physical AI 새 사업축.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;위험-보상&lt;/b&gt;: Base +17% vs Bear -30% = 상방 제한적, 하방 큼. &lt;b&gt;이미 많이 올랐다&lt;/b&gt;.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;핵심 베팅 논리&lt;/b&gt;: NVIDIA는 &quot;AI 인프라 사이클의 정점에서 거래되고 있는 사실상의 독점 사업자&quot;. 펀더멘털은 의심의 여지가 없지만, &lt;b&gt;시총 $5T&amp;middot;S&amp;amp;P500 비중 7~8%&lt;/b&gt;라는 무게 자체가 추가 상승을 제약한다. 동시에 &quot;ASIC 추격, 중국 정치, CapEx 사이클 정점&quot; 같은 디레이팅 트리거가 다수 대기 중.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;따라서 적정 진입 전략은 다음과 같다.&lt;/p&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;&lt;b&gt;신규 매수자&lt;/b&gt;: $180~200 구간 분할 매수, 자산의 3~6% 캡&lt;/li&gt;
&lt;li&gt;&lt;b&gt;기보유자&lt;/b&gt;: 비중 7% 이내 유지, $250+에서 분할 차익실현 검토&lt;/li&gt;
&lt;li&gt;&lt;b&gt;공격 포지션&lt;/b&gt;: $86 같은 폭락 재현 시 추가 매수 트리거 (DeepSeek류 충격 재발 시)&lt;/li&gt;
&lt;/ol&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;100%를 베팅하는 게 아니라, &lt;b&gt;&quot;AI 인프라 = NVIDIA 단일 종목&quot;이라는 등식이 깨지지 않는 한 코어 보유&lt;/b&gt;가 데이터가 말하는 합리적 전략이다. 다만 &lt;b&gt;이미 시총 5조 달러를 한 번 찍은 종목에서 추가 +50%는 +200%보다 어렵다&lt;/b&gt;는 점을 명심할 것.&lt;/p&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;핵심 출처&lt;/h2&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;a href=&quot;https://nvidianews.nvidia.com/news/nvidia-announces-financial-results-for-fourth-quarter-and-fiscal-2026&quot;&gt;NVIDIA Q4 FY2026 Earnings Release (2026-02-25)&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://www.cnbc.com/2026/02/25/nvidia-nvda-earnings-report-q4-2026.html&quot;&gt;CNBC &amp;mdash; NVIDIA Q4 FY2026 Data Center +75% (2026-02-25)&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://www.tomshardware.com/pc-components/gpus/nvidia-announces-rubin-gpus-in-2026-rubin-ultra-in-2027-feynam-after&quot;&gt;Tom's Hardware &amp;mdash; Vera Rubin Roadmap (2026-01)&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://introl.com/blog/hyperscaler-capex-600b-2026-ai-infrastructure-debt-january-2026&quot;&gt;Introl &amp;mdash; Hyperscaler CapEx $602B in 2026&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://siliconanalysts.com/analysis/nvidia-ai-accelerator-market-share-2024-2026&quot;&gt;Silicon Analysts &amp;mdash; NVIDIA AI Accelerator Market Share 2024-2026&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://www.trendforce.com/news/2026/03/09/news-samsung-sk%E2%80%AFhynix-reportedly-tapped-as-nvidia-rubin-hbm4-suppliers-shipments-could-start-in-march/&quot;&gt;TrendForce &amp;mdash; SK hynix HBM4 70% / Samsung 30% (2026-03)&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://nvidianews.nvidia.com/news/humain-and-nvidia-announce-strategic-partnership-to-build-ai-factories-of-the-future-in-saudi-arabia&quot;&gt;NVIDIA &amp;mdash; HUMAIN Saudi Strategic Partnership&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://nvidianews.nvidia.com/news/nvidia-announces-open-physical-ai-data-factory-blueprint-to-accelerate-robotics-vision-ai-agents-and-autonomous-vehicle-development&quot;&gt;NVIDIA Newsroom &amp;mdash; GTC 2026 Physical AI Blueprint&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://www.macrotrends.net/stocks/charts/NVDA/nvidia/pe-ratio&quot;&gt;Macrotrends &amp;mdash; NVDA PE Ratio History&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://247wallst.com/investing/2026/04/21/nvidia-at-199-buy-sell-or-hold/&quot;&gt;24/7 Wall St. &amp;mdash; NVIDIA at $199: Buy/Sell/Hold (2026-04-21)&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;section class=&quot;sj-faq&quot;&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;❓ 자주 묻는 질문&lt;/h2&gt;
&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;NVDA는 지금 사도 되나요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;현재 Forward PER 24x, PEG 0.63으로 성장 대비 저평가 구간입니다. 다만 상방 +51% vs 하방 -30%로 하방이 더 크므로, 자산의 3~6% 한도 내에서 $180~200 구간 분할 매수가 합리적입니다.&lt;/p&gt;
&lt;/details&gt;&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;NVDA의 가장 큰 리스크는 무엇인가요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;3가지입니다. (1) Top 6 고객이 매출의 63% &amp;mdash; 고객 집중 (2) Google TPU, AWS Trainium 등 자체 ASIC이 점진 잠식 (3) DeepSeek R1 같은 AI 효율화 기술이 GPU 수요를 줄일 가능성.&lt;/p&gt;
&lt;/details&gt;&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;Blackwell과 Rubin은 무엇이 다른가요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Blackwell(B200/GB200)은 2025년 양산 중인 현 세대 GPU입니다. Rubin은 2026 하반기 출시 예정 차세대로, HBM4 기반 + 성능 2배 이상. NVIDIA는 연 1회 갱신 사이클을 명시했습니다.&lt;/p&gt;
&lt;/details&gt;&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;중국 수출 통제가 주가에 얼마나 영향을 주나요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;중국 매출은 FY26 기준 약 9%($19.7B)이며, 주로 H20 같은 다운그레이드 칩입니다. 전면 금지되어도 단기 타격이지만 구조적 파괴는 아닙니다. 다만 향후 H200까지 제한되면 영향이 커집니다.&lt;/p&gt;
&lt;/details&gt;&lt;details class=&quot;sj-faq-item&quot;&gt;
&lt;summary&gt;&lt;b&gt;시총 5조 달러는 너무 비싼 것 아닌가요?&lt;/b&gt;&lt;/summary&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;절대 규모로는 그렇지만 FY27 FCF 컨센서스 $130B 기준 FCF Yield 2.6%로 국채와 비슷합니다. 매출 +65% 성장이 지속되면 정당화되지만, 성장률이 +25% 이하로 떨어지면 디레이팅 위험 큽니다.&lt;/p&gt;
&lt;/details&gt;&lt;/section&gt;
&lt;div class=&quot;disclaimer&quot;&gt;본 글은 제가 공부한 내용을 정리한 &lt;b&gt;개인 의견 및 정보 제공&lt;/b&gt; 목적의 글이며, 특정 종목&amp;middot;상품에 대한 투자 자문이 아닙니다. 투자 판단과 책임은 본인에게 있습니다.&lt;/div&gt;
&lt;/article&gt;</description>
      <category>좋은 기업을 찾는 것이 전부</category>
      <category>AI반도체</category>
      <category>Blackwell</category>
      <category>GPU</category>
      <category>HBM</category>
      <category>NVDA</category>
      <category>nvidia</category>
      <category>Rubin</category>
      <category>미국주식</category>
      <category>엔비디아</category>
      <category>종목분석</category>
      <author>Stock &amp;amp; Data</author>
      <guid isPermaLink="true">https://milordkim.tistory.com/18</guid>
      <comments>https://milordkim.tistory.com/18#entry18comment</comments>
      <pubDate>Thu, 23 Apr 2026 21:34:28 +0900</pubDate>
    </item>
    <item>
      <title>프로그레시브(PGR), 미국 자동차보험 1위 등극 임박 &amp;mdash; 데이터로 본 주가 향방</title>
      <link>https://milordkim.tistory.com/16</link>
      <description>&lt;div&gt;
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alt=&quot;Progressive (PGR) 5년 주가 &amp;mdash; 사이클 정점에서 -28% 조정&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;프로그레시브(NYSE: &lt;b&gt;PGR&lt;/b&gt;)는 미국 자동차보험 시장에서 &lt;b&gt;State Farm을 0.04%p 차이로 추격하며 1위 등극이 임박&lt;/b&gt;한 손해보험사다. 2026년 4월 22일 종가 &lt;b&gt;$207.50&lt;/b&gt;, 사상 최고 $290 대비 &lt;b&gt;-28% 조정&lt;/b&gt;. 시장은 &quot;보험료 인상 사이클 정점&quot;을 가격에 반영했지만, &lt;b&gt;2026 Q1 실적은 컨센서스를 비트&lt;/b&gt;(EPS $4.96 vs $4.87)하며 정상화 우려가 과도했음을 입증했다. PER 10.5배에 변동배당 7%까지 받는 구조 &amp;mdash; 데이터로 정리한다.&lt;/p&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;미리 알아둘 용어&lt;/b&gt;&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;Progressive (PGR)&lt;/b&gt;: 1937년 설립, 미국 손해보험사. 본사 오하이오 메이필드 빌리지. 자동차보험 직판(Direct) + 대리점(Agency) 양 채널 운영.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Combined Ratio (CR)&lt;/b&gt;: 손해율(Loss Ratio) + 사업비율(Expense Ratio). &lt;b&gt;100% 미만이면 보험 영업 흑자&lt;/b&gt;. 회사 공식 목표 96%.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Loss Ratio&lt;/b&gt;: 보험금 지급액 / 보험료 수입. 자동차 수리비&amp;middot;의료비 인플레와 사고율의 영향.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Expense Ratio&lt;/b&gt;: 광고비&amp;middot;인건비 / 보험료 수입. Direct 채널이 Agency보다 낮음.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;PIF (Policies in Force)&lt;/b&gt;: 보유 정책 건수. 보험사 성장의 핵심 지표.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Snapshot UBI (Usage-Based Insurance)&lt;/b&gt;: 2008년 출시, 텔레매틱스 데이터로 안전 운전자에게 할인. &lt;b&gt;17년 누적 데이터 우위&lt;/b&gt; = AI 가격 책정 정교화.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;변동배당(Variable Dividend)&lt;/b&gt;: PGR은 분기 정기배당 $0.10 외에 연 1회 잉여 자본을 변동배당으로 환원. 2025년 $13.50, &lt;b&gt;연간 총배당 수익률 약 7%&lt;/b&gt;.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Float&lt;/b&gt;: 보험료를 받고 보험금을 지급하기 전까지의 자금. 채권&amp;middot;주식에 운용. 금리 상승기엔 투자수익 폭증.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Skim the cream&lt;/b&gt;: 좋은 위험(저손해율 고객)만 선별해서 인수하는 전략. PGR의 텔레매틱스 데이터가 핵심 무기.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;AV (Autonomous Vehicle)&lt;/b&gt;: 자율주행차. 사고율 감소 시 자동차보험 시장 자체가 줄어드는 장기 위협.&lt;/li&gt;
&lt;/ul&gt;
&lt;/blockquote&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;1. 비즈니스 모델 &amp;mdash; 자동차보험 전문, 1위 등극 임박&lt;/h2&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;1-1. 핵심 지표 (FY2025 결산)&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;항목&lt;/th&gt;
&lt;th&gt;수치&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;총 매출&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$87.6B&lt;/b&gt; (+16.3% YoY)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;순수입보험료 (NPW)&lt;/td&gt;
&lt;td&gt;$83.2B (+12%)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;순이익&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$11.3B&lt;/b&gt; (+33.6%)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;EPS (Diluted)&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$19.23&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;언더라이팅 이익&lt;/td&gt;
&lt;td&gt;$10.2B (마진 12.6%)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Combined Ratio&lt;/td&gt;
&lt;td&gt;&lt;b&gt;87.4&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;정책 보유 (PIF)&lt;/td&gt;
&lt;td&gt;&lt;b&gt;3,860만 건&lt;/b&gt; (+10%)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;직원 수&lt;/td&gt;
&lt;td&gt;약 6.5만 명&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;1-2. 매출 구조 (2025)&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;세그먼트&lt;/th&gt;
&lt;th&gt;비중&lt;/th&gt;
&lt;th&gt;특징&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Personal Lines&lt;/b&gt; (개인 자동차)&lt;/td&gt;
&lt;td&gt;80%+&lt;/td&gt;
&lt;td&gt;핵심 사업, Direct 60% / Agency 40%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Commercial Lines&lt;/b&gt; (상업용 자동차)&lt;/td&gt;
&lt;td&gt;~13%&lt;/td&gt;
&lt;td&gt;PIF 120만 건(+5%), 다각화&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Property&lt;/b&gt; (주택보험)&lt;/td&gt;
&lt;td&gt;~7%&lt;/td&gt;
&lt;td&gt;신시장, 자연재해 노출 증가&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;1-3. EPS&amp;middot;배당 5년 추이&lt;/h3&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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NF91suOc4muje2l/RCsPZASc3yiyAQAAAABQxbRK2qqOCeuc4sdCY7Qipr8HMgJAkQ0AAAAAgCokIidJA/bPdopn+wRpTothMkxeHsgKAEU2AAAAAACqCG9rgYbsniJfW4FD3JBJc5sPU7ZvqIcyA0CRDQAAAACAqsAwdNmBOaqVm+TUtLLBJToS1sQDSQE4hSIbAAAAAABVQPsTG9Q2aYtT/GBYM62p38cDGQE4HUU2AAAAAADOcbWz4nTpgXlO8UzfUM1rPlQy8fEe8DR+CgEAAAAAOIf5WXI1ZPcv8jYsDnGryazZLW9Urk+QhzIDcDqKbAAAAAAAnKsMQwP3/aaw/FSnpmUxlys+pIEHkgJQHIpsAAAAAACco7rEr1bzlF1O8T0RbbSxbncPZASgJBTZAAAAAAA4B0VnHFGfw4uc4qn+EVrQ7BrJZPJAVgBKQpENAAAAAIBzTEBhtq7aM1Vehs0hXmj21uyWN6nA299DmQEoCUU2AAAAAADOISbDpiv2/KqQggyntr8aX6GkoDoeyArA2VBkAwAAAADgHNL92FI1St/vFN8e2VHba3f2QEYASoMiGwAAAAAA54iYtP3qcXSpUzwpMEp/NrmSfdiAcxhFNgAAAAAAzgHB+em6Ys80mWQ4xAvMvprd8kZZvHw9lBmA0qDIBgAAAACAh5ltVl21Z6oCLTlObQuaXaPUgFoeyApAWVBkAwAAAADAw/oc+UP1Mo86xTfVuVB7arXzQEYAyooiGwAAAAAAHtQseae6xq1yiscH19PSRgM9kBGA8qDIBgAAAACAh9TIS9HAfb85xXO9AzS7xY2ymr0rPykA5UKRDQAAAAAAD/CyFWrI7l/kb81zapvXbKgy/cMqPykA5UaRDQAAAAAAD7jk4DxFZcc7xdfU66ODES08kBEAV1BkAwAAAACgkrVO2qILEjc4xY+GNtLKhpd4ICMArqLIBgAAAABAJaqZc0ID9s92imf7BOv3FsNkmLw8kBUAV1FkAwAAAACgkvhY8zVk9y/ysRU6xG0yaU6LYcr2DfFQZgBcRZENAAAAAIDKYBgasH+2auYmOTWtbHipjtVo7IGkALgLRTYAAAAAACrBBYnr1PrkNqf4gbDmWluvtwcyAuBOFNkAAAAAAKhgUVnHdfHB+U7xDN8amtd8qGTi4zlQ1fFTDAAAAABABfKz5GrI7l/kbVgd4laTl2a3vFF5PoEeygyAO1FkAwAAAACgohiGBu2doRr5aU5NSxoNVEJI/crPCUCF8PZ0AgAAAAAAVFdd41aqWepup/jumm21uc6FHsgIqDwJc2dq99svyy8ySt2nL3RqtxUU6Pi0H5W4YI5yjx6RDEMBDWNUZ/A1qnfDbTJ5eXkg6/KjyAYAAAAAQAWol35IfQ7/6RRP8a+pBc2ukUwmD2QFVDxLZoYOjf9Mx6f+KJO5+EJZYVqqNo68RYVpqYoafLUa3jZCtoJ8nfhzvvZ/8p5yjhxUi2deqeTMXUORDQAAAAAANwssyNJVe6bJLJtDvNDso9ktb1Khl5+HMgMq3v5P3lPyymVq9dJbip/9q/Li45z6WLIyFdyitVo887J8wsLt8agrr9XGu25Q/Kxf1ejeh+UbHlGZqbuEPdkAAAAAAHAjk2HTFXunKbgw06ntzyZX6mRQlAeyAipPvRuGq/uMRYoaNKTEPv71GqjtWx87FNgkyWQyKazLRZLNppxD+ys6VbdiJRsAAAAAAG7U4+gSxaQfdIpvq91ZO2p3qvyEgEoW3KLVWfuYznC7tDUnW5LkHRLqtpwqA0U2AAAAAADcpFHqXnU/tswpfiKwjv5qfIUHMgLKLicnRz169Ci2bfXq1RU6tyU7S0lLFsmvdpQCGzWp0LncjdtFAQAAAABwg5D8dF2xd7pMMhzi+V5+mt3yRlm8fDyUGVB17PvoLVky0hUz8kGZvavWzwwr2QAAAAAAcJHZZtFVu39RgCXHqW1Bs2uVFlDTA1kB5RMYGFjhK9aKk/D7b0qcN0u1+vVX3auGVvr8rmIlGwAAAAAALup7eJGis445xTfU7a69Ndt4ICOgasnas0t7PxyjwEZN1HL0GE+nUy4U2QAAAAAAcEHz5Fh1if/bKR4XXF/LYgZ4ICOgaslLiNe2p+6Xl3+A2r33qbyDgj2dUrlwuygAAAAAAOUUlpusgft+c4rnegdqTssbZTPzsRs4E0tmhrY9eb8smZm64NMJCqjf0NMplRs/7QAAAAAAlIO3tVBDdk+RnzXfIW7IpLnNhyrTr4aHMgOqBlthobY//6hyDh9Q2zEfK7RtB0+n5BJuFwUAAAAAoBwuPThXtXMSneJ/1++jQ+HNPZARUHUYhqHdY0YrfeM6NXv0WdXq19/TKbmMlWwAAAAAAJRRmxOb1f7ERqf44RqNtbrBJR7ICKhajv44UScW/q7QdhfIP7qeklcuceoT0KCRAhs2qvTcyosiGwAAAAAAZVArO1GXHZjjFM/yCdHc5sNkmLhpDDibnEP7JUkZ27do+9MPFdsn5p771Wjkg5WZlksosgEAAAAAUEo+1nwN2T1FPrZCh7hNZs1peYNyfKvmqYhARek4blKx8Vajx6jV6DGVm0wFo7wOAAAAAEBpGIYG7pupiLxkp6YVMf11PDTGA0kBOFdQZAMAAAAAoBQ6JqxVy+QdTvH94S21LrqnBzICcC6hyAYAAAAAwFnUyTymiw8tcIqn+4VpXvPrJPZhA857/BYAAAAAAOAM/AtzdNWeqfIyrA5xi8lLs1veqHzvAA9lBuBcwsEHAAAAADzmpS+Wa9byfYquFax5Y2/wdDqAM8OmQftmqEZ+mlPTksaDlBhcr/JzAnBOosgGAAAAwCMOxacrPjlLkpRbYFHswZNq3iBcPt5exfb/ZMoGjZ+1VZJ0dZ9memNUn1LNcyI1Rzc895vSsvIlSXP/O0z1IkPKlfPUP3fpzQmrJUldW9fR+NGDyzUOqo4Lj69Q09Q9TvGdtdprS1Q3D2QE4FxFkQ0AAABApdp/LE2vfbNCW/Ym2WOpGXm6ZfRshQT6avjgtho1tKO9LTk9Vx/+uE6/r9xf5rkMw9BLXyy3F9hccSguXR/8uM7lcVB11E8/qF5H/nKKJwfU0qKmQySTyQNZAThXVdki26xle/Xq1ysVFRFU7LLywY9OVdzJrGKv9fXx0rpJd1R0igAAAAD+JSunQA99sEhxSVkKCfRVy5gIrd+ZoNrhgapXO0Sbdidq5tK99iJbTl6hhjzxq7LzCtWhWaS27ks68wT/8sP8WP29PU51awYpPjm73HkXWmx6/rOlKiiwqnZ4oE6k5pR7LFQNgQWZumrPNJllOMQLzT6a3fImFXr5eSgzAOeqKldky8jO1xfTN+unBbHyMp/5Xw0ualtXtw1q6xQ/23UAAAAAKsaitYcUl1T0j+HjnhmgQ3HpWr8zQQ3rhGr86MFasyNOn/+62d7fMKT6tUN026A2GtKnmTrdPqnUc+09kqJPpmxQeIifhg9uq/d/WFvuvD//dZNiDyZr6MUtdCQxgyJbNWcyrLpyzzQFFTov3FjUZIiSA2t7ICsA57oqV2T74Md1WrbpqN4c1Vczluyx/wVdnKiIIPXr3KASswMAAABwJsnpufbHzRuE61BcukP7RW2j1aVVHfvzoAAf/fL2NWWeJ7/AoufGLVVBoVXvPNhPWTkF5c55w84ETZy9TXVrBumJ27rpsY/+LPdYqBp6HlmshhmHnOJborpoZ+0LKj8hAFWC2dMJlNWtl7fWgrE36KreTT2dCgAAAIAyalgn1P54zori91jz9nL9Y8rYKRu071iaru3XXP27xZR7nMycAo3+Yrkk6c37+yok0Nfl3HBua5yyR92PL3eKJwbV1eLGHHQBoGRVbiVbq0Y1PZ0CAAAAgHLq3y1GbRrXVOzBZL3z7d8V8v/3q7Ye108LYlW/doieuf0il8Z6a+JqxZ3M0l1XtlPX1nXOfgGqtJC8NA3eN90pnuflr9ktb5TV7OOBrABUFVWuyFYeBYVW+XibZSrjyS89evQoNp6Tk6OAgAClpaW5ITsAAADg/PL2fRfp9YnrtGF3knYcOClJ2n8sVTMX71DfjtGl+v/2goKCYv9/PD0rX6O/WCazyaTnb++kwvxspeUX/T/8KRkZGQrysZ51jkXrjmruqgNqWi9Uwy9vap/PYrHY/8tngnNDdm6BcrPzVTOo/GOYbRYN3v6LAiy5Tm2r2l0r75oRYskHziY3O1OZ5gLZCqvuqlfDMMpcP0GRal1km//3Qc1ddUAWq03eXiY1rR+uIX2a6eYBreXjXeXulAUAAACqhbAQP330SG+t33VCn0zdqsMJmUrNzNfL36xV+yYRevmeC1U7PKBcY7/30yYlp+fp9kEt1a5J+UsiiSk5+u+ULfL1Nmv0Xd34/HAe6LpnoSIzjjvFt8f01JHarT2QEYCqptoW2W4b1EY1awQoPNRfhRar4pKyNH/1QX3ww1ot2XBEXzw38Kx/Ua5evbrYeEhIiCQpLCzM3WkDAAAA543Luodp6eZEHU7IVJN6YTqSkK5tB1L0wAdL9dObV6t2eGCJ1/r6+jr9//j0JXu0Yku82jSuqUdv6e7w//uBgUn2x6GhoQoLCylxbMMw9MT/Vikrt1BPDb9Qnds0dGj39va2/5fPBOcGs0++8m25Ss4u3/UtTm5Xm6NrnOLHQxpqUd3LZCvnuDj/BASFKCQ0QKFBfp5OpdxYxVZ+1bbINnxwW6fYTQNa64vpm/X5r5v029I9uqF/Kw9kBgAAAODfLr+okerXDtHoL5YrKS1X387ZpqfLuJ/aso1HJUmxB5PV9c5vS+x3xWPTJElPD7+w2M8NmTkF2rArUZL0wQ9r9cEPa4sdZ/3OBF1w20RJ0vKvbq3SH6rPZ+G5JzVw30yneI53oOa0GCab2csDWQGois67Nc/3DGkvPx8vrdrqvAwYAAAAQMUyDKPEtiF9mqlGcFGhat+xtErKCOczb2uBhuyeIl9bgUPckElzWwxTll8ND2UGoCqqtivZSuLr46XQIF8VFJ59o1MAAAAA7vX+D2t1+UWN1LFFlFNbbr5FOXmFkor2bSurtx7oK4vVVmzbhNnbNHH2NknS1LevUZ2aQfL3Lf7jUEigr5Z/dWuJ89zw/EwlJGerY4va+t9Tl9mvQdXT/8Dvisw54RRf3aCfDoc19UBGAKqy867IlpicreT0PDWtH+7pVAAAAIDzTmZ2gUaOma87rminq/s2k9VWtLLtZFquXv5yuQotRUWygd0bl3nsQH+fEtv8fP7/lr+gAB/7rZ2JKdl6/OO/dDAuTUMvaamnh18ok8l0xls/zf/sV+TtZeYW0SqsXeJGtUva7BQ/VKOp/q7fr/ITAlDlVcsi28qtx9WuSS37UvNTCi1WvTFhlUwm6dp+zT2UHQAAAHD+Cg70UaHFpvGztmr8rK32+LS/dtsfX39pC13aNaZS8lm45pB2HDgpSfph3g7dd90FFM7OA5HZCbr04O9O8UzfUM1tcb0M03m3sxIAN6iWRbYFfx/U02MXa8BFjXRB89oKC/FTUmqOJi/cqcMJGXrh7h5qUi/M02kCAAAA550nb7tQDeuEav6qg9p/PE1ZuQUyjKJVYZd2bair+zZTn44NKi2fARfG6PcV+3UoPl3X9mtOge084GvJ05DdU+RjszjEbTJrTosblOsT5KHMAFR1JuNMO4+e40a8OU9xSVmaN/YGh3hGdr5+WrBTSzce0ZGEDOXmWxQW4q8uraJ0x5Xt1L5ppEvzhoQUHfedmZnp0jgAAADA+e6lL5Zr1vJ9iq4V7PT/9UBpZWTn62Rarh77+M8zdzQMDdn9i1qkxDo1LYm5XBvq9aqgDHG++O/j/VUrLKBKF+ypeZRflV7JNn704GLjoUF+GjW0o0YN7Vi5CQEAAAAAzlmd4v8utsC2N6KVNkT39EBGACqCNTdHKWtWKmtXrAqSkySTSb4RtRTcqo0iuveWl39AhcxbpYtsAAAAAKq2N0b10Ruj+ng6DZwH6mYeVb/DC53iaX7hWtDsWumfAy0AVF0Z27fo6I8TlLJmlWwF+dK/b940mWT29VNE995qMPwehbZp79b5KbIBAAAAAKq1gMJsXbV7qrwMm0PcYvLW7JY3Kd+7Yla1AKgc+UmJ2vffd3Vy6R/yCghUeLceCr+wpwJjGsm3ZqRks6kg5aRyjhxS6pqVSl27SieX/anISwao6SPPyC8yyi15UGQDAAAAAFRfhk2D905XaEG6U9NfjQfrRHBdDyQFwF3SNq1T7Ogn5RUQqGaPPqs6Q4YWeztoUNPmCu/WQ/Wuv0XW3BzFz/pVx6f+qA1336g2b3yosE5dXc6FIhsAAABwDskvsCi/0OrpNABJkp+Pl/x8q/bHxouOLVfjtH1O8