214 lines
42 KiB
HTML
214 lines
42 KiB
HTML
<!DOCTYPE html>
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<html lang="ko">
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<head>
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<meta charset="UTF-8" />
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<meta name="viewport" content="width=device-width, initial-scale=1.0" />
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<title>BOJ 25208 - Offline</title>
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<style>
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:root {
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--bg: #fafaf8;
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--paper: #ffffff;
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--ink: #1e1f24;
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--muted: #6a6d75;
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--line: #d8dce3;
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--accent: #0d6e6e;
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--code-bg: #f4f6fb;
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}
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* { box-sizing: border-box; }
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body {
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margin: 0;
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background:
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radial-gradient(circle at 15% 0%, #f0efe9 0%, transparent 42%),
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radial-gradient(circle at 85% 20%, #e7f1f2 0%, transparent 38%),
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var(--bg);
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color: var(--ink);
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font-family: "Noto Sans KR", "Pretendard", "Apple SD Gothic Neo", sans-serif;
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line-height: 1.65;
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}
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main {
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max-width: 980px;
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margin: 0 auto;
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padding: 24px 16px 56px;
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}
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.header {
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background: var(--paper);
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border: 1px solid var(--line);
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border-radius: 14px;
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padding: 18px 20px;
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margin-bottom: 18px;
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}
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.header h1 { margin: 0 0 6px; font-size: 1.5rem; }
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.header p { margin: 0; color: var(--muted); font-size: 0.95rem; }
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.header a { color: var(--accent); text-decoration: none; }
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.section {
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background: var(--paper);
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border: 1px solid var(--line);
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border-radius: 14px;
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padding: 16px 18px;
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margin-bottom: 14px;
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overflow-x: auto;
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}
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h2 {
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margin: 0 0 10px;
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font-size: 1.05rem;
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color: var(--accent);
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border-bottom: 1px solid var(--line);
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padding-bottom: 8px;
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}
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pre, code {
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font-family: "JetBrains Mono", "Fira Code", monospace;
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background: var(--code-bg);
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}
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pre {
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padding: 12px;
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border-radius: 10px;
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border: 1px solid #e7ebf2;
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overflow: auto;
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}