djIDtoW1cUDGQFwp+1PP6gGt49Uw9vukcm7dL+vvAICVf+m21Xv+lt05Pvx2v70g+r9xxqXc6navy0BAACAaia/0KqM7AIVUGiDh/n6eCk0yLdKF9kapB9Qz6OLneInA2prUZMh7MMGVAOdJ05VYIOYcl1r8vZWzN33KfKyQW7Jper+tgQAAACqqYJCqx77+E9Pp4Hz3H8f7+/pFFwSVJChK/dMk1mOG58XmH01u+WNsnj5eigzAO5U3gKbu8eQKLIBAAAAAKoZk2HVVXumKagw26ltUdOrlRIY6YGsAFQ0w2aTyWwuti1960bFz/pVhakpCmndTvVuHC6f0Bpunb/4mQEAAAAAqKJ6H/5T9TMOO8U3R3XTrsj2HsgIQEVL3bBWy/p2VNqm9U5tSUsWacuD9yhx3iyl/L1Chyd+oc333ylbYaFbc6DIBgAAAACoNpqm7NKFcSud4glB0VrS2D37LgE498T/9ovCu/VwOiW0MCNde95+Rf716qvTVz+q5+/L1OKZV5R79JCOT/3BrTlQZAMAAAAAVAuheakatHeGUzzPy1+zW94oq5kdk4DqKnPndtXqe6lT/NhPk2QrLFT7Dz5TaNsO8gkLV91rhin6upt0ctlfbs2B3zAAAAAAgCrPKCzQkN2/yN+a59Q2r/lQZfiHeyArABXt0PjPdHjiF5KkvR+O0d4Pxzj18Q4O0Z53XnWIFaSmKOfwAS3t3UEymdRv+RaXc6HIBgAAAACo8tK+/Z/qZMc5xddG99KBiJYeyAhAZQjr3E0yDB2b/K3qDbtN4Rf1tLclL1+iY1O+U91rhsns6+dwXc6hA8o5clAxd93ntlwosgEAAAAAqrSUv+Ypa4HzbaLHQmO0Iqa/BzICUFnCOnVTWKduyti+RbnHjqjxqEclSda8XO1593WFd+2uJvc/7nTd8Wk/KW3DWjUa8YDbcqHIBgAAAACosrIP7dfRj51vD8v2CdKcFsNkmLw8kBWAylb36usV+9JT2v32ywpq2kKJv/+mvONH1Wr0m8X2T1wwR8EtWrk1B4psAAAAAIAqyZqbo9gXn5AtL9chbpNJc5sPU7ZvqIcyA1DZIi8dqPrbt+rYlO8kSWZ/fzV/5iWFtrvAqe+xyd8pM3abWr/2nltzoMgGAAAAAKhyDMPQ3vffUM7B/U5tqxpcoiNhTTyQFQBPavrI06p/8+0qSElWYKMm8vIPKLafT1i4Wr/6rmpfNtit81NkAwAAAABUOQmzflXi/NlO8YNhzbSmfh8PZATgXOBXu478atc5Y5+oQUMqZG5zhYwKAAAAAEAFydwdq70fv+Uc9w3VvOZDJRMfdYHzRfysaefEGBJFNgAAAABAFWLJzFDsi0/IKChwbPDy0uyWNyrXJ8gziQHwiMMTv9CWh+5RdjG3jp9N9v692vzQ3To88Uu35EKRDQAAAABQJRiGoV1jRisv7phTW9jtDyo+pIEHsgLgSZ3HT5Fh2LT+jqHa/sxDSl2/RobVWmJ/w2pVytpV2vbk/Vp/5/UyyaTOE6a4JRf2ZAMAAAAAVAnHJn+n5GV/OcXD+vRX8BU3SHuc2wBUb74RNXXBJ+MVP3OqDk/6Ulsfu1degUEK69RNgQ0bybdmLRmGoYKUk8o9fEhpm9bJmpsj34iaav7UaNUdcr1MXl5uyYUiGwAAAADgnJe+daMOfvaxUzygfkM1fPIlpRaaPJAVgDNJmDtTu99+WX6RUeo+fWGxfVI3rNXhiZ8ra9cOmby8Fdq+oxqPelTBzVqWeh6Tl5eih96sqCuuUeLcmTrx53wlr1qq5BWLHTuazQq7oIsiLxukqEFDSjx9tLwosgEAAAAAzmkFqSmKfelpGVaLQ9zs66c2Yz6SLShESsv1UHYA/s2SmaFD4z/T8ak/ymQueZXYyWV/accLjymkZRs1e/JFGQWFOvrzJG36z3B1/GySQlq1LdO8Xv4Bih56s6KH3qzCjHRl79utguSTkiTfmrUU1KylfEJruPTazoQiGwAAAADgnGVYrdr16rMqSEp0amv25AsKbt5KGdn5HsgMQEn2f/KeklcuU6uX3lL87F+VFx/n1Mean6e977+ugHoNdMFnk+Tl5y9JqtnnYq279Rrtee81dZnwS7lz8AmtobDOF5b7+vLg4AMAAAAAwDnr8KQvlbputVM86oprVeeqoR7ICMDZ1LthuLrPWKSoQUNK7JO8YokKkk+q3o232wtskuQbUUt1rrpOWbtilblrR2Wk6zYU2QAAAAAA56SUtat0eMLnTvGgps3V/KkXZTKxDxtwLgpu0UpmP78z9knbsEaSFN6tu1NbeNcekqTU9Wvcn1wF4nZRAAAAAMA5J/9Egna9+qxkGA5xr8BAtXnzI7dvWA7g/+Xk5KhHjx7Ftq1e7byytFxzHDkkk5e3Auo1cGoLjGkkSco9fMAtc1UWVrIBAAAAAM4pNkuhYl96SoVpqU5tLZ5/XYExjT2QFQB3KkxNlXdoqExezgcj+IRHFPVJT6vkrFzjlpVsNpuhdbHxWrzhiHYeTFZSWo5MJpNq1QhQ68Y1dWnXGHVtXUdmM0t5AQAAAABndvDz/ypj22anePSwW1W7/6DKTwg4zwQGBrptxVpJbPl5Mvv6Fttm9i261dSal1ehObibS0W2gkKrvp+3Q9/P26H0zHwZMmSSSTVC/GTYDMUlZWnLvhOasmiXwkL8dOeV7XTrwDby9Sn5+FYAAAAAwPnr5NI/deznb53iIW3aq+lDT3kgIwAVwezrK0tW8ScDGxZLUR8fnzKPW5iRLq+AwHJd66pyF9lWbjmmN8avUkJKtrq1qat+nRqoR/t6iqkbKm+vortQCy02HU5I16qtx7V041H9d/J6TV64Uy+N7KVeHeq57UUAAAAAAKq+3ONHtWvMaKe4d0io2rzxYYmrXgBUPd7BIcpLiC+2zZKVYe9TVquu6KOmjzyj+jcOdym/8ihXke2rGZv15YzNGti9ie6+qp2aN4wotp+Pt1nN6oerWf1w3XFFO+06lKxvf9+uRz74Q/df31Ejr7nApeQBAAAAANWDLT9fsS8+IWtWplNbq5ffln/daA9kBaCiBNRvqIztW1SQclK+EbUc2nKPHyvq06Bh2Qf+12EplalcRbZ5qw7o6xcHq3PLqDJd16pRTb39YD/d0L+l3hi/iiIbAAAAAECStO+/7yhrz06neIM7Rqpmr34eyAhARQrt0FmJ82crffNGRV56uUNb2sa19j5nkxG7TdacHIdY7tHDSl2/xiHmF1VHgQ1iZM3L1cmlf8qwWlWr76XlWi1XknIV2X55+xr5eJd/X7XOrerol7evKff1AAAAAIDqI3H+bMXPnOoUr9GpqxqPfMgDGQGoaJGXDNCBT9/Xscnfqla//vZTRi3ZWYqfMUV+daIV1rnbWcfZ++5rytq/xyEWN32y4mZMcYjVG3qzYkY+qM33DVfO0cOSpENff6pOX/0gv8iyLSIrSbmKbK4U2Nw5BgAAAACgass+sE973nvdKe5bs5bavP6BTN4undcH4BzlUyNMTR58Unvff0NbH71XdYYMla2wQMenfK+C5GS1e3+czN5nP7yg4V33qTA99az9gpo008Evxyo37pgajXxQJm8fHR7/mQ6M+0itX33XHS/JtdNFCy02bdydoEZ1aygqIsipffzMrZr2126lZOapXZNaeuyWrmrfNNKVKQEAAAAA1YQ1J0exo5+QLS/XscFsVuvX3pNvzVrFXwigWoi+7ib5hEXo6E+TtOfd12QymxXatoOaP/2SapTiVlGpaEVcSRJ+/02hbTsosFETGRaLtj31oOrdOFwxd90nSbLl5+noDxNkzc+Tl5+/y6/H7MrF81cf0MPv/6FCi82pbdy0jfrf1A3KyStUvchgbd5zQve/s1BJqTnFjAQAAAAAOJ8YhqE9776qnEMHnNoa/+dhhXW+0ANZAXC3juMmqfv0hSW2R14yQJ2//lF9/lqn3n+sUYexX5e6wHY2hyd+obiZ0yRJOUcPy5qdpchL/n//t8hLLpetIF/Z+/e6ZT6Ximy/r9yvQT2bqH5tx03iDsalafzMrerXqYEW/O9GTX/3Ov3y1jXy9jbr29+3u5QwAAAAAKDqi58xRScWzXWKR/ToowbDR3ggIwBV1fFfJxdbsA9s1EQ5B4oKaPlJiZLJpID6/39iaUC9BpKkgqREt+RRriJb/MksbdiZoF2HklUz1F8bdiY4/Bk7ZYNq1gjQ2w/2k79v0R2pTeuH6fbBbbV88zFt3FXUDwAAAABw/sncuV37xjrvgeQXVVetXn5bJrNL60EAnEcMq1X7Pn5L6ds3O7UF1GugvPjjRf0KCyVJZj8/e7vJ11eSZLNY3JJLufZkm7l0r76YsVkmmTRxzjZNnLPt/xOUSZJkyFCvkT8We/09b86TSSZt+uGu8kwPAAAAAKiiCjPSFTv6SfsH3lNM3t5qM+Yj+dQI80xiAKouwyg27BsZpYKUZEmSV2CgJMmSkS6vyKL91yyZGUVtAYFuSaNcRbar+zZXl9Z19Ny4pXpwWGcNvaSFvW3i7G367NdN+u8T/eXn43iC6LrYeI2ftVVfPDfItawBAAAAAFWOYRja/eZo+8qS0zV95BmFtmnvgawAVFc+IaGy5uXKsNmKbg01DGXu3im/yChJUtaenUW3kP5z26irylVki44MVnRksLq2rqNpf+3W1X2bydvLrEPx6Zowe6uu7NVEvTrUc7puw64E1aoRoK6t67icOAAAAACgajn200Qlr1jsFI/sP1DR19/igYwAVGfmU7eDFuTLr3YdBdRvqOO//KBavS+WJB2b/J18a0YqMKaxW+YrV5HtlDuuaKfhL8/RDc/9pkbRNbRme7x8vM26f2gnp755BRb9tmSvOraIcmVKAAAAAEAVlLZpvQ58MdYpHtCwkVo897pMJpMHsgJQrf2zv6NhtUqS6t98h/Z+8KbWD79OJm9vZe3brcajHnPfdK5c3LZJLX38+KUqsNj09/Y4tW5cU188P1BRNYOc+r729UolpmTr1kFtXJkSAAAAAFDFFKSc1M5Xnpb++aB7itnPX23GfCTvIOfPkABQFqfOCDiT6OtuUoNb71busSPKPriv6Pltd7stB5dWsknSxV0a6uIuDc/a75GbuujxW7updrh7NpMDAAAAAJz7DKtVO195VgUnk5zamj/9koKbtijmKgAomwOffazDk750iFlzc5z6NXnwCTW+7xEZMmT29nFrDi4X2Uqrbq3gypoKAAAAAHCOODThc6VtWOMUrzNkqOpccY0HMgJQrZhMCmjQSMXdcW72qSGf0BoymR1v5DR5e5di3VvZlavI9vxnS/XcHd1VI9ivXJOmZubpve/X6O0H+pXregAAAADAuS/l7xU68q+VJZIU1Lylmj3xggcyAlDdmMxmXTh5tqfTkFTOPdnSM/N1zdPT9csfu1RQaD37Bf/IL7Bo8sKduu7p6crMLijP1AAAAACAKiAvMV47X3tOMgyHuFdgkNq8+ZG8/Pw9lBkAVIxyrWQb98wAjZu6Ue98+7c+/3WThvVvqb6dGqhdk1pOJ8IYhqFt+09q6cYj+nXxHmVm5+vuIR304DDnE0gBAAAAAFWfrbBQsaOfkiU9zamt5YtvKrBBTOUnBQAVrFxFNpPJpIdu7KJBPZto7OQN+vq3Lfrmt60KCfJVg6gQ1aoRIEPSybRcHU3MUFZOoQwZ6tepgR65qaua1g9z76sAAAAAAJwzDnz2kTJ3bHGK17vpdkVeMsADGQGojk78MU87X33WtUFMJvVb7vz7qjxcOvigWf1w/e+py3QwLk3zVx/U4g1HtOtQiqw2myTJy2xW0/phurRrjAZ1b6xG0TXckjQAAAAA4NyUtHiRjk/53ike0vYCNXngCQ9kBKC68ouqo1p9+6u4Uw/y4o4pa89O1bq48gr7bjldtHF0mO6/vpPuv76TCi02pWflSZLCQvzl7VWubd8AAAAAAFVMztHD2v3WS05x7xphavPmBzL7+HggKwDVVY32nVSjffHbkcXNmKK9H45R2zEfVVo+bimync7H26xaYYHuHhYAAAAAcA6z5ucp9sXHZc3OcmwwmdT6lXfkH1XXM4kBqNYKUlNky893ihdmpEsqOoRFhlOzA/867vn95PYiGwAAAADg/LPvo7eUvW+PU7zhnf9RRPfeHsgIwPlg1xsvKHXtquIbDUNrrh941jH6rdjqllwosgEAAAAAXJIwd6YSZk93iod1uUiNRjzggYwAnC+iBlyhkFZtPZ2GJIpsAAAAAAAXZO3fo73vv+EU960VqdavvSuTl5cHsgJwvogafLWnU7CjyAYAAAAAKBdLdrZiX3xCtvw8xwYvL7V+/QP5RtTyTGIAzit5ifFK+P23UvU1mUyKuXtUheRBkQ0AAAAAUGaGYWjPOy8r98ghp7bG9z2qsI5dKj8pAOel/MR4HR7/mWPQZJKMYk48oMgGAAAAADiXxP36s5L+XOAUr9n7YjW49a7KTwjAeSukdXtdNO3030eGNtx9o+oNu1V1rrzOHk1avEAHPvu4wvKo0CJbXFKWdh1OlreXWZ1aRikk0LcipwMAAAAAVIKM2G3a/8l7TnH/uvXUcvQYmcxmD2QF4Hxl9vGRf91oh5jJbJZ3aA2HuE9YRIXmUe4i28G4NH0zc6tuGtBaHZpFOrV/9NM6/Th/h2y2oud+vl568rZuuqF/q3InCwAAAADwrMKMdMWOflKGxeIQN/n4qM2Yj+QTWsNDmQGAZ5W7yPbzgp3avOeEXvtPb6e2b2Zu0Xdzt8tsMmlQj8aKCPXXqq3H9dbEv9W0Xpg6t6rjUtIAAAAAgMpn2Gza9frzyk+Ic2pr9uizCmnV1gNZATjfFaQkK3nVUoeYraBAmTu2Kn7OdHssY+umCs2j3EW2zXtOaEjvpvL2clwGnJCcpa9mbJHZZNJHj12qi7s0lCQVFFp1x6u/68f5sRTZAAAAAKAKOvrDeKWsWuYUrz3gCtW97iYPZAQAUu6xw9rz9itO8RN/zNOJP+Y5Bk2mCsuj3EW2hJRsNWsQ7hT/+retKrBYdXXf5vYCmyT5+nhpSJ+mmjhne3mnBAAAAAB4SNrGtTr41f+c4oExjdXi2VdlqsAPrgBwJkFNW+iCTyd4Oo3yF9lsNkNWm+NRqGmZeZqzYp+8zCb959oLnK6JqhmktMy88k4JAAAAAPCAguSTin35adk33f6H2T9AbcZ8LK/AQA9lBgCSd1Cwwjp1K7H9xJ/zFdruAvlH1a3QPMp95Et0ZLD2HElxiP28cKfyC626uHND1a8d4nRNbp7F6fZSAAAAAMC5y7BYFPvK0ypMSXZqa/HMywpq0swDWQFA6e185Rmlb9lY4fOUu+J1aZeGmvrnbv29PU5pmXmasWSPxs/aKi+zSfcN7VjsNVv2nlCdmkHlnRIAAAAAUMkOfTNO6RvXOcXrXnODogYN8UBGAHB2e955VZm7dhQ9MYwzd3aTct8uesvANpqxdK/uf2ehPWbI0OO3dFOLhhFO/eOSsjR7xX4N6d20vFMCAAAAACpR+prlOvLd107x4Bat1eyx5zyQEQCcnWG1KnHBHAU1bV7sqcep69fo4Ocfy+TjoyYPPqka7Tu6Zd5yF9lqBPvppzeGaNKcbdp/LE21IwI1uGcTXdQ22qmv1WbTW5NWq1aNAA0fzJHOAAAAAHCusyQlKO7dl53iXsEhavPmhzL7+XkgKwAo3tZH71WL516Tf91oZe/fK1tBvmpc0MWpX158nHY897Cs+fmSpO1PPaBuk+fIN9x5wVhZlbvIJkk1awToydsuPGs/L7NZnz49wJWpAAAAAACVxGyzKPmjl2TNzHBqa/Ximwqo39ADWQFAyVLX/60tj4xQlwlTlLpulbyDQxTcopVTv+O//iTv4BB1/XGmDKtVm0fdrvhZ0xRz539czsHlUwjyCyxasfmYZi3bq1Vbjyu/wOJyUgAAAAAAz+l3aKEK9u10ite/5U7V6tffAxkBgLOM7Vu07cn7ZcnOlsxmFZxM0t4Pxyh51TLV6ntpsdekrV+jejfcJv+ougqIrq/ooTcrde0qt+Tj0kq21duO64XPliktM98eqxHsqxfv7qkBFzVyNTcAAAAAQCVrcXK7OiescYqHduikxvc/VvkJAUAJClKSlbJmpQxLoUwyqeGd9+rQ15/KZPZSo5EPFXtNztFDCu3Q2f48tN0Fivv1Z7fkU+4i2/GkTD328V8KCfTVyGs7qE5EkBJTcjR7xT49N26JIkIHqUvrOm5JEgAAAABQ8cJzT2rgvplOcZ+wcLV5/X2ZvX08kBUAlE6tvv2Vsnq58uKOKaxTV+185Rmlb90omUySJMNikS0vT361Iu3X+IbXVGExt8aXR7lvF/1xfqwC/Lw1ZczVenBYZ11/aUs9MKyTpr19rRpGherTqRvdkiAAAAAAoOJ5Wws0ZPcU+doKHBtMJrV69V351WYRBYBzm2GxqP7Nd6ogNUU5hw/K7OcnL/+A/283jKIHptPKYWazZLO5Zf5yF9nWbI/T1X2aqWaNAId4UICP7rm6g7bsPaHs3EKXEwQAAAAAVLz+B35XZM4Jp3jMPfcr4sKeHsgIAMrGMAzV6tdffpFRSpgzQy1feEPdfp4t/VNcM/v4yOTlJUtmuv0aS1amvAIC3TJ/uYtsx5Oy1KJh8cebdmxRWzbD0LETmeVODAAAAABQOdolblS7pM1O8ZDOFynmrvsqPyEAKBdDJrNZtfpcoqQli4rt4V8nWln7dtuf5xzYJ/+69dwye7mLbHkFFtUI9i22LSI0wN4HAAAAAHDuisxO0KUHf3eKe0VEKub5MTJ5eXkgKwA4O//oeqp7zTCZ/fwc4hG9+ikv/rhy4445XRPStoMSZs+QVLTyLeH3GQpt39Et+bh0uqjVaqjQYnWKW6xF97IWWmzFtvt480saAAAAADzN15KnIbunyMfmuEDCJrNqP/6afMLCPZQZAJxdcLOWavH0y07xsE7dZDKZlbFtswKi6zu01R0yVFseHqGNI2+RbDZl7t2lZk++6JZ8XCqyPf7xX2dsv3fMfKeYySRt/P4uV6YFAAAAALjKMDRw30yF56U4NS2LuUy3t+rggaQAoHz860bL7FN0x6XZ11f+0fWUc3C/U7+wzheqwa136+hPEyWzWY3ueUAhLdu4JYdyF9m6tOJkGQAAAACoqjrF/60WKbFO8b0RrbQhuqdu90BOAFBeF/4y1+F5aPtOCm7Ruti+TR58QtHDbpHJy1t+tSLdlkO5i2zjRw92WxIAAAAAgMpTN/Oo+h1e6BRP8wvXgmbXFt2CBABVWKvRb56x3T+qrtvndOl2UQAAAABA1RJQmK2rdk+Vl2FziFtM3prd8iblewd4KDMA1UleYryOTPpKKX+vUEFykrwCAhXSqq3q3XyHavboU6m5RA2+RgH1GlT4POU+XfSmF2dq0+5Ep7jNZmjV1uPKyilwatu4O1E3vTizvFMCAAAAAFxh2DR473SFFqQ7Nf3VeLBOBLt/ZQeA80/O0cPaePeNSvh9hmr1uUStRr+lhnf+R7nHjmj7k/fr2JTvKzWfVqPfVGjbit9nstxFtt2HU5SV61xIyyuw6MH3FmnfsVSntqycAu057BwHAAAAAFS8i44tV+O0fU7x2MgO2hbVxQMZAaiODn72kQrTUtXmjQ/U7IkXVPvyK9Tg1rvUZdJU+UXV1cHP/6vC9DRPp+l25S6ynYkhoyKGBQAAAACUU4P0A+p5dLFT/GRAbS1qMoR92AC4Ter6NfKrE61a/S5ziHuHhKrOldfIVpCv9C0bPZRdxamQIhsAAAAA4NwRVJChK/dMk/lfCyIKzL6a3fJGWbx8PZQZgOrIZDbLNyy82DafsIhKzqbycPABAAAAAFRjJsOqq/ZMU1BhtlPboqZXKyUw0gNZATiX5eTkqEePHsW2rV69+qzXh3XupuSVS5V9cL+CGje1xw2bTScWzZXZP0Ch7Spuj7T0rRuVtPgPNX34KZnMlbe+jJVsAAAAAFCN9T78p+pnHHaKb47qpl2R7T2QEYDqrukjz8ivdh1te/J+Jf21UAXJJ5W5O1Y7XnhMGbHb1PyJF+QbUavC5s/au1vHp/4gw2qtsDmKw0o2AAAAAKimmqbs0oVxK53iCUHRWtJ4kAcyAlAVBAYGlmrFWkn869ZTl0lTtfOVZxQ7+gl73CcsQh0/nagaF3R2R5pnd5atJi3Z2SpMS1FAvQZumc6lItvaHfFKy8x3iBUUFlUJV249rqOJmQ5tuw6nuDIdAAAAAKCUQvNSNWjvDKd4npe/Zre8UVYzay4AVIy8+Dhtf+5h5Z9IVONRjym4RSsVpCYr/rep2vbk/Wrx3Kuqfdlgt8y15aF7nGL5J09IkrY+eq9MJsebOCN69lWDW++SJCXOn6V9H7+tfiu2uiUXl36r/jAv1il26mTRr3/bItO/SoaGDKcYAAAAAMC9vGwWDdn9i/yteU5t85oPVYZ/8RuSA4A7xL78lPLi49RlwhQF1G9oj0cNulo7nn1YO197TsHNWykwprHLc2Xt3yNTMacj+4TWUM7B/U7x4BatXZ6zJOUusr3+n97uzAMAAAAA4CYXH5qvOtlxTvG10b10IKKlBzICcL7IPX5UmTu2Kvr6WxwKbJJkMpnU8K77lLxiiU4smqtGIx90eb5e81a4PIa7lLvIdnXf5u7MAwAAAADgBq2Stqpjwjqn+LHQGK2I6e+BjACcTwpTi7YKM3l5Fdtu9vaRJBWkJldaTpWF00UBAAAAoJqIyEnSgP2zneLZPkGa02KYDFPxH3oBwF0CGzeT2c9fJxbOVV5ivFP7ke+/kSSFtGzjtjnTt21SYXqa28YrL3a6BAAAAIBqwNtaoCG7p8jXVuAQt8mkuc2HKds31EOZATifeAcFqckDj2vfx29r4903Kfr6mxXUuKkK01KVuPB3ZWzdpJC2Fyhq8DVum3PzqDskk0nBzVqq9sCrFH3tDfIKCHTb+KVFkQ0AAAAAqjrD0GUH5qhWbpJT06oGl+hIWBMPJAXgfFXvhtsU2KiJjk/9SXEzpsiSni6zn68CGzZWk4eeVL1ht8ns4+O+CU0mBdRroLz44zrw6Qc6+sN4tXj2VdXqe6n75iiFKltkm7Vsr179eqWiIoI0b+wNxfZZuyNeX87YrNiDJ+VlNqtji9p65KYuatEwopKzBQAAAICK0/7EBrVN2uIUPxjWTGvq9/FARgDOd+Hdeii8W49KmctkMqvB7SNUZ/A1OrnsLx388hPteOExNf7PI2p4x8hKyUGqgnuyZWTn673v1+jlr1aomBNa7RavP6z73l6g3HyLXrirhx6/pauOJGbo9ld/V+zBk5WXMAAAAABUoNpZcbr0wDyneKZvqOY1HyqZqtzHPgAoM8NikcnLS5GXDFDX76erdv9BOvjVJ4qbMaXScqhyK9k++HGdlm06qjdH9dWMJXsUl5Tl1CevwKI3J65W/agQTXhpsPx9i17mxV0a6rpnZuiN8av085tXV3bqAAAAAOBWfpZcDdn9i7wNi0PcajJrdssblesT5KHMAKByGVab/bHZx0etX3tPtoJ87R/7nkLbd1Rws5bK2rdbh776n71fXvxxt+ZQ5f5J49bLW2vB2Bt0Ve+mJfZZuvGoTqblavigNvYCmyTVrBGga/s1V+zBZFazAQAAAKjaDEMD9/2msPxUp6alMZcrPqSBB5ICgHNHy9FvySc8XPs+eluSVJierpTVK+x/cg4dlMnsvtJYlVvJ1qpRzbP2Wbuj6IjYi9pFO7Vd1C5a3/6+XWu2x6tN41puzw8AAAAAKkOX+NVqnrLLKb4noo021e3ugYwA4NziHRSkxvc/rl2vP6+Uv1cqonsv9V2+ueLmq7CRPehQfLq8vUxqEBXi1NaobtGx1Qfj0886To8exW/Ql5OTo4CAAKWlpbmUJwAAAPBv2bkFys3OV03u8sMZ1E47or6HFznFMwIitK7DNarpc4YNrEspNztTmeYC2Qp9XR6rovFzg3NFVfq5KYlhGDKdaRP8Kqb2ZYN16Kv/6fivPymie68KnataFtlSM/MUGuQnr2KW/EWEBkiS0jLzKjstAAAAAHCZX0G2+m2dKrNhc4hbzN5afMFNKvTx91BmAOAZZ1qdZjKbVfeaG+QXWbvC86iWRbb8Aqt8fbyKbfP7J56Xbym2/XSrV68uNh4SUrRCLiwsrHwJAgAAACUw++Qr35ar5GxPZ4JzkcmwaWjsrwrKz3Bq+7PxFdpnriO56XsnIChEIaEBCg3yc8+AFYifG5wrqtLPTUmq0yq2UxrePqJS5qlyBx+Uhq+3WVarrdi2/2vvvsOjqrY2gL9T03vvnVAChN67ht5URIoKdr2IXT+713L1qlhQRLEAoggIIr33HlrokE56723q+f4I5BJnBlImM5Pk/T2Pj8k+6+yzDrqZmTX77K2+0W6oCEdERERERGSp+mccQHBpkk77RY9oXPTsaYaMiIjopjY5k83BTo4sA19hlFcpAQD2Nq33+WgiIiIiImp/gkqSMCD9gE57vq0X9oSOB9rg7BMiojupTNH94uF2ZM4ukLu4AgBKz59B/r7dCH/uVaPk0iaLbAFejjiXkI/C0mq4OdnUO5aRVw4ACPR2NEdqREREREREjWavKMW4+LUQQajXrhTLsSnyfqglnERARO3TqdlTGvUlQ8DsRxD61PMAgIqEa8j88zcW2W6nR6QXNh9Owpmrubi7X3C9YycvZ9+IafkF74iIiIiIiJpLrNVgQvyfsFVX6RzbET4ZxTbuZsiKiMgyBD3yNAAge8Na2PgHwqXvAACAqqQYmX/+Dp8p0yB3/d/fk07dW+7R+jZZZLurTxAW/B6LFdsuYmSfwLpdRiuqlFiz+yp83e3Ru5OPmbMkIiIiIiK6syFpu+FXnq7Tfta7L+Ldo8yQERGR5Qh+9BkAQNGRA3DsFo2gOU8CAKqupyBz7Ur4Tp0O+/BIk+TSJotszg7WeGFGH3y09Bie/HgHpg7vAKVKg9+3X0ZhaTUWvnw3ZNI2uecDERERERG1IeGFV9A766hOe7a9Hw4EjzZDRkRErYgg3DnGiNpkkQ0A7r+rI1wdrbF8y0W8//NRSEQidA33wJtzB6BHpJe50yMiIiIiIrotp5oijE78W6e9WmqDTR3uh0bcZj/OERE1jUaLyqQEaJWK2t9NvCFMq/5b+ee3xt72+F19g3FX32DTJENERERERGQkEq0KE6+tgbWmRufYtvB7UG7tbPqkiIgsmCAISF+1HOl/LAMAiESmf4KRz0wSERERERFZmBEp2+BVma3TfsJvCFJcO5ghIyIiy5W/dycq4q/Ayt0D/jMeRvCj/4JDl66AICBr7R8my6NVz2QjIiIiIiJqazrln0P33NM67emOwTgSOMIMGRERWbakbz6FfXgkohf/ComtLQAgaO6TiP/sfWRvXAf/Bx6CbXBoi+fBmWxEREREREQWwq0qD3cnbdJpr5DZY3OH+yCIJGbIiojIclUmJ0KRl4vAOU/WFdhuCn5sHqDVovjUcZPkwplsREREREREFkCmUWDitTWQaVX12rUQYUuH+1AldzBTZkRElktdXgaIRLDy1N3kUu7iCrHcCurycgBA0fEjSP/t57rjioI8o+bCIhsREREREZG5CQLuTtoEt+p8nUNHAkciwynEDEkREVk+K28fQBBQdiEOjl261TtWfu0KtEoFrL19AADqslJUJFytFyO1szdaLiyyERERERERmVn33JPoVHBBpz3ZOQKxfoPNkBERUetg7eUDx67RSP1lMWxDw+HadyAAoCY7E/GfvAuZkwvcBg8HAHjGjINnzLgWy4VFNiIiIiIiIjPyqsjE8JTtOu1lcidsi7gHEHEpbSKi2+nwyjs4+/RDuPDiU5C7ukFia4eazAwIghad3v0EUgdHk+TBv62JiIiIiIjMxEpdjYnX1kAqaOq1a0QSbIq8HzUyWwNnEhHRTXZhEej58yq4D7sLWoUCitwcOHSOQtRni+B5d8vNXPsnzmQjIiIiIiIyB0HAmIT1cFKU6BzaHzwaOQ7+ps+JiKiVsg0IQpePvjBrDpzJRkREREREZAa9s44gvPiaTvs1ty6I8+5rhoyIiKg5WGQjIiIiIiIyMb/SVAy5vkenvcjaDTvCJwMikRmyIiKi5mCRjYiIiIiIyIRslRWYEL8WYmjrtavEMmyKnA6VxMpMmRERUXOwyEZERERERGQiIkGLcQlrYa8q1zm2O3QCCuy8zJAVEREZA4tsREREREREJjIgfT+CSlN02i949sRlz2iT50NERMbDIhsREREREZEJBBcnoH/GQZ32PFtv7A0ZZ4aMiIjImFhkIyIiIiIiamEOilKMS/gLIgj12hUSK2yKvB9qicxMmRERkbGwyEZERERERNSCxFo1JlxbAxt1lc6xHeFTUGLjZoasiIjI2FhkIyIiIiIiakFDr++Cb0WGTvtpn/5IcOtshoyIiKglsMhGRERERETUQiIKL6NX9nGd9ix7fxwMutsMGRERUUthkY2IiIiIiKgFOFcXYnTi3zrt1VJbbI68H1qx1PRJERFRi2GRjYiIiIiIyMikGhUmXlsNK42iXrsAEbZG3INyKyczZUZERC2FRTYiIiIiIiIjG5myFZ5VuTrtx/2HINUlwgwZERFRS2ORjYiIiIiIyIg658Wha94ZnfbrTiE4FjDCDBkREZEpsMhGRERERERkJO6VubgrebNOe4XMAVsj7oMg4kcwIqK2in/DExERERERGYFMo8DEa6sh06rqtWshxubIaaiS25spMyIiMgUW2YiIiIiIiJpLEDA6cQNcawp1Dh0OGoVMxyAzJEVERKbEIhsREREREVEzRefEIrLwkk57kkskTvoONENGRERkaiyyERERERERNYN3eQaGp+7QaS+1csa2iKkA12EjImoX+Lc9ERERERFRE1mrqjAh/k9IBE29drVIgo2R06GQ2pgpMyIiMjWpuRMgIiIiIiJqlQQtxiSuh5OiROfQ/pAxyLP3NX1OREQWJHfnFmT9tQpVKUnQqlWw9vaF1+iJCHzoMXOn1iJYZCMiIiIiImqCvpmHEVYcr9N+xb0rznn1MUNGRESWQRAEXPvgDeTu2AyPkaPhO3kaIBKhIv4qSs+dBsAiGxEREREREQHwL03BoLS9Ou2FNu7YFTYREInMkBURkWVI+/VH5O7cgs4ffA6PkaPr2r3GTDRjVi2Pa7IRERERERE1gq2yHBPi10IMoV67SizDpsjpUEmszJQZEZH5qUqKkfbrj/C//8F6Bbb2gEU2IiIiIiKiBhIJGoyPXws7VYXOsV1hE1Fo62mGrIiILEfenu3QKpXwnzmnrk1Qq82XkAnxcVEiIiIiIqIGGpi2D4FlqTrt57x64YpHd9MnRETUAqqqqjBgwAC9x44dO3bbc4tPHIV9RCQgaHH5nVdQdPQgNNVVsA0KQcDsR+E9bnJLpGwROJONiIiIiIioAUKK4tE/85BOe66dD/aFjDVDRkRElqcyOQEyJxfEPfUQxHIrdP7wC3T+YAHEcitc+/BNZKz61dwpthjOZCMiIiIiIroDh5oSjE38S6e9RmKNTZH3QyOWmSErIqKWYWtre8cZa4YoiwpRk50Jv/tmIvyF1+vaXfsPxslZk5Hyw0J4jZsMmaOTsdK1GJzJRkREREREdBtirRoT49fARl2tc2xH+BSUWruaISsiIsskaNSASITAOU/Wa5fY2sJ74j3QKmpQfOKImbJrWZzJRkREREREdBvDUnfCpyJTp/2U70AkunUyQ0ZERJZL5uQMia0d5C66X0DYBYcCAGqys0ydlkmwyEZERERERBbJsaYYj5/5CgDwY8/nUWbtYvIcOhRcRM+cEzrtmQ6BOBR4l8nzISKydHJXd2hVKr3HbraLZG3zEXsW2YiIiIiIyOLYKisQWhxf93tISQKSXSJRbmV4DR+/suuYfnEpRBBw0SMaOyKmNuhaoUXX0CvrGLwqsyAWtCi2ccNFzx647hSK0YkbdOKrpLbY3OE+aMWSxt8YEVEb59ClK3K3bIC6ohxSe4d6x8qvXgYA2IVFmCO1FsciGxERERERWZQeWccwJG03ZFp1XdtdyVsgYCuSXCOxoeMMnXMkWjVikjZCBKFR1+qbcRBD0vYAqN3EoEZqDc/KHIxM2QaFxApyrbJevAARtna4DxW3KfYREbVn3uOmIHv9Glxf9gPC5r1c116TnYncrX/DyssHLj37mjHDlsMiGxERERERWQy/susYkboDIgg47dMfnfIvwFZdiZO+gxBZcBGBJcl6z+ufvh+u1QUolzvCQVnWoGu5VeVhUNpeAECcV2/sDR0HQSRBh4KLGB+/FlYahc45xwKG4bpzWJPvj4iorXPs0g1+02YhY+UyKPPz4D5sFJRFhUj79SdoFQp0/s9XEEnbZjmqbd4VERERERG1ShGFlyGCgFSnMOwPGYvwoquAGojz7oPj/kPrimK38qjMQZ+sI8iy90eRjTui8uMadK0ueXEQQ0ClzB77QsZCENU+/inXKCHWMyMu1SkMx/2HNev+iIjag/AXXodNYDCy169BwcG9EMvlcOrRG8GPPgP7iI7mTq/FsMhGREREREQWQ4Co9t8ikc4xpdQa+0LH1WsTCVrE3Fg3bXfYRPTMOtbga7lV5QEAsh38oRXXfjTyqMzByJQtOrHlckds7XAvBJG4wf0TEbVnfvfOgN+9uo/3t2V8hSAiIiIiIouR6RgEAAgqSUZE4eU7xvfKOgrvyiyc8h2IfDvvRl3r5vpt2huFPbm6BhOvra63FtzN45s7TEO1zK5R/RMRUfvCIhsRERGRkbz9/SF0n7UUY5/709ypELVaiW6dEO/aGWJoMenaajgoSgEAEkGjE+tcXYiB6ftRbO2KYwHDG32tEmtXAIB3RRZEWg1GJ26AS02RTtwpnwHIcgxsdP9ERNS+8HFRIiIiIiNIzS5FdmEFAKBaqcbllAJEBLhAJpXojd92LBnr98UjPq0I5VVKuDjaoE9nb8wc3RldwzzueL3us5beMebvz6YixNdZp33/6TS88s1+KFUa+LrbY9vX0+7YF5EpbYqchl5Zx9A38zBs1VUAgAcu/IzjAcNw1rsfIBIBgoC7kzZCplVhV9gkaMSyRl/nmnsUeuTEwlFZivsvLYN/eZreuPPevZt1P0RE1D6wyEZERETUDEkZJfj3T4dxLiG/rq24rAYz3toEB1s5Zo/tgqfuia47plCq8co3+3HgTHq9fvKLq7D1SDKUSg0WPD+yRXJVqjRYse0Svlt7BmqN7qLuRBZDJMZpv0FIcu2IR88uhAARbNVVGJmyDf6lqdgUeT+65p1BYFkqLnj2QLpTSJMuk+kYhDjvPojOOWmwwKaFCJVyh+bcDRERtRMsshERERE1UUWVEvM+34Ws/Ao42MoRGeSKU1dy4OliCz9PB5y9losNBxLqFdne+v4QDpxJh0wqxmOTu2PikDC4OdmgsLQaB86ko6isplE5vPf4IEwcEq73mFRSf2WQZz7diZOXa/MTiYDcoqpG3zORKWlvbDJQZuWEMz79MCJ1BzoUXUHfzMPok3kElTJ7HAge3axrHA0YgQ75F2Grqa7XroEYEmhRYu0KtUTerGsQEVH7wCIbERERURPtik1FVn7tI6KLXr0bqVmlOHUlB4Hejvj5rbE4cSkLi9fF1cUfPJuOnSdSIRGL8NULozA42r/umJ+HA2aO7tzoHMQikU4xzRBruRRP3xONB8dFYf6C3SyyUatyxncgworiEViWgkFpeyGGAGiAebGf6I2Pyo9DVH4c0h2DsSZqrv5OBS3GJvylU2ADgCyHAASUX0eKS4Qxb4OIiNowFtmIiIiImqiw9H8fzCMCXJCaVVrveL8uvujV8X+7Hf6+vXanxKnDO9QrsJnKt6/cbfJrEjVW9+xYXPDqBa1Ydz1D5Y0ZZRqxFOUGdvq0U1ZAKqihFMtRLbNFpcze4LX6ZRxCSEmiTnuiSwcElSRDCxEuePVq4p0QEVF7wyIbERERURMFejvW/bz5cBKsZLpFgZuzzEorFIi9lA0AGDswFN+sOY0dx1OQU1gJFwdrDOnhjyenRMPLTX/h4E4EQYBIJGrSuUSWJLLwEiILL2JP6ASobtnMwLcsDcElSQCA/cGjcd67j97z77+4FAFlqYh364wdEVMBACJBg4nX/kRQSRIue3bHntAJCChNxsD0vTrnl8id4VmZA5mgxlnvvii09WyBuyQioraIRTYiIiKiJhrVJwidQ9xwOaUQnyw/jo7BbgZjLyYXQCsIEItE+PTXE7iWVlR3LK+4Cuv2xmP/6XQsfWcsgrydGpzD57/H4sOlx6BSa+BkZ4Uuoe6YMjwCMf2athA8kblpRBIElyZhTtwiVElri86OilLMuPgzACDVKQznGzm7zKMyFxFFVwAA0Tkncca7L8bHr8U/H7QWADgrSwAAiS6R2N/M9d6IiKh9adgCHkRERESkQyIWY9GrMejXxQcarYBLyQUAgOTMEuyOTYUg/G8Hz4zcMgCAVhBwLa0ID4+PwpYv78OeRdPx3AO9IBaJUFhajQ9+PtqoHMoqlVCqNBAEoKRCgSPnM/HKwv146au9UGu0xrtZIhPZFnEPzvj0Q5G1G+Sa2o1ARBCQ7hiEnWGTsK7zbEDUuI8xBbZeSHSJhEoswzmvXohJ3gw7VaVOnFosQ5a9P3aETcaGjjOgFXNOAhERNRxfNYiIiIiawdXRGkveGIPjF7Pw3+XHkZxViqKyGrz09T5Ed/DEp/OGw8vNDhVVqrpzhvUMwIsz//eo2yMTuyEhrRhbjybj5OUcZOVXwNfD8DpSAPDJvGGIDHSFu7MNbKxkKCytwumruViy/hxSs0ux++R1/LbtEuZM6Npi907UEqrk9tgXMg4IARxrivH4ma8AANvDp6LM2uWO5+vb5EArlmBDp5kAgCGpO+Ffdl0nJs6rD/aETWhe8kRE1K5xJhsRERGREfSP8kVUmAcAINTPGVKJCHHxeZj1zibkFdffxXPyUN3dCgd286v7+dr1wjteb+yAUIT6OcPRzgoyqRjebvYYPygMy98dByd7KwDA3wcSmnNLRG1OWNFV9M06otOeY+eL/SFjzJARERG1JZzJRgSgJjsTJ+6tXXOj37odsPbxu8MZREREhsX0C4a/pwPe+v4Q8kuqsXzzBYT4OdcdD7vl55tcHa3rfq5WqJt8bWcHa/Tt7INdsanIyCtvcj9ElqDM2gULBv67UefINArYqioh0yihkshRJbODSmIFx5pijElYrxNfI7HGpsj7oeGjoURE1Ex8JaF2T1lUgMIjB+p+Lzp2CK6DhsHay8fgOaXnziDumYcBQYDXuMno+NZHd7yOurICWev+QP6+XahOTwUggrW3L1z6DoT/jIdh5cGdq4iIWpvb7eg5cUg4PvstFqUVCiRmlGBUn6C6YzlFlQj2rb+5QU7h/9aHcnO2aVZe1YraR1Md7aya1Q9RqyFoEVyShOicWIQWx+PWUSkASHGOgHN1IaxvrPF2q20R9zToMVQiIqI7YZGN2rWM1SuQsvgraJWKuraEzz8EFnwEt8EjEPXfhTrnaJVKXPv4XeCWxazvRKtS4dTsKVDk5gAiEaw8vaBVKlGZnIDK5ATkbFmP6MW/wi403Cj3RUREpvHZb7GI6ReM6A5eOseqFWpU1dQWu5wdrNA13AMOtnKUVymxZvdV9I/yrRe/5UgSAMDaSopu4bf/4uXstVx0j/CEWKxb4EvMKMaJS9kAgH5dDH9hRNRWROWeQb+Mg3BWFAOoLar9U2iJ/kenY30HIdk1sgWzIyKi9oRrslG7VXruDJIWfgqtUgG/6Q9C5uwKAPCfNRdWnl4oPnVM73nXf1mM6rQUWHnqfqAyRFCpoCwsQOCcJzFg8wH0X78bA7ccRNSCxRDLraAuL0PqT4uMcl9ERGQ65ZVKPPbRdixcfRqp2aXQaGs/3heUVOOdHw5Bpa7d3XN0/xDIpBJMv7sjAGDPyev4z9JjKCytRkFJFT74+ShOX80FAMyI6QQbq9rvQbcdTcbwp1ZizPw1OHEpq+663/55BrPf3YyNBxOQllOGqhoVCkurse1YMp75706o1FrIpGI8MpGbHlAbJmgxPGUbRidtqCuwAcA/S8/655oCGQ6BOBw0qsXSIyKi9ocz2ajdyt+3ExAEuPQZgPDnXkPBgT0AAL97HkDQnCeR+oPuLLaKhKtI/30pHLp0h21QMHK3bmjQtcRWVujx40o4RHau1+42YAic+/RH0ZEDqEpJbP5NERGRSdnbyqBSa/HzxvP4eeP5uva1e6/V/XzvyA4Y2bv2UdHHp3THqSs5iIvPw+rdV7F699V6/Q3s5od/3dej7vdfNp1HcbkCgAIrt19Gvy61s9983O2w6VAS3v7hsN68rK2k+OipIYgIdDXWrRJZnOGpO9Ar+zgEGC6k3U6hrQcEkcTYaRERUTvGIhu1WyLxjTdVEt03V1I7e4S/+Ea9NkGjwbWP3wEAdHj1bWSsXtHwa0kkOgW2mzQVFQAAa//ABvdHRESW4aVZfRHo7YjtR1OQlFmCimolBAGQSsQY2TsQk4aGY0h0QF28tVyKH98YgxVbL2HbsWSk55VDBCDM3xmTh0bg3pEdIBH/70GDh8ZF4fPfYmEll+CBmE517R8+NRSjegdhy5FkXEouQEFpNcQiwNvNHgO7+WL22C7w83Aw5R8FkUlF5Z5pVoFNANA99zRy7P1x0aunkbMjIqL2ikU2arecuvdAxqrlKD55DPn7dt0xPmPVclRcvYyABx+FfUTHZl9fUKuRs/VvlF44C0gkCJz9aLP7JCIi05JKxJgR0xkzYmq/SHn7+0PYeCgRni62+Gz+CL3nyGUSPDq5Gx6d3O2O/U8cEo6JQ/Sv1zmidxBG9A7Se6whfn5rbJPPJTIrQYt+GQcBNK3Adut5/TIO4qJnNCDiKjpERNR8LLJRu+U+7C64D78bBft34fKbLwA3Zg5olUqd2OqMNKT+9B1s/AMR/MgzzbpuVfp1XHjxKSiLCqCtroZj954IeXwenLrzW1QiIiKiOwkuSaq3BltzOCuKEVyShFSXCKP0R0RE7Ru/sqF2rfOHCxA672XInF0Abe3i1HFPP4TMP3+HcGP3UEEQcO2Td6FV1CDitfcgtrJq1jUFpRI1menQVlcDADTl5ajJymzejRARkUX44KkhOPf7XGz7epq5UyFqs6JzYi26PyIiar9YZKN2TSQWI2DmHPRY8vuNBhFUJcVI/PJjXH7zBQhaLXI2rkPpmZPwnjAVLr36NvuadmERGHroHPpv3IeIV99FdUYarv3nbaT8+G2z+yYiIiJqy2QaBUKL4yEYqT8BQGhxPGQahZF6JCKi9oxFNiLUbkwAAFZePgib/yoAoGD/bqT/9jOSFi2AzNUNofNeNur1rNw94DtlGgJmzwUApP/6E9TlZUa7BhEREVFbY6uqhAhNX4vtn272ZaOqMlKPRETUnnFNNqJ/8H/gIRQe3o+SM7FIWfINoNVCA+DomEF643O3bkDu1g1w6tEb0YuWNfp6Dp2iAACCRo2q9Otw7Ny1GdkTEVkehVINhUpj7jSIAABWMgms5HwL3FrJNLpr5xqDnDPZiIjICPgOg9qtzHWr4DP5XoilMp1jEls7AIBYJofMxVXv+cqiAghKJcQ2NpA5uUDu6m7wWoVH9kPu6l5XULtVdUZ63c9yF7fG3gYRkcVTqDQoq1RCyUIbmZlcJoGjnZxFtlZMJZG3SL9KSfPW3CUiIgJYZKN2LH/vduTv2Y6Il9+CxMamrr30/BkUxR4BAITNfwW+U6frPT/uX3NQevYUPEbEoONbHwEABLUal99+CUWxR+E9djIiXn4LQG0h7fKbL8F/1lz4Tp0OK3ePumtdX/YDAMApujesfXxb7H6JiMxJqdLg+S/3mDsNaue+emGUuVOgZqqS2dWtx2aMR0Zv9lUtszVCb0RE1N6xyEbtllgqQ/HJYzg1ewpkzrWz1RS52Yh76iEAgEufAfCZ3Ljd4SqS4lFwoPZDZNZfqxD8xLOQOTrBLjQcEImQtvR7pC37AXI3dwhaLVRFhQAAKy9vRL71oRHvjoiIiKjtcavKh0osh1xrnMdGRQCSXDpAxZlsRERkBCyyUbvV8d2Pkbb8RxQdP4yanKzaRkGAU3RveI2ZAO8J90AkbtzeIHZhEXAbPALFp47Da8wEyBydANQW7Hr//jey1v6B4pNHUZ2VAUGjgU1gCNyHjkTA7EfqYomIiIioPqlGhYHpe9Er6xjERttbtFacd/N3jyciIgJYZKN2TO7qjvAXXgcA1GRn4sS9owEAHd/+CNY+fnc8X98mB2KpDFGffqM33sbXH2HzX2l6wkRERETtkF/ZdcQkboBrTaHR+y6xckGqc5jR+yUiovaJRTYiIiIiIrI4Mo0CQ67vRo+cWIMxApq2NtvN8074DwVEjXtygYiIyBAW2YgAWPv4YdjRi40+T11ZCVVJETTVVZDY2ELm7AqpnV0LZEhERETUfgSWJCEmaSOcFCUGY4qs3eBaU9joQtvN+FM+A3DRq2fzEiUiIroFi2xEjSRotSg6cQRZ6/5A0bFDgHDLuiAiEVwHDIHvvTPg2m9Qo9d0IyIiImrP5OoaDEvdgW55ZwzGVMjssSd0AhJdIzE8dQd6ZR9v1DVuFtgOBMc0M1siIqL6WGQjaoTszX8hbdkS1GRl6A8QBBQdPYiiowdh7euPwDlPwGfCPaZNkoiIiKgVCi26hruSN8FBWW4w5qJHNPaHjIFCagMA2B8yFgW2XuiXcRDOimIAuo+Q3vp7iZULTvgP5Qw2IiJqESyyETWAoNUiaeGnyFzzW4PPqcnKQPx/3kFlUgLCnn2Fs9qIiIiI9LBWVWFEyjZ0LjhvMKZM7oSdYZNw3SVc59hFr5646BmN4JIkROfEIrQ4XicmyaUD4rz71m5ywDXYiIiohbDIRtQASd981qgC260yV68AIEL4c68aNykiIiKiVi6i4BJGpWyBnarSYEycVx8cCroLSqm14Y5EYqS6RCDVJQIyjQI2qirINQooJVaoltlCJbFqgeyJiIjqY5GN6A6yN/91o1DWdJmrf4VdWDgfHSUiIiICYKssx6jkrehQdNlgTImVC3aET0aGU0ij+lZJrFhUIyIis2CRjeg2BK0WacuWGKWvtGVL4D1uCh8bJSIiovZLENCp4DxGpGyDjbpafwhEOO3TH0cCR0ItkZs4QSIioqZjkY3oNopOHDG8yUEj1WRloDj2KFz7DzZKf0REREStib2iFHcnbUJoSYLBmEIbd+wIn4JshwATZkZERGQcLLIR3UbWuj+M2l/muj9YZCMiIqL2RRDQNe80hqXuhJVGoTdECzFi/QbheMAwaMQyEydIRERkHCyyERmgrqxE0bFDRu2z6OhBaKqqILG1NWq/RERERJbIsaYYMUkbEVSabDAmz9YLO8KnIM/e14SZERERGR+LbEQGqEqKAEEwbqeCAGVJEWxYZCMiIqK2TNCiR04shlzfDZlWpTdEI5LguP9QxPoNhlbMjyVERNT68dWMyABNdVXL9FtleIt6IiIiotbOpboAoxM3wK88zWBMtr0fdoRNRqGdlwkzIyIialksshEZILFpmdlmElu7FumXiIiIyJxEgga9so5hYPo+yLRqvTEqsRRHA0bgtO8ACCKJiTMkIiJqWSyyERkgc3YFRCLjPjIqEkHu7Gq8/oiIiIgsgHtlLkYn/g3vyiyDMRkOgdgZPhnFNu4mzIyIiMh0xOZOgMhSSe3s4DpgiJF7FSHt91+gqWqZR1GJiIiITEmsVaN/+n7MPv+DwQKbUizHnpBxWB01lwU2IqJ2KmPNbzgwMArH74kxdyotikU2otvwvXeGcTsUtEhb+j1iHxiPnC1/Q9Bqjds/ERERkYl4VmRh1vklGJS+DxJBozfmulMolkc/gziffoCIHz2IiNqj6ow0pHz/NaROzuZOpcXxcVGi23DtNwjWvv6oycowar/Kgnxc++gtZK5bibD5r8E5updR+yciIiJqKRKtCgPSD6BP5hGIof8LQ4XECgeCR+OCZ8/a5TeIiKhdErRaXP3oLbj2HwRVaQlqsg0vK9AW8OskotsQicUInPNEi/VfcfUyzj3zMC69+SKqjVzIIyIiIjI2n/J0PHjue/TLPGSwwJbk0gHLov+FC169WGAjImrnMlavQGVSAsJfeMPcqZgEZ7IR3YHPhHtQmZSAzNUrmtyHS9+BqEyKh7KwQO/xgn07UXh4H/ynP4TAhx+H1M6+ydciIiIiMjapRonBaXvQM/sERNC/KVS11AZ7Q8bhqntXFteIiAhVaalIXfINwl98HVYenuZOxyRYZCNqgLBnXwGAJhXa/KY/hLBnX4amuhrpv/2MjD+WQ6tU6MQJKhXSf/sZOVvWI+SJ+fCeMBUiCbe2JyIiIvMKKE1BTOIGOCuKDcbEu3bGntDxqJLzi0IioragqqoKAwYM0Hvs2LFjdzxf0Gpx7cM34dgtGj4T7zV2ehaLRTaiBhCJxQh/7jXYhUUgbdmSBq3RZu3rj8A5T8Bnwj0AancrDXlyPnwm3YfkxV8if/c2veepiosQ/9/36tZrc+ndz6j3QkRERNQQcnUNhlzfhejcUwZjKmV22BMyHgnuXUyYGRERWbqMP5ahIikevVesN3cqJsUiG1Ej+Ey4B97jpqA49igy1/2BoqMHAeGWRyZEIrgOHAq/e2fApe9AiMS6yx5a+/ii8/ufoXTaTCR9/SnKL1/Qe63KxHicn/8o3AaPQOizL8M2IKilbouIiIionuDiBNydtAmOylKDMZc9umFf8FjUyGxNmBkREZmCra1tg2as6VOZmoTUHxch5JkXYOPrb+TMLFubLbJl5pdj3PNrDR4f2M0Pi1+LMWFGZG5vf38IGw8lwtfdHtu+ntbkfkRiMVz7D4Zr/8HQVFVBWVIETVUlJLZ2kDu7QmLbsDeaTl17oMeS35G3ayuSv/sSyvxcvXGFh/eh6Pgh+N47E0Fzn4TM0anJuRMRERHdjpW6GsNTtiMqP85gTLncEbtDJyDZNdJ0iRERUasgaDS49tHbsI/sBL/7Zpo7HZNrs0W2m2aP6Yy+XXx12l2drM2QDZlLanYpsgsrAADVSjUupxQgIsAFMunt1zz7etUp/LKpdqbZpCHh+OCpIfWOS2xtYaOnqCYIAnbHXsfmw4m4kFSA0ooa2NnIERnkiqnDIjBuUBiA2oLdtylO2GY7HaOcT2FUaSysBLVuf2o1Mlf/iuytGxD6xLPwnXwfRNI2P3yJiIjIhMILr2BU8mbYqyoMxpz36oUDQTFQSvlemoiIdGWtX42Kq5cRvXg5NJX1X08EjQYQtFCXlwEAJHb2ep/+as3a/Kf0DoGuGNYzwNxpkJkkZZTg3z8dxrmE/Lq24rIazHhrExxs5Zg9tgueuida77mnr+Rg2eaLjb5mYWk1XvxyL+IS8uq1l1YoEHspG7GXshEXn4c35v5vEUmVWIbtLgNwzCEKE4oPo1/FZb19a8tLkbjgQ2T99QfCnn0Frv0HNzo/IiIiolvZqCoxMnkrOhYaft9TauWMnWGTkOYcZsLMiIiotanOSIOgUePsE7MMxhwZPRAA0G/dDlj7+JkqNZNo80U2ar8qqpSY9/kuZOVXwMG2dhbZqSs58HSxhZ+nA85ey8WGAwl6i2zlVUq8ufggrK0kkErEKKtUNvi6CenFiEvIQ5i/Mx4eF4X+Ub6ws5HhXGI+3vnhEApKqrF691VMu6sjIgJc8O8nBuPdxwfd0sM8lF+5iJRvPkP5hbN6r1GVkoQLLz4F1wFDEPrsy7AL5hteIiIiaiRBQGThRYxM3gpbdZXBsDPe/XA4aBRUEisTJkdERK2R330z4T50pN5jiV//F8rCAnR+/zMAgNzV3ZSpmQSLbLdhaLvaqqoq2NjYoKSkxLQJUaNsOZqKrPza6amfPN0f6bkVOHUlB77utvhq/kCcuZaPX7Zc0fvf8f2lJ5FdWInHJnbG5iOpKKtUQqlUNui/uaK6CrNiOuDRiZ0hEYsAqKBWqtAl0A4PjYnEF6viAACHz6bAw0Gktw+RfyBCPlmI839uQOFvS+CmLtMbV3TsEIpOHIXb+CnwnvUIpFyvjYgsUGW1EtWVCrjZmTsTau+qK8tRLlZCq5KbO5XbMsWYsakpw4CrWxCYf9VgTKmtG450now8lyA4tlwqZMFay5gB+FpDlqM1jRtDBEGASKT/s+qd2PgHwsY/UO8xqb0D1OXlcO7ZtznpWbR2UWQTBAEqtRZy2e3X36K2pahMUfdzmJ8T0nPrPw/eM9ID3cLddM7bFZuOPacyEBnojBl3R2DzkdRGXbd7hDu6R+ivyHu52tT9XKPQXXvtViKRCGtLfXDUby7uqjyL8RUnIdRU6wZqNSjctA4l+3bAa+YjcBs/FWKZrFE5ExERUTshCAjPjkOfa9thpa7RG6KFCJeCBiIubAQ0Er6nICIiaqg2X2T7ePlxvPfjEWgFAdZWUnQP98ADMZ0wsnfQHc81tF2tg4MDAMDZ2dmYqZKRRYZ4Aqhd2+zQhQLY3tigQCqVGvxvl5Vfga//PA9ruQSfPjsS7m5OEN9YiFEulzf7v3lmYVrdz90i/W7bX0ZeOQ6fy4ZWLIXd5FnoP+V9pCxZiJzN6wFB0InXVFQga8lCFG/bgNBnX4HboGFN/vaBiMiYxDIFFNpqFFaaOxNq72zsHODgaANHO8t+7LGlxoxDTQnuTt6EkJJEgzEFNp7YHj4FuQ5+gP4aHLUjrWXMAHytIcvRmsaNIfwc2XRttshmbyPH/Om9EOTjCEdbK1RUK5GcWYK/DyTghS/34rHJ3fDs/b3MnSa1oFF9gtA5xA2XUwrxyfLj6BisO2vtVlqtgDcXH0R5lRJvzOmPYF/jPnpZo1Rj7d5rAIAgH0cMiNLd9fZWf+y4DO2NYtqs0V0gd3NG5Ovvw+/emUhc+F+Unjmp97zq9Ou49Oo8OPfuj7D5r8A+PNKo90FEREStjKBF99xTGJq6C3Kt/nVmNSIxYv2G4IT/UGjEbfYjAhERmVH0omXmTqHFta29Um/hZG+FRyd1w119gtG3iw9G9g7CY5O7Y/2nUzGwmx9+3ngeyZkl5k6TWpBELMaiV2PQr4sPNFoBl5ILAADJmSXYHZsK4R+zwX7ZdB5nruVicHc/TL+7k9HzWbj6dN0acS/P6gux2PC3AxVVSqzfnwAAGNDVF2H+znXH7Dt0RPdvfkGXj7+GtZ/hnXNLTh3H6TnTEP/ff0NZVGicmyAiIqJWxbm6EPdfWo67krcYLLDl2vng925P4mjgSBbYiIiImqHNFtkMkUkleHRSNwgCcOxClrnToRbm6miNJW+MwQ+vj0bojZlpRWU1eOnrfZjz/lbk3phPfim5AIvXxcHFwQr/fmKw0fNYt/caft9e++jqw+OjMLSH4eIYAKw/kIDKGhUA4MGxXXSOi0QiuA8bhT6/b0DovJchsbPX35FWi+wNfyL2/nFI++0XaJUN3yWViIiIWi+RoEXPrKN46NxiBJSl6o1RiyQ4FDgKK7s+jnw7b9MmSERE1Aa1uyIbALg71y4+r1RpzJwJmUr/KF9EhXkAAEL9nCGViBAXn4dZ72xCXnEVXv/uANQaLd5+dBDcnW2Neu1tx5Lx4S+16/uNHRCKF2b0vm28RqvFyh21BblQXycM7OZnMFYslyNg5hz0XbMVvlOnA2L9Q1pTVYmU777AyZmTkL9vl84sPiIiImo7XKvy8cCFnzEidQdkWpXemCx7f6zo/jRi/YdCK+bmYERERMbQLueDX77x2OCtj+BR+xHTLxj+ng546/tDyC+pxuuLDuB6dhkA4MWv9ho8b+OhRGw8lAgHWzkO/zirQdfafzoNby0+CK0gYFSfIHz49JA7LiK571Ra3WOlM0Z3btCik3IXV0S88jZ873kASQs/RfFJ/Zt21GRl4PKbL8ApujfCnnsVDpGdG3QfREREZPnEWg16Zx3BgPT9kAr6v0xWiWU4HDgKZ336QRC1y+/biYiIWkybfWXddSIVao1Wp72wtBpfrToFXw97DOh6+4XnqXW73WytiUPC4WRfu9uLVNIyw+Do+Uy88s1+qDUChvUMwH/nDW/QtVZsuwSgdl3BiUPCG3VNu7AIdP1qCaI+WwSbwBCDcaVxp3Dmkem49tFbUBTkN+oaREREZHk8KrMx88KPGJK2x2CBLd0xGL92fxpnfAewwEZERNQC2uxMti//OInPf4/F6P4h6BDoChsrKZIyirFi2yWIRCJ89+pIyKScGt+WffZbLGL6BSO6g5fOsWqFGlU31jxzdrDCoSUzDfYz5ImVAGof9Xxjbv8GzSw7czUHL3y1F0qVBoO7+2HBcyMgk975zezFpHzExecBAO4Z0QE2Vo0foiKRCG6DhsGl30Bkr1+D1J8WQV1ephsoCMjZ8jfy9u5A4IOPwX/Gw5BYWTf6ekRERGQ+Eq0a/TIOom/mIUgE3S+YAUApluNAcAzOe/UCWFwjIiJqMW22yLb4/2KwYusl7D+ThtW7rkCtEeDtZodxg8LwyISu8HKzM3eK1MLKK5V47KPteGhcFCYNDYdGWzuzraCkGu/8cAgqde0b0dH9Q+BoZ3XH/mRScb245VsuYsn6OHi42OLTZ4ejQ6ArgNpC2bOf70aNQo1+XXzw2fwREIlEOjMrRaLaHVBv9du22rXYpBIRZjRzh1OxVAa/abPgOXoCrv/8HbL+Wg1Bo9aJ01ZXI3XJN8jesBahz7wAj7vGNqiQSEREROblXZ6B0Ykb4F6dZzAmxTkcu8ImotzK2XSJERERtVNttsgW5O2Etx4ZaO40yIzsbWVQqbX4eeN5/LzxfF372r3X6n6+d2QHjOwd1KT+l6yPQ0W1ChXVpVi/Px6vPdQfAPDVqlOoqK6dJXfiUjYGPPqb3vN7d/LGz2+Nrfs9t7ASu2JTAACj+gQbrRAsc3RC+Auv167X9u3nKDpyQG+cIjcbV959FZl//o6w516DY5duRrk+ERERGZdUo8LA9H3olXUUYuhfHqNGYo39IWNwySO69ps9IiIianFttshG9NKsvgj0dsT2oylIyixBRbUSglC7BtvI3oGYNDQcQ6IDmtz/Y5O748e/z8HdxQaTh0bUtTd1484/bsy4BIDZY4y/IYFtUAi6frYIRSeOIGnhZ6hKSdQbV3bxHM4+PhOeMeMR8vTzsPbyMXouRERE1DR+ZdcRk7gBrjWFBmMSXTtid+gEVModTJgZERERiYTbrQ5Pejk41L5hKS8vN3Mm1Bhvf38IGw8lwtfdHtu+nmbudMxKUKuRvWkdUn/8FqqSYoNxYitrBMyag4BZj0BiY2vCDImoLSmrVKCgpBrPf7nH3KlQO/fVC6Pg7mzToGUizEnfmJFpFBhyfTd65MQaPK9Kaou9oeNxza0LZ6+RUbSWMQPwtYYsR2saN4aw5tF0XPmUqB0SSaXwnTodfVdvgf/MORBJ9U9q1SpqcP2X7xE7fQJytm2AoNW/oDIRERG1nMCSJDwc991tC2xX3aOwrMc8XHOPYoGNiIjITPi4KLUbHzw1BB88NcTcaVgUqYMjwua9DN8p9yN50QIUHND/zZ+yIA/XPngTWX+uRNhzr8Gpe08TZ0pERNT+yNU1GJa6A93yzhiMqZDZY0/oBCS6NW/DJCIiImo+zmQjItj4B6LLx1+j+7e/wD6io8G48quXEPf0Q7j81kuozsowYYZERETtS/XpI5gTt+i2BbaLHtFY1mMeC2xEREQWgjPZ2jmFUg2FSmPuNMhCiCO7I/ybX1G0cxOyln4HdbH+RZXz9+5AwaF98Lx3JrwemAuJnb1Rrm8lk8BKzr+WiIio/VKVliD1849QvGcbDG1bUCZ3ws6wSbjuEm7S3IiIiOj2+Gm2nVOoNCirVELJQhvdasBoeEUPQdn6FSjfvBpQKXVCBJUSuauWIX/bRjjNeBx2w8dBJJE0+ZJymQSOdnIW2YiIqN3K37sTCQs+hKq4yGBMnFcfHAq6C0qptQkzIyIioobgp1mCUqXhLjxkQDgcuz6DIdd3o2PhRb0R2tIiFH//X1z7dTn2h4xBulNIk6701QujmpMoERFRq6UsKkDC5x+hYP8ugzElVi7YET4ZGU18nSUiIqKWxyIbEd1WmbULtkROw9myfhieuh0+FZl64zyrcnD/pWVIcO2Ig0ExKLFxM3GmRERErYsgCMjbsRmJX30CdVmp/hiIcNqnP44EjoRaIjdxhkRERNQYLLIRUYNkOQZiZdfH0Cn/Aoak7YaDskxvXETRVYQWJ+CsTz8c9x8KhdTGxJkSERFZPkVeDuI/fR9FRw8ajCm0cceO8CnIdggwYWZERETUVCyyEVHDicS44tkdCW6d0CfzCPpkHYFMq9IJkwga9M46is55cTgaOALnvXpBEDV9vTYiIqK2QhAE5Gxch6RvP4emskJ/kFgCh8kz8VV2EDRimWkTJCIioiZjkY2IGk0tkeNY4Ahc8OqJIWm70Tn/vN44W3UV7kregujsk9gfMhrXnbkLGhERtV/VWRmI/+Q9lJw6bjDGLrwD/F98B1UewdBwzVwiIqJWhUU2ImqyCisnbIu4F2e9+2FE6nb4lqfrjXOvzsN9l1cg2TkCB4JHo8jWw8SZEhERmY+g1SJr3R9IXvwVtDXVemNEUimC5j6FgNmPokKpRVWJ/jgiIiKyXCyyEVGz5Tj444+oRxFZeAlDU3fCUal/8ebQkgQExyUhzrsPjgUMR43M1sSZEhERmVZVWiquffwOys6dMRjj0CkKkW98ALuwiNoGpcJE2REREZExschGRMYhEuGaexSSXCLRM/sY+mUcglyr1AkTQ4ueOSfQqeA8jvkPwznvvtCKuV4bERG1LYJajYzVvyL1x0XQGiiaieRyhDw+D/7TH4JIyrflRERErR1fzYnIqNQSGWL9h+KSZw8MStuDqLw4iCDoxNmoqzEydTuic0/hQFAMBGGkGbIlIiIyvsqkBFz7z9sov3LRYIxjtx6IfP192AaFmDAzIiIiakksshFRi6iUO2Bn+BTEeffF8NQdCChL1RvnWl2AqVdXIv/DBNjPexmOUV1MmygREZGRaFUqpK34CWnLfoCgVuuNEdvYIPTpF+B7zwMQicUmzpCIiIhaEotsRNSi8ux9sabLHIQXXcGw1J1wVhTrjVOcP4mrT81A6eT7EPzYPMhdXE2cKRERUdOVX72Ea/95G5WJ8QZjnHv3R4f/ew82vv4mzIyIiIhMhUU2Imp5IhES3TojxaUDemQfR/+Mg7DS6FmfRqtF9vo1yNu5FUFzn4TffbMglstNny8REVEDaRUKpC5djPTflwIajd4YiZ09wp59Gd4T74VIJDJxhkRERGQqnKNORCajEUtxym8wfu4xH+e8ekML/R80NJUVSP52AU7OmoyCA7shCLpruhEREZlb6YU4nJ5zH9J//clggc11wBD0+f1v+Ey6jwU2IiKiNo4z2YjI5Krl9tgdNvHGem3bEVSarDeuJjMdl15/Hk49eiNs/mtwiOxk4kyJiIh0aWqqkfLDN8hcswIw8EWQ1NEJ4c//HzxHT2BxjYiIqJ3gTDYiMpsCOy+s7fwQ1necCalPgMG40rOncOaR+3HtP29DUZBvwgyJiIjqKz4di1OzpyJz9a8GC2zuw+9Gn5Ub4DVmIgtsRERE7QhnshGReYlESHaNhPc7j0M4tBm5v/0IdXmZbpwgIGfzeuTv3YGABx+D/wMPQWJlbfp8iYioXVJXViD5uy+QvX6NwRiZiysiXnoLHiNjTJgZERERWQrOZCMiiyCSyeB5z0z0XbMVfvfNBCQSvXGaqiqk/rAQJ2dMQt7ubVyvjYiIWlzR8cM4NXvKbQtsnqMnoM/KjSywERERtWMsshGRRZE5OSP8xTfQe8VfcB0wxGCcIicLV955BXFPPYiyyxdMmCEREbUXqrJSXP3wLVx48SkocnP0xsjdPRH12bfo9O4nkDk5mzZBIiIisigsshGRRbILDkPXBYvR9YsfYBsSZjCu7EIczj42A1f+/X9Q5On/AERERNRYBQf34tSsycjd+rfBGO+J96LP73/DbdBwk+VFRERElotrshGRRXPtPwguvdche+NapPz4LdSlJXrj8nZsRsH+3QiYNRcBs+ZCYmNr2kSJiKhNUBYXIfGL/yB/z3aDMdY+fujwf+/Bpc8AE2ZGRERElo4z2YjI4omkUvje8wD6rdkK/wcehkiq//sBraIG139ZjNgHJiJ320YIWq2JMyUiotZKEATk7dqKU7Mm37bA5nffTPResZ4FNiIiItLBIhsRtRpSB0eEzX8FvX/fALehIw3GKfNzcfWDN3D28ZkovXDWhBkSEVFrpMjPw6X/ew5X3n0VqpJivTE2AUHo/t1yhL/4BiS2nC1NREREulhkI6JWxzYgCFGfLES3hT/DLiLSYFz5lYuIe/JBXH77ZdRkZ5kwQyIiag0EQUDOlr9xavYUFB7aqz9ILIb/rLno9es6OEf3Mm2CRERE1KpwTTYiarVcevdDr1/WIGfLeqT8sBCq4iK9cfl7tqPg0F4EPPAwAh58DFI7OxNnSkRElqYmJxvx/30PxSeOGIyxDQlH5JsfwLFzVxNmRkRERK0VZ7IRUasmkkjgM+k+9F2zFQEPPgqRXK43TlAqkfbrjzj5wHhkb/4LgkZj4kyJiMgSCFotsv5ahVOzJxsssIkkUgQ98hR6LV3DAhsRERE1GItsRNQmSO3sEfr0C+izciM8Ro42GKcsLED8f97BmUemo+RMrAkzJCIic1NlZyDxlaeQ8PmH0FRV6Y2x79AJPX9ZheDH5kFs4IsbIiIiIn1YZCOiNsXG1x+dP1yA7t8th33HzgbjKhKu4ty8R3Dp9edQnZFmwgyJiMjURIIWPbOOIvflh1Fx/rT+GJkMIU89hx4/rYR9REcTZ0hERERtAddkI6I2yTm6F3r+tAq5OzYhZfHXUBbk6Y0rOLAHhUcPwm/aLATNeRJSewcTZ0pERC3JtSofoxP/hm9FBgQDMQ5duiPyzfdhFxxm0tyIiIiobeFMNiJqs0RiMbzHTkbf1ZsR9MhTEFtZ640TVCpkrFyG2PvHI2v9aghqtYkzJSIiYxNrNeibcRAPnlsM34oM/TFW1gib/yp6fP8rC2xERETUbJzJRkRtnsTGFsGPzYP3xHuRsvgr5O3cojdOVVKEhM8+QNa6VQid/wpc+w40caZERGQMHpXZGJ24AV6V2QZjnHr0RuTr78PGP9CEmREREbUPysICpP36IwqPHIAiPxdiK2vYd+gI/+kPwX3ICHOn12I4k42I2g1rLx90eu+/6PHjSjh06W4wrjI5AReefwIXXvkXqq6nmDBDIiJqDolWjYFpezHr/BKDBTaxjS0iXnkb3b/5hQU2IiKiFlByJhax08ej8PB+eI2ZiE7vfoKQJ+dDWZCPS689i7ydW82dYovhTDYianccu3RDjyW/IX/XNiQv/gKK3By9cUVHDqD4+BH43vsAgh55GjJHJxNnSkREDeVdnoHRiRvgXq1/DU4AsO7eF2GvvgP3kGDTJUZERNTO1GRnwX/Gwwh86HGIZbK6dvehoxA7bSzSfv0RnjHjzJhhy2GRjYjaJZFIBM+YcXAbNhIZK5cj7befoK2u1okTNGpkrvkNuds2Ivixf8Fn6v0QS2V6eiQiInOQalQYmL4PvbKOQmxga4MaiTX2h4zBY2++BLmLrYkzJCIial+8xk2GSCTSabfy8IRtSBgqEq5C0GohEre9hyvb3h0RETWCxMoaQXOfRN9VW+A1bgqg58UAANTlZUj88mOcfvAeFB49CEEwtEcdERGZil/ZdTx4bjH6ZB0xWGBLdO2IZT3+hUuePfS+4SciIiLjut3rraaqElI7+zZZYAM4k42ICEDttyod3/oQfvfNQNLXn6L03Gm9cVXXU3Dx5Wfg0ncgwua/CrvQcBNnSkREMo0CQ67vRnTOSYgMFNeqpLbYGzoe19y6GPwChYiIiPSrqqrCgAED9B47duxYk/osPX8G1enX4TFqTHNSs2gsshER3cKhYxd0/24ZCvbvRvKiBajJytAbVxx7FKceuge+k6ch6LF/Qe7iauJMiYjap8CSJMQkbYSTosRgzFX3KOwNGYdqmZ3pEiMiIiKDNIoaxH/8LkRyOYIeedrc6bQYFtmIiP5BJBLBY8TdcBs4FBl//o60ZT9AU1WpG6jVImv9auTu2oqgOU/Cb9qsegt7EhGR8cjVNRiWugPd8s4YjKmQ2WNP6AQkunUyYWZERERtj62tbZNnrOmT8NkHqLqegrDnXoNdSJjR+rU0bfMhWCIiIxBbWSFw9iPou2YLfCZPAwysG6CpKEfyt5/j1KzJKDiwh+u1EREZWWjRNcyJW3TbAttFj2gs6zGPBTYiIiILk/X3n8jdugGeMePhP/1Bc6fTolhkIyK6A7mrOzq89i56LfsTzr37G4yrzkjDpdefw/lnH0VF/FUTZkhE1DZZq6owNmEdpl5dCQdlmd6YMrkT1nWajR0RU6GQ2pg4QyIiIrqdouOHkbjgIzh2jUbk6++bO50Wx8dFiYgayD48Et2+/hGFh/cj+dvPUZ1+XW9cyZlYnJ47Dd4T7kHIE89C7uZu4kyJiFq/iIJLGJWyBXYqPY/r3xDn1QeHgu6CUmptwsyIiIioIcqvXcHlt16Eta8foj79FmIrK3On1OJYZCMiagSRSAT3ISPg2n8wsv5aheu/LIa6XM/sCkFAzqZ1yN+zDYEPPQ7/6Q+1ixcVIqLmslVWYFTyFnQoumwwpsTKBTvCJyPDKcSEmREREVFD1WRn4eIrz0Ast0bXBYshc3I2d0omwcdFiYiaQCyTwX/6g+i7egt8750BSCR64zRVVUj5/mucnDkJ+Xt3tLr12t7+/hC6z1qKsc/9ae5UiKitEwR0yj+HOXHfGiywCRDhlM8ALI9+hgU2IiIiC6UuL8OFl5+GurwcUZ99Cxv/QHOnZDKcyUZE1AwyZxdEvPQmfO95AEnffIbi44f1xtVkZ+LyWy/BsXtPhM9/FQ6dokycaeOlZpciu7ACAFCtVONySgEiAlwgk+ovKC5cfRo/bzwPAJg0JBwfPDWkWdfXaLV49MPtOHstFwDw/hODMXlYRL2Y3MJKrNx5GYfjMpCZXwGtVoCXmx0GRPni0Und4OVm16wciMg07BWluCt5M8KK4w3GFNq4Y0f4FGQ7BJgwMyIiImqsK++9hqqUJPhMngZVSREKj+zXiXGMim6Ts9tYZCMiMgK7kDB0++J7FB47hORvPkNVarLeuLJzZ3Dm0QfgNXYSQp56DlYeXibO9M6SMkrw758O41xCfl1bcVkNZry1CQ62cswe2wVP3RNdd6ywtBoLfj+JLUeSjJrHzxvO1xXY9Plrfzw+WXYcCpWmXntaThnScsqw/XgKfn13PIJ9nYyaFxEZkSCga94ZDEvdASuNQm+IFmKc9BuEYwHDoBHLTJwgERERNVZlSu3nguwNfyJ7g/4nYrp/+wuce/Y1ZVomwSIbEZERuQ0YApc+/ZG9YS1Sf1oEdWmJ3rjcbRuRv28XAmY/goCZcyCxtowd8SqqlJj3+S5k5VfAwVaOyCBXnLqSA08XW/h5OuDstVxsOJBQV2SrqlFh4ovrUFmjQrdwD5xPzL/9BRroQlI+flgfBx83O2QX6l/0fMOBBGgFAdPv6ogJQ8IR5ueM0goFftpwDuv2xaO0QoFv/zyDz58bYZSciMi4HGuKEZO0EUGl+r+UAIA8Wy/sCJ+CPHtfE2ZGREREzdH/r53mTsFsuCYbEZGRiaUy+N07A31Xb4Hf9Icgkuj/PkNbU43rPy3CyQcmIHfHZgharYkz1bUrNhVZ+bWPiC569W5MGhIOAAj0dsSyd8ZhyRuj6z2CKQiAv6cD3n9iMJa/O94oOVTVqPDGdweh0QqYd38vg3Fhfs7444OJeGPuAHQL94CdjQy+HvZ485EB8HCxBQCcuppjlJyIyIgELXpkH8fDcd8ZLLBpRBIcCRiB37s9wQIbERERtRqcyUZE1EJkjk4If+5V+E69H8nfLkDh4X164xR5ubj67/9D5tqVCJv/Kpy6Rps20VsUllbX/RwR4ILUrNJ6x/t18UWvjt51v9vZyLDm48lGzeGzFbFIyynDrDGd0SPS02DcO48N0tsuEYvh5WqL/OIqVCvURs2NiJrHpboAMYkb4F+eZjAm294PO8Imo9DO8h6nJyIiIrodzmQjImphtoHBiPr0G3Rb+BPswiIMxpVfOo+4J2fj8juvoCY7y4QZ/k+gt2Pdz5sP619jTSppuZeOvaeu46/98Qj1c8Zz0w3PYrsdpUqD69llAIAOAS7GTI+ImkgkaNA78zAePLfYYIFNLZLiQNDd+KProyywERERUavEmWxERCbi0rs/ei1bi5zN65GyZCFUxUV64/J3b0Phwb3wn/EwAh98DBJbW5PlOKpPEDqHuOFySiE+WX4cHYPdTHbt/OIqvP/TEcikYnz8zFBYyZv2EvX3gQSUVykBANPv7mTMFImoCdwqczE6aQN8KjINxmQ6BGJH+GQU27ibMDMiIiIi4+JMNiIiExJJJPCZfB/6rtmKgNmPQiTTv1OeVqlA2vIliH1gPHI2rzfZem0SsRiLXo1Bvy4+0GgFXEouAAAkZ5Zgd2wqBEFokesKgoC3fziE4nIFnrmvR5OLe5n55Vi4+jQAoFu4B8YODDFmmkTUCGKtBv3T9+PB8z8YLLApxXLsCRmHVVFzWWAjIiKiVo9FNiIiM5Da2SP0mRfQZ+VGuI+IMRinLMjHtf+8jTOPPoCSs6dMkpurozWWvDEGP7w+GqG+TgCAorIavPT1Psx5fytyDez22Rwrd1zGsQtZ6BnphTnjuzapj7JKBeZ/vhvlVUq4OFjhk3nDIBHzZY7IHDwrsjDr/BIMSt8HiaDRG3PdKRTLo59BnE8/QMSxSkRERK0f39EQEZmRjV8Aunz0BbovWgb7yM4G4yquXca5f83BpTdeQHVmukly6x/li6gwDwBAqJ8zpBIR4uLzMOudTcgrrjLadRIzivH1qtOwt5Hhw6eHQCwWNbqPqhoVnvnvLiRmlMDWWopFr8bAz8PBaDkSUcNItCoMvr4bs87/CM8q/bv7KiRW2Bk2CWs7P4Qya66bSERERG0H12QjIrIAzj16o+fPq5C7bSNSfvgayoJ8vXEF+3eh8Mh++N//IALnPAGpnb1J8ovpFwx/Twe89f0h5JdUY/nmC3jlwX5G6fv4hSwoVBooVBqMe36twbh3lhzGO0sOY0SvQHz14qi69hqlGs9+vhsXkvJhYyXFolfuRpdQPnZGZGo+5ekYnfg33KoLDMYkO0dgV9hEVFg5mTAzIiIiItPgTDYiIgshEovhPX4K+q7agsA5T0Ist9IbJ6hUSP/9F8ROG4esv/+EoNH/KFZT3G7NtYlDwuFkX5tTYkYJarIzcWBgFA4MjEJNtuEFzVuSSq3BC1/uxakrObCWS7DwpbvQs6O3WXIhuhPHmmK8dPRdvHT0XTjWFJs7HaORapQYlrIdMy78bLDAVi21wdaIe7C+0ywW2IiIiKjN4kw2IiILI7G1RcgTz8Jn0n1IWfwl8nZt1RunKilCwqf/Rta6lQh77jW49O7f7Gt/9lssYvoFI7qDl86xaoUaVTUqAICnVIHCIwfqjhUdOwTXQcN0zik8cgDpvy9FRfxlAIB9h84ImDUXbrfE3n9XR0waGq43n7PX8jB/wW4AwBtz+mOIYykSXnwcB9YK8BwzCUscRuHo+UxYyST46sVR6NvFp+k3T9SCbJUVCC2Or/s9pCQByS6RKP9HwSmkKB59sg7DqyIbAJBr74OTvoOR4tqhSdf1K7uO6ReXQgQBFz2isSNiatNvQg//0hTEJG2ES43+3ZIBIN61M/aEjkeV3DQzb4mIiIjMhUU2IiILZe3tg07//hS+981E0sJPUX7pvN64yqQEnJ//GNwGD0fovJdhGxjc5GuWVyrx2Efb8dC4KEwaGg6NtnZmW0FJNd754RBUai2GlZ7BqM1HkKhS1p2X8PmHwIKP8JhNKH7ymgIAyFq/GgmffQAAkDrWFhJK406hNO4UtgeOw5S3n0e/Lr6QyySQyyR687G1/t/LlLVYQMaXHwE3Ztudjc/FXiENMqkYn80fgT6dfaDW6O7CKhGLIBI1fp03ImPpkXUMQ9J2Q6ZV17XdlbwFArYiyTUSGzrOAAB0yzmJu5M3A6id+QUAAWXXEVB2HbtCJ+C8d59GXVeiVSMmaSNEMP6uwHJ1DYZc34XoXMMbslTK7LAnZDwS3LsY/fpERERElohFNiIiC+fUNRo9fvgNebu3IeW7L6DIy9UbV3h4P4qOHYbvfTMQNPcpyBwb/0iWva0MKrUWP288j583/q+ot3bvNQBAaE0G7inaDxEE+E1/EHk7tkBVUgT/WXORv3sbIvPSAABWlcVI+vpTAIDv1OkIf+F1AMB30x9HVPZJjEzfifV/9UW/Lvc1ODfrPatRnZYCK08vKPJykZFXAXgAKrW2brabPj+9OQZ9OnOGG5mHX9l1jEjdAREEnPbpj075F2CrrsRJ30GILLiIwJJkAIC9ohTDU7cDAOK8+mBv6FgAwKjkreieewrDU3cg2aVDox617J++H67VBSiXO8JBWWa0ewouTsDdSZvgqCw1GHPZoxv2BY9FjczWaNclIiIisnRck42IqBUQicXwihmPPqs2I/jxeRBb2+iNEzRqZK5egdj7xyFz7Upo1apGXeelWX3xfw/3Q3SEJxxs5bg5AUwqESOmXzCe71gDEQS49BmA8Odeg9jaGgDgd88D6P3b3zjuEAUA8Ek+Dq1SAZmzK8Keew0iqRQiqRSB/3oFVRIbyAU1Jlhdb3Bevoo8WB38Gw5dusPZCI/FEplKROFliCAg1SkM+0PGQiWRAQDivPtgefQzuOjZAwDQOf8cZFo1qqR22B8yBoJIAkEkwb6QMaiW2kCmVaFz/rkGX9ejMgd9so4gy94f151CjXIvVupqjE5Yj3uv/GawwFYud8D6jjOxLeJeFtiIiIio3eFMNiKiVkRibYOguU/Be8JUpPywELlbN+iNU5eVIvGL/yDrr1UIffYVuA0Y0qD+pRIxZsR0xoyYzgCAt78/hI2HEuHpYovP5o9A0sJTyAAAie7jnVI7e7yzfQXeAXDuucdQAsCl7wCI5fK6mIkjO+PKgRHI27UVjplX75hPn84+iPv1IZx5fAYqc0Xo8OrbyFi9AgAwaWg4Xn1rboPui8hcBNRWqgU9jywrpdbYFzoOABBYmgIASHUOg0b8v7dnGrEMqc7h6FRwAQGlqYj1H3rHa4oELWISa/9u2B02ET2zjjX7PsKKruKupE2wV1UYjDnv2RMHg2OgkOr/EoCIiIioreNMNiKiVsjKwwsd3/oIPX9eBcfuPQ3GVaUm4+JLT+P8i0+hMiWp2dd16l4766b45DHk79tlMK46LRUAYBukO4PGJiikNre0lAZdM2PVclRcvQz/mQ/DPqJjIzMmMq9MxyAAQFBJMiIKLxuMc6kuBAAU2bjrHLvZ5mpg585/6pV1FN6VWTjlOxD5ds3bbddGVYnx8X9iytU/DBbYSq2c8Wfnh7ArfDILbERERNSucSYbEVEr5tApCtHfLUfBvl1IXrQANdmZeuOKjx/GqZPH4DvlfgQ/+gxkzi4N6v+Dp4bgg6f+NwvOfdhdcB9+Nwr278LlN18AxLXf1WiVynrnqUprHyWTueheR37j2qoyw+s53VSdkYbUn76DjX8ggh95pkE5E1mSRLdOiHftjA5FlzHp2mpob8xskwiaenE26ioAQLWeRyxvtlmrq+94PefqQgxM349ia1ccCxje9MQFAZGFFzEyeStsb+SmzxnvfjgcNAoqiVXTr0VERETURnAmGxFRKycSieAxMgZ9Vm5EyFPPQ2Jrpz9Qo0HWuj9w4v5xyFj1K7Sqxq3XdlPnDxcgdN7LtYU6be1unnFPP4TMP3+HcGPnT61SAQAQS2W6+d54fFSrUNz2OoIg4Non70KrqEHEa+9BbMUP8dQ6bYqchv1BMaiS2kJ8Y6fPBy78jB7Zx+t2y5Xc2HlUI9L9/vNmm1R7hzErCLg7aSNkWhV2hU2CRqw7/hrCTlmOyddWYUL8WoMFtiJrN6yKegT7QsexwEZERER0A2eyERE1gkKphkKluXOgmTjf+yDsRo5D9rLFKNz2d90H+FtpKsqRtPBTZKxbBd8nnoPTgGEQ6Vkv6nacJs+Ade/BuDxnCiASQVVSjMQvP0b+yRMIefu/EMvl0NbUoKqyGmWV9YtpVRW1H9rFciudY7cq2PoXSs+chOuYyZB07F4Xq7rx569SaW57fntgJZPASs6XcosnEuO03yAkuXbEo2cXQoAItuoqjEzZBv/SVGyKvB8asRRirQoSQa1z+s029R2KZl3zTiOwLBUXPHsg3Smk8XkKArrkx2F4ynZYa2r0hmghwmnfgTgaMAJqSdOKeERERERtFd+ZExE1gkKlQVmlEkoLLrRBZAvbuS9BOmISSpZ9A8WlM3rDFJlpSHn3JVhF9YLznGchDwpv1GXUlbWzaiTuXnAYNw0ly79B6eG9uP7nKojsHIGaGpTl5gMl9R9xK8utXVdKZOeAghL9j79piguQ/cPXEDu5wmb6k/XiapSaun8bOr89kMskcLSTs8jWimhFtQ8QlFk54YxPP4xI3YEORVfQPfcUqqW2kClL6x4bvZWNqrat5jbrndkpyzE0dRcqZfY4EDy60bk5KEpwd9ImhJQkGowpsPHEjvDJyHHwb3T/RERERO0B35kTETWSUqXB81/uMXcaDeM4CWEdIzEsdQdcaor0higunkb2y3Nx0asnjgSMRJXcvmFd1xTjcQBFZTX4NMEd0xxDEFiWghN/bYWVxh5ByMOxPSewLa3+B/Jx8SfQCUCy2h6fGvhzDC+8gslVFRAAZM4dpzem6sA2VB3YhnTHYKyJan+7jH71wihzp0DNcMZ3IMKK4hFYloLAkmQU27jBUVmqd3ODm23FNm4G+/Mpz6idfaYB5sV+ojcmKj8OUflx9ceMoEW33NMYlroTcq1S73kakRixfkNwwn9ovZ1PiYiIiKg+vlMiImrLRCIkuXZEinM4euTEon/6Ab2PgYkhoFvuaUQWXMQJvyE449tf73pO3bNjccGrF7Riic4xpURe11e6UzCCSpMRVJIEsVYN7Y0P5hKtGkEltbucpt3mcTaVRIZSK2e9x+yUFZAKaijFclTLbFEpa1hRkMgcLHnMOFcXIiZpIwLKUg32m2vngx3hU5q9SykRERFRe8AiGxFRO6AVS3HadyAue3THwPR96JZzGmJodeKsNAoMTduNbrmncTDobiS4dQZuWa8tsvASIgsvYk/oBKhuKcL5lqUh+EYhIMU5HCkuEeiXcRB2qkoMT92BfSFjAADDU7bDVl0FlViKKx7dAQBydQ2mXl0Jz4psnPAfglj/objuHI6fer2g917uv7gUAWWpiHfrjB0RU432Z0TUEixxzIgELXpmHcXgtL2QGdhMQS2S4FjAcJzyHaS3QEhEREREulhkIyJqR6pldtgTOgFx3n0xPHV73Yf8f3JWFGNS/BpkOAZhX/AY5Nn7AgA0IgmCS5MwJ24RqqS1u5g6Kkox4+LPAIBUpzCc9+oFiMQ4GBSDUSlb0SMnFh0LLgAAbNS1a6gdDIpBuZUTACCwNBn+ZdcBAH0zDyPWf2jL/QEQmZiljRnXqnyMTvwbvhUZBmOy7P2xI3wKimw9Gn/DRERERO0Yi2xERO1Qoa0n1nV6ECElCRiWugNuetaBAgD/suuYfX4JLnl0x+GgUdgWcQ/6ZR5EcHEiHBUlAAARBKQ7BuGKR3dc8OwB3FjcPc6nH8qsnNEn6wg8K7IBABkOgTjpNxjJrpF110h3CkGmQyA8KnNw0ndQy944kYlZ0pjxqMrFg+cWQyro37hFJZbhcOBInPXpD+FGTkRERETUcCyyERG1VyIRUlw64LpTGLrlnsLA9H11s2bqhUFAVH4cOhRexkm/QTgUeBf2hYyr3fjgzFcAgO3hU1Fm7aJzbrJrZL3igD4KqQ1WdX20wWm3x00OqPWqkttjX8g4IARmGzP7QsZidOLf8KrMNhiT7hiMnWGTUHKbzRWIiIiI6PZYZCMiaue0YgnifPrhqntX9M84gOicWEgE3fXa5FolBqXvQ9fcMzgUdDey7P3MkC0RNZREq0a/jIPom3lI75gGAKVYjoPBd+OcV++6GXVERERE1DQsshEREQCgRmaL/SFjcc67D4al7kRY8TW9cY7KUoxPWIsse3+s7PoYsh0CGnwNmUYBW1UlZBolVBI5qmR2UEmsjHULRBatzNoFCwb+u9HnNWXceJdnYHTiBrhX5xmMSXEOx67QiSi3dm50TkRERESki0U2IiKqp9jGHX93monAkiQMT90Ojyr9H9J9KzIw88JPuOLeFYeC7q5blF2HoEVwSRKic2IRWhwP0a2HACS7dECcd1+kOodxJg3RTU0cN1KNCgPT96FX1lGIIejtukZijf0hY3DJI7re7sFERERE1DwsshERkV5pzmFY0f0pdM09g0Fp+2CrrtQb16ngAsKLruCU7yCc9BtUb4ZNVO4Z9Ms4CGdFMQDo/cgfVhyPsOJ4lFi54IT/UFz06tkSt0PUajR13PiVXUdM4ga41hQa7DvRtSN2h45HpdyxhbInIiIiar9YZCMiIoMEkQTnvfvcWK/tIHpkH9e7M6FMq8aAjAM31mu7C5fdu2L49Z3olX28Xtw/58zc+ruzohijkzbAvSoX+4NHc1YbtT+CFsNTdzRp3ERnn4BnVY5O7E1VUlvsDR2Pa25dOHuNiIiIqIWwyEZERHeklFrjYHAMznn3xtDUnehQdEVvnL2qHGMT12No6k7YqSshQLdAcDsCgF7ZxyFAhAMhY4yROlGrcbPA1pRx41WVY/D4Vbco7A0dh2qZXXNTJCIiIqLbYJGNiIgarNTaFZs6PgD/0lQMT90Or8psvXF2Nx4tbex8GRFqCwa9s4+h0NaTj45SuxGVe6ZJBTbcJr5CZo89oROQ6NapmdkRERERUUPwWRwiImq0DKdg/N7tCWwPm4IKmb1R+75ZMOiXcRAQtEbtm8giCdra/9/R+AKbIRc9orGsxzwW2IiIiIhMiDPZiIioSQSRGJe8eiDevTP6Zh5G78yjkApqo/XvrChGcEkSUl0ijNYnkSUKLkmq2+TAGA4HjMSJgGFG64+IiIiIGoZFNiIiahaVxApHAkfhvGcvzLzwE+xV5Ubru0f2CaQ5hRqtv7ZEUKshqFXQqi1/UrqgVkFQqyHW6m6aQbX/nxuTT0WGUfsjIiIiooZhkY2IiIyiRmYDO1V5k9aUMiS0JAEvHH/fSL21LRnH30drK6W8YO4E2gEBQGhxPGQaBVQSK3OnQ0RERNSuWP7X30RE1CrYqiohgvEKbETUeDfHoI2qytypEBEREbU7LLIREZFRyDRKc6dARDfINQpzp0BERETU7rDIRkRERqGSyM2dAhHdoOSjokREREQmxzXZiIjIKKpkdhBu/GyMR0Zv9lVk7QaI+BDqP3m52kEiFkEitvw/G41WgEYrILeo0typWB5BC9eaIgDGHTfVMlsj9EZEREREjcEiGxERGYVKYoVklw4IK443Sn8iAEkuHfB3p1lG6a+t+eqFUXB3toGjneXPWCqrVKCgpBr//XKPuVOxSFOu/G70ccNND4iIiIhMj4+LEhGR0cR597Xo/ogsEccNERERUdvAIhsRERlNqnMYSqxcjNJXiZULUp3DjNIXkSXjuCEiIiJqG1hkIyIi4xGJccJ/KID/rQ3VWDfPO+E/FBDxZYraAY4bIiIiojahXazJtmb3VazZfRVpOWVwsJNjWM8AzL+/F5wdrM2dGhFRm3PRqyfcq3LRK/s4BDRuMfeb8ad8BuCiV8+WSZDIAnHcEBERUVuUtX41sv5aher0NEgdHOA2eARCnnoOMidnc6fWItp8kW3B77H4desljB0QisendEdGXjl+2Xgep6/kYsW/x7eKBaOJiFqb/cGjAQC9so836rybhYIDwTEtkBWRZeO4ISIiorYk6ZvPkPHHcnjePQ6Bc55ETWYG0lb8hJKzp9Dzx98hdXA0d4pG16aLbFdSCvDr1ksYNygUHz8zrK69c4gbnvpkJ5asP4eXZ3NxYCIioxOJsT9kLApsvdAv4yCcFcUAoDND59bfS6xccMJ/KGfiUPvFcUNERERtRPm1y7UFtpjx6PTef+va7Tt2xoXnn8D1pT8gbP4rZsywZbTpIttf+xMAAI9N6l6vfUBXP3QJdcffBxLw/IzekEq4dgkRUUu46NUTFz2jEVyShOicWIQWx+vEJLl0QJx339rF2rmWFBHHDREREbV6ORvXAQACH36iXrtr34Fw6NgFOVvWI/SZFyCStq2yVNu6m3+IvZQND2cbhPk76xzr18UHl5ILcCW1EF3DPPSeP2DAAL3tFRUVAAB7e3uj5WpOQlNXWSYyoq6LAVFjFiEyI46ZphNBgAS1u+5oAWgACEgFsNOcabVKrWnMABw3zcFxYzytadxwzJAlaE1jBuC4IcvQ2saNPpWVlQAM10SOHTt2xz6KT8dC7u4BuxDdXc+d+/RH+dVLKI+/AsfOXZuXrIVps0U2tUaLjLwyRHfw0ns82McJAJCaVWqwyGaI6MaIEbX2kXNDG7kNs6mqqgIA2NramjkTMhWOmeYQoeKWMSNC4xZ4p9aL46Y5OG7aI46Z5uH7s/aJ46Z5OG7opubWOgS1GjWZ6XDs3kPvcdvAEABA1fVkFtlai/IqJdQaAa6O+ncQdXWqbS8urzHYR0Oqs0Q3q/v8/4WoYThmiBqP44aocThmiBqP44aMRV1RDkGjhtzFVe9x2Y12VUmJCbMyjTa7iIdCqQYAyGUSvcdvttco1CbLiYiIiIiIiIioLdMoaicziWVyvcfFcisAgLbG8KSn1qrNFtlk0toimkaj/8F89Y12Q0U4IiIiIiIiIiJqnJvFNUGj0XtcUNdOdhLLZSbLyVTabJHN3kYGkQioqFbqPV5eqaiNs9VfWSUiIiIiIiIiosaR2tkDIhHUFeV6j6srygAAEjsHU6ZlEm22yGYll8LL1Q4Zefr/o2bm1e4QGujlaMq0iIiIiIiIiIjaLLGVFaw8vVCTlaH3+M12m4AgU6ZlEm22yAYAPTp4ITW7FIWl1TrHYi9nQy6TICrM3QyZERERERERERG1TU7deqIqLRXKokKdYyWnYyGSy+HYKcoMmbWsNru7KABMGhqObceS8evWi3hhRp+69kvJBYi9lI0xA0Jga932ngEm0+LuO0SNwzFD1HgcN0SNwzFD1HgcN2RMXuMmI2/XVmT8sRyh/3qxrr38ykUUnz4Bz7vGQmJra8YMW0abLrIN7OaH0f1DsGzzRZRXKjGgqx+yCirwy8bzcHOyxnMP9DJ3ikREREREREREbYprv0HwGDUG6b//AnV5GVz6DkRNThbSVvwEuasbQp5+3twptgiRIAj6t99sI9QaLZZvuYiNBxORmV8OB1s5BnX3w7PTesHLzc7c6RERERERERERtTmCWo30lcuQs3UDarIzILV3gGv/wQh5cj6sPL3NnV6LaPNFNiIiIiIiIiIiopbWpjc+ICIiIiIiIiIiMgUW2YiIiIiIiIiIiJqJRTYiIiIiIiIiIqJmYpGNiIiIiIiIiIiomVhkIyIiIiIiIiIiaiYW2ahdWbZsGUQi0W3/+eyzz+Dm5oZOnTpBrVYb7GvAgAFwc3NDYWFhXdu6deswYsQIuLi4wMrKCqGhoZg/fz6KiooM9rN8+XJIpVIEBwcb81aJjMaSxk1OTg6ee+45hIaGwsrKCs7OzhgxYgQ2btzYIvdO1BSWNGa2bt2Ke++9F76+vpDL5fDy8sK0adNw9uzZFrl3oqaypHHzTwsXLoRIJOJ7NbIoljJmUlNTb5vDmDFjWuzPgMgSSc2dAJE5PPPMMxg7dqzeY927d4eNjQ2effZZfP/995g3b55OzB9//IHjx49j0aJFcHNzAwBMnDgRW7duxdSpU7FgwQLY2Njg4MGDWLRoEfbv34/Tp09DJpPV9VFSUoL33nsPCxcuhEQiaZkbJTIic4+b/fv3Y9KkSXBzc8PDDz+MLl26IC8vDwsXLsTkyZOxcuVKzJgxo+X+AIgaydxj5pdffsGjjz6KkSNH4rXXXoO/vz/i4+Px1VdfYdOmTdi9ezcGDx7ccn8ARE1g7nHzT4mJiXj99dfr+iKyNJYyZp5//nmMGjVKp39PT08j3CVRKyIQtSNLly4VAAiLFy++bZxKpRI6d+4suLm5CcXFxfWOVVdXC4GBgUL37t0FtVpd1z527Fjh3LlzOn3Nnz9fACCsXbu2XvvcuXMFDw8PYcWKFcKwYcOEoKCgJt8XUUuylHGzdOlS4b333hMUCkW92MzMTMHa2lqIiopqwt0RGZ+ljJm//vpL2Ldvn07sxYsXBalUKgwcOLBxN0bUgixl3NxKo9EIgwcPFu655x6+VyOLYyljJiUlRQAgLF26tFn3Q9RW8HFRIj2kUim+/PJLFBYW4v333693bMGCBUhLS8M333xTbwbali1b0K1bN52+7rrrLgDAxYsX67XPnz8faWlpmD17dgvcAZHptfS4efjhh/Huu+9CLpfXi/X19UXnzp1x+fJlaLVaY94SUYtq6TEzdepUDB8+XCe2S5cuiIyMRGxsLARBMNLdEJmGKd6j3fTVV1/hwoUL+Oabb4x4B0SmZcoxQ0Rck43IoJiYGEyYMAHffvstEhISANSuB/XJJ5/ggQcewJAhQ+rFi0Qivf2Ul5cDAFxcXOq1R0dHw9raugUyJzKflhw3hmJvxjs5OUEs5ssatS4t/VpjiLW1Nezt7W87rogslSnGTXx8PN566y0sWLAAvr6+Rr4DItMy12sNUXvETyNEt7FgwQIAwCuvvAIAePPNNyEIAj777LMG97F06VKIRKK6b36I2jpTj5sjR44gISEBMTExTUuYyMxMPWYSExNx7tw5vi5Rq9aS40ar1WLOnDkYNGgQHn30UeMlTWRGpnitEQQBCoWi+ckStWIsslG7pFAoUFFRofefWx+d6dChA5599lls2LABX3zxBZYtW4Y33ngD/v7+DbrO0qVLsXv3bsyePRudO3duqdshMglLHDfV1dV47LHHYGVlhXfeeadZ90dkbJY0ZhQKBdLS0rBy5UrExMTAx8cHn376qVHuk8iYLGHcLFiwAOfPn8eSJUuMem9ELcESxgwAzJs3D1KpFNbW1rCzs8Ndd92Fv//+21i3SdR6mGcpOCLzuLlA6O3+SU9Pr3dOSUmJ4OHhIQAQwsLChJqamgZd6+LFi4KdnZ0QHBwslJSU3DaWi+mSJbPUcSMIgvDwww8LAISvvvqqSfdG1BIsccy89tprddeOjo4WEhMTm3WPRMZmKePm8uXLgrW1tfD111/Xa+d7NbI0ljJmCgsLhY8//lhYt26dsHfvXmH9+vXCRx99JISFhQkAhDfeeMNo90zUGkiNXrUjagVefvllTJ48We+xf24z7eTkhJdffhmvvfYa5s2bBysrqzv2X1paivvuuw8A8Pfff8PJyan5SROZmaWNmyVLlmD58uWYNWsWnnvuuQbeBZHpWNKYefrppzFkyBAkJCTg+++/R48ePfDLL7/UnU9kKcw5bjQaDebOnYuePXti3rx5zbgLItMx92uNq6sr/u///q9e25QpU/Dyyy9j0qRJ+PjjjzF79mx06tSpMbdF1GqxyEbtUlhYGAYPHtzg+JsvUA3ZqECpVGLq1KmIj4/H2rVr0b179ybnSWRJLGncbN++Hf/6178wcOBA/PTTTw3OiciULGnMBAUFISgoCADw+OOPo1evXpgzZw6GDh2q8yGMyJzMOW4WL16M06dP49ChQygrK6t3TK1WQ6vVoqSkBADg6OjIzXbIIljSa82t5HI5Xn/9dezYsQO7du1ikY3aDb4yEBmRIAh45JFHsG/fPnz55ZeYOnWquVMisniNHTdnz57FtGnTEBISgo0bN3KXXmp3mvtaY2dnh/vvvx+VlZU4efJkC2VJZFkaMm4SExOhVqsxYMAAuLi41PvnyJEjSE9Pr/s9LS3NDHdBZDrG+Fzj4+MDAKipqTF2ekQWizPZiIzozTffxO+//44XXngB8+fPN3c6RK1CY8bN9evXMX78eNjY2GDbtm1wc3MzUZZElsMYrzU3Z+BwFzhqLxoybubNm4cpU6boPfb8888jJycHq1atAgB4e3u3VKpEFsEYrzWnTp0CAHTp0sWYqRFZNBbZiIxkyZIl+Pjjj3Hffffh888/N3c6RK1CY8ZNSUkJxo0bh5KSEuzbtw9hYWEmypLIcjRmzDzzzDN4/fXXERAQUK+9tLQUK1asgI2NDYYOHdqS6RJZhIaOm/DwcISHh+s95uzsjJKSEgwfPryFsiSyHI15rVm7di2mTJkCqbR+aSE3NxevvfYagoODcffdd7dkukQWhUU2IiM4duwYnnnmGbi7u2P69OnYunWrToybmxsGDBhghuyILFNjx83MmTNx+fJlPPHEE8jPz8fmzZt14gcMGMDZbdRmNXbMXLlyBREREZg2bRqGDh0KNzc3pKSk4Ntvv8X169exaNEiuLu7m/o2iEyK79GIGqexY+bVV1/Fiy++iOnTp6N79+6ws7PDpUuX8MUXX0AkEmH79u2Qy+Wmvg0is2GRjcgIrl27Bo1Gg4KCAkybNk1vzLBhw7B//37TJkZkwRo7bi5fvgyg9tvVJUuW6I3ft28fZxlQm9XYMbNjxw6sWLECa9aswZtvvoni4mI4OjpiwIABWLp0KccKtQt8j0bUOE15rfniiy+wceNGLFq0CGq1GgEBAZg1axZee+01+Pv7mzB7IvMTCYIgmDsJIiIiIiIiIiKi1oy7ixIRERERERERETUTi2xERERERERERETNxCIbERERERERERFRM7HIRkRERERERERE1EwsshERERERERERETUTi2xERERERERERETNxCIbERERERERERFRM7HIRkRERERERERE1EwsshERERERERERETUTi2xERERERERERETNxCIbERERERERERFRM7HIRkRERERERERE1EwsshERERERERERETUTi2xERERERERERETNxCIbERERERERERFRM7HIRkRERERERERE1Ez/D78fGyO5RqShAAAAAElFTkSuQmCC&quot; alt=&quot;PGR 5년 EPS + 변동배당 &amp;mdash; 사이클 정점 (2025)&quot; /&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;FY&lt;/th&gt;
&lt;th&gt;EPS&lt;/th&gt;
&lt;th&gt;연간 총배당&lt;/th&gt;
&lt;th&gt;비고&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;FY21&lt;/td&gt;
&lt;td&gt;$4.27&lt;/td&gt;
&lt;td&gt;$4.30&lt;/td&gt;
&lt;td&gt;정상&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;FY22&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$1.42&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;$0.40&lt;/td&gt;
&lt;td&gt;가격 인상 지연으로 적자 위기&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;FY23&lt;/td&gt;
&lt;td&gt;$6.51&lt;/td&gt;
&lt;td&gt;$0.40&lt;/td&gt;
&lt;td&gt;가격 인상 효과 시작&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;FY24&lt;/td&gt;
&lt;td&gt;$14.40&lt;/td&gt;
&lt;td&gt;$4.90&lt;/td&gt;
&lt;td&gt;자연재해 $890M에도 폭증&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;FY25&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$19.23&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$13.90&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;사이클 정점&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;rarr; FY22 적자 위기 &amp;rarr; FY25 EPS 14배 폭증. 이게 사이클 비즈니스의 본질.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;2. 보험사 핵심 지표 &amp;mdash; Combined Ratio&lt;/h2&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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&quot; alt=&quot;Combined Ratio 추이 &amp;mdash; 100 미만이면 보험 영업 흑자&quot; /&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;기간&lt;/th&gt;
&lt;th&gt;Combined Ratio&lt;/th&gt;
&lt;th&gt;비고&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;FY21&lt;/td&gt;
&lt;td&gt;95.3&lt;/td&gt;
&lt;td&gt;정상&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;FY22&lt;/td&gt;
&lt;td&gt;95.8&lt;/td&gt;
&lt;td&gt;인플레 충격&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;FY23&lt;/td&gt;
&lt;td&gt;94.9&lt;/td&gt;
&lt;td&gt;가격 인상 시작&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;FY24&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;88.8&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;허리케인 Helene/Milton $890M 손실 흡수에도 양호&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;FY25&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;87.4&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;12.6%p 언더라이팅 마진 (업계 평균 압도)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Q1 26&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;86.4&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;컨센 88% 대비 1.6pt 비트&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;핵심 메시지&lt;/b&gt;: 2024~2025의 사이클 정점은 &lt;b&gt;가격 인상 + 자연재해 통제 + Snapshot 데이터 우위&lt;/b&gt;의 삼박자. 2026은 정상화 시작이지만 Q1 86.4는 여전히 강력함.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;3. 현재 주가 및 밸류에이션&lt;/h2&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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&quot; alt=&quot;PGR PER 10년 추이 &amp;mdash; 사이클 정점 EPS로 디레이팅&quot; /&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;항목&lt;/th&gt;
&lt;th&gt;값&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;현재 주가&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$207.50&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;시가총액&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$118.6B&lt;/b&gt; (약 163조 원)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;52주 최고/최저&lt;/td&gt;
&lt;td&gt;$289.96 / $197.92&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;1년 고점 대비&lt;/td&gt;
&lt;td&gt;&lt;b&gt;-28%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;PER (TTM)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;10.5x&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Normalized PER&lt;/td&gt;
&lt;td&gt;14~16x (정상화 EPS $13~15 기준)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;P/B&lt;/td&gt;
&lt;td&gt;약 4~5배&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2025 총배당&lt;/td&gt;
&lt;td&gt;$13.90 ($13.50 변동 + $0.40 정기)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;배당수익률&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;약 6.7~7.0%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Payout Ratio&lt;/td&gt;
&lt;td&gt;25.4%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;12개월 컨센서스 목표가&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$238.85&lt;/b&gt; (+15%)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;분석가 등급&lt;/td&gt;
&lt;td&gt;BMO $221, Wells Fargo $218, BofA $312 (Buy), Morgan Stanley $190 (Underweight)&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;핵심&lt;/b&gt;: PER 10.5배는 역사적 저점. 단, 2025의 사이클 정점 EPS 기준이라 &lt;b&gt;Normalized로 보면 14~16배&lt;/b&gt; (5년 평균 18~22배 대비 여전히 디스카운트).&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;4. Bull Case &amp;mdash; 4가지 강점&lt;/h2&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;4-1. 시장 점유율 1위 등극 임박&lt;/h3&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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&quot; alt=&quot;PGR vs State Farm &amp;mdash; 격차 0.04%p, 곧 1위 등극 가능&quot; /&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;회사&lt;/th&gt;
&lt;th&gt;2024 시장점유율&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;State Farm&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;18.64%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Progressive&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;18.60%&lt;/b&gt; &amp;larr; 격차 0.04%p&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;GEICO (Berkshire)&lt;/td&gt;
&lt;td&gt;11.56%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Allstate&lt;/td&gt;
&lt;td&gt;10.15%&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;2026년 내 1위 등극 가능성&lt;/b&gt;. 일부 카테고리(Total Auto DPW)에서는 이미 추월. State Farm은 기술 투자 부족으로 점진적 약화.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;4-2. Snapshot 텔레매틱스 &amp;mdash; 17년 데이터 해자&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;2008년 업계 최초 UBI 출시&lt;/li&gt;
&lt;li&gt;누적 17년 텔레매틱스 데이터 &amp;rarr; AI 가격 책정 알고리즘 우위&lt;/li&gt;
&lt;li&gt;&quot;Skim the cream&quot; &amp;mdash; 좋은 위험만 선별 인수&lt;/li&gt;
&lt;li&gt;평균 절감액 $322/년, 가입자 만족도 높음&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;4-3. Direct 채널 + Property 다각화&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;2025년 Direct Auto PIF &lt;b&gt;+21%&lt;/b&gt;, Agency +16% (Direct가 더 빠르게 성장)&lt;/li&gt;
&lt;li&gt;광고비 효율 + 마진 우위&lt;/li&gt;
&lt;li&gt;Commercial PIF 120만 건(+5%), Property로 다각화&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;4-4. 투자 포트폴리오 + 변동배당&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;2025년 투자 수익률 &lt;b&gt;7.33%&lt;/b&gt;, 세후 ~$5B 기여&lt;/li&gt;
&lt;li&gt;평균 신용등급 AA-, 보수적 운용&lt;/li&gt;
&lt;li&gt;채권 만기 도래 시 고금리 재투자 효과&lt;/li&gt;
&lt;li&gt;&lt;b&gt;변동배당 7% 수준은 다운사이드 방어&lt;/b&gt;의 핵심&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;5. Bear Case &amp;mdash; 5가지 리스크&lt;/h2&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;5-1. 보험 사이클 정점 &amp;mdash; 가장 뜨거운 이슈&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;2022~2025 큰 폭의 가격 인상기 종료&lt;/li&gt;
&lt;li&gt;&lt;b&gt;2026년 시장 평균 인상폭 1% 미만 예상&lt;/b&gt;, 5개 대형사는 인하 전망&lt;/li&gt;
&lt;li&gt;2026E EPS 컨센서스 &lt;b&gt;$17~18&lt;/b&gt; (vs 2025 $19.23) &amp;mdash; 정상화 진행 중&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;5-2. 자연재해 노출 확대&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;2024 허리케인 Helene $563M + Milton $325M = &lt;b&gt;$890M+&lt;/b&gt; 손실&lt;/li&gt;
&lt;li&gt;Property 부문 확대로 노출 증가&lt;/li&gt;
&lt;li&gt;기후변화로 CAT(catastrophe) 빈도 상승 추세&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;5-3. 자율주행 장기 위협&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;Morningstar: 2044년까지 &lt;b&gt;개인 자동차보험 시장 소멸 가능성&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;2026년 1월 &lt;b&gt;Lemonade가 Tesla FSD 마일에 50% 할인 보험 출시&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;사고 빈도 감소 시 보험료 시장 자체가 줄어듦&lt;/li&gt;
&lt;li&gt;5~10년 장기 워치 포인트&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;5-4. 경쟁 격화&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;GEICO 회복 중&lt;/b&gt;: Berkshire가 기술 투자 강화&lt;/li&gt;
&lt;li&gt;&lt;b&gt;State Farm 가격 인하 전환&lt;/b&gt;: 일부 시장 가격 압박&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Tesla Insurance&lt;/b&gt;: 12개주 운영, FSD 데이터 기반&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Lemonade&amp;middot;Root&lt;/b&gt;: 디지털 인슈어테크&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;5-5. 금리 인하 시 투자 수익 감소&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;Fed 금리 인하 시 신규 채권 재투자 수익률 하락&lt;/li&gt;
&lt;li&gt;Float 운용 수익 압박&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;5-6. 최근 분석가 하향&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;Morgan Stanley Underweight&lt;/b&gt;, 목표가 $205&amp;rarr;$190 (2026.3.31)&lt;/li&gt;
&lt;li&gt;BofA&amp;middot;Morgan Stanley 가격목표 하향 잇달아&lt;/li&gt;
&lt;li&gt;4월 10일 -3.04% 급락&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;6. 경쟁 구도&lt;/h2&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;6-1. 상장 종합 P&amp;amp;C&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;회사&lt;/th&gt;
&lt;th&gt;시총&lt;/th&gt;
&lt;th&gt;특징&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Progressive (PGR)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;$118.6B&lt;/td&gt;
&lt;td&gt;자동차 전문, 1위 등극 임박&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Travelers (TRV)&lt;/td&gt;
&lt;td&gt;~$60B&lt;/td&gt;
&lt;td&gt;상업 위주&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Chubb (CB)&lt;/td&gt;
&lt;td&gt;~$110B&lt;/td&gt;
&lt;td&gt;글로벌&amp;middot;고급&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Allstate (ALL)&lt;/td&gt;
&lt;td&gt;~$50B&lt;/td&gt;
&lt;td&gt;자동차+주택 종합&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Hartford (HIG)&lt;/td&gt;
&lt;td&gt;~$30B&lt;/td&gt;
&lt;td&gt;상업&amp;middot;중소기업&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;6-2. 비상장 자동차 강자&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;회사&lt;/th&gt;
&lt;th&gt;비고&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;GEICO (Berkshire 자회사)&lt;/td&gt;
&lt;td&gt;회복 중, Direct 채널 강함&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Liberty Mutual&lt;/td&gt;
&lt;td&gt;상호회사&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;State Farm (상호회사)&lt;/td&gt;
&lt;td&gt;시총 0이지만 시장 1위, 기술 약함&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;6-3. Insurtech 신흥 위협&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;회사&lt;/th&gt;
&lt;th&gt;위협 강도&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Lemonade (LMND)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;자동차 정책 84,273건. &lt;b&gt;Tesla FSD 보험 화제&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Root (ROOT)&lt;/td&gt;
&lt;td&gt;텔레매틱스 기반&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Tesla Insurance&lt;/td&gt;
&lt;td&gt;12개주, 자체 데이터 활용&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;7. 1년 주가 흐름과 이벤트&lt;/h2&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;시점&lt;/th&gt;
&lt;th&gt;이벤트&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;2025 전체&lt;/td&gt;
&lt;td&gt;EPS $19.23 (+34%), CR 87.4 &amp;rarr; 시장 환호로 고점 $290&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;2025.12&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;변동배당 $13.50 발표 (배당수익률 7% 진입)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;2026.1&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;고점 대비 -21% 조정, &quot;사이클 정점&quot; 우려 시작&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2026.3.27&lt;/td&gt;
&lt;td&gt;-2.0% 하락&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;2026.3.31&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;Morgan Stanley Underweight, 목표가 $205&amp;rarr;$190&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2026.4.10&lt;/td&gt;
&lt;td&gt;&lt;b&gt;-3.04% 급락&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;2026.4.15&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;Q1 2026 실적&lt;/b&gt;: 매출 $22.19B, 순이익 $2.82B (+10%), EPS $4.96 (컨센 $4.87 비트), CR 86.4, NPW +10%, PIF +9%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2026.4.22&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$207.50&lt;/b&gt; (저점 $197.92 대비 +5% 반등)&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;8. 시나리오별 12개월 목표가&lt;/h2&gt;
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&quot; alt=&quot;12개월 시나리오별 목표가 &amp;mdash; 변동배당 7%로 다운사이드 방어&quot; /&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;시나리오&lt;/th&gt;
&lt;th&gt;가정&lt;/th&gt;
&lt;th&gt;EPS&lt;/th&gt;
&lt;th&gt;PER&lt;/th&gt;
&lt;th&gt;목표가&lt;/th&gt;
&lt;th&gt;현재가 대비&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Bull&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;CR 87 유지, PIF +10% 지속, AI 우위 재평가&lt;/td&gt;
&lt;td&gt;$19+&lt;/td&gt;
&lt;td&gt;14x&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$295&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;+42%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Base&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;EPS 정상화 ($16~17), CR 89, PER 12배, 1위 등극&lt;/td&gt;
&lt;td&gt;$17&lt;/td&gt;
&lt;td&gt;12x&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$230&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;+11%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Bear&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;보험료 인하 사이클, CR 92+, EPS $13&lt;/td&gt;
&lt;td&gt;$13&lt;/td&gt;
&lt;td&gt;11x&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$170&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;-18%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;위험-보상&lt;/b&gt;: Base +11% vs Bear -18% &amp;mdash; 약간의 하방 우위. 그러나 &lt;b&gt;변동배당 7%가 다운사이드를 메꿔준다&lt;/b&gt;는 점이 핵심.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;애널리스트 컨센서스 평균 &lt;b&gt;$238.85&lt;/b&gt; (Base와 Bull 사이).&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;9. 한국 투자자 관점&lt;/h2&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;9-1. 환&amp;middot;세금&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;USD/KRW 환 노출 100%&lt;/li&gt;
&lt;li&gt;양도세 22% (250만 원 공제 후)&lt;/li&gt;
&lt;li&gt;배당세 15% (미국 원천)&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;9-2. 비교 가능한 한국 종목&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;항목&lt;/th&gt;
&lt;th&gt;Progressive&lt;/th&gt;
&lt;th&gt;삼성화재&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;매출&lt;/td&gt;
&lt;td&gt;$87.6B&lt;/td&gt;
&lt;td&gt;약 26조 원&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Combined Ratio&lt;/td&gt;
&lt;td&gt;87.4&lt;/td&gt;
&lt;td&gt;86.6 (2025 11월 누계)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;ROE&lt;/td&gt;
&lt;td&gt;&lt;b&gt;30%+&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;10%대&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Forward PER&lt;/td&gt;
&lt;td&gt;10.5x&lt;/td&gt;
&lt;td&gt;~10x&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;배당수익률&lt;/td&gt;
&lt;td&gt;&lt;b&gt;6.7~7.0%&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;4~5%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;비즈니스&lt;/td&gt;
&lt;td&gt;자동차+주택+상업&lt;/td&gt;
&lt;td&gt;자동차+장기보험&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;rarr; 손해율은 비슷하지만 &lt;b&gt;PGR의 ROE가 3배 높다&lt;/b&gt;. 한국 손보업은 규제(실손, 자동차 가격 통제)로 마진 확대가 어려움.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;9-3. 포트폴리오 의미&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;미국 보험 사이클 + 텔레매틱스/AI 인슈어테크 익스포저&lt;/li&gt;
&lt;li&gt;&lt;b&gt;변동배당 7%는 한국 개인투자자에게 매력적&lt;/b&gt; (단, 다음 해 변동배당 줄면 yield 급변 주의)&lt;/li&gt;
&lt;li&gt;삼성화재와 분산 보유 시 한미 손보 사이클 헷지&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;10. 모니터링 체크리스트&lt;/h2&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;우선순위&lt;/th&gt;
&lt;th&gt;지표/이벤트&lt;/th&gt;
&lt;th&gt;시점&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;  1&lt;/td&gt;
&lt;td&gt;&lt;b&gt;월간 Combined Ratio&lt;/b&gt; (PGR은 매월 실적 공시 &amp;mdash; 업계 유일) &amp;rarr; 88% 초과 시 경계&lt;/td&gt;
&lt;td&gt;매월&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;  2&lt;/td&gt;
&lt;td&gt;&lt;b&gt;PIF 성장률&lt;/b&gt; &amp;rarr; +5% 미만으로 둔화 시 경고&lt;/td&gt;
&lt;td&gt;분기마다&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;  3&lt;/td&gt;
&lt;td&gt;&lt;b&gt;2026 변동배당 결정&lt;/b&gt; &amp;rarr; $10 미만이면 자본여력 약화 시그널&lt;/td&gt;
&lt;td&gt;2026.12&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;  4&lt;/td&gt;
&lt;td&gt;Tesla Insurance 확장 + Lemonade-Tesla FSD 보험 가입자 추이&lt;/td&gt;
&lt;td&gt;상시&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;  5&lt;/td&gt;
&lt;td&gt;자동차 부품&amp;middot;노동&amp;middot;의료비 인플레 (Loss severity)&lt;/td&gt;
&lt;td&gt;상시&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;  6&lt;/td&gt;
&lt;td&gt;Fed 금리 경로 &amp;rarr; 투자수익 영향&lt;/td&gt;
&lt;td&gt;상시&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;  7&lt;/td&gt;
&lt;td&gt;State Farm vs Progressive 분기 시장점유율 (NAIC 발표)&lt;/td&gt;
&lt;td&gt;분기마다&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;  8&lt;/td&gt;
&lt;td&gt;자연재해 시즌 (허리케인 6~11월)&lt;/td&gt;
&lt;td&gt;시즌마다&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;11. 액션 가이드&lt;/h2&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;보유 상태&lt;/th&gt;