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blockquote {
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margin: 14px 0;
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padding: 16px 16px 14px 22px;
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border-left: 4px solid var(--accent);
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border-radius: 10px;
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background: linear-gradient(90deg, #eef8f8 0%, #f9fdfd 100%);
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color: #24313a;
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font-weight: 600;
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position: relative;
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}
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blockquote::before {
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content: "“";
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position: absolute;
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left: 8px;
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top: 2px;
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font-size: 1.35rem;
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line-height: 1;
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color: #0b5f5f;
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opacity: 0.7;
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}
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blockquote > :first-child { margin-top: 0; }
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blockquote > :last-child { margin-bottom: 0; }
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q {
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color: #114f50;
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font-weight: 700;
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background: #edf8f8;
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border-radius: 6px;
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padding: 0 4px;
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}
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.math-inline math {
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font-size: 1em;
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vertical-align: middle;
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}
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.math-block {
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margin: 10px 0;
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padding: 8px 10px;
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overflow-x: auto;
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background: #f8fbff;
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border: 1px solid #e2ecf8;
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border-radius: 8px;
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}
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.math-block math {
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font-size: 1.04em;
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display: block;
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}
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table { border-collapse: collapse; width: 100%; }
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th, td { border: 1px solid var(--line); padding: 6px 8px; }
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img { max-width: 100%; height: auto; }
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</style>
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</head>
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<body>
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<main>
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<header class="header">
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<h1>새벽의 탐정 게임</h1>
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</header>
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<article class="section">
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<h2>문제</h2>
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<p>새벽의 탐정 게임은 재미있는 2인용 보드게임이다. 한 명은 탐정, 다른 한 명은 도둑 역할을 맡는다.</p>
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<p style="text-align: center;"><img alt="" src="data:image/png;base64,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" /></p>
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<p>게임은 <span class="math-inline"><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><mrow><mi>N</mi></mrow></math></span>행 <span class="math-inline"><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><mrow><mi>M</mi></mrow></math></span>열 격자 위에서 진행된다. 격자의 각 칸은 벽이 설치되어 있거나 비어있고, 역할에 관계없이 벽 위에 서거나 벽을 넘어갈 수 없다. 임의의 두 빈칸은 상하좌우로 인접한 빈칸들을 거쳐 이동할 수 있다. 다시 말해 어느 빈칸에서 출발해도 다른 모든 빈칸으로 이동할 수 있다.</p>
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<p>도둑은 밤 동안 은밀하게 어떤 칸으로 이동하고, 다시 밤이 찾아오기 전엔 그 칸에서 움직일 수 없다. 탐정은 새벽이 밝아오면 단서를 모아 도둑의 위치를 밝혀내고 감옥에 가두어야 한다.</p>