&lt;th&gt;권고&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;미보유&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;분할 매수 시작&lt;/b&gt; ($200 이하 구간), 자산의 &lt;b&gt;3~5%&lt;/b&gt; 한도&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;소량(&amp;lt;5%)&lt;/td&gt;
&lt;td&gt;유지 / 변동배당 결정(12월) 후 추가 결정&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;과다(&amp;gt;10%)&lt;/td&gt;
&lt;td&gt;부분 트림 고려 (사이클 정점 진입 위험)&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;손절선&lt;/b&gt;: $180 이탈 시 보험 사이클 추가 악화 가능성, 재검토.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;결론 &amp;mdash; 핵심 베팅 논리&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;요약하면 다음과 같다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;밸류에이션&lt;/b&gt;: PER 10.5배 (TTM), Normalized 14~16배. 역사적 저평가 구간.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;시장 위치&lt;/b&gt;: State Farm과 0.04%p 차이, &lt;b&gt;2026년 내 1위 등극 가능성&lt;/b&gt;.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;단기 역풍&lt;/b&gt;: 보험료 인하 사이클 + Morgan Stanley Underweight = 가격 반영 진행 중.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;장기 동력&lt;/b&gt;: Snapshot 17년 데이터 해자, Direct 채널 +21% 성장, 변동배당 7%.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;위험-보상&lt;/b&gt;: Base +11% vs Bear -18% &amp;mdash; &lt;b&gt;다운사이드를 변동배당이 메꿔주는 구조&lt;/b&gt;.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;핵심 베팅 논리&lt;/b&gt;: &quot;사이클 정점&quot; 우려는 합리적이지만, &lt;b&gt;Q1 2026 비트&lt;/b&gt;로 정상화가 점진적임을 확인. 변동배당 7%로 다운사이드 방어 + 1위 등극 모멘텀 + Snapshot 해자 = &lt;b&gt;사이클 후반 자본환원주&lt;/b&gt;로서 매력적. 단, 5~10년 관점에서는 자율주행이 시장 자체를 줄일 수 있어 &lt;b&gt;장기 보유보다는 사이클 매매 관점&lt;/b&gt;이 적합.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;자산의 3~5%, $200 이하 분할 매수, $180 이탈 시 손절 &amp;mdash; 이게 데이터가 말하는 합리적 진입 방식이다.&lt;/p&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;핵심 출처&lt;/h2&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;a href=&quot;https://www.insurancejournal.com/news/national/2026/04/15/866006.htm&quot;&gt;Progressive Q1 2026 Net Income Up 10% &amp;mdash; Insurance Journal (2026-04-15)&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://www.carriermanagement.com/news/2026/04/15/286789.htm&quot;&gt;Progressive Q1 2026 Income Up Nearly 10% &amp;mdash; Carrier Management&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://collisionweek.com/2026/04/02/progressive-closes-gap-state-farm-top-u-s-auto-insurers-reshape-market-2025/&quot;&gt;Progressive Closes Gap with State Farm &amp;mdash; CollisionWeek (2026-04-02)&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://www.repairerdrivennews.com/2026/03/31/state-farm-progressive-hold-37-of-auto-insurance-market-share-naic-data-shows/&quot;&gt;State Farm, Progressive hold 37% of auto insurance &amp;mdash; Repairer Driven News&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://alexandersteinberg.substack.com/p/progressive-2026-and-beyond-operational&quot;&gt;Progressive 2026 and Beyond: AV-Driven Premium Compression &amp;mdash; Substack&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://www.fool.com/investing/2026/01/11/down-21-from-all-time-highs-is-progressive-stock-a/&quot;&gt;Down 21% From All-Time Highs, Is Progressive Stock a Buy? &amp;mdash; Motley Fool&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://techcrunch.com/2026/01/21/lemonade-launches-an-insurance-product-for-tesla-full-self-driving-customers/&quot;&gt;Lemonade launches Tesla FSD insurance &amp;mdash; TechCrunch (2026-01-21)&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://www.thetruthaboutcars.com/cars/news-blog/auto-insurance-rates-leveling-off-in-2026-preserving-last-years-price-drop-45133870&quot;&gt;Auto Insurance Rates Leveling Off in 2026 &amp;mdash; The Truth About Cars&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://investors.progressive.com/financials/financial-results/default.aspx&quot;&gt;Progressive Investor Relations &amp;mdash; Financial Results&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://stockanalysis.com/stocks/pgr/&quot;&gt;PGR Stock Overview &amp;mdash; Stock Analysis&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div class=&quot;disclaimer&quot;&gt;본 글은 제가 공부한 내용을 정리한 &lt;b&gt;개인 의견 및 정보 제공&lt;/b&gt; 목적의 글이며, 특정 종목&amp;middot;상품에 대한 투자 자문이 아닙니다. 투자 판단과 책임은 본인에게 있습니다.&lt;/div&gt;
&lt;/div&gt;</description>
      <category>좋은 기업을 찾는 것이 전부</category>
      <category>PGR</category>
      <category>progressive</category>
      <category>미국주식</category>
      <category>변동배당</category>
      <category>사이클투자</category>
      <category>손해보험</category>
      <category>자동차보험</category>
      <category>종목분석</category>
      <category>텔레매틱스</category>
      <category>프로그레시브</category>
      <author>Stock &amp;amp; Data</author>
      <guid isPermaLink="true">https://milordkim.tistory.com/16</guid>
      <comments>https://milordkim.tistory.com/16#entry16comment</comments>
      <pubDate>Thu, 23 Apr 2026 09:54:33 +0900</pubDate>
    </item>
    <item>
      <title>엑센추어(ACN), 글로벌 1위 IT 컨설팅 &amp;mdash; 데이터로 본 주가 향방</title>
      <link>https://milordkim.tistory.com/15</link>
      <description>&lt;div&gt;
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alt=&quot;Accenture (ACN) 5년 주가 &amp;mdash; 1년간 -30% 조정&quot; /&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;엑센추어(NYSE: &lt;b&gt;ACN&lt;/b&gt;)는 글로벌 1위 IT 컨설팅 기업이다. 2026년 4월 22일 종가 &lt;b&gt;$194.42&lt;/b&gt;, 1년간 &lt;b&gt;-30%&lt;/b&gt; 조정. PER &lt;b&gt;14.6배&lt;/b&gt;로 10년 평균 27배의 절반 수준이다. 이 디레이팅의 원인은 ① &lt;b&gt;DOGE(Department of Government Efficiency) 발 연방 계약 해지&lt;/b&gt;, ② &lt;b&gt;AI가 컨설팅을 자가잠식&lt;/b&gt;할 것이라는 공포, ③ &lt;b&gt;FY26 가이던스 하향&lt;/b&gt;의 3박자. 이 글은 비즈니스 모델&amp;middot;경쟁 구도&amp;middot;시나리오별 목표가까지 데이터 위에서 정리한다.&lt;/p&gt;
&lt;blockquote data-ke-style=&quot;style1&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;미리 알아둘 용어&lt;/b&gt;&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;Accenture (ACN)&lt;/b&gt;: 글로벌 IT 컨설팅&amp;middot;아웃소싱 기업. 본사 아일랜드 더블린(조세 효율), 미국 NYSE 상장.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Consulting&lt;/b&gt;: 전략&amp;middot;기술 자문 (단기 프로젝트). FY25 매출 50%.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Managed Services&lt;/b&gt;: IT 운영&amp;middot;인프라 위탁 (장기 계약). FY25 매출 50%.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Bookings(신규 수주)&lt;/b&gt;: 분기 동안 새로 체결한 계약 총액. &lt;b&gt;6~18개월 후 매출의 선행지표&lt;/b&gt;.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;DOGE (Department of Government Efficiency)&lt;/b&gt;: 트럼프 2기 행정부의 정부 지출 감축 기구. 2025년 컨설팅 계약 대량 해지 진행 중.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;AFS (Accenture Federal Services)&lt;/b&gt;: 미국 연방정부 전담 자회사. ACN 매출의 약 &lt;b&gt;8% (~$5.5B)&lt;/b&gt;.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;AI 자가잠식&lt;/b&gt;: AI 코딩 도구(Devin&amp;middot;Cursor 등)가 컨설턴트의 시간을 대체해 시간당 빌링 모델 자체가 무너질 가능성.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;MBB&lt;/b&gt;: McKinsey, BCG, Bain &amp;mdash; 비상장 전략 컨설팅 3대장.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;CAGR&lt;/b&gt;: 연평균 복리수익률(Compound Annual Growth Rate).&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Forward PER&lt;/b&gt;: 향후 12개월 예상 EPS 기준 주가수익비율. 시장이 미래를 어떻게 보는지의 지표.&lt;/li&gt;
&lt;/ul&gt;
&lt;/blockquote&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;1. 비즈니스 모델 &amp;mdash; 글로벌 1위, 78만 직원&lt;/h2&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;1-1. 핵심 지표 (FY2025, 회계연도 2024.9~2025.8)&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;항목&lt;/th&gt;
&lt;th&gt;수치&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;총 매출&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$69.7B&lt;/b&gt; (+7% YoY)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;영업이익&lt;/td&gt;
&lt;td&gt;$10.2B&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;GAAP 영업이익률&lt;/td&gt;
&lt;td&gt;14.7% (Adjusted 15.6%)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;순이익&lt;/td&gt;
&lt;td&gt;$7.7B&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;EPS (Diluted)&lt;/td&gt;
&lt;td&gt;$12.15&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;직원 수&lt;/td&gt;
&lt;td&gt;&lt;b&gt;약 78만 명&lt;/b&gt; (FY26 Q1 783,691명)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;본사&lt;/td&gt;
&lt;td&gt;아일랜드 더블린&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;1-2. 매출 구조&lt;/h3&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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alt=&quot;ACN 5년 매출 + 영업이익률 &amp;mdash; 매출 성장 둔화, 마진 약간 압박&quot; /&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;구분&lt;/th&gt;
&lt;th&gt;FY25 매출&lt;/th&gt;
&lt;th&gt;비중&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Consulting&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;$35.1B&lt;/td&gt;
&lt;td&gt;50%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Managed Services&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;$34.6B&lt;/td&gt;
&lt;td&gt;50%&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;핵심 변화: &lt;b&gt;Managed Services 신규 수주($43.0B)가 Consulting($37.6B)을 추월&lt;/b&gt;. 경기 둔화기엔 안정적 장기 계약이 늘어나는 구조 변화 진행 중.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;1-3. 산업 그룹별 (FY25 추정)&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;산업&lt;/th&gt;
&lt;th&gt;매출&lt;/th&gt;
&lt;th&gt;비중&lt;/th&gt;
&lt;th&gt;Q2 FY26 성장&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;Products (소비재&amp;middot;자동차&amp;middot;항공)&lt;/td&gt;
&lt;td&gt;~$20B&lt;/td&gt;
&lt;td&gt;29%&lt;/td&gt;
&lt;td&gt;견조&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Health &amp;amp; Public Service&lt;/td&gt;
&lt;td&gt;~$15B&lt;/td&gt;
&lt;td&gt;22%&lt;/td&gt;
&lt;td&gt;&lt;b&gt;-1%&lt;/b&gt; (DOGE 충격)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Financial Services&lt;/td&gt;
&lt;td&gt;~$12.8B&lt;/td&gt;
&lt;td&gt;18%&lt;/td&gt;
&lt;td&gt;견조&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Communications, Media &amp;amp; Tech&lt;/td&gt;
&lt;td&gt;~$11.5B&lt;/td&gt;
&lt;td&gt;16%&lt;/td&gt;
&lt;td&gt;&lt;b&gt;+10%&lt;/b&gt; (최강)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Resources (에너지&amp;middot;유틸리티)&lt;/td&gt;
&lt;td&gt;~$10B&lt;/td&gt;
&lt;td&gt;14%&lt;/td&gt;
&lt;td&gt;견조&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;1-4. 지역별 (FY25)&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;지역&lt;/th&gt;
&lt;th&gt;매출&lt;/th&gt;
&lt;th&gt;비중&lt;/th&gt;
&lt;th&gt;Q2 FY26 현지통화 성장&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;Americas (미국 중심)&lt;/td&gt;
&lt;td&gt;$35.1B&lt;/td&gt;
&lt;td&gt;50%&lt;/td&gt;
&lt;td&gt;+3%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;EMEA&lt;/td&gt;
&lt;td&gt;$24.6B&lt;/td&gt;
&lt;td&gt;35%&lt;/td&gt;
&lt;td&gt;+2%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Asia Pacific&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;$10.0B&lt;/td&gt;
&lt;td&gt;14%&lt;/td&gt;
&lt;td&gt;&lt;b&gt;+10%&lt;/b&gt; (최강)&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;rarr; &lt;b&gt;미국 의존도 50%&lt;/b&gt;. USD/KRW 환율 변동 노출이 큼.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;2. 1년 주가 흐름 &amp;mdash; 무엇이 -30%를 만들었나&lt;/h2&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;시점&lt;/th&gt;
&lt;th&gt;이벤트&lt;/th&gt;
&lt;th&gt;주가 영향&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;2025.초&lt;/td&gt;
&lt;td&gt;52주 고점 $325 부근&lt;/td&gt;
&lt;td&gt;&amp;mdash;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;2025.3.20&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;CEO Sweet &quot;DOGE로 일부 계약 손실&quot; 발언&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;-7%&lt;/b&gt; (DOGE 첫 기업 희생자 낙인)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2025.중반&lt;/td&gt;
&lt;td&gt;22,000명 감원, 구조조정 비용 $865M&lt;/td&gt;
&lt;td&gt;횡보&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2025.9&lt;/td&gt;
&lt;td&gt;FY25 결산 매출 $69.7B (+7%)&lt;/td&gt;
&lt;td&gt;단기 반등&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;2025.12.9&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;Anthropic 다년 파트너십 발표&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;+&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2025.12.16&lt;/td&gt;
&lt;td&gt;Morgan Stanley Overweight 상향, 목표가 $320&lt;/td&gt;
&lt;td&gt;+&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2025.12.18&lt;/td&gt;
&lt;td&gt;Q1 FY26 비트, AI 수주 $2.2B&lt;/td&gt;
&lt;td&gt;+&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;2026.2.24&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;AI 디스럽션 공포 셀오프&lt;/b&gt; (Devin/Cursor 충격)&lt;/td&gt;
&lt;td&gt;&lt;b&gt;-6.6%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2026.3.19&lt;/td&gt;
&lt;td&gt;Q2 FY26: 매출 $18.0B 비트, &lt;b&gt;수주 $22.1B 사상 최대&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;혼조&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;2026.4.9&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;FY26 가이던스 하향&lt;/b&gt; ($71.8~73.2B)&lt;/td&gt;
&lt;td&gt;&lt;b&gt;-7~10%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2026.4.11&lt;/td&gt;
&lt;td&gt;&lt;b&gt;52주 신저가 $177.50&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&amp;mdash;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;2026.4.22&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$194.42&lt;/b&gt; (저점 대비 +9.5% 반등)&lt;/td&gt;
&lt;td&gt;&amp;mdash;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;위 5년 차트의 우측 끝 빨간 마커들이 2025~2026년의 디레이팅 구간이다. 사상 최고 $416(2022.1) 대비 &lt;b&gt;-53%&lt;/b&gt;, 1년 고점 $325 대비 &lt;b&gt;-40%&lt;/b&gt; 빠진 상태.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;3. 밸류에이션 &amp;mdash; 코로나 직후 수준&lt;/h2&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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alt=&quot;ACN Forward PER 10년 추이 &amp;mdash; 코로나 직후 수준의 디레이팅&quot; /&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;항목&lt;/th&gt;
&lt;th&gt;값&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;현재 주가&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$194.42&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;시가총액&lt;/td&gt;
&lt;td&gt;$120B (약 165조 원)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;PER (TTM)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;14.6x&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Forward PER (FY26)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;14.0x&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;10년 평균 Forward PER&lt;/td&gt;
&lt;td&gt;약 &lt;b&gt;24~27x&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;EV/EBITDA&lt;/td&gt;
&lt;td&gt;약 9~10x (역사 평균 16~18x)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;배당수익률&lt;/td&gt;
&lt;td&gt;약 &lt;b&gt;2.5%&lt;/b&gt; (분기 $1.63 = 연 $6.52)&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;연속 배당 인상&lt;/td&gt;
&lt;td&gt;7년&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;핵심&lt;/b&gt;: Forward PER 14배는 &lt;b&gt;2020년 3월 코로나 패닉 수준&lt;/b&gt;. 시장은 이미 성장 둔화 + DOGE 충격 + AI 잠식까지 가격에 반영 완료.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;4. Bull Case &amp;mdash; 성장 동력 4가지&lt;/h2&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;4-1. AI/GenAI 컨설팅 &amp;mdash; 가장 핵심&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;누적 AI 수주 $11.5B+&lt;/b&gt; (Q2 FY26 기준)&lt;/li&gt;
&lt;li&gt;&lt;b&gt;AI/Data 인력 85,000명+&lt;/b&gt; (목표 80,000명 조기 달성)&lt;/li&gt;
&lt;li&gt;Q1 FY26: 분기 AI 수주 $2.2B (전년비 2배), AI 매출 $1.1B&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Anthropic 다년 파트너십&lt;/b&gt;(2025.12): 30,000명 컨설턴트 Claude 교육, Claude Code 엔터프라이즈 배포 주도&lt;/li&gt;
&lt;li&gt;Q2 FY26부터 &quot;AI가 모든 사업에 내재화&quot;라며 별도 공시 중단 &amp;rarr; AI는 옵션이 아닌 기본&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;4-2. 강력한 수주 &amp;mdash; 선행지표&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;Q2 FY26 분기 신규 수주 $22.1B 사상 최대&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;$100M+ 메가딜 41건&lt;/li&gt;
&lt;li&gt;Bookings는 6~18개월 후 매출의 선행지표 &amp;rarr; 2026 하반기 매출 회복 시그널&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;4-3. M&amp;amp;A 기계&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;2026년에도 CyberCX(사이버보안), Faculty(영국 AI), Ookla(네트워크) 등 인수 지속&lt;/li&gt;
&lt;li&gt;연 &lt;b&gt;$2~3B 인수&lt;/b&gt;에 투입, 신기술 영역 빠른 진입&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;4-4. 자본환원 강화&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;FY26 자유현금흐름 가이던스 &lt;b&gt;$10.8~11.5B&lt;/b&gt; ($1B 상향)&lt;/li&gt;
&lt;li&gt;자사주 매입 잔여 권한 &lt;b&gt;$4.4B&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;분기 배당 &lt;b&gt;+10% 인상&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;5. Bear Case &amp;mdash; 5가지 리스크&lt;/h2&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;5-1. DOGE 충격 &amp;mdash; 가장 뜨거운 이슈&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;연방서비스(AFS) 매출 비중 약 8%&lt;/b&gt; (~$5.5B)&lt;/li&gt;