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<p style="text-align: center;"><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAWQAAAElCAIAAABcfQ++AAAEvUlEQVR42u3dsW7TQACA4TPyxIjq92BjRurWEXVg4AlYeABGHoCFJ2BCmSOWSMxsvIcjRtZjsIhOjhNfiA325fsGlAaXXF33150bcVWMMYzZ7/dhHnd3dzP9y8ZszMY87ZifBACxAMQCEAtALACxAMQCEAunABALQCyAf6vOeRupN94aszEbs5kFIBaAWABiAYgFIBaAWACIBSAWgFgAYgGIBSAWgFgAiAUgFoBYAGIBiAUgFoBYAIQQaqeAY2/efij+a/z65aNvtJkFIBaAWABiAYgFIBYAYgFcps7Zndl+1sZcnjnOdtnXhpkFIBaAWABiAYgFIBaAWACIBSAWgFgAYgGIBSAWgFgAiAUgFoBYAGIBiAUgFoBYAIgFIBaAWABiAYgFIBaAWACIBZCtztmd2b7hxlyeOc522deGmQUgFoBYAGIBiAUgFoBYAIgFIBaAWABiAYgFIBaAWACIBSAWgFgAYgGIBSAWgFgAiAUgFoBYAGIBiAUgFoBYAIgFkK3O2Z3ZvuHGXJ45znbZ14aZBSAWgFgAYgGIBSAWgFgAhCrGOHpQ/u94X71+V/wpe/qs/Pcs/Pq5930swOdP70eP8T4LwDIEEAtALACxAMQCQCwAsQDEAhALQCwAsQDEAkAsALEAxAIQC0AsALEAxALgjzrnP+O1rS6s0bTbnptZAGIBiAUgFoBYAGIBiAWAWABiAYgFIBaAWABiAYgFgFgAYgGIBSAWgFgAYgGIBYBYAGIBiAUgFoBYAGIBiAWAWABiAUyrnnZTdmA5cn5ycwpgZgFYhgBiAYgFIBaAWABiASAWgFgAYgGIBSAWgFgAYgEgFoBYAGIBiAUgFoBYAGIBIBaAWAAzqGKMowfNt29I/p4FlzLma8b84vnL4i/97W7j2gj2DQEsQwCxABasdgoY9f3HtyWvpTPdwo2YeWMx7dapl3Ibcvlj3u42Zz59Red5u9s83D/OOvKyrw3LEEAsALEAxAIQC0AsALEAEAtALACxAMQCEAtALACxABALQCwAsQDEAhALQCwAsQAQC0AsALEAxAIQC0AsgOLZGJlpVFUVY+w9Tp/sPuweHB956oCmadq2TV+oaZr0w97fIhaUWZMzBwxWYLAdemEZAixpZpGzlXvZG8kb8zWfm475sIhIn08PGHx86oDD66YDiDGmr5IuWJZwtsu+NixDmMxhOdC7rTDo+Ji2bQ9PnllZ/HUdcM+CFZfloruVvTmFgrhnwU1L89G7DxpPc97MLGB8ciEWYsGKJwWD647RWxLd70G7P7tpxfEvWXsfnlmbIBYs9x7ENccc3jHR9aKLwnEv1EEsuMWCpAecety7beGs/i9ucAJiAYgFIBaAWABiAYgFgFgAYgGIBSAWgFgAYgGIBYBYAGIBiAUgFoBYAGIBiAVACKHO2XDV9sW3PObzn7vG8zzfyMu+NswsALEAxAIQC0AsALGgVA/3j74Qgo2R8WOGmQUgFoBYAMvkngUDtrtN5pHeVm9mASAWgFgAYgGIBSAWgFgAYgEgFoBYAGIBiAUgFoBYAGIBIBaAWABiAYgFsAJVjHH0oLI3kjdmYzZmMwvAMgQQC0AsALEAxAJALACxAMQCEAtALIDV+g3kQKRPThN4uwAAAABJRU5ErkJggg==" /></p>
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<p>감옥은 위 전개도를 접은 모습이다. 다시 말해, 다섯 면이 막혀있고 나머지 한 면이 뚫려있는 정육면체이다.</p>
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<p style="text-align: center;"><img alt="" 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0DQvYip6XK9JdVblm6Apr+PbVntRqO4sZFbWZFaLR/KzfcCx6HPfAbt7KC//EtUq0E8QNDArmSKvm2YSrOttiRTMwY8Gp7rKp1OcX29uLHRaTRgedwfFIV+9mcRQuh//A/Uu+NHBhKoQXc1ruO6jmaoGsnQQihA0hQ+SIce+b7vOo7cbteKRUPToJTx4EQi6Od+Dn3rW+i3fxv9/M+jdBrBu2gQNLBbOKYl1ZoUS3MBkaRpnOj/Rx/bslRJajcanXodFsBuPC3j6EMfQu02+m//DX3602hiAkLSAxcNQtBD6aSlm0qzrbTalt7PRQ/f8xRJKqyvlzY3wc67CYah555D8/PoL/8SWbBDCjJoYLdxHdd1dFPVSZrigiLF0ARB9septb7vO7Ytt9s7hUK3nNnaf3Acev55dPky+rf/Fv3Kr6DhYah1gKCB3cexbKXRJiiKCwgU2/OaNnVDlaR2va5KHdgNuOcsL6NcDn3hC+gnfgJqHSBoYM9STstSWw7J0DTLcEGxJ58JXFdqNJo7O4am9czZgH3AM88g30f/83+if/7PEQkeAEEDe4PneZZuWLqhSQoXEBie64nDxW/fXWrlcrNSgV3aBwDLohdeQK++in7919G/+BcokYCQdCHwkrCPTO26aluSGy1D0Tynq5Vn6nqjUsmvrdWKRbDzQXLmDJqfR1/4AtrZgWCAoIE9xzat250euqx2YePw7Y3ahbW18taW3G7D9TpgMAx96lMoEEB/8RcQDBA0sE/VA1MzlGa7Xd7ROopj2V3xkQyjksutXr6cW1lRYC5o9xAKoZ/9WTQ0hP7Lf4F5HSBoYD/TVUdtd24XPRzLPqgTRTVZaZTLhdXVaqFgGQZcl66DJNEnPoHKZfTXfw2OBkED+6tpy5abbbnR1iRln0cv2abVqFQL62ulrS1FkuBadC8EgT77WVQsopdegmB00a0TQjAQ+L5jWY5laZLMCgIjcORengzgua5lmo1KBebo9xKZDPqlX0K///sok0HLywjO94EMGthvUXu+LitSraFLim1au/4W0fc8pdOpFgqb16/Xy2Wwc48RDqNf/mX0X/8runYNwWgqyKCBA8FzPa0jE5pOcywr8sRu7FO4/Rrw9pYTyzRhWHOvkkigT3wCfeUrKBBA4+MQDxA0cBCptO9//9RaVuQZgX/goofruo5llTY3lQ7s0u4LnnwSYRj6/OfRr/4q4jiIxwECJQ4wta/L6u2ih2PZ6D6fa1VZrubzG9euSa0W2LlfrICjxx5DQ0Poq19FsPkeBA0cOLeLHkqzrTTb9zIQw/d9Q1Ur29vF9fV6qWTBOR19BkWhT30KXbyI/u7voBh9gECJA/iBc23Tsk3LUDWKoVlRoDkGe9erfNdxDE2v5rdV2GzS34RC6J/9M/THf4xYFj39NMQDBA10i6ktw7QtixUFmmUohsFw7PZ/VzodqdGU223TgHnNA8DQEPrQh9DXvobOnkUsC/EAQQNdo2nP1yXF0gyKpTmRt0yj02x3Gg3TMBCCZ97BAMPQsWOoWER/+Ifon/5TiMf+AzVo4L1wHcdQNGlrO/V3X3vs21+dya9FDIXyoLt5YLhdjHZd9Ed/hGCbPgga6EJMknp1eOpvJ5ZSmrRcKx6rbo9KTRIK0IPDJz+Jcjl07hxEAgQNdCkqRX9zbOHN9LhKMRPt+qPFtYVGGYdX/IPA8DB65hn07W9D190+AzVo4P7QKPpaPIMQ4hz7aHX7ufXLRTGSD0ZqfACC07+JHI4efRRpGvrd30W/8iuIpiEkkEEDXY1OUq8OT313ZJZ3zKM7+aPVfEKDSZX9C4ahJ55AkoS+/W3kOBAPEDTQA3QY7nvZmTeGJljHPlvcOF3agKJH38Ky6Cd/Er34ItrchGCAoIFe0vRrw5NfmTlSDER+8fLLj5Q347qCQTde/3HoEPr4x9EXvoBg7ygIGug5CoHIny+cdDH8dGljsV4OmToGCXWfcewYikbRiy8iaOMBQQM9h0yzF1Kjr2cmA5bxgfythUYZYtJXCAL68R9HX/86Wl2FYICggd7Dw7A6J76Wmfz6xFLI1H/6+htZqUW78GapXxgaQj/1U+jzn0elEgQDBA30KhZBvjo89VZ69Egtf7a4wdsWxKRPWFpC6TT69rchEiBooLdZiaa/OzLbZrlntq4fqhUJH2qXvQ/Po2efRbduoWYTggGCBnobmWYvJUe+Mb4QNdRP3boQ01XQdG+DYWhiAr3wAvqP/xGpKsQDBA30PBrFvJydvpzIni2uH6tsQ8Wj5zl2DLEs+vrXYag/CBroB1wMvxVNvTk0HrSMD+ZugqN73B84+sQn0NWraH0dggGCBvqEqhD81tj8uaHx/+Pqq0v1Emi6hzl0CB05gv7yLyGJBkEDfUVFCP73xUcm2/XHC2thQ4OA9GoS/fjjyPPQ1hYEAwQN9BUSw31zbH6HDzy9vTLRrsMcj54kGkWPPor+/M9hGCkIGug3NIq+mBr51tj88er2B3M3OAfKHb0GhqEPfABhGPrKV2D/Nwga6EM6DPfV6WWToJ7cvpVWJQhI7/HMM+jSJVQsQiRA0EAfYhHkK9mpJic+Vliba1YgID3G/DwaG4O9hSBooG9xMfyNofG/mVxaqFdOlzYFG2Za9g4chz72MXTxIlIUCAYIGuhbVIr5+uRS1FCfyK/CKS29xNAQeuYZ9MUvwttCEDTQz+gk9d2RmTbLf3jrBgNj8HqF228LX3kFjlwBQQP9n0e/lpn86+nlf3LhxcVGmfRciEkPIAjoF38R/fmfo3YbggGCBvocmWa/PHN0qVZcrkF7QI8wN4cwDF26BJEAQQP9z3Yo+nJ2ekRqHqoVYSdLDxCNopMn0ZUrEAkQNND/+AgrieGvTh9Zqpc+vHVDtKC1o7shCPToo6haRYUCBAMEDQwEHob99fQRzPcfK65RUI/ucgIB9MIL6E/+BA7/BkEDg4JK0S+NzDgY/kR+lXWgkau7OX4cbW+ja