&lt;li&gt;2025년 DOGE 주도로 &lt;b&gt;30개 계약 $240M 해지&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;공군 Cloud One $1.4B 계약 단일 해지&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;국방부도 Accenture/Booz Allen/Deloitte에 일제 해지 통보&lt;/li&gt;
&lt;li&gt;업계 전체(ACN+Booz+Deloitte) 6~12개월 내 4,000~5,000명 감원 예상&lt;/li&gt;
&lt;li&gt;&amp;rarr; &lt;b&gt;Q2 FY26 H&amp;amp;PS 부문 -1% 역성장&lt;/b&gt;의 직접 원인&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;5-2. FY26 가이던스 하향 (2026.4.9)&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;매출 가이던스 &lt;b&gt;$71.8~73.2B&lt;/b&gt;로 하향&lt;/li&gt;
&lt;li&gt;컨센서스 $73.9B 미달&lt;/li&gt;
&lt;li&gt;발표 직후 &lt;b&gt;주가 -7%&lt;/b&gt;, 4월 11일 신저가 $186.99 갱신&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;5-3. AI 자가잠식 우려&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;Cognition의 &lt;b&gt;Devin AI&lt;/b&gt;, &lt;b&gt;Cursor&lt;/b&gt;, &lt;b&gt;Claude Code&lt;/b&gt; 등이 컨설턴트 코딩 시간 대체&lt;/li&gt;
&lt;li&gt;시간당 빌링 모델이 무너지면 매출 구조 재편 불가피&lt;/li&gt;
&lt;li&gt;2026.2 &quot;AI 디스럽션 공포&quot;로 ACN -6.6% 단일일 급락&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;5-4. 인건비/구조조정&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;2025년 &lt;b&gt;22,000명 감원&lt;/b&gt;, 구조조정 비용 $865M&lt;/li&gt;
&lt;li&gt;동시에 FY26 채용 재개(AI 인력) &amp;rarr; &lt;b&gt;AI 인력 단가 상승 + 기존 인력 정리&lt;/b&gt;의 이중 부담&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;5-5. 환율&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;매출 50%가 미국 외 &amp;rarr; 달러 강세 시 EMEA/APAC 환산 매출 감소&lt;/li&gt;
&lt;li&gt;FY26 가이던스는 USD 환산 +2.5% FX tailwind 가정 (달러 약세 베팅)&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;6. 경쟁 구도&lt;/h2&gt;
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qvXq1dP27dt19+5dvfvuuwoLC9OAAQPSHHNUVJR++eUXu3NffvllkguxSjGjS+Imp+7fojopmzZtSvIf0pIlS+rZZ5/V999/byySbjKZ1KZNGz3zzDOKjIzU6tWrtW7dOkVERKhjx47Knz+/sb15XLE7+TVp0kTNmjXT5cuXtWrVKgUHB8vd3V1Wq1X//vuvbDabMYJr69atdkmOw4cP69SpU8bP7s6dOzp+/LgkKUuWLKpataok6dixY8aH1bJly6pJkyYqUqSIbt68qZ9++kmnTp1SeHi4Bg8ebLejVVzHjx+X2WxWt27dVLFiRSMBduLECb388svGrkcVKlRQhw4djJFTia1z46i4H9wqVqyYYJ0jR44YH3QS065du1QliuJOySlTpowCAgJSfG3RokWVO3duu3OnT59OlyRcYuImJ5L6YJlRREREGKO9AgIC1LBhQ0kxyaaZM2dKiklCxZ6XYtb3iZXQ715atGjRQkFBQTp48KBOnjyp+fPnq127dk5pOy4PDw81aNDAeH1/+umnatCggTE9z2az2b2vFihQINHXP1zjxo0bdu9PjRs3dlksf/zxh939kSNHavny5bpx44ZdAnPlypWJfuEUd5Hv4cOHK0uWLJJivtDo2LGj9u/fb5Q3bNhQa9euVVRUlLp3764TJ04oODjYeI89e/assTB4evn333/tRubG7sgIAImyAQBSLDo62rZ48WJb5cqVbZJskmzu7u62kSNH2tU7deqUUX7/rXDhwnZ1rVar7bvvvrP5+/sbdWrWrGkLCwuzrV692ubh4WGcr169ui1btmxGv7Fy5Mhhk2Tz8/NLNPYFCxYkGM/s2bPj1d24caNR7ubmZsuTJ49x++CDD5J8jgoXLpzoY7//1qlTJ9vt27dtWbNmNc799NNP8docNGiQUR4UFGScHzZsmF17vXr1ivfc2mw229NPP23UOXLkiFE+YMAAmyRbgQIFbD4+PjZJtgkTJhjlf/zxh3Hdc889Z5xfvny5LV++fLbFixfHi3Xv3r3GNZ6enjaLxWKU1a5d2y7eX375JV68nTp1Msrr1Kljd/395ZJsU6dOTfLnYbPZ7K7p3bu3XVlUVJTt008/tWtz/fr1CV6bktupU6eMa+P+fJo1a2acj4iIsB07dsz20Ucf2dzd3Y06cZ/7xMR9DidNmhSvvHfv3kb5sGHDEr02uedt6tSptrJly9rKli1r+/bbb202m812+/Zt41zt2rVtNpvN1qdPH6PNL774Itn4XW3RokVGvO3btzfO37t3z+bn52eTZAsMDLRFREQYZVWqVEnVzyghU6dOtfu9t9lstunTpxvnKlWqZNSN+/4T+zw7YseOHXavs5IlS9oGDhxo++ijj2zVq1e3e/1Onz7d7tpu3bol+nqKtW3bNqNO1qxZHY43Mff/Xfnvv/8Srbt582a7uilVqlQp45pt27YlW9/Ly8uof+jQoXjlcX/ulStXTnEcca9zc3Oz+fn5Gbfvv/8+0Rh2796d4j7SomHDhvHe8xYuXGj3eyXJVrx4cVtUVJTNZrPZ7ty5k+j75cWLF23nzp2z9ezZ0+bm5macN5vNxu/a2LFjbSaTySgrV66cbdWqVTabzf535f7/LWw2+/e81Pzuxr3Oy8vL7vkPDQ11/IkE8FBjJBMApIDFYtGoUaM0Y8YMY4FvSSpSpIimTp1qrC8SK2vWrOrfv79xP7FvG6Ojo1WnTh27b0cbNWqkhQsXytvbW40aNdLs2bPVqVMn3bt3T//++2+a1lGKiooyRgpJMaNj9u7dKylm2kr9+vUTHYVRsGBBY/HR9DB//nzdunVLUsxIli5dusSrM3ToUE2YMEF37tzRwYMHtXXrVtWoUcOuTkBAgEaMGGF3LnZ76Xr16hlbPu/evVslS5aU9P/T42rWrKlz587pzz//1MqVK421m/755x+jrdipcpJUtWpV7d27Vzlz5owXa758+YyRUxaLRdeuXUtw4faaNWsai7fGslqtdqPNvvzyS7tFsN3c3PTll19qxowZxvSl1Dp48KB+/PFH3bt3T6dOndKqVavsvoF/8cUXVbdu3TS1nZRff/01ydfuq6++qjfeeMPp/abVtWvXdODAAUnSlStXJMX8fGLP5cmTR5L033//GdfkzZv3AUeZevPmzTOOY3dUk2LWl2nSpIkWLFigkJAQrVmzxphCF3e0X2pGmiXn5Zdf1tChQ3X27Fnt2bNHa9asMRYgd6aqVatq8uTJ6tGjh6KionT06NF405EkaciQIerYsaNDfd26dSvV79H//fdfhpyi9/333ye7S+qDGNXyzDPPaNOmTSmq+8QTT6Sq7Z9//jnFO6CeOHHCmEoau1C8FDPd8/5NNI4fP66ZM2eqU6dO8doJCwszjrdv365GjRoZG3JIUvHixTVz5kxjnby3335b+fPnV7du3XT37l3t379fb7zxht3fp/T03XffqXPnzg+kLwAPB9ZkAoAU8PT0lM1mMxJMefPm1dixY3XkyJF4CSYpZgHg0aNHG7e4C3nH5ebmptGjR8vPz0+enp4aM2aMVq1aZbcmTps2bbRr1y498cQTmjdvXoKJjeSMHTtWhw4dkhSzbsyGDRuMJM21a9fUvn17Y3qWM/38889Jrucxbdo0/fnnn0b9Z555JsF2vL29VaVKFeP+5s2b49WpWbNmogsvx00Qxa6xdP78eSPRVrt2bWM3qU2bNhkfAhJaj0mScufOrZw5c+rkyZP65ptv1K1bN9WqVUu5cuVSrly57NaXSex5jf0AH9fu3buNvnPnzp3gB6YcOXLY7WiUWhs3blT37t3Vt29fffXVV3YJpvbt22v69OmJXtutW7dk12hJ7Y6FBQsW1DfffKPp06cbC9tmJnEXSU/pz6V48eIym81Ov3Xr1i3Jfu/evavly5dLitnZr0mTJnblcZNOcddtiptYirubnqPMZrPdYvujR492Wtv369q1q7Zv364WLVrY7WRnNptVr149/fbbb/rkk0/Srf/MaNq0aRo5cmSSt/RaSysjivt433zzTeNvwssvv6xly5ZJipnuHbtO1aBBg+KtOSfF/D2LvQUHBxtJLj8/P3388cfav3+/3UYMUswGFLt371bt2rXl7++vZcuWZZqNBgA8ehjJBAApNHz4cAUGBqpkyZJq1KiR0z4QV69eXStWrFC2bNkSXQukTJky+vvvv2UymTRy5EhFRUUluDV4QjZv3qzBgwfbPY4cOXJo8uTJqlq1qu7du6f169erffv2mj9//gP/oH/hwgXjOKmRILEjR6SYBNH97l+bJ64aNWrIx8dHYWFhRuIo7iLfzZo103///adRo0YpLCxMGzZsULNmzYy6+fPnt9sh8ObNm3rjjTf0yy+/JDiiyGQyJTvSKKF44z4XSSVrsmbN6pQFrr29vZUvXz7VqlVLXbt2TTBh6ixlypTRO++8IylmkfbYdYG6d++u3r17p1u/6clms9kl6VKaYFu5cqXdyAVnSe5D54oVK4w15PLnz6/JkyfblcfdiW3ZsmUKCwuTj4+P3Ws1od89R7z22mv65JNPdO3aNW3atCnJxfIdVblyZS1dulTh4eE6d+6coqOj9dhjjzm80H2uXLkSHLFy7949zZ8/37jfrl27BBfKfpAL7Wd0kZGRdovpp8Srr76qyMjIeOcXLVpkvKaDg4MT3PGtWLFiKepjy5YtmjZtmqSYBO27776r8PBw9ejRQyEhIUbytV69enryySc1ZswYXbhwQW+++aa+++67JNv+/vvvVa5cOXXo0CHJv2MlSpTQpk2b9N9//6lgwYKSYl7TO3fulCSnLMIeEhKS4XadBZD5kGQCgFTo169fvHNbt27VggUL9Ndff+nYsWO6ffu2rFarAgICVLBgQVWqVEkNGzbU+fPn5enpmWASJ6kP99HR0Tp9+rTOnj2rO3fuaNCgQfL391fhwoUVHR0tNzc3tW/fXnfu3LH7hl6S/v77b7Vs2dIY1t+kSRNjV6eyZcvqxx9/1MsvvyxJWrx4sZ577jlj8d+MJrl/fJMq9/LyUq1atbRu3bp4SaZy5cqpUKFCKlCggHLkyKHr169r5cqVql+/vg4ePChJdjvURUVFqXHjxsaH4fz58+u1115T1apVVbRoURUtWlRlypTRmTNnUh1v3FEicXfEcqZu3bolu3h3eoh9nqSYKaGrVq0ypqG++uqrqR4BJUl//fVXvEXGjx496oxwU+S///4zfmbu7u4pnvIUO13zQYs7Oun48eN6++23E60bGhqqFStWqG3btqpatarWrFkjScYHWmfx9fVVnz59NGzYMEkxo5ni7jyXHry9vVW8eHGntVesWDEjARHXuXPn7JJMEyZMSNNI1Acp7g5pcfn7+xuv9c2bN6tWrVqpbvvu3bvGbmwREREKDw/X9evXdfHiRR0+fFi7d+/W/v371bhxYz3//PMpbveHH35I8PyWLVuMJFPv3r3Vpk2bVMcsxXyp0LlzZ+OLg4EDBxq/63PnzrX7AqJPnz6qXbu2pkyZouvXr2vWrFnJ/r6bzeYEfxefeOIJY2Tr3LlzValSJUkxoz979Ohh/E72798/RVONT58+re3btys6OloRERG6e/euLl++rP/++0979+7Vnj17dOrUKS1evDj5JwUAkkCSCQDS6MyZM+rUqZPdzmtx3bhxQzdu3NC///6r6dOnq0CBApo4cWKC06QSsnXrVk2YMEErV66Mt81xrCxZsqhp06bq06dPvDWKNmzYoNatWxvD9UuXLq0ZM2bYJTfat2+vCxcu6L333pMkrVq1SpUrV9agQYNSFKMzxJ1ilNR2zHF3DEvLdLF69epp3bp1unr1qk6dOmWsrdGsWTNJMVMXGzdurFmzZmnlypXq0qWLkZyLO1UuNqEoSYUKFdKePXvijSBJ6Fv1lIjdZUiy37XsfglNwchMChYsqC5duuj7779XWFiY3nrrLWO6SWpMnTpVU6dOTYcIUyZbtmzauHGjpJhdzFI6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800WWEaG4xGYTbZIi6LDw2W5ekWeefLyOgUAAMhgnJZkOn36tLOaAoBHQmhoqJo2baotW7ZIkr788ku98847qWqjSJEi8vDwUGRkpI4fP55gnbjnS5YsGa/8gw8+sFur6e2331adOnXk7++fqliA9GQymeSZM5ciLl1UtCVCkTeuyyN7DhJNAAAAGYjT1mQCAKTc3bt31bRpU23evFmS9PXXX6c6wSRJHh4eqlChgiTp1KlTCSb8N2zYYBxXqVLFrmzNmjX69ttvJckYiXrixAn169cv1bEA6c3k5h6z45zJTda7obLeue3qkAAAABAHSSYAeMDiJphMJpMmTZqkPn36JHnN9evXVbduXWXJkkVvvvmmXVnr1q2N49GjR9uVnTx5UvPnz5ckBQYG2q31dP36dXXp0kU2m03ZsmXTtm3b1KBBA0nSlClTtGTJEkceJpAu3Dw85JkzlyQpMuSmrGH3XBwRAAAAYjltupwk/fjjj5ozZ47OnTunyMjIBOuYTCadOHHCmd0CQKYRm2D6448/JEk9e/ZUlSpVtGvXrgTrV6hQQZ6envrqq6+0ceNGSdK3336rVq1aqW7dupKkXr166auvvtKVK1f0/fffy93dXS+99JLOnz+vwYMHGzvKDR482G4Huh49eujixYuSpPHjxyt//vyaMmWKypUrp9u3b6t79+6qVq2a8ubNm27PB5AW7j4+8siWXZE3b8hy7aq88uaTm0fCuysCAADgwXHaSKYvv/xSr7/+unbs2CGr1arTp08rZ86cKliwoEJDQ3X69GlFRkYqS5YszuoSADKdnTt3GgkmSZo0aZKeeuqpRG+xO75ZrVa7duLez5o1qxYtWmTs6Dlx4kTVrl1bL7/8sk6dOiVJat++vd2OcdOnT9fChQslSc2bN9err74qSSpYsKDGjh0rKWYDh27dujn7KQCcwt0/QO5+/pLNJsvVK7JFW5O/CAAAAOnKaUmmyZMnq2HDhrp8+bL++ecfSdIXX3yh33//XefOndNbb70lSVqxYoWzugSAR0a/fv30zDPPyN/fX6+//rrdtDdJqlmzpg4ePKhevXqpaNGi8vT0VGBgoIKDgzVr1izNnj1b7v/b8v306dPGe3JgYKC+//57u7a6deumJk2aSJJWrlypiRMnPoBHCKSOyWSSR/YccvPyki0qSpZrV2Wz2VwdFgAAwCPNqbvLffTRR/Lz85Mk5cmTR2fOnJEkY6rHsWPHNHToUP3000/O6hYAMpykPugGBwen6YNw7ty57UZAJaRAgQLGIt5JKVKkiG7dupVknZUrV6YqPsAVYnacy62ISxcUHR6uyJs35Jk9h6vDAgAAeGQ5bSSTl5eX8S25JJUoUSLe2kuvvvqqVq1a5awuAQDAI87kHrvjnEnW0DuKCr3j6pAAAAAeWU5LMpUpU0Z///23cf/JJ5/U6tWr7eqEhoYqNDTUWV0CAADIzdNTnjlySpIib1yXNTzcxREBAAA8mpyWZGrTpo2mT59u7GLUrFkz/fXXXxo8eLAuX76sAwcO6Msvv1SJEiWc1SUeMf3795fJZJLJZFKRIkWSrX/p0iVVrFjRuGb48OFp7jskJEQDBw5UUFCQfH19FRgYqBo1aui7776LtyAzAODBc/f1kzlroCTJcu2KoqMS3uUWAAAA6cdpSaZu3bqpevXq2rBhgySpQYMGatOmjUaNGqX8+fOrQoUKOnLkiN59911ndYlHxJUrV9ShQweNGTMmxdds2rRJNWvW1N69ex3u/9ixYypXrpxGjx6tQ4cOKSwsTLdu3dK2bdv0xhtvqFGjRkZyFQDgOuYsWeXu6ydFR/9vx7loV4cEAADwSHFakil79uxatGiRmjVrZpybN2+eJk6cqFatWqlFixZatGiROnTo4Kwu8QjYuXOnihcvrtmzZ6tAgQIpumbgwIGqU6eOTp48meJrEhMVFaVWrVrp/PnzkmJG7K1fv16LFi1SpUqVJEnr169X//79HeoHAOC42B3nTJ6eskVGynKdHecAAAAeJKftLnfv3j35+vranTOZTOrZs6d69uzprG7wiIlN7rz//vsaOnSosmTJkuw1hw4dUlBQkD766COFhoaqS5cuae5/wYIF2r9/vySpUaNGmj9/vlEWHBysoKAgXbp0SRMnTtTAgQOVL1++NPeFxEVGRSkqKsrVYSCDMpvN8jA77c8ZMjmTm5u8cuZW+KWLig4LU9StEHkEZnN1WAAAAI8Ep/1Xni1bNlWtWlV16tRRnTp1VKNGDXl5eTmreTyiateurXPnzqUouRTr66+/VqFChSRJ06ZNc6j/BQsWGMcDBgywK8uWLZu6d++uTz75RFarVYsXL1aXLl1UuXJlHTp0SCaTSRs2bFBwcLDddZ06ddKMGTMkSePGjVO/fv0civFREBUVpfCICBJNiMdsNstbIskEOyazWV65civi8kVF3b4lk4eHzH7+rg4LAADgoee0/8rbt2+vHTt2aOTIkRo5cqQ8PT1VrVo1I+lUrVo1eXh4OKs7PCKyZUv9t8+xCSZn2LVrlyTJy8tLNWrUiFder149ffLJJ0bdXr16afbs2Xr66adlsVjUvXt37d27Vz4+PpKkFStWGAmmxo0bq2/fvk6L9WEXFRWluUuXuToMZDDtWraQ+EIDCXDz8pJHjpyKvH5NkTeuy83sITdeKwAAAOnKaWsyTZs2TYcOHdL169e1cuVK9e/fX97e3ho/frxq166twMBANWjQQKNGjXJWl0C6slgsOnv2rKSYxJWnp2e8OsWLFzeOjx07JkmqVKmSRo8eLUk6fvy4PvzwQ0kxO9T16NFDkpQ7d25NmzZNJpMpXR8DADzKzH7+MmfJItlsirh2RTZGQwIAAKQrpyWZYgUGBqpRo0YaPny4Vq1apevXr2vNmjUqU6aM1q9fryFDhji7SyBd3L5921gwNnv27AnWiXs+JCTEOO7Xr58aNWokKWZK3K5du9S3b19duHBBkjR16lTlyZMnnSIHAMQyZ80mN28fyWqNSTSx4xwAAEC6SbdFLA4dOqTFixdryZIl+vvvv+Xp6anmzZurVatW6dUl4FRhYWHGcUKjmCTZrTsWt77JZNK0adNUoUIFXb16VS1atNDFixclSX369FHTpk3TKWoAQFwmk0meOXMp4vJF2SwWRd64Lo8cORlJCgAAkA6cmmT666+/tHjxYi1evFjHjh2Tv7+/mjZtqvfff19NmzaVn5+fM7sD0lXsOkpSzNS5hERERCRYX5Ly5s2rqVOnqnnz5kaCqXz58hozZkw6RAsASIzJzU2euXIr4tJFWe/dlcnDQx5ZA10dFgAAwEPHaUmmAgUK6OLFi8qVK5eee+45jR07VvXr1090BAiQ0WXJkkUmk0k2m003btxIsE7c81mzZo1X3rRpU5UuXVqHDx+WJHXv3l3e3t7pEzAAIFFuZg955swly5XLiroVIjcPT7n7+ro6LAAAgIeK09ZkCg8Pl81m0+OPP67SpUurdOnSJJiQqXl6eho71Z09ezbB0UzHjx83jkuWLBmvfOzYsUaCSZKGDRum8+fPp0O0AIDkuHv7yCNbzFp6lutXFZ3IKFUAAACkjdOSTFeuXNGGDRv01FNP6euvv1aJEiVUsWJFDR8+XHv27HFWN8ADVaVKFUkx0+K2bt0ar3zDhg3x6sbat2+fBg8eLElGsurmzZvq3LmzsaA4AODBMgdkkbt/gGSzyXL1imxWq6tDAgAAeGg4Lcnk5uam4OBgjR8/XmfOnNGOHTvUvHlzLViwQE8++aQef/xxvfPOO/rjjz+c1SXgFBEREWrdurUCAgLUtm1buxFLrVu3No5Hjx5td93Nmzc1efJkSZK7u7teeOEFuzY7dOigiIgIeXh4aPny5XrttdckSb/99pvGjx+fng8JAJAEj2zZ5eblLZs1SpZrV0j8AwAAOInTkkz3q1KlikaOHKn9+/frt99+U44cOfTVV1+pTp066dUlkCYzZ87UokWLFBoaqgULFmjmzJlGWdu2bVW2bFlJ0po1a/Tiiy9qw4YNWrJkierWratLly5Jknr27Kl8+fIZ1w0ePFj79u2TJA0dOlQVKlTQ2LFjjRFNAwcO1IEDBx7UQwQAxBG745zJbFZ0RIQib14n0QQAAOAETt1dTpKioqL0zz//aNu2bdq6dau2bdum8+fPy2azqXjx4qpbt66zuwQcYr1vqkTc+2azWQsXLlTdunV14cIFzZ8/X/Pnz7erHxwcbLdj3MaNGzV27FhJ0hNPPKGBAwdKkgICAjRlyhQ1bNhQ4eHheuWVV7Rjxw7WLgMAFzC5u///jnOhoXLz8JQ5IIurwwIAAMjUnDaS6YMPPtAzzzyjLFmyqHr16nr77be1fft21a1bV1OnTtXZs2d19OhRfffdd87qEnCKV199VS1atJCfn5+ef/55dezY0a68VKlS2rdvn/r376/SpUvL29tbAQEBevrpp/Xtt9/qt99+k+//digKCQlRp06dZLPZ5OHhoWnTpsls/v9cbv369dWzZ09J0p49ezRkyJAH90ABAHbcPDzlmTOXJCny5g1Zw8NcHBEAAEDm5rSRTF988YVy586tli1bqm7duqpbt66KFSvmrOYBSUr1dIbOnTurc+fOSdbx8fHR0qVLk6yTPXt2jR49Ot66TPcLDAzU2bNnk6wzceJETZw4Mck6AIAHw93HV+bAbIoKuSnLtavyypNPbh4erg4LAAAgU3Jakmn//v3KmzevsmfP7qwmAQAA0p05IItsFous9+7KcvWKvPLmk8kt3ZatBAAAeGg57T+o8uXLa9q0ac5qDgAA4IEwmUzyyJFDJk8v2aIiZbl2lYXAAQAA0sBpSSYfHx8VLlzYWc0BAAA8MCaTm7xy5ZLc3RUdHqaokJuuDgkAACDTcVqS6dlnn9WcOXOc1RwAAMADZXI3yytXbslkUtSd24oKDXV1SAAAAJmK05JM48aN07Zt2/Taa6/p/PnzzmoWAADggXHz9JJH9pySpMgb12SNCHdxRAAAAJmH0xb+rlatmiwWi6ZOnaqpU6cqe/bsCggIiFfPZDLpxIkTzuoWDoqMilJUVJSrw0AGZTab5WF22tsEAGQKZj8/2SItirp9638LgeeXG++FAAAAyXLaf0wVK1aUyWRyVnN4QKKiohQeEUGiCfGYzWZ5SySZADySzFkDFR0ZqeiwezGJpjx52XEOAAAgGU779Lhp0yZnNYUHLCoqSnOXLnN1GMhg2rVsIXl5uToMAHAJk8kkzxw5FXH5omyRFkXeuCaPHLn4Qg0AACAJ6fqVHNv/AgCAzMrk5ibPXHkkNzdZ791T1O1brg4JAAAgQ3N6kmnWrFmqV6+esmbNKrPZrKxZs6p+/fqaO3eus7sCAABIV25mszxz5ZYkRd0KkfXeXRdHBAAAkHE5bbqczWZT+/bt9csvv8jLy0ulSpWSv7+/Ll++rC1btmjjxo1asmSJ5syZw1BzAACQabh7ecsjew5F3rguy/Vr8jKb5ebJdGIAAID7OW0k0+TJkzV//nyNGDFC169f1549e7RlyxYdO3ZMFy5c0AcffKD58+fr+++/d1aXAAAAD4TZP0DuAVkkm02Wq1dks1pdHRIAAECG47Qk048//qiuXbtq0KBB8vX1tSvLnj27Ro0apY4dO+qHH35wVpcAAAAPjEdgNrl5e8tmtcYkmlh7EgAAwI7TkkyHDh1So0aNkqzTtGlTHTlyxFldAgAAPDAmk0meOXPJZDYr2hKhyBvXSTQBAADE4bQkk7u7uywWS5J1LBaL3N3dndUlAADAA2Vyc4/Zcc7kJuvdUFnv3HZ1SAAAABmG05JMlSpV0oIFC5KsM2/ePFWsWNFZXQIAADxwbh4e8syZS5IUGXJT1rAwF0cEAACQMTgtydSnTx8tWbJEr732mt2UOKvVqt27d+ull17Sr7/+qj59+jirSwAAAJdw9/GRR2B2SZLl2hVFRyY9mhsAAOBRYHZWQ23atNGgQYM0atQoTZ06VT4+PvL19dXNmzcVHR0tSRo0aJDatm3rrC4BAABcxj0gQNGRFlnvhspy9Yq88uaTyY1lAQAAwKPLaUkmSRoxYoSee+45TZ06Vf/8849CQkJUpEgRValSRV27dlWVKlWc2R0AAIDLmEwmeWTPIVtUpKIjImS5dlWeufLIZDK5OjQAAACXSPN0uZ9++knnz5+Pd/7pp5/Whx9+qD///FNHjx7VX3/9pYkTJzo9wTR9+nSZzWYVKVIk0TobN25UnTp1FBAQoGzZsql58+bau3evU+MAAACPrpgd53LL5O6u6PBwRd684eqQAAAAXCbNSabu3bvr33//jXf+7t27KliwoHbu3OlQYIkJCQlRv3791KVLlyS/KVy6dKnq16+vu3fv6ttvv9WYMWN07NgxVa9eXX///Xe6xAYAAB49JvfYHedMsobeUVToHVeHBAAA4BJpni5ns9nSVOaod955RytWrNCMGTP0448/6vTp0/HqhIWFqWfPnipWrJh+//13+fj4SJJatGihoKAg9ejRQ7t27Uq3GAEAwKPFzdNTnjlyynLtqiJvXJfJ7CF3b29XhwUAAPBAOW13uQflrbfe0tmzZ/XKK68kWmf58uW6dOmS+vXrZySYJClPnjzq2rWr/v77b0YzAQAAp3L39ZM5a6Ck/+04FxXp2oAAAAAesEyXZKpUqZK8k/lmcMOGDZKk+vXrxyuLPbd+/XrnBwcAAB5p5ixZ5e7rK0VHy3L1imz/22EXAADgUeDU3eUyiiNHjshsNqtYsWLxykqVKiVJOnz4cLLtVK9ePcHz+/fvV5kyZRQSEuJQnBlBhMWie2Fh8nBny2XYCw0NVbTVqojwcFeHwusUicpIr9Ooe3cVeS9MkdlyuDoUuFpgdun4EdnC7ini9i3dCr0rT08vma2uTzjxforEZKT3U16nSAyvU2QGGel1mlZWq1XuaXxtZ7qRTClx9epVZc+ePcEnJXfu3JKka9euPeiwAADAI8Dk5ib3osUks1m227d0fekvrg4JAADggXBoJNPq1at17tw5u3MREREymUxaunSp9u/fn+B1r7/+uiPdJissLExeXl4JlsVOtbt3716y7Wzbti3B87EjnAIDA9MWYAYSFh4uN3d3RVqtrg4FGYy/v7/8/fzkkwEWruV1isRkpNdppLubLJYIedy87upQkEFE58iliMsXdePXxcpRvqJytmjj6pB4P0WiMtL7Ka9TJIbXKTKDjPQ6Tau0jmKSHEwyffvtt4nuJPf555/b3TeZTLLZbDKZTOmeZPLy8lJYWFiCZZGRkUYdAACA9OLm5SWPHDkVef2aToz9VP7FSylLUHlXhwUAAJBu0pxkmjp1qjPjcKrAwECdOXMmwbLYdZSyZs36ACMCAACPIrOfv3LUeFaXli/SgQF99eSUufLKldvVYQEAAKSLNCeZOnXq5Mw4nKp48eLatm2bLl++rDx58tiVnTx5UpJUokQJV4QGAAAeMY+99KoirlzWzR1/6sDAvqr47VS5e2XeIfQAAACJeSgX/q5Vq5YkafPmzfHKNm7caFcHAAAgPZnc3FWi/3D5Fi2uOwf36eioYYkuNwAAAJCZPZRJptatW8vf319jx46VNc5CbLdv39akSZNUuHBhBQcHuy5AAADwSDH7+ancmAkyZ8mqK2t/1X8zf3J1SAAAAE73UCaZcuTIoc8//1zbtm1TgwYNNGvWLP3000+qVauWLl26pO+//14eHh6uDhMAADxCfB4rqKCR42RyN+vUd1/p2pZNrg4JAADAqR7KJJMk9ezZUwsWLFBYWJhef/119evXT3nz5tWmTZvUqFEjV4cHAAAeQdkqV1XxtwdINpsOD/9Ad08cc3VIAAAATpPmhb8zgk2bNiVZ3rp1a7Vu3frBBAMAAJAC+Vu1092Tx3Vh0Vzt799HT/44Rx6B2VwdFgAAgMMe2pFMAAAAGVWxfv0V+GRVhV84pwND3lF0VKSrQwIAAHAYSSYAAIAHzM3soaCRY+X9WEHd+menjo8b5eqQAAAAHEaSCQAAwAU8sgaq3Jhv5O7rp4uLf9H5hXNdHRIAAIBDSDIBAAC4iF/RYirz0RjJZNLxr0bp5q7trg4JAAAgzUgyAQAAuFCOmrX1eK+3JatVBwe/o7BzZ10dEgAAQJqQZAIAAHCxAi93UZ7Gzynqzm3t/+BNRYXecXVIAAAAqUaSCQAAwMVMJpNK9h+ugLIVde/0SR0a9oFsVqurwwIAAEgVkkwAAAAZgJuXl8qO+kqeufLoxrbNOvndV64OCQAAIFVIMgEAAGQQXjlzqdxnX8vNy1vnZk3VpZVLXR0SAABAipFkAgAAyEACSpdVqSEjJElHPxuuW/v2uDYgAACAFCLJBAAAkMHkrtdYhbr0lC0yUgcG9lX45YuuDgkAACBZJJkAAAAyoCLdeiln7XqKvHFdBwb0lTU8zNUhAQAAJIkkEwAAQAZkcnNT6aGj5Fe8pEKPHNSREUNks9lcHRYAAECiSDIB/9fencfZXPZ/HH+f2c1mjBkMY9/3PUQZorRYSmULLaSiVSXuutFGpaJNG0mSsmSrW4SkUBTKOohkZxjMPnPO9fvDb06Oc2acmTOcmfF6Ph7nvpvre32v7+d75nLNmc9c1/UFAKCQ8g0OVoNX3pF/RKSOr/hOf3/yvrdDAgAAyBFJJgAAgEIsKKa86o+bKIufn/7++F0dX7nM2yEBAAC4RJIJAACgkCvZuJlqPvWcJGnHC6OUFL/DyxEBAAA4I8kEAABQBMR07akKvfrLlpaqLSMeVsbJBG+HBAAA4IAkEwAAQBFRfehwlWrVVulHD2vrqMdky8jwdkgAAAB2JJkAAACKCIufn+o9/5pKVKqiM39s1K7XnueJcwAAoNAgyQQAAFCE+IWFq8Erb8s3NExHvpmvg19+5u2QAAAAJJFkAgAAKHKCK1dVvRcmSD4+2vPOBJ1c97O3QwIAACDJBAAAUBRFtmqr6g8/Jdls2vbfJ5Wyf5+3QwIAAFc4kkwAAABFVIU771K5rrfJmnRWR5cs8nY4AADgCufn7QAAAACQPxaLRTWfek6lWrZRRLOrvB0OAAC4wpFkAgAAKMJ8/PxVptON3g4DAACAJBMAAEBuTFaWrCnJsqamyJaZKdlseTp/w109JFkkyyUJL2/Muf9paIy3IymSbH7+sgYGKSmmok5Xq6Wk8pVlfH29HRYAAIUGSSYAAAAXjM2mjIQTsqWmOJRbfH1l8eUj1JXHyJKRId/MDEXu2qrIXVtlDQjUgWuu1+mqtbwdHAAAhQKfkAAAAC5gbDZlnDgmW1qafEsEq3SL1ip9VRuF16orn6AgWSyFYVoSLjdjtSr9ZIJO/v6rEn5dq7O7dqjSisXa3/EWEk0AAIgkEwAAgJOMhBOypaUpMCpa9Uc+r6DoMt4OCYWAxddXQdFlVP6GW1T+hlt06H8Lte+LT1VpxWL9ddMdSo6p6O0QAQDwKh9vBwAAAFCYmKws2VJT5FuiBAkm5Kr8jd0U2+12WYxR5I4/vR0OAABeR5IJAADgPNb/34MpsnkrEky4qHKdb5QsFoXv3yNLVpa3wwEAwKtIMgEAAJzHmpIsSSp91dVejgRFQUDJCIXXqS/fzAyFHvzb2+EAAOBVJJkAAADOY/v/2SjhNet4ORIUFeG1zvWVwDOnvBwJAADeRZIJAADgfDabZLHIt0QJb0eCIsIvJFSS5Jue7uVIAADwLpJMAAAA5zNGFl9fWXyK/8ekkxs3aM2AnlozoKfSjh/zWhxbXv6v1gzoqZ3vvpHvNn574gGtGdBTf3/5WZ7O2z/vS60Z0FO/PznUIZZdH77tdhsWv3MPbLYYW56uDQBAcePn7QAAAACKg6M/fK89Uye7Xb/CLbeq8p13OZVve+0FJf65ya02QqvXVKPR4x3KfnviAaWfOK7YHneq0m29nNqNbhenmvc/7HacF0o9ckhbXxmrjIQTCoyKVvM33s+xbsrBAzqwcI5Ob/tTWUlJ8i8Zocim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&quot; alt=&quot;경쟁사 Forward PER 비교 &amp;mdash; ACN, 인도 IT보다도 싸졌다&quot; /&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;6-1. 상장 경쟁사 비교&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;회사&lt;/th&gt;
&lt;th&gt;시총&lt;/th&gt;
&lt;th&gt;Forward PER&lt;/th&gt;
&lt;th&gt;특징&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Accenture (ACN)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;$120B&lt;/td&gt;
&lt;td&gt;&lt;b&gt;14.0x&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;글로벌 1위, 균형 포트폴리오&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;TCS&lt;/td&gt;
&lt;td&gt;$135B&lt;/td&gt;
&lt;td&gt;22x&lt;/td&gt;
&lt;td&gt;인도 1위, 비용경쟁력&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Infosys (INFY)&lt;/td&gt;
&lt;td&gt;$80B&lt;/td&gt;
&lt;td&gt;20x&lt;/td&gt;
&lt;td&gt;인도 2위&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Wipro&lt;/td&gt;
&lt;td&gt;$35B&lt;/td&gt;
&lt;td&gt;18x&lt;/td&gt;
&lt;td&gt;인도 3위, 약체화&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Cognizant (CTSH)&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;$30B&lt;/td&gt;
&lt;td&gt;&lt;b&gt;11x&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;미국상장+인도인력, 가성비&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Capgemini&lt;/td&gt;
&lt;td&gt;$25B&lt;/td&gt;
&lt;td&gt;12x&lt;/td&gt;
&lt;td&gt;유럽 1위&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;rarr; &lt;b&gt;글로벌 1위인데 인도 IT보다 싸짐.&lt;/b&gt; 규모와 산업 다각화 프리미엄이 거의 사라진 상태.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;6-2. 비상장 위협&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;카테고리&lt;/th&gt;
&lt;th&gt;회사&lt;/th&gt;
&lt;th&gt;위협&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Big 4&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;Deloitte, EY, KPMG, PwC&lt;/td&gt;
&lt;td&gt;회계+컨설팅 번들. DOGE 같이 맞음&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;MBB&lt;/b&gt; (전략 컨설팅)&lt;/td&gt;
&lt;td&gt;McKinsey, BCG, Bain&lt;/td&gt;
&lt;td&gt;전략 영역 잠식, 기술 실행력은 부족&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;하이퍼스케일러 자체 컨설팅&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;AWS Pro Services, MS Industry Solutions, GCP Consulting&lt;/td&gt;
&lt;td&gt;&lt;b&gt;가장 위협적&lt;/b&gt; &amp;mdash; 클라우드 마이그레이션 직접 흡수&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;6-3. ACN의 해자&lt;/h3&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;&lt;b&gt;규모&lt;/b&gt; &amp;mdash; 78만 인력, 전 산업&amp;middot;전 지역 커버&lt;/li&gt;
&lt;li&gt;&lt;b&gt;하이퍼스케일러 양다리&lt;/b&gt; &amp;mdash; AWS&amp;middot;Azure&amp;middot;GCP 모두 Top 파트너&lt;/li&gt;
&lt;li&gt;&lt;b&gt;AI 선도 투자&lt;/b&gt; &amp;mdash; Anthropic 파트너십, AI 인력 85,000명&lt;/li&gt;
&lt;li&gt;&lt;b&gt;메가딜 수주력&lt;/b&gt; &amp;mdash; $100M+ 딜 분기 41건&lt;/li&gt;
&lt;/ol&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;7. 시나리오별 12개월 목표가&lt;/h2&gt;
&lt;img style=&quot;max-width: 100%; height: auto; display: block; margin: 1em auto;&quot; 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KXd3dxUvXtximI81jo6Omjhxou7cuaPdu3fbejkAaSg6OtrY/u/CBLGcnZ01cOBAi31Tp07VqVOn1KxZs1S3YefOnTp06JAkqW7duipVqpRxrEWLFtq8eXO8MEqScubMqZIlSxqPb926leq2AAAAAADsK9VzSCXXunXrVLNmzVTXc+PGDfXu3VtFihSRq6urPD09VbNmTf3666/xygYEBKhFixbKlSuX3N3dValSJa1evdpqvZGRkRozZoyKFSsmNzc3eXt7a9CgQXr06FGq2ww8bSpUqCAHh5gf/9mzZyc71Ikd1pcWxo8fb2wPGDDA4liBAgXk6OiY4LnXr19/Im0CAAAAANiHzYFUWFhYgl9iv//+ewUEBNhadYJ27typYsWK6ddff1WbNm20ZMkSffXVV7p27ZoaN26sZcuWGWUvXryoihUravfu3frss880b948eXp6qlmzZpo1a5ZFvWazWS1bttSnn36q2rVra/Hixfrggw80ZcoU1alTRxEREWl+L0B6Kly4sLp37y4pJrgtW7as7ty5Y7frnzp1Shs3bpQklS9fPkVh9a5du/Tvv/9KkmrWrJmsuawAAAAAAE8XmwOp5cuXK2/evFaPtW/f/omsfhUQEKD+/fvr7NmzGj58uJo3b67u3btrx44dcnNz0+jRo42yffr00YMHD/Tbb7+pV69eatmypTZu3Khq1appwIABunnzplH2559/1qpVqzR06FBNnz5dzZs311dffaWZM2dq7969mj17dprfC5DeJk6caIRS165dU3BwsCRp/fr1Onz48BO99oQJE4xFEfr375/s88LCwow2Ozg46Msvv3wi7QMAAAAAPFmpHrIXHByshw8fGhMkS0mvvmertm3b6osvvpCLi4vF/nz58qlUqVL666+/FB0drZs3b2rt2rVq3Lixxbw0Dg4OxjC8JUuWGPvnzp0rFxeXeF+M27dvrzx58mjOnDlP5H6A9OTs7Kzp06frzz//VJMmTYz9hw4dUoUKFfTRRx8pNDQ0za97/fp1/fDDD5JiVuJs3rx5ss/t3LmzTp06JUn69NNP9cYbb6R5+wAAAAAAT57Nq+xJMcFTq1attH79+v+r0MlJJpNJU6ZM0apVq4z9ly5dSs2lJCnRCdQfPnwoDw8POTg4aMeOHTKbzVZX9qtRo4YcHR21bds29e/fX9HR0dq1a5fKly+v7NmzW5R1dHRUjRo1tHz5ct26dUu5c+dOtH1+fn5W9588eVIlS5bU/fv3k75JwM6KFCmi4cOH66effpIkZc6cWY8ePdJ3332nQ4cOae3atcqaNWu88+LOr/b48eNkv7/Hjh1rBNidO3c2emYl5ZNPPtH3338vSXrvvffUp08ffqbw3IgOf6jIsFCF6oX0bgqAZ1DQw1A5hT+Ug0vSZZ9HwRGhCo0IUc7ozOndFADPmNCHIXr42CSzc8aeJigqKirROYATkqpAymQyqV69esqbN68iIiIUERGh8PBwrVq1SidOnNDp06eNsgmt5JUW9u3bp3/++Uf/+9//JElnz56VJBUvXjxeWXd3dxUoUEBnzpyRJF25ckWPHj2yWjZuHWfOnEkykAKeBXPnztXkyZN16NAhHTt2TJMnT9bnn3+eJnU/fPhQCxYskCRly5ZNH374YbLOGzp0qDF0tl69epo9e7YxKTsAAAAAIONJVSAlSV27do23z9nZWd99951atWpl7Js3b566dOmS2svFExoaqo8++kiurq7Gl+bbt29LUoIBUu7cuY1AKjllJSkwMDDJtvj7+1vdH9tzytPTM8k6gPQQt6dRvnz5NH/+fJUuXVqStGPHDk2aNCneOZkz/99fCd3c3JL1/p4/f74ePHggKeazo2DBgkme069fP2MhgqZNm2rZsmVydnZO8jzgWRIVJkWGPlaQbiZdGABSyCNrJjllyipHV8/0bspTyRTurLAwswIdWH0bQNrKlNVdWV2zycPFPb2bkiq29I6S0mAOqeRKbLhdanTr1k1nzpzR2LFjjfmiYue9cXV1tXqOm5ubMdwoOWUly+FJQEb3559/6vHjxwkeL1KkiLEdFhaWJteMjIzUlClTJMWE1r169UrynH79+mny5MmSpBYtWmj58uWEUQAAAADwDMjQY17mzJmjRYsWqXXr1urdu7exPzZcSmiYYEREhFEmOWXjlgOeBbGT/t+7d8/q8V27dhnbcRcGSI0VK1boypUrkqSWLVsqf/78iZbv37+/EUZ98MEHWrJkiZycUt2pEwAAAADwFHhi3+4ePHigW7duWTxOS5s2bVL37t1VuXJlzZs3z+JY7NChoKAgq+fev39fHh4eyS4rySgPPCu2bNkiX19f9ejRQz4+Psb+FStWaOXKlcbjjz/+OE2uN2HCBGN7wIABiZYdMGCAMUzw9ddfV8+ePXXkyBGrZQsXLiwvL680aSMAAAAAwD5SHUh9++23Onz4sMLDw41JzaOjo9W9e3d17949LdoYz5EjR9S8eXMVLlxYv/76qzGsLtaLL74oSbpw4YIqVqxocSwqKkqXLl0y9vv4+MjJyUkXLlyweq3Y/S+99FJa3waQbgoVKiRJun79uj799FOLY7GThzs6Omrs2LF68803U329rVu36ujRo5Kk2rVr65VXXkm0/MSJE43tAwcOqFKlSgmWXbBggdq1a5fqNgIAAAAA7CdVgZTZbNa6deu0fv16Y1/s0La6deuqZMmSxv4TJ05o69atqbmcJOnSpUuqX7++MmXKpI0bN1rtGVGlShVJ0p49e4yV92L9/vvvCg0NNcq4uLioYsWK+v333xURERFvfpqdO3cqf/78Fj1IgIyuQ4cOKly4sObMmSN/f39dv35d4eHhkqSCBQuqdevWatOmjcXPcGqMHz/e2E6qdxQAAAAA4NlnMpvNZltOXLRokTp06KD79+/LbDbLzc1NLi4ukiQHBwctWbLEYpW97777Tp07d1ZUVJTNjb1//77eeOMNXbx4UTt27Ei010TlypV1+vRp/fXXX8qbN6+xv3Hjxlq/fr1OnDhhfNmeM2eOunTpopkzZ6pbt25G2Z9++knvvfeehg4dqq+++srmdvv5+enChUt6993WKT73gw+aqWrV+Pe5Z8/vWrJklU3t+fbb8Vb3f/31NF28eDnF9b3xRkW1afN+vP1Xr97QyJETrZyRtEGDuqtoUZ94+1eu/FXbtu1JcX158+bW8OEDrR7r3XuYHj9O+cTdzZo10NtvV4+3/9ChY5o7d0mK65OkKVNGKlOmTPH2f/PNXP31198prq9cuVfUpUubePvv3r2vTz75v/f0w4dBWrZs7v8/x08VKryRYJ09e3bUyy+XiLd/7dotWrcu5aGzp2c2jR37mdVjgwd/qfv3Uz7ct0GDt9WwYe14+0+ePKNp075LcX2SNGbMp8qRwzPe/m+//V6HD59IcX2lShVT796d4u0PDQ1Vnz6f29JEder0gSpUeDXe/q1bd2nVqnUprs/NzVXffDPK6rHhw8fr+vVbVo8l5q23qur99xvF23/+fIDGjZuR4vok6fPP+yt//jzx9n///Urt23cwxfUVLlxIQ4b0tHqsSxfrnyNJSe1nuTk6XOaoMD269X/3M7yjm9Wy834N07+3U/5fe9lijmpcNf6iAbfuRWvmmvAU1ydJHRu4qOAL8aer3HQgQgdOpfz3gVyeJnVvan1OxzHfP1ZYRIqrVO3XnFT5lfh/nzt1IUo/7rChQklDPnSVm0v8xVwWbwrX+avRKa6vlI+D3n/LJd7+oGCzJq+wbeGJ1nWc9VKB+Cvi7DwcqZ1HrM+rmZismaX+La2/Jycue6yHNqwNU6Osk2qUi//a/PNvlJZutu216fs/V3lkif/arNwWrr8CUv7aFM3voA/fif/aPA436+vFtr02zWs6y7dI/Ndm/4lIbfkj5a+Nq7P0SRvrr82M1WG6fd+szLkryuToKpND/Hux5nn7LI+IjlR4dIQCSocpS6mc8Y4H/xWouztS/ju0JBXqXs7q/hurzir8ZkiK63Mv6SWvN73j7Q+/E6oby0+nuD5JeqFpMbnmyRJv/729/+rhsZT/LuCUw035Wlqfo/TK3GMyh6f8/wfPN/IrW5kX4u0POXdPdzZfTHF9klTgo1fl4Br/Z/HWr+f0+ErKfz/NVNRTud4pEm9/ZHC4ri06aVMbczV4UZm8s8XbH/THdQUdvJ7i+hzdnZW/nfWRDFcXnlBUSMo/ez0q5pXHa3nj7Q+99EC3151LcX2SlK/ty3LKEv/z6vamCwo9fz/F9bkVzKbcjV6Mtz86LEr/zjtmSxPlVaew3F/MHm//g6M3dX/fVeNxOa+X5OLgLGeHxPsKPe2/l//881IVKeItf3//FJ1ncw8ps9kss9msrFmz2lpFirVq1Up//fWXOnfurNu3b2vduvhfsPz8/OTl5aVp06apWrVqqlKligYOHKjs2bNr2bJl+vXXXzVs2DCLnh/t27fX4sWL1atXL128eFGVKlXSqVOn9PXXX8vX11eDBw9Oddujo6MTXdUs4fOsfyBHR0fZVF9iwsPDbaozduL3+Mw2tzGhnDQyMtKmOsPCEv4y9fhxmE11JhSuZsTXJu5Kekk9x2n/2lj/JTnmmG33ndAiBWaz7e9Jyfp9R0RE2FRnbI80a2xtY0KfF1FRaf+e5LVJmdR+lpujI2SOCldYRNJBU3ikklXuvyKjrJ9jNttWnyRFJ3BaZLRtdYYn8l08LMK2OqMSyCCiUnHfCYmINNtUZ0QC383Msr2NCf05MjLKtja6Ria8mvLT9J5M6KyIKNvqjIhM+Bxb25jAbSvKxp8bKbHXJub1dngcLpOjZHJIXij3vH2WR0ZHKTw6QuYEPtTM0WZFh6c80EyMOTLapjrNCb2BJJvbaE7gNHOUbfdtjkj4HHN4VNre99P02iT0eWG2/bVJ6MPcHGVbG00uCZ8THWHrezKhN1AqXpuEnspIG9+TkYnct61tTOjz4j8/N2GPw2R2iFaUQ8r/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alt=&quot;12개월 시나리오별 목표가 &amp;mdash; 위험-보상 비율 양호&quot; /&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;시나리오&lt;/th&gt;
&lt;th&gt;가정&lt;/th&gt;
&lt;th&gt;EPS (FY27)&lt;/th&gt;
&lt;th&gt;PER&lt;/th&gt;
&lt;th&gt;목표가&lt;/th&gt;
&lt;th&gt;현재가 대비&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Bull&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;DOGE 진정 + AI 가속 + 매출 +7%&lt;/td&gt;
&lt;td&gt;$14.80&lt;/td&gt;
&lt;td&gt;22x&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$326&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;+68%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Base&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;점진 회복 + AI 잠식 상쇄 + 매출 +5%&lt;/td&gt;
&lt;td&gt;$14.30&lt;/td&gt;
&lt;td&gt;18x&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$257&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;+32%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;Bear&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;DOGE 추가 + AI가 컨설팅 빌링 잠식&lt;/td&gt;
&lt;td&gt;$13.20&lt;/td&gt;
&lt;td&gt;13x&lt;/td&gt;
&lt;td&gt;&lt;b&gt;$172&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;-12%&lt;/b&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;위험-보상 비율&lt;/b&gt;: Base $257 vs Bear $172 = &lt;b&gt;+32% 상방 vs -12% 하방&lt;/b&gt;. 애널리스트 컨센서스 평균 &lt;b&gt;$250.51&lt;/b&gt; (Marketbeat 기준)도 Base 시나리오와 일치.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;8. 한국 투자자 관점&lt;/h2&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;8-1. 환&amp;middot;세금&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;USD/KRW 환 노출 100%&lt;/b&gt; &amp;mdash; 원화 강세 전환 시 환차손&lt;/li&gt;
&lt;li&gt;&lt;b&gt;양도세 22%&lt;/b&gt; (지방세 포함, 250만 원 공제 후)&lt;/li&gt;
&lt;li&gt;&lt;b&gt;배당세 15%&lt;/b&gt; (미국 원천징수)&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;8-2. 비교 가능한 한국 종목&lt;/h3&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;항목&lt;/th&gt;
&lt;th&gt;Accenture&lt;/th&gt;
&lt;th&gt;삼성SDS&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;매출&lt;/td&gt;
&lt;td&gt;$69.7B (&amp;asymp;97조 원)&lt;/td&gt;
&lt;td&gt;약 13~14조 원&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;영업이익률&lt;/td&gt;
&lt;td&gt;14.7%&lt;/td&gt;
&lt;td&gt;7~8%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;직원 수&lt;/td&gt;
&lt;td&gt;78만 명&lt;/td&gt;
&lt;td&gt;1.3만 명&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Forward PER&lt;/td&gt;
&lt;td&gt;14x&lt;/td&gt;
&lt;td&gt;25~30x&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;비즈니스 모델&lt;/td&gt;
&lt;td&gt;글로벌 컨설팅+운영&lt;/td&gt;
&lt;td&gt;그룹사 SI+클라우드&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&amp;rarr; &lt;b&gt;ACN과 직접 비교 가능한 한국 종목 사실상 없음.&lt;/b&gt; 글로벌 IT 서비스 노출이 필요하다면 ACN 직접 보유가 효율적.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;9. 모니터링 체크리스트&lt;/h2&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;우선순위&lt;/th&gt;
&lt;th&gt;지표/이벤트&lt;/th&gt;
&lt;th&gt;시점&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;  1&lt;/td&gt;
&lt;td&gt;&lt;b&gt;분기 신규 수주 $20B 이상 유지 여부&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;분기마다&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;  2&lt;/td&gt;
&lt;td&gt;&lt;b&gt;AFS(연방서비스) 매출 분기 변화&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;분기마다&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;  3&lt;/td&gt;
&lt;td&gt;&lt;b&gt;Q3 FY26 실적&lt;/b&gt; &amp;mdash; 가이던스 재조정 여부&lt;/td&gt;
&lt;td&gt;2026.6 발표 예정&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;  4&lt;/td&gt;
&lt;td&gt;Consulting vs Managed Services 비중 변화&lt;/td&gt;
&lt;td&gt;분기마다&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;  5&lt;/td&gt;
&lt;td&gt;Operating Margin 13~14% 유지 여부&lt;/td&gt;
&lt;td&gt;분기마다&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;  6&lt;/td&gt;
&lt;td&gt;DOGE 정책 강도 (트럼프 행정부 컨설팅 지출 축소)&lt;/td&gt;
&lt;td&gt;상시&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;  7&lt;/td&gt;
&lt;td&gt;Anthropic/AWS/Azure 파트너십 매출 기여&lt;/td&gt;
&lt;td&gt;IR 컨퍼런스&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;  8&lt;/td&gt;
&lt;td&gt;자사주 매입 페이스 ($4.4B 잔여 권한 소진)&lt;/td&gt;
&lt;td&gt;분기마다&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;10. 액션 가이드&lt;/h2&gt;
&lt;table data-ke-align=&quot;alignLeft&quot;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th&gt;보유 상태&lt;/th&gt;
&lt;th&gt;권고&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;b&gt;미보유&lt;/b&gt;&lt;/td&gt;
&lt;td&gt;&lt;b&gt;분할 매수 시작&lt;/b&gt; ($180~200 구간), 자산의 2~4% 한도&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;소량(&amp;lt;5%)&lt;/td&gt;
&lt;td&gt;유지 / Q3 FY26 실적 후 추가 결정&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;과다(&amp;gt;10%)&lt;/td&gt;
&lt;td&gt;부분 트림 고려 (단일 종목 집중 위험)&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;결론 &amp;mdash; 핵심 베팅 논리&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;요약하면 다음과 같다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;밸류에이션&lt;/b&gt;: Forward PER 14배 = 코로나 직후 수준. 디레이팅 끝물.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;단기 역풍&lt;/b&gt;: DOGE 연방 계약 충격 + FY26 가이던스 하향 = 가격 반영 완료.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;장기 동력&lt;/b&gt;: AI 수주 $11.5B+, Anthropic 파트너십, 분기 수주 사상 최대 = 회복 시그널.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;위험-보상&lt;/b&gt;: Base +32% vs Bear -12% = 양호.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;핵심 베팅 논리&lt;/b&gt;: &quot;AI가 컨설팅을 죽일 것&quot;이라는 공포에 시장이 과민 반응 중. 실제로는 Accenture가 &lt;b&gt;AI를 가장 빠르게 내재화하며 클라이언트 종속을 강화하는 중&lt;/b&gt;. 단, 회복은 6~12개월 시간이 필요하므로 &lt;b&gt;빠른 시세차익보다 1~2년 보유 관점&lt;/b&gt;이 적합하다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;100%를 베팅하는 게 아니라, 자산의 2~4%를 분할 매수하는 게 데이터가 말하는 합리적 진입 방식이다.&lt;/p&gt;
&lt;hr data-ke-style=&quot;style1&quot; /&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;핵심 출처&lt;/h2&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;a href=&quot;https://newsroom.accenture.com/content/2qfy26-earnings/accenture-reports-second-quarter-fiscal-2026-results.pdf&quot;&gt;Accenture Q2 FY2026 Earnings Release (2026-03-19)&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://newsroom.accenture.com/content/4q-full-fy25-earnings/accenture-reports-fourth-quarter-and-full-year-fiscal-2025-results.pdf&quot;&gt;Accenture FY2025 Full-Year Results (2025-09)&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://www.investing.com/news/company-news/accenture-q2-fy26-slides-record-bookings-raised-guidance-amid-decline-93CH-4570892&quot;&gt;Investing.com &amp;mdash; Q2 FY26 슬라이드 분석&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://www.cnbc.com/2025/03/20/accenture-is-doges-first-corporate-casualty-as-shares-dive-on-warning-contracts-will-be-cut.html&quot;&gt;CNBC &amp;mdash; Accenture is DOGE's First Corporate Casualty (2025-03)&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://www.anthropic.com/news/anthropic-accenture-partnership&quot;&gt;Anthropic &amp;times; Accenture Multi-Year Partnership (2025-12)&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://www.marketbeat.com/stocks/NYSE/ACN/forecast/&quot;&gt;Marketbeat &amp;mdash; ACN Analyst Forecast &amp;amp; Price Targets&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://www.macrotrends.net/stocks/charts/ACN/accenture/pe-ratio&quot;&gt;Macrotrends &amp;mdash; Accenture PE Ratio 10-Year History&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://www.trefis.com/stock/acn/articles/591415/accenture-stock-6-6-ai-disruption-fears-spark-sector-wide-selloff/2026-02-24&quot;&gt;Trefis &amp;mdash; Accenture Stock: AI Disruption Fears (2026-02-24)&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div class=&quot;disclaimer&quot;&gt;본 글은 제가 공부한 내용을 정리한 &lt;b&gt;개인 의견 및 정보 제공&lt;/b&gt; 목적의 글이며, 특정 종목&amp;middot;상품에 대한 투자 자문이 아닙니다. 투자 판단과 책임은 본인에게 있습니다.&lt;/div&gt;
&lt;/div&gt;</description>
      <category>좋은 기업을 찾는 것이 전부</category>
      <category>Accenture</category>
      <category>ACN</category>
      <category>ai컨설팅</category>
      <category>anthropic</category>
      <category>DOGE</category>
      <category>IT컨설팅</category>
      <category>가치투자</category>
      <category>미국주식</category>
      <category>엑센추어</category>
      <category>종목분석</category>
      <author>Stock &amp;amp; Data</author>
      <guid isPermaLink="true">https://milordkim.tistory.com/15</guid>
      <comments>https://milordkim.tistory.com/15#entry15comment</comments>
      <pubDate>Thu, 23 Apr 2026 09:31:34 +0900</pubDate>
    </item>
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