9cgEiBoYFDQKPqb4wsIoU+vnIcW6a6GINBnP4v+6q+QBBv3QdDAIPHdkdmVaPrJ/C0Rthp2M9PTSBDQm29CJEDQwADh4PilZHYrFPvw1g0Bhv13LaEQWlxEN25AJEDQwGBhEeS59PhqJPnpm+eGlA4EpBshCPT006heR/k8BAMEDQwcN6Ppy8nsE4VVxoHt4F2JIKAzZ9D/+l8wJxoEDQwcLo5fj2c2Q/GPb1yGvo4u5dFH0aVLKJeDSICggYHDJMg3h8bzwdinV95KQl9HFxIMokcfRV/4ArLgbQEIGhhIriSG84HI4/lVGkbfdSFnzyLbRhsbEAkQNDC4eXSb5Z8orJJQ7uw2slk0OoreeAMiAYIGBhSNor81Nk+63nPrl2FeR3fBMOjsWbS2Bq8KQdDAQPPSyIyNE2dKGxjEoquYmkLhMOz8BkEDg55Hvzo8GTT1uQYcO9tNkCR64gn03/87RAIEDQw0LVb4ysyRxwqrJypbuA/P1F3DyZPIMNDlyxAJEDQw0Dg48Y2JpflGZbJdh2h0CxiGnnwSff3r0G8HggYGnWIgfDmZPVHJQVNHFzE3h+p1tLMDkQBBAwONi+FXEtmrieF/eOMNGHrXLUxMoKUlmG8HggYAhBC6GRvqMNzZwjoDG1i6AYZBo6NoZQUiAYIGAORi2KvDUyFTPwSHgncDGIYmJ5EkQRkaBA0ACCFU58Rvjc8v7xQSugLN0QfPyAg6cgR9/esQCRA0ACCEUJMV/m584YXVixFdhWgcfBJ94gT6+tcRTIgFQQPAbfLB6HYw+mhpXYAXht2QRLsu2tyESICgAeBtXsrO2BjxWGEdQnHAMAx67jn05S8j14VggKABACGEDJI6PzQW1xU4DvzgmZ5G5TKqViESIGgAeJsGJ7w5NP6xjavQGX3AxOMolUJbWxAJEDQAvI2PsNVIcisUf3bjGudAp9eBCvrwYRhuB4IGgHfyVmrUx9CRnQKE4iAZG0Pb29DLAYIGgB9BpenzqbHJdp23IYk+OEZGkK6jUgkiAYIGgB/gIywXir2VGn1+7RIUOg6MYBA99RR66SWIBAgaAN7JSjSF+/7Z4gYB4+4OilOn0PnzSFEgEiBoAPjRPBrDvpedTqudMakB0TgY4nHkODA7CQQNAHcgH4y+lRp7vLBKebBj4iAgCHTmDHrtNThMFgQNAHdgPZIoi+HjlW2Yo3QwLC2hRgM1mxAJEDQAvBMbJ86lx49XcklVgmgcAKkUIkmUy0EkQNAAcAdaLP+dsbkfW7scNnWIxn4TDqNgEN24AZEAQQPAnckFY2UxtARD/fcfhkFzc9DIAYIGgLuiUfS1eGayU6fhZKx9BsPQ7CxqtSASIGgAuHsSHYpdTgw/v3YZ932Ixr4yOgrjoUHQAPA+rETTCU2eaNchFPudRI+PozfegEiAoAHgrhgk9Up26kxpI2AZEI195fhxdO4chAEEDQDvk0Q3OPFYdRtCsa8sLqJiEQYngaAB4L0wCfJafGiyXeccG6Kxr8zNocuXIQwgaAB4L8piuCKEDteKsLdwXxkdRaurEAYQNAC8Fw6Of3N8/nRpY6wDQ5T2kUceQc0mMuEoMhA0ALwnNk5cSQwf2ckz0Ba9b4RCiONQEfYKgaAB4P24khjmbQta7vaPYBAFgyifh0gMrqCT8fDizAjH0hgGBUbgvWiyws1YeqlewtAD7luhaSqdjOk6dOzdG4KABAFdvw6R+GHIAfmenq0jDM8OxX/2Jz74yrnr125tr2+VNR0KXsCd8TFsJZqeb1RSqlwRgvf1ZzGERkeGTh1beOTY0uzUqO+5nmMQtABRfS8IAkWjqFqFSAyWoD3H1BtbenMbwwkuOspFRz/0+NEji5Nrm6Vvvnxxu1DzYGsvcCduD+j4QP7WX8yfvPclEouEzpw89PTjJ6YnsgxDG52KUt6yFImPpcT0OMmFILB3JZNBV69CGH7kZu/3qZ5833VN1Wjm2tsXXFP7wR2JE0Ojx9nICEELruuvb5VffO3KlZtbumH5YOq74Dh2o151nUF8Y/aLl1++ksyeS4+9b0EjGY9+6rknHz+9HAyIrm2Y7R2peEsq5Py/Py2EYKhAejgyeYTkQzhBwbp6J80m+p3fQf/6XyOWhWC8vWZ+8zd/s//c7JiyWr0l5S8olRXvR49t9hzLaBUspe67Fs0HE4nY4YWJgMhRJKnqpmnC9oQ7PYV4nq6p/kCeS4QhtNiorEeSNkHc5dEcn58Ze+qxEz/z48+cPnGIwn29VWlvXG6uXtKbzR+uYPuuZ3TaerPo2sbtXAHehfzo8zyJLlxA2SyKRiEY/ZlBu6asN7f0ZkFv5t9bKBhB8LExLjrKRrIELUqydmM1/8q567c2ipYNzVWQQb+NaJkf2byWC8XOvyuJxnE8k46fOrb4zFOPjAynCBzT63mlkldrJUuR32vtYRgliKHRWSExTAeiGE7AGnubP/xDlEig55+HSPSVoH3PdfSW3tyW8hdd27q/2zYrBEeOsuFhkg15CMvlq6+ev3nu8qqs6FD0AEEjhA7VS4d3Cl9YOOX/fcLLsczIcOr5Z584e+qQwHOOoRjtHSm/KlcK99X0gZOkkByKTB1mAjGcpGGloW9/G73yCvo3/wYi8bad+sDNjiFr9Q11Z9VW275/34/hjqG21l+lxaiQnOZik5Nj6dHh5NzU8BsXb23kKq0OnPUw6GyE4/ONclqVymKIIPCFmYnjR+aeOHM0m0l6tqHVC+2t61qt4tr3XR/zHEcu5Y12I5AZF1OjbCQ96Nn05CT68peR4yCShIXX84J2LUWrb+r1LaNTfpgKqe95plS31LbeLPKJCS46fmJ5ZmZyeHO7+ncvXVjfKkPRY5DRSHo9nHystPHqB555/MzRp584mUnHKYLQGttyYUNrVK2HO7HJ1rTWxg2lWggNj4tDE7QYRdig7iCLx5HjIFlGkQgsvF4tcXiu5eiSVluT8pcfIGV+/wdPggyNHediEyQjIpysNTvffvnymxdvSYrmuoP4omyQSxwYhgk8N5KO/+v6rfgv/jw6c8YxFKNdbW9dU2u7v88QwzE+Ho/PP0IJYYJk0AC+RfyN30AvvIBOngQ7o57r4vA9x9HbSvFyJ39Bb2zvhZ0RQr7vme2y2Sl7jk4yoigG5qZGskMxgsB1w9KNgdveMrBdHCxDH5qf/LFnn/gHn/xwUmC9l1/Sp4braxfaW7dMeW9qXz6yVU2rFRy9g+EYyfADV/RYW0O2jRYWwM49VuJwjI62s6q3imanukdq/mFHW0rD1tpGp8pFh/n49KH5ifGRVK6w8+JrV66tbJsWNOT1MziOj2ZTTz924uwjhzOpOI4jNR1yqzn5b/9KSex5E5it6Z3tDa1eFVLZYGaKCScwbGA0HYmgXA5WYM+UODzHdPSWWl2RSzcP6tNiOBHILgrJOZIN4gTd7igvv3ntO69ekRXddlwocfSRlzFR4EeGU//oZ1+YnRwlcGTrilbPtzZumFJHePMSs11q/sTH9rnGwgRDicVHmGAMp1ms78vTL76IvvlN2K7SAxm07zm21lQqN4xmwdblA/0krpS/qtdzfGxcSM+FguHnPnx6YmzoyvXNqyu5UrUJK6k/ChrHl+cffeTw8eX5SEh0LFVulNubN/R2w3c9hJA1lhUu3cAc1yf3L5/1fd/otEvnvyMkhsShMSE51ucNeakUommkaSDorha0KVe02obRLllyd4x89H1bkyT9iiFV2VCGT0wuzoxOjaaPL0+/dv7mhavrHVmD9dSj0BS1ND/x6Knl0ycPJWJh37U6+etqtai3ao7xg3F0djxqTo5yN1a1w/P7/Aldy5KKOa1RFVNlcWiUjw1j/bpZPBhELIsaDdhP2IUlDt+zDUupKZUVrb7ZzW+lMJwQklNCapYW4xjBdGTtwpW1b3z3QltSLcvus/0t/VriIAgiGOAXZid+5ic+Mj46hCNk65JS3pAKG6Yk3bkGYpip3//j2md/yomGDm7tYUwgGJ1d5iLDBM3221tESUJf+AJaWEBPPAGC7qIM2ndtU95RqytGq+iYapcHzvdcpbpqtEtsZDiQXgyJsaceXR7NJq/e3LpyY2szD1MTux1R4B49tXzi6PyRpZlQQHAMSaoVO/lVo9XwvbveYT2WscaG2bVN5dSRg+qB8z3f6HSql17j4ykhORLITOEk0z8XhmURRaE6HJXQRYL2zU5Jq2/prbyttnsmeL7vGIpSXrGUOhcd5eMTU2NDo5nEkcXJ77525drKdqMtw2bxLoShqUMLU2dPHX7izNFgQPAco1O4oZS39GbDtd5/ToC2PM9fuqEvzrjiQY54di1bLhW0etVo18T0GBdN42RfFG1pGvE8asCBkF1Q4vBszVLqSuWmurPR+7HExKFZITlL81Gc4lTNeOPCyjdfvtRsSabV28WB/ihxEAQeCQUmx7O//POfyqTjvudaalur5du5G9b9vD8gZDX0jZeM6XFteb5r1h5iRD6+cJoNJYg+aJ3+679GFy+iX/91EPSBZdCeY1hKXanc0Bs5rz+Km76vlFa02hYfGxXTC5wQe/qxI0tzoy+fu7GyVtjYrgzmLsTuuHVi4VDgxJH5x08fWV6aZmnSkhtao9LauPoAu7RdgbNGhuhStYsE7SNT1krnXuSi8eDwtJAaIVkBoZ7dhSiKSIEZOAckaN9zjE5Rb2warbKtdfosoJ5tKtU1U65xkSwXG0/EMs996JFHjsy+cu7GpRubO/U2aHqfCQaEwwvTj51ePnFkPiBynmW0N28olbwptR5gvBFCCOG4NZxmb64j3++qrdi+52n1HVNqq/ViID3Kx7MEw/fkNYvFkKrC0t3vEodjypa8IxevGu3ygISXiw4Hssu0ECNowbadS9c3v/qN15stWeup/eK9WOIgSSIWDR1emP6Fn34uFgn5nmvJTaW80cmv2Q99kCvmuqG/eVFfmjXHs90bAY6Nzx/jY1mS5TG8p8aiFYvot34L/d7vgaD357L5rqVbyo5cuGx0qr7nDkx4fb1ZMDtVNpIJZA5RYvzkkZnp8aE3L61euraxulVyHBeW4F4UNOLR8OkTS08/fmJ2apTAfVOq6Y1Sc+2qbRhoNxISnyC0o4uhb75SH8n4RJdu7XN0o3rpdTZ8KzA8IaYnKC7QM0WPSASRZLc9oPSpoH1Pa2xotQ1T2nGMQawrea6t1XOW2mSCKSE5HY6OffCxI8sL4+curb5+YaW80/Q86PTYvYKGKJw6tvDY6SNHD89yLOOaSnP9urJTtOSOt6u3QzudpCo7VLVmZVLdmyB4nt5smFJHq5UDQ2NCaoyge6HowXGIZZEkodCgn7G7ZyUO33NM2WgX5OIVS2mDOL4PE4gFsstMKEPSouf7G7nKn3/1uzv1jqobXWvq7i9xMDSdTEROHV34uX/wcZalPccy5YaUvyEXt117rx5Tgt99A9f09kc+gPDeSPRwCo/PLQvJCZITcaK794v/wR+gI0fQ6dMg6N2Wgu87lmJ1ylLpmqU0fBdG3b/rd0LSTDAhZpaYQIqg+FZHub66/daV9ZtrBcO0uvADd7OgSZJMxMJPPnrs8dNHRoZTJO5bclPd2e7k12xdR3t5y6OLlcBLb3ae/YAT6ZlEDyNwJhAU0yOB4VmKE7u3Nv35zyNRhMMJd/ny+J6j7qzojZwl1x0TZlPcpejhWHqzaGttJpjiYmOR5NzZEwtzU9lL1zffuLCyma9Cp8c9Eg4Fnn78xInl+cOLUzRN2lqnvnFNa1RtRfLcPa/vu0EREThdqPSQoH3XM9ptU5b0Ro1PZAKZSYrvyg8fiaAqbMfdrQza922jY7S2lfJNS4HRbvf5eB6MC+l5LjJCskHX89e3yl/929e2S3VVM7pkI2K3ZdAMTaVT8bMnD//kJz7Ic6zn2kar2tm+qVZLD9g594DLHomvXyDbnfZHn+rRtUfQdGRiIZCZoPhgd01funQJfelL6N/9O8igH7qgYUhGp6yUr1tyDXY2PwCmVLeUV7Xguji0yITSsxOZf/Lzz12+vnnp+uaVG1vdWfQ4sPVKEMOZxBOnj545eWhyfNj3bL1RVGvF9tZNd/+PUMCQNZphckXM9bq2l+N9HgIsq37rklzeDAyNB4YnKT7cLbsQg0FUqUAjx0MJ2rN1tbaqN7ZNacdzwCMPcZvzXKNdtpQGG85wsVEhMX32xMKhubE3J1cvXd9Y2yobBoQXjWbTjxxfPHV08dDCFIb5llKX8qtqtWCpin9A71ftRBTzPaLVduI9OxvTR6YkmfJlrVERUlkhOcIE4gf/qTgOWRayLMQwg7zmH6jE4XuW2tSbm2p1rf+2AnYDtBgRkrNcdJQSoq7r50s7//vb51c3S7KiHUinx8GWOFiWGR8ZOnPi0Keee4qmSc8xtXpRLq0r1ZLXBaet85dvUjv1zoce649cDyeJyNS8mByjA7GDPBlAktA/+kfoD/5gwI/3vk9B+56tt81OWSpetbU2goLG3l0YDKfEaHD4EB1MU2zQsJyrK7lL1zYu39hUVGOfP8xBCZqmqNGR9BOnjzx++kg6FUOuZbSraq3Qya25drcUxAlFjf/Zl+uf+ZQr8n2z+GiBDwyNBYYnaTF2MJ0epok+/nH0Z3+G0mkocdwTrqWoO7f0xrYl1z1ontvr507fs+R6c+1lJpjkYmNCcvbk8szizOjCzMjFaxsrawVFM/o7AtMT2dMnDp0+vjQ9mUW+a0q1Tu66Wq84mt5VrzpcQfAxjNnMa4fn+mbxWYraXLuu1ctCclhIjbPhfd+MQ9NIVZE96Eczv38G7XuOrTa0+rpSueVaBgIOJE1j2GDmEBsdp/gIhhP1ZudLX3t5Y7vS7qjO3veT7WcGHRSF0Wzqg0+e+ujTZzCEXNvQ6oX21g29Wfe7dSNP4OVzzFah/g+fR0R/nr0dGpkIjc3TYoSguf37V597Dv3u76KpKcig76pmS22Y7ZJUuARqPuA0zTRam+fIykpw+DATGoqFI7/0Mx/d2C6//tbK5RubzbbSB/0zPM+Ojww989TpsycPhYKiYyhGq6pUtzvb3T4r3JwYoYtVsi05sf4smHbym8pOUUxlQ6NzTDC2Twe4RKPIGvR34+Rd3WwqSvm63io4WhsKGl2Co8vtzTcpIcLFRsXU/Mx4ZjgdX5wbfevy2o3VfFvq1QmNBEHMTY89+sjhE8vzo9kU8hytUWhv3tBbNdfogczACQfdAE+XdvpV0Agh17Sk/KbRagjJjDg0zkXSCNvjzkJRRKY54D/5dwrad21LbSiV61pt03MGvQDUhXiubUo7prQjFa6IqWkhNX9scfz4oWlF1b/0v16+fmu7I2u23Rs3VAyhYFCcGMv82DOPP/rIYQz5rm0qpVutjWtmp9NDzwQezznRCLO+1T9l6Dumbb5vyh1T7jQ3bgSGhsNji0wosYdFD55HxqA/uJM/nDTbakNr5NTqrcEcO9djprZNqXBNb+TFoXkuOirwkc986unN7crF6xuvnrshKXqXC45jmemJ7MeeeezooZlIKOBaqt4oK5WcVMr5bu+Va5x4hN3IDcri85FcKurNupAYCo0vMMH4noxeomnkDvo83tuC9h2jIxevGp2KrTZ9DwZB9Ay2LrW3zmv1LTY8FBg+PDOZGRtJTY0NXV/dvnBlvTuLHjiOLy9OPfno8cW5idFs2nMtrbbVzq0arZqt6z16Iax0EnM8zHF9khiQtecYZie/ZXSafCwtDo3x8ZFdnjdNUdDFgenNLaV6S28WPHvQyz29DkExXGxUSM0ygTSGk21Z/db3Ll24ttFoSubDbYPelS4OHMfDIXFxduKZp06fOraAfM+1dLm8Km2vmbLs9/5Q7MBLb/gco5w8MogewTEhmQqNzLKRDMnyu2Pq//Af0JEj6KMfHegf9T/5xLIp1QbplJP+fe70XEttme2i71oYjgticG56dHo8EwxwrY6iPkTftOd5uqY+zKOVKPDHlmd/6lPPPP/sE5Pjw64hy+XN1sa19tYtxzBRX2x4wlxXfPOydnRpIBcfshRFq5ctuYmTJMGwOPHQ21vOn0ehEJqbG+QfNelakDj30+/Edwy1k7+k1XNMeCg4fGgsmxgeik2PZ66u5C5cXa/W2vte0MCeOHvs1NHFQwuTqUTUsw25tNbJrxqtuttfTVR2JkW2OrhueBw7mKvPtSy5nDc6TT6WElLZQGb6oVJphoESB4mAPkylPUttWmpTKd/kohkxtTA3mV2YGX3+mdPfeeXy6xdWduptw9zbpY9hWDIeObI08+wHzyzOTfie65ha/ebrcmnLUvrzFbTHMsb0OHdzTT12aJCXn62pHW2jk9/g49dCI3N8PEty4oOYmmGgiwME3edFD62eN9oVcWiBjWSZQPLZp04cOzz11uX1Ny6ulKtNew9OrcUwLBYJLcyNf/SDZw8tTNEUYckNrVGSy1tabae/A25mh7jVTe3wvE/CLwtp9Ybeek2Ip0Kjc2wkSbL3qWmCQM6g78CAZdT/eI4tFa5o9U0uMiyk5pKx5EefPjE3NXx1JXfp+sZWfjelyXPs42eOnDy6sLw4HQoKjqFI1VInt2J0mt4AHGHuRkJkRyYUzQkHYeEhhHzXU6plo93g4mkxNRIYmnrnsQC+j/J59OKLSJLe+YfffBM5DpLlO/y9x4+js2cHIYDY1nf+EyyjwQHDCTYyJCRnuOgYTjK27b70xtXzl9e2izVNv+vbiPft4sBxLJNOnDy68KEnTk1PZn3PsXWps31TLm7t9cGA3ZXvtKXQN19Wjywa02Ow2N4NGw6FRuf4+DAtRn6QTZsm+s//Gf3ar93TvkGSRGfOoK99DQUH4hZI/Oov/Bism0FKaXxHl/RWwbM1DMMphpsYG1mcHQ0GeFnWddO843GI79HFgeN4PBo+cWT+s5954cNPnopHQ6ZcV8objdWLciHv2YP1iOrjOFWtYZ5nDadhrd3hTm+YWr1sSjsEReEkiRMUwjBEkmh5GW1uorW193krSBDo9Gn0uc+h2dkBiRgIejA17VlKw+yUHa1JsqIYCI+PpMdHUrFwUFH1jqzdo6AZmvrwB079+I89/dEPnclmkp6tS4XV5upFqZSzFXUQA4vjZLNNtiVzCjLou6YItqbrjbIpNX3XZgIRDMMRRaGjR1Gzia5de6/dg6dPo3//79HjjyMcH5BoQYkDwGgxGsge4iJjBMUiDH/jwsp3X7tSqDRkRb9jiYMiyaF0/Oypw88981giFvYc2zHk5voluZgbhELze8NsbIuvX2z89AuwsO4FkmMj4/NCeoIWQphpod/7PfQbv3GHWgdJohMn0P/+34N2wApk0AByLd1slRyjgzCEE3R2eGhpdiydjHQkzTRt23G/n0GTJJFJJx49dfizP/P8E2eOijxjdmpSYaV567JaLffBbsBduN35iN3YNhamByfLexg8x9GbO0azghEYwfH44WUst43W1n6kf4Mk0SOPoM99Di0sDFp8QNDA7edOz9baZqdqq3WC5oRgJDuUmBhNpRJhzTDrzY6uqRxDP//sE5987smnHjuRTkY9U5byN5trV5Ry3tY1iOHbkSRJJlewh5Iey0A07nHxOaahN3dMqe6RGPvYB7BGE12/jr5fUjt0CP3Wb6EnnujX8xCgxAHc16LAKC4YyCzwiVmcYhGGX1/ZLJZrjxxbCIdEz7FtTWqsnlMqZd+FuVp3QHzzEmZa8uOnIBQPUvRgmVA0Ffzzr9G//fvIR2hhAb388oD0bICggXu3NMbFx/jEJBcZxcm39y5bcq1TWFMrefOO3akAQgghJlcMfuuV2i/+JITiQdceohGK/+4fcYxI/J//F3rmI4N7u4LVANz5uRP5vnOnvlTPhRN23hs3KFLVGmY7PgW/rwdbe8jjOO8/fA4FEmh8eqCfJ2A1AO+AoFgmnBZTs1x0AmE/sjeXDiQSS/Ho9LF27rpc3LRUFaaHvxsnFPR4jmy07HQConF/uTNB8NFYcGRaSI4TNOd7jm20tdI1OpBhAsM4xYOggcEFJ2lajIvpWTY6RlDcXX9EjBCdPi4ks3Ipp1RylqogaN/4kThi9lCSrtRA0PehZhxnQhEhMRQeWyC5IEK+JZcspWS0Nh2jZbQ3mWCWi81SfAInucEJCwgauP37wLhIhouNc5ERkgvfw8+JYMNDTDAhJDJKdVupFGxNhSh+HyuTpkoVdHQRQnEv0IIYHJ0WU6O0GMUw3DFaZjunN1YcS0a+hxDyXctobdhqlRYzTHicDY/v8uktIGigSwsaNM8EEmJmkYve9+Y3DCf5xCifGI3Pm41b59Wdkq2pngMVamSNpIMra7hpeQwN0bj7ExvJhqLBkclAZgonWc+1HL2hVi8ane3bXn4HrqXqzVW9uUrxcSF1hBKSBC32t6lB0IObMxM0SwfigaFFNjKC4eTD/dKYxOLZ0GhbLq4plW1TkQa8A8+nKMxHREfyknFYandICyiKCUf52FBkYgmnWN9zTClvSnmzteHa799Tb2v1Tu47lJDiE4coPk7QQr9qGgQ9mG4mucgwH59gQhmS3a0OU4wWI9HpY3xyWK3mlErBfPcAyYHBY2hXFHDNgMX2rqcunA4EwmNzfDxL8QEMYbZWN9tbemvNtZQ7Js53vgV6riWXHKNDiyk2PMGERjGcAkEDPf3jwEhGZEMpcfgQE9iTcWsYQXKRDBfJxGaddu6yVMjZiuwO3sFFHs+54QDRgW7xH8mauWg8PDHPx0YwgvQc09YbSulNS6ncu5ffGWdbNVobRmuD5KJ8YpEOZEkm0E/ZNAh6YNRM80wwGcgepgMpDNvzLbMYTkYmjgWGZtTKVnt71ZIlzx2gOUq3M2hCgRenCCFEMjQTionpbGhkASMo37XMTt5ob5idbc/ZnYcMR29K+VcoLiakDlNCqm9q0yDoQXioJITEBJ+YogNJghb2818m2UBo7BATTmr1olzcMDqdwbkjugJP1RoDv/YwJhiOTh1iI0mKCyKEbLWqt9bNds61dvvxwvdsrSblX6GEJBseZ6Mz+5CIgKCBB1YETnIBLpINDB++l865vfscbDjFhlPR6WNy8WZ7e93stAfhLHkvKBIb24O69jCcpoVEOjK5xIbSCPmea5pyUS6+7ujNvQ27Y5idbbOzLZffEuKLTHiMZEII69XJgiDo/vyBEAzHRUYCw4coPvKQHRq7+KkCw/NcbESrF1ubN8xOs7/Hk7o8Rygq8v137Mbse3CK4mOpQGZcHJrACdr3bLOTM9pbllz2HH3/bpCWolTO6601IXGIDg73aNGDxDDkwzawvnIzGRiaZ8PDdDB9992AB/bpSFYMDs8ygahaKyiVbb1Z79sMmmOR6xGa7gqDskEZw3E2HA2PL3DRFMUFfORbcsFobxntLc8+gIG0vuc6elMuvk61k3RgmE8u9VzRA7PUmlq5pTVyti6Bqnv6oZLiw3x8XEjNHWRB4z5/QHLllpRfN1pNx7T676LEvvjX8uMn+/58QgzDCJoWM9nQyBwbSiEM82zDUqtK5byjdVEVnqBFLjbHhidINtwrRQ/M9z3k+6ayo5Sum52Kbcig6V77eeAkH2RDQ4HMEsXHeu6B2rU0bSfXKWwY7YZr9VVDXuhvv2tlh/TFmT5efhTHcbGUmM4GhmYQhnuOaXa2TClvSgXf7cKbLkZxUS6+QIvpntA0pu5coQPDJBP2PdvolPVmTt1Z82wLAb0AwfBiaoaLjNCBFEb0cKO+rbW1WlGp5JSdct+MXhLPX8F0o18n9xMUycWSodFZLjpE0LznWpZcsqRtvbXRlWr+IevhJMUnmNAIF53t8gl5WPn8f8YIhgmNCclDJBvCcMrR20p1RW9sW2oTsuluXWE4Lcb5+DifnCGZQB99M1/d2ezk1/VGzTH0Xv8ydLES/M5r9c98st8KGiwbzIwHs1N0MIEhzLVVSymrlQuO0e6t74JTPBebYUPjFJ/ozmya+Je//DzyXUdv2ErJd0yE4RQfZ8MZNpxBnot8z3NN0HRXFTRoMSokJiOTZ7jYOE722cF3GC1EhESWCQQ81/Ec0+/p7S2+L56/qi0v9M1hepQgBIZGo5NL4YlDJBvwHd1obag7l7Xa9QN5Dfiw18ezbWXHUkoYhiEMx0kG6zJN/6AByzE6SvUS2d7korNMaJTiI5Hpxy25pje3lMrNQWhc7X5IVhRSs3x0jBJjXdM8txd5DSMOTbPhlFYvKpVtuZzv0S/icSxm27huuHTPj4kgaJqPpcLjC2wkiZOM55qWVDQ6W2Y753s9/ebAd01JLr5OslEmNMbFZgla7K4Sx52eoAk6kBWHjhNMECdoz7GU6nVtZ8NSmr43QBt2u0VYBEmLMSE9w8dn+i5lfn+MVqm5ecNo1mxd7bnydPr3/7j1wofN0eFefaLBcZLlApmxyMQiyYV83/Us1VLKcvGN/Wxq3sfvS7HRKS46S/HxbsiBiH/5y8/f8dHMNTtmO3f7GpBsiA0Nc7ERhPzbh6T7Phx0tC9qJikmmBRSM5Hpx5hgpo+z5vd6buACYmqUi0Q9x/Rdx++pedP85ZtuOGQPJXtPVRhiw+HA0Ehs9mhodBEnadeSjeaGUjmv1W/2eNb8XlUPR6ubnW3k+xiO4wSN4QdZnnqvH7zn6Fr9htnZZqPTXHSaZMPhsVO23jZa21L+smtD0WOPrw3DB0aWucgIyYYGU80/lNeQXDRL8WGjsyMX16RivldSaZ8kcaX3irMETYqp4fDEIVqM4CTju5bR3jLaG5ZS9t3+n03oObpavWC0N5jgiJA8fICdHncucdzpdopTYjqQOU0wQZykfdfR6mtK+aapNHw443m3s2ZajAUyi1x0oqc75/YOS6l3cteVSsnSur3oEf7b7/oIdT7ygd64ERIEybDRqbnA8CxBC77nerZqSnm59GaXd87tadGDCY3xiQWKi+//7/EuJY47pQKuJVtywTVlDMMJNkSLSS6SxQnKcy3PgU6PXfl5kEwwGcgsRCZO04H0wT5bdXd+x/OxDBtJ+J7jWmY3DzKlqnWyLenz090fVSYYCo5MxGaWA5lZnKBcS9XrN5SdS0bjlu8NcBLme47RtKSC59o4TuAks5/7xe/vwdm1FL2xYslFJjzOhSdIIREcPcbFxsxOSSpec2AX4oO7GaP4UDC7zARSJB/Benb41j7ezCgumqHFiN6sqDt5Kb/udeUhWx7PYY6Lua7fxZ12FMeJ6ZFgdpoJxjGC8mzVaG+ZnbwlF30fmgIQQsi1NXXnsilt02JaSB4mmOD+jF661xLHnTJ/kuJiwtAJio/jBOO5ltEuqNUVo132XAdMfY9exgmKi2SE9DwTHBrADo3dK3o0pPyqUslbquJ7XWRqdm1LeOtq6/kPexzbbUHDCZIShMjUopgYI1jB92zXlI32pla7tltz9Ps1OWACw1x0jg4MYQS1p6a+9xLHHTJ/11YtqXD7JDGSi9BCnI0MExSDkO/ZRlf9TroQnKS56LA4tBAeO0kJ8QF/DfjwRQ8uluYiCYQhzzZdp1sKpriqses5Y3bS77LjvblILDQyHZ0+LKYmcIJyLVmtXdN2rpjtzb7t0NjNokfbkku36/IEye9dNfJhpeA5ut64ZUkFSykzoVFaHApkltnomNkuy+VrlgKbxe/48IEzgYQ4tMiEhkgmMGjzgvcsqiQbSdNi2BiqafVCO7fiWgf/eO6TJMJxrHtOZcQQLQpieiyYmaYDEQwnXVMyWhuWXDKVEoL22ftRn1q7ana2KDHDxxcoIdFdJY47+56Pi+ljtJDGSdb3PbNTVCo39WbBc2D6EkIIwymaj42KQ4tMIIWg0LyXOKYsFVbkUs7sSAf4MEc2WqFvvyKfPXHgQ0dxkmQCgej0IT4xipOs79mO0TZaG9rOVSg0P+wPGyMoMc3H5ujQCE7sZqHyIUocd7yr2JrZ2XbNju+7BBOkhBgXG8MpGsNxz7EGuSGPoHkumg1klsJjJ0k2CFnz3vuI4aJDfCyFkI88x7WtA3mYwy2b3cg7iagTDR+YPghcSKTCYzOx2WNcdBhhmGu0tNo1tXrB7OQQgmfcXXhSci3ZlPK+YyLfx0kGw3enIW/3656+5xjtTUsu3S56MIFMIHOIj08Y7aJSvmlKO4O2WRwnKCaUEtJzbCizv2e2AhgtxhILpw1pR90pStu3bMPYZx35OO5jGGYfTGqC4TgTCovJbHBkhuJDCGG2VjelbauTt9QqrI9dV59Wv2F2tujAMBebo4Tkw79Y2uUSx7v/fpINBrKPklyUIDkfIVMqy8WrZrvs9n3rNIYRFMuGM8GRZVpIQEHjwHFNVSqsSKWc2WnvW9GDUNTQN75nTI9rh+f2NS2gKFoQY7OHheQEhpO+aztm22itazvXoKCxP/dGWkjyiSU6MIyTzAN3euxyieMORQ/HNNtbtt5EyCdokeKjfGycZHgMQ75reX26bZRkBS46EhxZDo2eJBgRChrdUfSguWhaTGWR73ie6zn2PqQImOOyG9tuUNy3cRw4QfDxVHhsNj53ko0MId9z9KZau6qWzplSAQoa+1j0UMzOtmerGIbhBP1guxD3o7XL9xxLyjtazZKLbHiSDgwLqTk2MmLKVblw2ZR2+qkhDyNINpQKZJdpIU7QfC8eJNzfiQ3JBuLzjwTkprqTb23edM09HimDYcjzsH05ygvDMDoQDGYnA0OTFB9EGO4YLaO5ZspFW62Bmg9A0r6rN9cspUQJKSF5+AGOBdjrEscdH76E4PBpSkzhJI/hhK21lPJVtbbpWUbvDsnDcJygeSE5JQ4tkGwYlmaPJDm2UlnvbN/S2y1vb8rEuGlFvvINOxmTnjyzd14maJoJBuILj7DhNEKY5xiO0dYbK3pjBa5yNz1YR4TkISY0hpPsPZp6z0scd0qobVMq2OoO8hycFkg2wIaHaSGCkO+7di825FF8iI+Ph0aPiulFnOJgIfbObZVgAjE+kSVo0vds33F2/WEOc13u5rrPMebE6F58BYKihNRQdGoxMnmEFmO+6zh6Xa1c1HYuW0oFLnFX4TmGJZccs40whBPUvTTkHczuNd+zLaVs6w1LKTPhcSY4wkXHaDFpKTWlfF1vFXulIe/vdwMu0WIMJ0HNvShpjGTFyMQRITGiNyutjavWrk4H9THMJ4i9qC5gOMZFY4HMlJgaJdkAwjBb3dFba5ZcdvQmFDS69KHNc8x2zlZ3KC7OJ5foQOa9Ry8dQInjTppjhPRxNjyOkxyGE66pKOXrcuWWZxvd2ZOH4QRBc4HMopCag865Pvv9aPXt9uZNrVn3dmP7H2Y74a+/6PFs54OP7VpBg2G4SCy+cJIWYwhhnq3bekOrXTc7W3AFeys7IGiRTyxy0RnsLkPyDqDEcadfhWvLZUut+J5F0AGCEW8XPTCC8h3Tc7rpZAAMUUJYSM6ERo8JyVmcoGGV9Vc+jdNCREgOkwyDfNe1zYcsemC+R+eKPkGYEyO7kMpQVHBoJDq9FJ48THEh37VtdUcpn9d2rjh6HS5f7yUErmUpJUdv+56Dk8y7x6V1y4Ae33dtdcfRGpZSoQPDbHicjYzSgZQVn1B3VvVGzrUOfrwWyfJcbFxIztBCHEbp9zEEzYfHl4RkVmtW2xvXTKnjP3hDHoZIEnvoggNOEnw8JabHxfQYQfPI90wpb7Q2bLXqGG24ZL0sad+Uti21YrQ3udgsGxrFfqg23RUljjstR46LL3CRKYIJYjjumqre2OgUrrimuv89eRhOkFwgNHKEjYxCQWPwchxbb5Y7+VWlUvDu/zhEzHUDL72JuU7nQ48/WEpPsqwQT0dnjtBCBGG4Z+uWXNIbK6ZShElkfVj0YEQ2PMknlghKQBjWpSMuPUdXqxctKc9GJpjwBMkExcxhSohrtXWjU7aU5r59EiaYYEJDfGKSCaRh+QzkL4biE6NMOMmGV7Ra0WjXHfN+atMYhnAMPdA7b5KlheSIkBoR4lmcYjzXdNS61rhpSgXfhRNB+zQfMGV157KtN9jwFC2mujSD/qHlTVCBNBsaY0JjBB3wPdtWm3LpqtEqOuaensWJkazAxUbF9ALFR2BYM4B83zFkvVFq527q7abvvjN7pYuVwCvn3/2nmFwROY45Pf7OLISmteV5czz77o2mBEUKyYyYHhFSEzjJIN835bzZ3jalvGvJcCkGJDOg+Hi3C/qHTS1mTjLBEYIJYDjlOYZSuamUbzimurs9eThBkWwgMLwopOZ2ayQV0F+i9ox2uZO7qVTLrvVDQ/J8P/Wf/jT4nddw8/17+X2KbP7Exxo//rEfHuSP4TjJcnwsHl94hGSDCPmupdnajla7bslFiPwA0hVdHPf4u7DkkikXfNfCSRanBTaUYcMZnKSQ77nWLmTTGI6zobSQngmNn+QiY/t5NCTQS6kNhlFcUEiNURyDIeQ7jufYt/8HY2aSUDS6vPPeE/o9jlVOH9v5xz+NSPL7fynFC8HseGzmSHj8MEGxnq1ZSlkpn1Orl1xTgrCDoHujQmOrNVure66JkwzFR5hgmgmmcBz3bN1/0NFLGI7RfFhIzYTGTnDRMXgTCNyDpnEmEOdiaSYYdi3Vs23f83yGtkaHcV1n17buuoZpUjl7ovEPX3CD4u3/QrJsYCgbmToUGl2gxSjyPauTV3eu6PUbtlaHLScDvcx6pcRxJ6sSfOIQG5kimCBO0J5r6c0NafuSYyhvZzT3UtAgaYoLhsZPsOERKDQDD1z1MJV6e/O6Uik6poFZdvr3/zjwyrl3z0jyaar5yWcb/+A5n6IwHKd4gY+n4guPEBR3+wWRpVa1nau2VoOgAr2XQb/jV2GrVauT82wNp3iC4mgxycfGcIp+u+jxnk1IGEFwkeFgZjE0fooWUxjMawYeIp0mGUFIjjKBAEK+57vq1AjRkelSFXN+sBXWY2jl7InaL/4kYmiKF0Kj07G5Y6GReZykXEu1pIJceF2v33RtBSIK9L6gb1vas2297mh111YJkiXZMB1IMsE0QTOebbh32oWIYTgtRoPDS8GRo2w4++7dOwDwQJbGaDHMx9JsKOaQnpqOEi2J2cy/vVAJQj11pPHTn8AzyUB2Ijp1ODQ6T3FBhHyjuaruXNEbN12zAwUNoE9KHHf8Omx0io8vkmwYJ1nke0an1N583dbl2/vFCZKhhHBk8gwdSMGkZmBPcQxJ2rrK/avfZL/1PWQ77U9/XP6lnxFHxyOTxzGcRL7nmJIl5dXaNXgHCAyIoBFCGEHzdCDLxxdJLorhhGPKRjOv1TcwnODjk2wkC+8AgX16vPNdZ+Uq8fv/r10rG7/+r7iJeUoIYxjh2aopFbXaFcfo+J4DgQIGR9Bvfy+Kj9GBDBuepIQk8j3HkBCGk2wAEmdgX/E8VK24poqPTmI44bu23lw1pbyt7niODuEBBlPQb4OTTGDkMS4yDVcaOHAco62U3zTaOeR7EA3gXujbxjKcZCkhyQRH2NAEXGagK35sbEhIH8cJ1lIqjtkBTQODKGgMJyk+wcVm6cAwQYtwjYHuWZsUFyOzZ211x5TyeuMWVDmAwRE0hpMMExrjYjOUkIKN2kDXLlM6kKEDGSF5SG+sGZ0tW6tBNg30s6BxiqPFDBMc4aLTCLacAL2xaAUhvcxGJtSdK7ZadfSW77sQFqCvBI3hFCUk+cQiLaZxkoUmDaC31i/BBAPDZxyjabZzWmPFs1UICtD7gsZwnGTZ0CgXX6T4OFxIoJeTDILiExSfEFJH9Naa3rjl6A3ojwZ6VdAEE6SEFBeZZEJjcAmBPkqnKT6+wIbHtZ2rplx0jLbvWhAWEHRP5RpCWkgdofg4zNAA+hKc5IT0cSYyaUkFtXoZOj1A0F3vZQzHSJaLTPGJJYKB3YBAv6fSOEFxMYqL8Yklo72p12/aWt33bIgMCLrrIGiRCY4woVEoaACDZ2qSi87QgYzeWDWlnKNBbXqALj5BC2R3f0CGCY5wsVmKT0BBAxhYCEoQU8tsaNRSyurOVdeUYCppf4NTPBueZILZbhQ0hhE4xfHxeSYyTUJBAwD+PpcmuSgbnbXkgt64ZSll37XB1H12kQkmyIbH+cQSTnK+53SdoAkmxASzTGiMCQ6DmgHgnbkVQbHhCVpI6c2121PxoDbdH3ImmAAXnWWCIyQfRQiz1breyneRoHGSY0KjXHSG4uMYQcMVA4D3eAQWkoeY0KilVLT6dUdvvPcBb0A3QzBBNjROB7N0IINhuGsqcumq0SlZSvPgBY1hBEGLfHKJDU/iFA9XCwDu9XmYDZNsmIvNWHJZb6yYUh76pnvrApJsmAlPCMnDGE76nmNJVaV6Q6/nXPvts/oOVtC3x+pn2fAYJaTgggHAg6U4TDBLi2mtcdOSinAUQE9cMoINc5EpJjxOsmHftU2pYrQLcvGaa/3ItTsoQWMEE2ACI1x8luJiMN4IAB4+HRMSS2x4wpKLen3F1mrQkNedUHyMCY7RwSwtppHv21pDqawYrYKttv13DTUk938Z4bQgxJfY6BROcnC1AGA38x5K4KKzXGTaVnfUnauWUvIcA+LSHdeGJpkgG57kU8sYhvuubUplpXJDq215zl0LU/spaIwSEnQgw0WmSS4KFwwA9i4PosR0SEgYrQ2jtWFrNc/WICoH+HBDsmE2OsOGJwha9F3bVCtGMy8Vr72HmvdT0BhB80xonI/NE2wIw0m4ZgCw5786jOCi07SYsbWqWr0CxwIcCCQbYaNTTHCE4uPIR47eloqXzHbF1iXfe//x33vrSoygCVoU0kfZ0Dh4GQAO4sFaIOhJNjzh6C21dtXsbHuOAabea3CSJdgQH5vnYnPI9z3H1Bs5uXjFaJf8+2mI3CtpYjhBcnE2PM6ERkk2AhcMAA7W1CQXDWYfNYMjZmvTUiuupUBQ9uaWSJFshI/N08EsQQuerVtKTattqPVN7++b5w5Y0AQT5CLTbGSCYMNwNiAAdIs7cJINj9NCytZqau2aLZfhkK3dheLjbHSWFtMUF0MYspS6VLhkyTVHl/0HemrZRUFjGEGRTFDMPMIEMtA5BwBdammKZ0JjTGjMNSWtfl1vrkHR46ELGhzFxbjEIhsev13Q0OqrUvGqJdX9hwvs7ggawwgqkGaDY0x4jKADcMEAoPshmGAg8wgtZoxOzpIKriVDTB7gdkfxcT6xSAcyOMl5tm50inojp9Y2fHcXnk7IXfiAfIwNTzLhcZIJwngjAOgtwTChUUpMOeEJrXnLkvKeY0JU7jEtZQJZJjxOi0MkG/Y922hvK6UbplR1zF1ranxwQWMETXExPnmICY1CoRkAevgJnWDoYJYODjtG22iu640V19Gh6HHXcFE8xSe42CwbGkcYcm1DKV9Td26ZUs33djloDyJoDCfowDAdzLKhcYIW4YIBQH/khCQbETMnKDFltDdtpeIYbQjKO+5kJB/nY3N0cAQnGceULamiNXLqzsYe3c/uU9AYTnExJjzORWcIWoCCBgD0n6aZ4Agtpm21ptWvW0oFdiG+HZbQCBsaowPDBBP0XUtv5uTSNUvace093Ex/j4LGcJIhuWhg6BQlJsHLANDnNsIpOpChAxnXVvXGit645VnqQPbkYQTNU3ySTyzQgazve56lyaXLcumarXb24Z8n7+UDMoHh2305cDAgAAwUBCWI6eNMcERvrFpqxdEaA3PIFoZTHMUnbndoYBhh6y2rU1Hr63qjsG8fgnzvtJkSEkxonItM4iSPMEicAWAQofgEyYRso6XXb5pywbO0/tY0hpN0MMuFJykxTdCCZxtGpyyVrtpK093fLpc7CRrDcJIjuWgwe4ZkI1DQAAAAI2haSNFCynMMvbmq1264ttJ3I6cxghZpMcUnligh5Xuua6nS9nm5fMMx1AP5QO8UNE6ydCDLRafoQAbDKViXAAC8QxFC8jATzBqtDVPK22qtL7JpjKAFik/yyUOUkMAw3FbrRruk7qyaUu0APxb5I1m9OMRGp5lgFkbpAwDwXuJgI0LqKBse1xurRnujp0cvYTjJhifYyBTFJ3CKc21Nb2wp5Zu21vKcAz4xHSu/9f/hJEuLQ4HsWQLObAUA4D7xPcfs5JTyW64l91LRA8MJWmBC43xikWRCvue4piIVL6rVjfedo79/n7Gde5EJjtDiEE6ysNQAAHgwbK1udnKmVLDVavd/WpzimUCWi81QYhrDcEup681tvbltdrrrw2OuY+IEDcsLAICHTqVdx2wbzXWzvemYUnfWpjGc5GJzdGCYFlM4ybmmrDU21eqapTTu5YiT/f609zXeHwAA4P1N7dqmXFDK511T9j27Kz4ThpFMiAmNcbE5kg37nuMYHalwSatvebbVtZEEQQMAsCe4pmS0Nky5YCmVgxy9hGEkHaTENJ9YoviY73uWVDE6Ja22aSnNLo8hCBoAgD1Mph1T0hu3LLloa/X91zROslxslg5kaSGJ4aSlNfXGtlpdcXSpJ9QHggYAYO897TmWXFR3rjha3XP3vKSAYTjJxdjwOBudJuiA51q22pALl7Vm3nd7aXMNCBoAgH3CszWjvWlKBUsq7NXoJQwn2TATyPDxRYIN+b5ntApGu6jVNx29946MAUEDALCvybRrqUZr3WhvOVp9dzVNUAIbm2FDYyQXQxhuq3W9vqVUbzmminpTdCBoAAAORNSepVaV8nlHb3mu8TACxXCS5CJseJKLzeIk69mmrTXb228arQrqcb+BoAEAODA817I623pr3VJKvnvfDXkYRpBsmA5mheRhnOJ91zKlilpb0xs51+qHwxVB0AAAHGwq7buWbErbenPN1mr3nvPiJMcnlpjgMMlGMZywlLpWW9XqOduQUb9oDQQNAEC3mNrWG3LxdUdveK55N8liOEmyET6+wEQmcJx2HcNW6q2NVy21hfrOZiBoAAC6CM8xLClvdLbNTu4do5cwjCC5CBMa42KzBB3wXUtvbmv1Db1V8vbyYEAQNAAAwA9rWjfaObOzZcll37MRwggmKCQOUWKS5KLI981OUatvafUt19L7OA4gaAAAuhXfc8yOVrtGixk6OIzhlGfrZqfU2b7QlwUNEDQAAD2naR9hmOcYWm1dbxXMdtHt4vFGuwsOVx8AgO5OI7Hbmrb1ptkpD46dIYMGAKCXcC1F3VmVi9ddS/U9r++/LwgaAIAew5TKWm3D6JQtuQ6CBgAA6C58z7HUulK8qrdKrqX3xcniIGgAAPoL11LV6opcvumaWi8dWQuCBgBgQLDVurqzZrQKplLvp2QaBA0AQD/ge7attdXqilbfdAwVBA0AANCNptYbm53cBcdUPae3e/JA0AAA9KGlba2lN3N6PWfKNd9ze/RrgKABAOjXVNpx9I5aW9dq67Ym9WKnBwgaAID+N7XZKbc2XnUMxXPsHjI1CBoAgIHAMSW9kdPrW0a77Pu9sQsRBA0AwODk0r5jdLTGlt7YNKVa928WB0EDADB4ovYcs1Po5C9bcr2bOz1A0AAADCiupemNDb2Z11sF3+3GTg8QNAAAA51Mu5aq1dbV2oYl17utIQ8EDQAAgJDvmUq1vXnOVpuubXTJcS0gaAAAgO+n07be2tZqG3qr4NkmCBoAAKCrJO27tq43trT6hintHOwrRBA0AADAnU1t68325uuW3HAt/UBap0HQAAAAd7e055idklpb15vbrqmDoAEAALoLzzGMdkGrbRjNgruPRY//H2WIf99hBtbAAAAAAElFTkSuQmCC" /></p>
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<p>탐정은 자신이 있는 칸에 감옥의 뚫린 면이 바닥을 향하게 하여 놓는다. 감옥은 상하좌우 중 벽이 없는 한 방향으로 굴릴 수 있고, 그에 따라 바닥을 향하는 면이 바뀌게 된다. 즉, 이동하려는 칸의 바닥과 수직으로 접하고 있는 면이 이동 후 바닥을 향하게 된다.</p>
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<p>도둑을 감옥에 가두려면, 감옥의 뚫린 면이 바닥을 향할 때 도둑이 같은 칸에 있어야 한다. 만약 막힌 면이 바닥을 향할 때 도둑이 같은 칸에 있다면 도둑은 바로 승리를 선언하고 탐정은 패배하게 된다.</p>
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<p>당신은 탐정 역할이고, 도둑의 위치를 특정했다. 이제 도둑을 감옥으로 가두기만 하면 승리할 수 있다. 당신의 위치와 도둑의 위치가 주어질 때, 감옥을 최소 몇 번 굴려야 당신이 게임에서 승리할 수 있을지 알아보자.</p>
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</article>
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<article class="section">
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<h2>입력</h2>
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<p>첫 번째 줄에 보드의 크기 <span class="math-inline"><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><mrow><mi>N</mi></mrow></math></span>, <span class="math-inline"><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><mrow><mi>M</mi></mrow></math></span>이 주어진다.</p>
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<p>두 번째 줄부터 <span class="math-inline"><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><mrow><mi>N</mi></mrow></math></span>개의 줄에 각각 <span class="math-inline"><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><mrow><mi>M</mi></mrow></math></span>개의 문자로 보드의 상태가 주어진다. 벽이 있는 칸은 <code>#</code>, 빈칸은 <code>.</code>, 탐정의 위치는 <code>D</code>, 도둑의 위치는 <code>R</code>로 주어진다.</p>
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</article>
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<article class="section">
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<h2>출력</h2>
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<p>탐정이 승리할 수 있다면 도둑을 가두는데 필요한 최소 이동 횟수를 출력한다.</p>
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<p>그렇지 않다면 -1을 출력한다.</p>
|
|
</article>
|
|
<article class="section">
|
|
<h2>제한</h2>
|
|
<ul>
|
|
<li>4 ≤ <span class="math-inline"><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><mrow><mi>N</mi></mrow></math></span>, <span class="math-inline"><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><mrow><mi>M</mi></mrow></math></span> ≤ 500</li>
|
|
<li>입력에 <code>D</code>와 <code>R</code>은 한 개씩만 주어진다.</li>
|
|
<li>탐정이 있는 칸과 도둑이 있는 칸은 모두 벽이 아니다.</li>
|
|
<li>보드의 테두리, 즉 1행, 1열, N행, M열에 해당하는 칸은 벽이다.</li>
|
|
</ul>
|
|
</article>
|
|
<article class="section">
|
|
<h2>예제 입력 1 복사</h2>
|
|
<pre class="sampledata" id="sample-input-1">5 5
|
|
#####
|
|
#D..#
|
|
#.#.#
|
|
#..R#
|
|
#####
|
|
</pre>
|
|
</article>
|
|
<article class="section">
|
|
<h2>예제 입력 2 복사</h2>
|
|
<pre class="sampledata" id="sample-input-2">6 5
|
|
#####
|
|
#..##
|
|
#..R#
|
|
##.##
|
|
##D##
|
|
#####
|
|
</pre>
|
|
</article>
|
|
<article class="section">
|
|
<h2>예제 입력 3 복사</h2>
|
|
<pre class="sampledata" id="sample-input-3">4 6
|
|
######
|
|
#R..D#
|
|
#.##.#
|
|
######
|
|
</pre>
|
|
</article>
|
|
<article class="section">
|
|
<h2>예제 출력 1 복사</h2>
|
|
<pre class="sampledata" id="sample-output-1">4
|
|
</pre>
|
|
</article>
|
|
<article class="section">
|
|
<h2>예제 출력 2 복사</h2>
|
|
<pre class="sampledata" id="sample-output-2">7
|
|
</pre>
|
|
</article>
|
|
<article class="section">
|
|
<h2>예제 출력 3 복사</h2>
|
|
<pre class="sampledata" id="sample-output-3">-1
|
|
</pre>
|
|
</article>
|
|
</main>
|
|
</body>
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</html>
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